From 6edd5f9c40ab53a04a5d676e5a44cf4223f76d40 Mon Sep 17 00:00:00 2001 From: jgarnek Date: Thu, 24 Nov 2022 17:59:07 +0000 Subject: [PATCH] uniformizer; skoki filtracji; grupy rozgalezienia --- sage/.run.term-0.term | 15611 +++++++++++++++- sage/as_covers/as_cover/uniformizer.sage | 0 sage/as_covers/as_cover_class.sage | 78 + sage/as_covers/as_form_class.sage | 9 +- sage/as_covers/as_function_class.sage | 26 +- sage/as_covers/dual_element.sage | 8 +- sage/as_covers/ith_magical_component.sage | 9 +- .../tests/ith_ramification_gp_test.sage | 20 + .../tests/ramification_jumps_test.sage | 25 + sage/as_covers/tests/uniformizer_test.sage | 12 + sage/{ => drafty}/draft.sage | 37 +- sage/drafty/draft2.sage | 43 + sage/drafty/draft3.sage | 7 + sage/init.sage | 6 +- sage/tests.sage | 10 +- 15 files changed, 15860 insertions(+), 41 deletions(-) create mode 100644 sage/as_covers/as_cover/uniformizer.sage create mode 100644 sage/as_covers/tests/ith_ramification_gp_test.sage create mode 100644 sage/as_covers/tests/ramification_jumps_test.sage create mode 100644 sage/as_covers/tests/uniformizer_test.sage rename sage/{ => drafty}/draft.sage (59%) create mode 100644 sage/drafty/draft2.sage create mode 100644 sage/drafty/draft3.sage diff --git a/sage/.run.term-0.term b/sage/.run.term-0.term index 63361f5..3615f3c 100644 --- a/sage/.run.term-0.term +++ b/sage/.run.term-0.term @@ -8588,4 +8588,15613 @@ bash: syntax error near unexpected token `'init.sage'' [?7h[?12l[?25h[?2004l-280 232 [?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') -[?7h[?12l[?25h[?2004l \ No newline at end of file +[?7h[?12l[?25h[?2004l-280 +232 +x^10*z0^6*z1^3 + 2*x^9*z0^4*z1^4 + x^5*z0^7*z1^5 - x^4*z0^5*z1^6 + z0^8*z1^7 - 2*z0^8*z1^3 - 2*z0^4*z1^7 - z0^4*z1^3 + +x^12*z0^3*z1^3 + 2*x^11*z0*z1^4 + x^7*z0^4*z1^5 - x^6*z0^2*z1^6 + x^2*z0^5*z1^7 - 2*x^2*z0^5*z1^3 - 2*x^2*z0*z1^7 - x^2*z0*z1^3 + +x^13*z0^5*z1^2 + 2*x^12*z0^3*z1^3 + 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[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l-280 +232 +-225 ++Infinity ++Infinity +-225 +-225 ++Infinity ++Infinity +-225 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l192 ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity +-125 ++Infinity +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l217 +-240 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l192 +-240 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS = as_cover(C_super, [f1, f2], prec=500)[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.exponent_of_diffent_prim()[?7h[?12l[?25h[?25l[?7lexponent_of_different_prim()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different() +[?7h[?12l[?25h[?2004l[?7h216 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l4[?7h[?12l[?25h[?25l[?7l0[?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l9[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l+[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l6[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: -240-191+216 +[?7h[?12l[?25h[?2004l[?7h-215 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l-240-191+216[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l5[?7h[?12l[?25h[?25l[?7l/[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l5[?7h[?12l[?25h[?25l[?7lsage: -215/25 +[?7h[?12l[?25h[?2004l[?7h-43/5 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l-215/25[?7h[?12l[?25h[?25l[?7l25.[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: -215/25.n() +[?7h[?12l[?25h[?2004l[?7h-8.60000000000000 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l-215/25.n()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l25[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf-215/25)[?7h[?12l[?25h[?25l[?7ll-215/25)[?7h[?12l[?25h[?25l[?7lo-215/25)[?7h[?12l[?25h[?25l[?7lo-215/25)[?7h[?12l[?25h[?25l[?7lr-215/25)[?7h[?12l[?25h[?25l[?7l(-215/25)[?7h[?12l[?25h[?25l[?7lsage: floor(-215/25) +[?7h[?12l[?25h[?2004l[?7h-9 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l9[?7h[?12l[?25h[?25l[?7l*[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l5[?7h[?12l[?25h[?25l[?7lsage: 9*25 +[?7h[?12l[?25h[?2004l[?7h225 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l9*25[?7h[?12l[?25h[?25l[?7lfloor(-215/25)[?7h[?12l[?25h[?25l[?7l-215/25.n()[?7h[?12l[?25h[?25l[?7l25[?7h[?12l[?25h[?25l[?7l40-191+216[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l192 ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity +-125 ++Infinity +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ git pushcommit -m "z jupytera na pliki tekstowe"add sageload('init.sage')git add sagecommit -m "z jupytera na pliki tekstowe"pushsage +┌────────────────────────────────────────────────────────────────────┐ +│ SageMath version 9.7, Release Date: 2022-09-19 │ +│ Using Python 3.10.5. Type "help()" for help. │ +└────────────────────────────────────────────────────────────────────┘ +]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7l9*25[?7h[?12l[?25h[?25l[?7lfloor(-215/25)[?7h[?12l[?25h[?25l[?7l-215/25.n()[?7h[?12l[?25h[?25l[?7l25[?7h[?12l[?25h[?25l[?7l40-191+216[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l192 ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity +-5 ++Infinity +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l192 ++Infinity 0 ++Infinity 0 ++Infinity 0 ++Infinity 0 ++Infinity 0 ++Infinity 0 +-5 0 ++Infinity 0 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l192 ++Infinity 0 -190 -190 ++Infinity 0 -185 -185 ++Infinity 0 -185 -185 ++Infinity 0 -190 -190 ++Infinity 0 -190 -190 ++Infinity 0 -185 -185 +-5 0 -185 -185 ++Infinity 0 -190 -190 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different + AS.exponent_of_different  + AS.exponent_of_different_prim + + + [?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l + AS.exponent_of_different  + + [?7h[?12l[?25h[?25l[?7l_prim + AS.exponent_of_different  + AS.exponent_of_different_prim[?7h[?12l[?25h[?25l[?7l() + + +[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim() +[?7h[?12l[?25h[?2004l[?7h192 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + [?7h[?12l[?25h[?25l[?7l(zmag*(zdual.group_action([0, 0]))).trace2()[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7l*[?7h[?12l[?25h[?25l[?7lzdual)tace2()[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l().[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: (zmag*zvee).trace2() +[?7h[?12l[?25h[?2004l[?7h1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + [?7h[?12l[?25h]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ sagesasa +┌────────────────────────────────────────────────────────────────────┐ +│ SageMath version 9.7, Release Date: 2022-09-19 │ +│ Using Python 3.10.5. Type "help()" for help. │ +└────────────────────────────────────────────────────────────────────┘ +]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: p = 7 +....: for i in range(0, p): +....:  print(binomial(p-1, i)%p)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfori in range(0, p): + print(binom(p-1, i)%p) + [?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lm =7 +p=5 +....: R. = LaurentSeriesRing(GF(p), default_prec = 100) +....:  +....: result = R(0) +....: for i in range(p): +....:  denom = (t^m/(1 + i*t^m))^(p-1) + (t^m/(1 + i*t^m))^(p-2) +....:  f = (t/((1+i*t^m).nth_root(m)))/denom +....:  result += f +....: print(result) +....: dprim = m*(p-1) +....: d = (m+1)*(p-1) +....: print(d, dprim)[?7h[?12l[?25h[?25l[?7l() +()[?7h[?12l[?25h[?25l[?7l() +()[?7h[?12l[?25h[?25l[?7l() +()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l(1+t).nth_root(m) +  +  +  +  +  +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7lm = 7 +....: p = 5 +....: R. = LaurentSeriesRing(GF(p), default_prec = 100) +....:  +....: result = R(0) +....: for i in range(p): +....:  denom = (t^m/(1 + i*t^m))^(p-1) + (t^m/(1 + i*t^m))^(p-2) +....:  f = (t - R(i/m)*t^(m+1))/denom +....:  result += f +....: print(result) +....: dprim = m*(p-1) +....: d = (m+1)*(p-1) +....: print(d, dprim)[?7h[?12l[?25h[?25l[?7l() +()[?7h[?12l[?25h[?25l[?7l() +()[?7h[?12l[?25h[?25l[?7l() +()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l + + + + + + + + +() +  +  + [?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l + +precision = 100) + + + + + + +()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l + + = 100) + + + + + + +()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l + +) + + + + + + +()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l + + + + + + +i/m*t^(m+1))/denom + +()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l +3 + + + + + + + +()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l + + + +t(0) + + + + +()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l + +() +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l(zmag*zvee).trace2() +  + [?7h[?12l[?25h[?25l[?7lAS.exponnt_of_different_prim()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7l9*25[?7h[?12l[?25h[?25l[?7lfloor(-215/25)[?7h[?12l[?25h[?25l[?7l-215/25.n()[?7h[?12l[?25h[?25l[?7l25[?7h[?12l[?25h[?25l[?7l40-191+216[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + + + + [?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lp = 7 +....: for i in range(0, p): +....:  print(binomial(p-1, i)%p)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfori in range(0, p): + print(binom(p-1, i)%p) + [?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lm =7 +p=5 +....: R. = LaurentSeriesRing(GF(p), default_prec = 100) +....:  +....: result = R(0) +....: for i in range(p): +....:  denom = (t^m/(1 + i*t^m))^(p-1) + (t^m/(1 + i*t^m))^(p-2) +....:  f = (t/((1+i*t^m).nth_root(m)))/denom +....:  result += f +....: print(result) +....: dprim = m*(p-1) +....: d = (m+1)*(p-1) +....: print(d, dprim)[?7h[?12l[?25h[?25l[?7l() +()[?7h[?12l[?25h[?25l[?7l() +()[?7h[?12l[?25h[?25l[?7lfori in range(0, p): +  print(binom(p-1, i)%p) +  +  +  +  +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7l +[?7h[?12l[?25h[?25l[?7lp =7 +fori in range(0, p): +....:  print(binomial(p-1, i)%p)[?7h[?12l[?25h[?25l[?7l +[?7h[?12l[?25h[?25l[?7l +[?7h[?12l[?25h[?25l[?7lload('init.sage') +  + [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l'[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7laft.sage[?7h[?12l[?25h[?25l[?7l')[?7h[?12l[?25h[?25l[?7l(')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l192 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + + + [?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + + + + + + + + + + + [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l^C--------------------------------------------------------------------------- +KeyboardInterrupt Traceback (most recent call last) +Input In [3], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :14, in  + +File :17, in dual_elt(AS, zmag) + +File :41, in __mul__(self, other) + +File :3, in __init__(self, C, g) + +File src/cysignals/signals.pyx:310, in cysignals.signals.python_check_interrupt() + +KeyboardInterrupt: +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l1 +1 + 4*t^33 + 2*t^45 + t^66 + t^69 + 3*t^78 + t^81 + 2*t^90 + 2*t^93 + 4*t^99 + 2*t^111 + 4*t^117 + 3*t^123 + 4*t^126 + t^132 + 2*t^138 + t^141 + 3*t^144 + 3*t^147 + 4*t^150 + 2*t^156 + 3*t^162 + 4*t^171 + 3*t^177 + 4*t^180 + t^183 + 3*t^186 + 3*t^189 + t^192 + 3*t^195 + 4*t^198 + 4*t^201 + 2*t^207 + 3*t^210 + 4*t^213 + 4*t^216 + t^219 + t^225 + 2*t^231 + t^234 + 3*t^237 + 3*t^240 + 3*t^243 + t^246 + t^249 + 3*t^252 + 3*t^255 + 2*t^258 + 2*t^261 + 2*t^264 + 3*t^267 + 4*t^270 + 2*t^273 + 2*t^276 + 4*t^279 + t^282 + 4*t^294 + 4*t^297 + 4*t^300 + 2*t^303 + 2*t^306 + 2*t^309 + t^312 + 4*t^318 + 3*t^324 + 2*t^327 + 2*t^333 + 2*t^336 + 3*t^339 + 4*t^342 + t^345 + 4*t^348 + 3*t^351 + t^354 + 3*t^357 + t^360 + 3*t^366 + 3*t^369 + 4*t^372 + 4*t^375 + 2*t^378 + 3*t^381 + t^384 + 4*t^387 + 3*t^390 + t^393 + t^396 + 3*t^399 + 3*t^405 + 3*t^408 + 2*t^414 + t^417 + 3*t^420 + 3*t^423 + t^426 + 2*t^432 + 2*t^435 + 3*t^441 + 2*t^447 + 2*t^450 + O(t^452) +1 + 3*t^33 + 4*t^45 + 4*t^66 + 2*t^69 + 2*t^78 + 2*t^81 + 3*t^90 + 4*t^93 + 2*t^99 + t^111 + 3*t^117 + 4*t^123 + t^126 + t^132 + 3*t^138 + 2*t^141 + 3*t^144 + 4*t^147 + t^150 + 2*t^156 + 2*t^162 + 2*t^171 + t^177 + 4*t^180 + 3*t^183 + 2*t^186 + t^189 + t^192 + 4*t^195 + t^198 + 3*t^201 + t^207 + 2*t^210 + 3*t^213 + 4*t^216 + 3*t^219 + 2*t^225 + t^231 + 4*t^234 + t^237 + 3*t^240 + 4*t^243 + 4*t^246 + 2*t^249 + 3*t^252 + 4*t^255 + 3*t^258 + 4*t^261 + 2*t^264 + 4*t^267 + t^270 + 4*t^273 + 2*t^276 + 2*t^279 + 4*t^282 + t^294 + 3*t^297 + 4*t^300 + t^303 + 3*t^306 + 4*t^309 + t^312 + t^318 + 3*t^324 + t^327 + 4*t^333 + 2*t^336 + 4*t^339 + t^342 + 2*t^345 + 4*t^348 + 4*t^351 + 4*t^354 + t^357 + t^360 + 2*t^366 + t^369 + 4*t^372 + 2*t^375 + 3*t^378 + t^381 + t^384 + 2*t^387 + 2*t^390 + 2*t^393 + t^396 + 4*t^399 + t^405 + 3*t^408 + 3*t^414 + 2*t^417 + 3*t^420 + 4*t^423 + 4*t^426 + 2*t^432 + t^435 + t^441 + t^447 + 3*t^450 + O(t^452) +1 + 2*t^33 + t^45 + 4*t^66 + 3*t^69 + 2*t^78 + 3*t^81 + 3*t^90 + t^93 + 3*t^99 + 4*t^111 + 2*t^117 + t^123 + t^126 + t^132 + 3*t^138 + 3*t^141 + 3*t^144 + t^147 + t^150 + 2*t^156 + 2*t^162 + 3*t^171 + 4*t^177 + 4*t^180 + 2*t^183 + 2*t^186 + 4*t^189 + t^192 + t^195 + t^198 + 2*t^201 + 4*t^207 + 2*t^210 + 2*t^213 + 4*t^216 + 2*t^219 + 3*t^225 + 4*t^231 + 4*t^234 + 4*t^237 + 3*t^240 + t^243 + 4*t^246 + 3*t^249 + 3*t^252 + t^255 + 3*t^258 + t^261 + 2*t^264 + t^267 + t^270 + t^273 + 2*t^276 + 3*t^279 + 4*t^282 + t^294 + 2*t^297 + 4*t^300 + 4*t^303 + 3*t^306 + t^309 + t^312 + t^318 + 3*t^324 + 4*t^327 + t^333 + 2*t^336 + t^339 + t^342 + 3*t^345 + 4*t^348 + t^351 + 4*t^354 + 4*t^357 + t^360 + 2*t^366 + 4*t^369 + 4*t^372 + 3*t^375 + 3*t^378 + 4*t^381 + t^384 + 3*t^387 + 2*t^390 + 3*t^393 + t^396 + t^399 + 4*t^405 + 3*t^408 + 3*t^414 + 3*t^417 + 3*t^420 + t^423 + 4*t^426 + 2*t^432 + 4*t^435 + 4*t^441 + 4*t^447 + 3*t^450 + O(t^452) +1 + t^33 + 3*t^45 + t^66 + 4*t^69 + 3*t^78 + 4*t^81 + 2*t^90 + 3*t^93 + t^99 + 3*t^111 + t^117 + 2*t^123 + 4*t^126 + t^132 + 2*t^138 + 4*t^141 + 3*t^144 + 2*t^147 + 4*t^150 + 2*t^156 + 3*t^162 + t^171 + 2*t^177 + 4*t^180 + 4*t^183 + 3*t^186 + 2*t^189 + t^192 + 2*t^195 + 4*t^198 + t^201 + 3*t^207 + 3*t^210 + t^213 + 4*t^216 + 4*t^219 + 4*t^225 + 3*t^231 + t^234 + 2*t^237 + 3*t^240 + 2*t^243 + t^246 + 4*t^249 + 3*t^252 + 2*t^255 + 2*t^258 + 3*t^261 + 2*t^264 + 2*t^267 + 4*t^270 + 3*t^273 + 2*t^276 + t^279 + t^282 + 4*t^294 + t^297 + 4*t^300 + 3*t^303 + 2*t^306 + 3*t^309 + t^312 + 4*t^318 + 3*t^324 + 3*t^327 + 3*t^333 + 2*t^336 + 2*t^339 + 4*t^342 + 4*t^345 + 4*t^348 + 2*t^351 + t^354 + 2*t^357 + t^360 + 3*t^366 + 2*t^369 + 4*t^372 + t^375 + 2*t^378 + 2*t^381 + t^384 + t^387 + 3*t^390 + 4*t^393 + t^396 + 2*t^399 + 2*t^405 + 3*t^408 + 2*t^414 + 4*t^417 + 3*t^420 + 2*t^423 + t^426 + 2*t^432 + 3*t^435 + 2*t^441 + 3*t^447 + 2*t^450 + O(t^452) +1 + 2*t^3 + 4*t^6 + 3*t^9 + t^12 + 3*t^15 + 2*t^18 + t^21 + t^24 + 2*t^27 + 2*t^30 + 3*t^33 + 3*t^39 + 4*t^42 + 4*t^51 + 3*t^54 + 4*t^57 + 4*t^60 + t^63 + 3*t^72 + 2*t^75 + 4*t^78 + 4*t^81 + 3*t^93 + 3*t^105 + 3*t^111 + 2*t^114 + 4*t^117 + 3*t^120 + 2*t^123 + 3*t^126 + 3*t^129 + t^132 + 2*t^135 + 2*t^138 + t^141 + t^147 + 4*t^150 + 3*t^153 + 2*t^156 + 3*t^165 + 4*t^168 + 4*t^171 + 2*t^174 + t^180 + 2*t^183 + 2*t^186 + t^192 + 2*t^195 + 2*t^198 + 3*t^201 + 2*t^204 + t^210 + 3*t^213 + 2*t^216 + 3*t^222 + 3*t^225 + t^228 + 4*t^231 + 4*t^234 + 2*t^237 + 2*t^240 + 4*t^243 + 2*t^246 + t^249 + 2*t^255 + 2*t^261 + t^264 + t^267 + t^270 + 2*t^273 + 3*t^276 + 3*t^279 + t^282 + 2*t^294 + 2*t^297 + 3*t^300 + 3*t^303 + 2*t^306 + 4*t^309 + 3*t^312 + 3*t^315 + 4*t^321 + t^324 + t^327 + 3*t^330 + 4*t^333 + t^339 + 3*t^345 + t^348 + 3*t^351 + 3*t^357 + t^360 + t^366 + 2*t^369 + 3*t^372 + 3*t^378 + t^381 + 2*t^384 + t^387 + 3*t^390 + 2*t^393 + t^396 + 3*t^402 + t^405 + 2*t^408 + t^411 + 3*t^414 + t^417 + 2*t^420 + t^423 + 4*t^426 + 3*t^432 + 2*t^435 + 2*t^441 + 2*t^444 + t^450 + O(t^452) +1 + 2*t^3 + 4*t^6 + 3*t^9 + t^12 + 3*t^15 + 2*t^18 + t^21 + t^24 + 2*t^27 + 2*t^30 + 2*t^33 + t^36 + t^39 + 2*t^42 + 2*t^45 + t^48 + 3*t^51 + t^54 + 2*t^57 + 3*t^63 + 2*t^66 + 4*t^69 + t^72 + t^78 + t^81 + t^84 + 4*t^87 + t^90 + t^93 + 2*t^96 + t^99 + 4*t^102 + 3*t^105 + 3*t^108 + 3*t^111 + 2*t^114 + 3*t^117 + t^126 + 3*t^129 + 3*t^132 + t^138 + t^141 + 4*t^144 + 2*t^147 + 2*t^150 + 3*t^153 + 3*t^156 + t^159 + 2*t^162 + 2*t^165 + 2*t^171 + 4*t^174 + t^180 + 3*t^183 + t^189 + 4*t^198 + 2*t^201 + 3*t^207 + 2*t^213 + 2*t^216 + 4*t^219 + 4*t^222 + 3*t^228 + t^234 + 3*t^237 + 3*t^240 + t^243 + 4*t^246 + 3*t^249 + 2*t^252 + 2*t^255 + 2*t^258 + 2*t^261 + t^264 + 2*t^267 + 3*t^270 + t^273 + 4*t^276 + 4*t^279 + t^282 + 2*t^285 + 4*t^291 + 3*t^294 + 4*t^300 + 3*t^306 + t^315 + 4*t^318 + t^321 + t^324 + t^327 + t^333 + 4*t^336 + 2*t^339 + 3*t^342 + 2*t^345 + 4*t^348 + t^354 + 4*t^363 + 3*t^366 + 3*t^369 + 3*t^372 + t^375 + 2*t^381 + 3*t^384 + 2*t^387 + 2*t^390 + 2*t^393 + t^396 + 2*t^402 + 3*t^405 + 3*t^408 + t^411 + 3*t^414 + 4*t^417 + 4*t^420 + 2*t^423 + 4*t^429 + 3*t^435 + t^438 + 4*t^441 + 3*t^444 + t^447 + t^450 + O(t^452) +1 + 2*t^3 + 4*t^6 + 3*t^9 + t^12 + 3*t^15 + 2*t^18 + t^21 + t^24 + 2*t^27 + 2*t^30 + t^33 + 2*t^36 + 4*t^39 + 4*t^45 + 2*t^48 + 2*t^51 + 4*t^54 + t^60 + t^66 + 2*t^72 + 3*t^75 + 4*t^78 + 3*t^81 + t^84 + 2*t^87 + t^90 + 3*t^96 + 4*t^99 + 3*t^102 + t^105 + 2*t^111 + 2*t^114 + t^117 + t^123 + 4*t^126 + t^129 + 4*t^132 + t^135 + 4*t^141 + 3*t^144 + t^147 + 2*t^150 + 3*t^153 + 2*t^159 + 3*t^162 + 3*t^165 + 3*t^168 + 4*t^171 + 3*t^174 + t^177 + 4*t^180 + 3*t^183 + 4*t^186 + 3*t^189 + 4*t^195 + 3*t^201 + 2*t^207 + 4*t^210 + 4*t^213 + 3*t^216 + 2*t^222 + 2*t^225 + 4*t^228 + 4*t^231 + t^234 + 3*t^237 + 2*t^240 + 3*t^243 + t^249 + 3*t^252 + 2*t^258 + t^264 + 4*t^267 + 2*t^270 + 3*t^273 + 3*t^276 + t^279 + 4*t^282 + 2*t^285 + 3*t^288 + 3*t^291 + 4*t^297 + 4*t^300 + 2*t^303 + t^306 + t^309 + 2*t^312 + 4*t^315 + 2*t^318 + 4*t^321 + 2*t^324 + 3*t^327 + t^330 + 4*t^336 + t^339 + t^342 + 3*t^345 + 4*t^348 + 2*t^351 + 2*t^360 + 4*t^363 + t^366 + t^369 + t^372 + 3*t^375 + 3*t^378 + 3*t^381 + 4*t^384 + 3*t^390 + 2*t^393 + 4*t^396 + 4*t^399 + t^402 + 2*t^405 + 2*t^408 + 4*t^414 + 3*t^417 + 4*t^420 + t^423 + 4*t^426 + 4*t^429 + 2*t^432 + 4*t^438 + t^441 + t^447 + O(t^452) +1 + 2*t^3 + 4*t^6 + 3*t^9 + t^12 + 3*t^15 + 2*t^18 + t^21 + t^24 + 2*t^27 + 2*t^30 + 3*t^36 + 2*t^39 + 3*t^42 + t^45 + 3*t^48 + t^51 + 2*t^54 + 3*t^57 + 2*t^60 + 2*t^63 + 2*t^66 + 3*t^69 + t^72 + t^75 + 3*t^78 + 4*t^87 + 3*t^96 + 3*t^99 + 4*t^102 + 2*t^105 + t^108 + 2*t^111 + t^114 + 3*t^117 + 3*t^120 + 3*t^123 + 3*t^129 + t^132 + 3*t^141 + 2*t^150 + 3*t^156 + 4*t^159 + 2*t^162 + t^165 + 2*t^168 + 4*t^171 + 4*t^174 + 3*t^177 + 3*t^180 + t^183 + 3*t^186 + 3*t^189 + 2*t^192 + 3*t^195 + t^198 + 2*t^201 + t^204 + 4*t^210 + 4*t^213 + 2*t^216 + 3*t^222 + 3*t^225 + 3*t^231 + t^234 + 4*t^240 + 2*t^243 + 3*t^246 + t^249 + 3*t^252 + 4*t^258 + 3*t^264 + 2*t^267 + 4*t^270 + t^273 + 2*t^279 + 2*t^282 + 2*t^288 + t^291 + 3*t^294 + 3*t^297 + 2*t^303 + 4*t^306 + 2*t^309 + 2*t^312 + 2*t^315 + 2*t^318 + 3*t^324 + 4*t^330 + t^333 + 3*t^336 + 3*t^339 + t^342 + 4*t^345 + 4*t^348 + 3*t^351 + 3*t^357 + 2*t^360 + t^363 + 3*t^366 + 2*t^369 + 2*t^372 + 3*t^375 + 2*t^378 + 2*t^381 + 3*t^384 + 2*t^387 + t^399 + 4*t^402 + 3*t^405 + 4*t^411 + 2*t^417 + t^420 + 2*t^426 + t^432 + t^435 + 4*t^438 + t^441 + 2*t^444 + 2*t^447 + 4*t^450 + O(t^452) +1 + 2*t^3 + 4*t^6 + 3*t^9 + t^12 + 3*t^15 + 2*t^18 + t^21 + t^24 + 2*t^27 + 2*t^30 + 4*t^33 + 4*t^36 + t^42 + 3*t^45 + 4*t^48 + t^57 + 3*t^60 + 4*t^63 + 3*t^69 + 3*t^72 + 4*t^75 + 3*t^78 + 2*t^81 + 3*t^84 + 3*t^90 + t^93 + 2*t^96 + 2*t^99 + 4*t^102 + t^105 + t^108 + 3*t^114 + 4*t^117 + 4*t^120 + 4*t^123 + 2*t^126 + 2*t^135 + 2*t^138 + t^141 + 4*t^147 + t^153 + 2*t^159 + 4*t^162 + t^165 + t^168 + 2*t^171 + 3*t^177 + 2*t^180 + t^183 + 3*t^186 + 4*t^189 + 3*t^195 + 3*t^198 + 4*t^201 + 4*t^204 + 2*t^213 + 2*t^219 + 2*t^222 + 2*t^228 + 2*t^234 + 3*t^237 + 2*t^240 + t^246 + t^249 + 2*t^252 + 3*t^255 + 2*t^258 + 2*t^261 + 4*t^264 + 4*t^267 + 3*t^273 + 2*t^276 + 2*t^282 + 3*t^285 + 4*t^291 + 3*t^294 + t^297 + 3*t^300 + 4*t^303 + 3*t^306 + 3*t^309 + t^312 + t^315 + t^318 + 4*t^321 + 3*t^324 + 2*t^327 + t^330 + t^333 + t^339 + 3*t^345 + 3*t^351 + 2*t^354 + 4*t^360 + t^366 + 4*t^369 + t^375 + 4*t^381 + 3*t^387 + 4*t^390 + 2*t^393 + 2*t^396 + t^405 + 4*t^408 + 4*t^411 + 2*t^414 + 4*t^417 + 4*t^423 + 4*t^426 + 4*t^429 + 3*t^432 + t^435 + t^438 + t^441 + 4*t^444 + 2*t^447 + t^450 + O(t^452) +1 + 4*t^3 + t^6 + 4*t^9 + t^12 + t^15 + 3*t^18 + 3*t^21 + t^24 + 4*t^27 + 3*t^30 + 4*t^33 + t^39 + t^42 + 3*t^51 + 2*t^54 + 2*t^57 + 4*t^60 + 2*t^63 + 3*t^72 + 4*t^75 + t^78 + 2*t^81 + 4*t^93 + 4*t^105 + t^111 + 3*t^114 + 2*t^117 + 3*t^120 + 4*t^123 + 2*t^126 + 4*t^129 + t^132 + 4*t^135 + 3*t^138 + 3*t^141 + 2*t^147 + t^150 + 4*t^153 + 2*t^156 + 4*t^165 + 4*t^168 + 3*t^171 + 3*t^174 + t^180 + 4*t^183 + 3*t^186 + t^192 + 4*t^195 + 3*t^198 + 4*t^201 + 2*t^204 + 4*t^210 + 4*t^213 + 2*t^216 + 2*t^222 + 4*t^225 + t^228 + 3*t^231 + t^234 + t^237 + 2*t^240 + 3*t^243 + 3*t^246 + 3*t^249 + 4*t^255 + t^261 + t^264 + 2*t^267 + 4*t^270 + t^273 + 3*t^276 + t^279 + 4*t^282 + 3*t^294 + t^297 + 3*t^300 + t^303 + 3*t^306 + 2*t^309 + 3*t^312 + t^315 + 2*t^321 + t^324 + 2*t^327 + 2*t^330 + 2*t^333 + 2*t^339 + 4*t^345 + t^348 + t^351 + 4*t^357 + t^360 + 4*t^366 + t^369 + 3*t^372 + 2*t^378 + 3*t^381 + 2*t^384 + 2*t^387 + 2*t^390 + t^393 + t^396 + 2*t^402 + 3*t^405 + 2*t^408 + 2*t^411 + 2*t^414 + 3*t^417 + 2*t^420 + 2*t^423 + t^426 + 3*t^432 + 4*t^435 + t^441 + 2*t^444 + 4*t^450 + O(t^452) +1 + 4*t^3 + t^6 + 4*t^9 + t^12 + t^15 + 3*t^18 + 3*t^21 + t^24 + 4*t^27 + 3*t^30 + 3*t^33 + 2*t^36 + 3*t^39 + 2*t^45 + 2*t^48 + 4*t^51 + t^54 + t^60 + 4*t^66 + 2*t^72 + t^75 + t^78 + 4*t^81 + t^84 + 4*t^87 + 4*t^90 + 3*t^96 + 3*t^99 + 2*t^102 + 3*t^105 + 4*t^111 + 3*t^114 + 3*t^117 + 2*t^123 + t^126 + 3*t^129 + 4*t^132 + 2*t^135 + 2*t^141 + 3*t^144 + 2*t^147 + 3*t^150 + 4*t^153 + 4*t^159 + 2*t^162 + 4*t^165 + 3*t^168 + 3*t^171 + 2*t^174 + 3*t^177 + 4*t^180 + t^183 + t^186 + 4*t^189 + 3*t^195 + 4*t^201 + 4*t^207 + t^210 + 2*t^213 + 3*t^216 + 3*t^222 + t^225 + 4*t^228 + 3*t^231 + 4*t^234 + 4*t^237 + 2*t^240 + t^243 + 3*t^249 + 3*t^252 + 3*t^258 + t^264 + 3*t^267 + 3*t^270 + 4*t^273 + 3*t^276 + 2*t^279 + t^282 + t^285 + 3*t^288 + t^291 + 2*t^297 + 4*t^300 + 4*t^303 + 4*t^306 + 3*t^309 + 2*t^312 + 3*t^315 + 3*t^318 + 2*t^321 + 2*t^324 + t^327 + 4*t^330 + 4*t^336 + 2*t^339 + 4*t^342 + 4*t^345 + 4*t^348 + 4*t^351 + 2*t^360 + 3*t^363 + 4*t^366 + 3*t^369 + t^372 + t^375 + 2*t^378 + 4*t^381 + 4*t^384 + 2*t^390 + t^393 + 4*t^396 + 3*t^399 + 4*t^402 + t^405 + 2*t^408 + t^414 + 4*t^417 + 4*t^420 + 2*t^423 + t^426 + 2*t^429 + 2*t^432 + t^438 + 3*t^441 + 2*t^447 + O(t^452) +1 + 4*t^3 + t^6 + 4*t^9 + t^12 + t^15 + 3*t^18 + 3*t^21 + t^24 + 4*t^27 + 3*t^30 + 2*t^33 + 4*t^36 + 4*t^42 + 4*t^45 + 4*t^48 + 3*t^57 + 3*t^60 + 3*t^63 + 4*t^69 + 3*t^72 + 3*t^75 + 2*t^78 + t^81 + 3*t^84 + 2*t^90 + 3*t^93 + 2*t^96 + 4*t^99 + t^102 + 3*t^105 + t^108 + 2*t^114 + 2*t^117 + 4*t^120 + 3*t^123 + 3*t^126 + 4*t^135 + 3*t^138 + 3*t^141 + 3*t^147 + 3*t^153 + 4*t^159 + t^162 + 3*t^165 + t^168 + 4*t^171 + 4*t^177 + 2*t^180 + 2*t^183 + 2*t^186 + 2*t^189 + t^195 + 2*t^198 + 2*t^201 + 4*t^204 + t^213 + 4*t^219 + 3*t^222 + 2*t^228 + 3*t^234 + 4*t^237 + 2*t^240 + 4*t^246 + 3*t^249 + 2*t^252 + t^255 + 3*t^258 + t^261 + 4*t^264 + 3*t^267 + 4*t^273 + 2*t^276 + 3*t^282 + 4*t^285 + 3*t^291 + 2*t^294 + 3*t^297 + 3*t^300 + 3*t^303 + 2*t^306 + 4*t^309 + t^312 + 2*t^315 + 4*t^318 + 2*t^321 + 3*t^324 + 4*t^327 + 4*t^330 + 3*t^333 + 2*t^339 + 4*t^345 + t^351 + 3*t^354 + 4*t^360 + 4*t^366 + 2*t^369 + 2*t^375 + 2*t^381 + t^387 + t^390 + t^393 + 2*t^396 + 3*t^405 + 4*t^408 + 3*t^411 + 3*t^414 + 2*t^417 + 3*t^423 + t^426 + 2*t^429 + 3*t^432 + 2*t^435 + 4*t^438 + 3*t^441 + 4*t^444 + 4*t^447 + 4*t^450 + O(t^452) +1 + 4*t^3 + t^6 + 4*t^9 + t^12 + t^15 + 3*t^18 + 3*t^21 + t^24 + 4*t^27 + 3*t^30 + t^33 + t^36 + 2*t^39 + 3*t^42 + t^45 + t^48 + t^51 + 4*t^54 + t^57 + t^63 + 3*t^66 + 2*t^69 + t^72 + 4*t^78 + 3*t^81 + t^84 + 3*t^87 + 4*t^90 + 3*t^93 + 2*t^96 + 2*t^99 + t^102 + 4*t^105 + 3*t^108 + t^111 + 3*t^114 + 4*t^117 + 4*t^126 + 4*t^129 + 3*t^132 + 4*t^138 + 3*t^141 + 4*t^144 + 4*t^147 + 3*t^150 + 4*t^153 + 3*t^156 + 2*t^159 + 3*t^162 + t^165 + 4*t^171 + t^174 + t^180 + t^183 + 3*t^189 + t^198 + t^201 + t^207 + t^213 + 2*t^216 + 3*t^219 + t^222 + 3*t^228 + 4*t^234 + 4*t^237 + 3*t^240 + 2*t^243 + t^246 + 4*t^249 + 2*t^252 + 4*t^255 + 3*t^258 + t^261 + t^264 + 4*t^267 + 2*t^270 + 3*t^273 + 4*t^276 + 3*t^279 + 4*t^282 + t^285 + 3*t^291 + 2*t^294 + 4*t^300 + 2*t^306 + 2*t^315 + t^318 + 3*t^321 + t^324 + 2*t^327 + 3*t^333 + 4*t^336 + 4*t^339 + 2*t^342 + t^345 + 4*t^348 + 4*t^354 + 3*t^363 + 2*t^366 + 4*t^369 + 3*t^372 + 2*t^375 + t^381 + 3*t^384 + 4*t^387 + 3*t^390 + t^393 + t^396 + 3*t^402 + 4*t^405 + 3*t^408 + 2*t^411 + 2*t^414 + 2*t^417 + 4*t^420 + 4*t^423 + 2*t^429 + t^435 + 4*t^438 + 2*t^441 + 3*t^444 + 2*t^447 + 4*t^450 + O(t^452) +1 + 4*t^3 + t^6 + 4*t^9 + t^12 + t^15 + 3*t^18 + 3*t^21 + t^24 + 4*t^27 + 3*t^30 + 3*t^36 + 4*t^39 + 2*t^42 + 3*t^45 + 3*t^48 + 2*t^51 + 3*t^54 + 4*t^57 + 2*t^60 + 4*t^63 + 3*t^66 + 4*t^69 + t^72 + 2*t^75 + 2*t^78 + 3*t^87 + 3*t^96 + t^99 + t^102 + t^105 + t^108 + 4*t^111 + 4*t^114 + 4*t^117 + 3*t^120 + t^123 + 4*t^129 + t^132 + 4*t^141 + 3*t^150 + 3*t^156 + 3*t^159 + 3*t^162 + 3*t^165 + 2*t^168 + 3*t^171 + t^174 + 4*t^177 + 3*t^180 + 2*t^183 + 2*t^186 + 4*t^189 + 2*t^192 + t^195 + 4*t^198 + t^201 + t^204 + t^210 + 2*t^213 + 2*t^216 + 2*t^222 + 4*t^225 + t^231 + 4*t^234 + 4*t^240 + 4*t^243 + 2*t^246 + 3*t^249 + 3*t^252 + t^258 + 3*t^264 + 4*t^267 + t^270 + 3*t^273 + 4*t^279 + 3*t^282 + 2*t^288 + 2*t^291 + 2*t^294 + 4*t^297 + 4*t^303 + t^306 + t^309 + 2*t^312 + 4*t^315 + 3*t^318 + 3*t^324 + t^330 + 3*t^333 + 3*t^336 + t^339 + 4*t^342 + 2*t^345 + 4*t^348 + t^351 + 4*t^357 + 2*t^360 + 2*t^363 + 2*t^366 + t^369 + 2*t^372 + t^375 + 3*t^378 + t^381 + 3*t^384 + 4*t^387 + 2*t^399 + t^402 + 4*t^405 + 3*t^411 + t^417 + t^420 + 3*t^426 + t^432 + 2*t^435 + t^438 + 3*t^441 + 2*t^444 + 4*t^447 + t^450 + O(t^452) +1 + t^3 + t^6 + t^9 + t^12 + 4*t^15 + 3*t^18 + 2*t^21 + t^24 + t^27 + 3*t^30 + t^33 + 4*t^39 + t^42 + 2*t^51 + 2*t^54 + 3*t^57 + 4*t^60 + 3*t^63 + 3*t^72 + t^75 + t^78 + 3*t^81 + t^93 + t^105 + 4*t^111 + 3*t^114 + 3*t^117 + 3*t^120 + t^123 + 2*t^126 + t^129 + t^132 + t^135 + 3*t^138 + 2*t^141 + 3*t^147 + t^150 + t^153 + 2*t^156 + t^165 + 4*t^168 + 2*t^171 + 3*t^174 + t^180 + t^183 + 3*t^186 + t^192 + t^195 + 3*t^198 + t^201 + 2*t^204 + 4*t^210 + t^213 + 2*t^216 + 2*t^222 + t^225 + t^228 + 2*t^231 + t^234 + 4*t^237 + 2*t^240 + 2*t^243 + 3*t^246 + 2*t^249 + t^255 + 4*t^261 + t^264 + 3*t^267 + 4*t^270 + 4*t^273 + 3*t^276 + 4*t^279 + 4*t^282 + 3*t^294 + 4*t^297 + 3*t^300 + 4*t^303 + 3*t^306 + 3*t^309 + 3*t^312 + 4*t^315 + 3*t^321 + t^324 + 3*t^327 + 2*t^330 + 3*t^333 + 3*t^339 + t^345 + t^348 + 4*t^351 + t^357 + t^360 + 4*t^366 + 4*t^369 + 3*t^372 + 2*t^378 + 2*t^381 + 2*t^384 + 3*t^387 + 2*t^390 + 4*t^393 + t^396 + 2*t^402 + 2*t^405 + 2*t^408 + 3*t^411 + 2*t^414 + 2*t^417 + 2*t^420 + 3*t^423 + t^426 + 3*t^432 + t^435 + 4*t^441 + 2*t^444 + 4*t^450 + O(t^452) +1 + t^3 + t^6 + t^9 + t^12 + 4*t^15 + 3*t^18 + 2*t^21 + t^24 + t^27 + 3*t^30 + 3*t^36 + t^39 + 2*t^42 + 2*t^45 + 3*t^48 + 3*t^51 + 3*t^54 + t^57 + 2*t^60 + t^63 + 3*t^66 + t^69 + t^72 + 3*t^75 + 2*t^78 + 2*t^87 + 3*t^96 + 4*t^99 + t^102 + 4*t^105 + t^108 + t^111 + 4*t^114 + t^117 + 3*t^120 + 4*t^123 + t^129 + t^132 + t^141 + 3*t^150 + 3*t^156 + 2*t^159 + 3*t^162 + 2*t^165 + 2*t^168 + 2*t^171 + t^174 + t^177 + 3*t^180 + 3*t^183 + 2*t^186 + t^189 + 2*t^192 + 4*t^195 + 4*t^198 + 4*t^201 + t^204 + t^210 + 3*t^213 + 2*t^216 + 2*t^222 + t^225 + 4*t^231 + 4*t^234 + 4*t^240 + t^243 + 2*t^246 + 2*t^249 + 3*t^252 + t^258 + 3*t^264 + t^267 + t^270 + 2*t^273 + t^279 + 3*t^282 + 2*t^288 + 3*t^291 + 2*t^294 + t^297 + t^303 + t^306 + 4*t^309 + 2*t^312 + t^315 + 3*t^318 + 3*t^324 + t^330 + 2*t^333 + 3*t^336 + 4*t^339 + 4*t^342 + 3*t^345 + 4*t^348 + 4*t^351 + t^357 + 2*t^360 + 3*t^363 + 2*t^366 + 4*t^369 + 2*t^372 + 4*t^375 + 3*t^378 + 4*t^381 + 3*t^384 + t^387 + 3*t^399 + t^402 + t^405 + 2*t^411 + 4*t^417 + t^420 + 3*t^426 + t^432 + 3*t^435 + t^438 + 2*t^441 + 2*t^444 + t^447 + t^450 + O(t^452) +1 + t^3 + t^6 + t^9 + t^12 + 4*t^15 + 3*t^18 + 2*t^21 + t^24 + t^27 + 3*t^30 + 4*t^33 + t^36 + 3*t^39 + 3*t^42 + 4*t^45 + t^48 + 4*t^51 + 4*t^54 + 4*t^57 + 4*t^63 + 3*t^66 + 3*t^69 + t^72 + 4*t^78 + 2*t^81 + t^84 + 2*t^87 + 4*t^90 + 2*t^93 + 2*t^96 + 3*t^99 + t^102 + t^105 + 3*t^108 + 4*t^111 + 3*t^114 + t^117 + 4*t^126 + t^129 + 3*t^132 + 4*t^138 + 2*t^141 + 4*t^144 + t^147 + 3*t^150 + t^153 + 3*t^156 + 3*t^159 + 3*t^162 + 4*t^165 + t^171 + t^174 + t^180 + 4*t^183 + 2*t^189 + t^198 + 4*t^201 + 4*t^207 + 4*t^213 + 2*t^216 + 2*t^219 + t^222 + 3*t^228 + 4*t^234 + t^237 + 3*t^240 + 3*t^243 + t^246 + t^249 + 2*t^252 + t^255 + 3*t^258 + 4*t^261 + t^264 + t^267 + 2*t^270 + 2*t^273 + 4*t^276 + 2*t^279 + 4*t^282 + 4*t^285 + 2*t^291 + 2*t^294 + 4*t^300 + 2*t^306 + 3*t^315 + t^318 + 2*t^321 + t^324 + 3*t^327 + 2*t^333 + 4*t^336 + t^339 + 2*t^342 + 4*t^345 + 4*t^348 + 4*t^354 + 2*t^363 + 2*t^366 + t^369 + 3*t^372 + 3*t^375 + 4*t^381 + 3*t^384 + t^387 + 3*t^390 + 4*t^393 + t^396 + 3*t^402 + t^405 + 3*t^408 + 3*t^411 + 2*t^414 + 3*t^417 + 4*t^420 + t^423 + 3*t^429 + 4*t^435 + 4*t^438 + 3*t^441 + 3*t^444 + 3*t^447 + 4*t^450 + O(t^452) +1 + t^3 + t^6 + t^9 + t^12 + 4*t^15 + 3*t^18 + 2*t^21 + t^24 + t^27 + 3*t^30 + 3*t^33 + 4*t^36 + 4*t^42 + t^45 + 4*t^48 + 2*t^57 + 3*t^60 + 2*t^63 + t^69 + 3*t^72 + 2*t^75 + 2*t^78 + 4*t^81 + 3*t^84 + 2*t^90 + 2*t^93 + 2*t^96 + t^99 + t^102 + 2*t^105 + t^108 + 2*t^114 + 3*t^117 + 4*t^120 + 2*t^123 + 3*t^126 + t^135 + 3*t^138 + 2*t^141 + 2*t^147 + 2*t^153 + t^159 + t^162 + 2*t^165 + t^168 + t^171 + t^177 + 2*t^180 + 3*t^183 + 2*t^186 + 3*t^189 + 4*t^195 + 2*t^198 + 3*t^201 + 4*t^204 + 4*t^213 + t^219 + 3*t^222 + 2*t^228 + 3*t^234 + t^237 + 2*t^240 + 4*t^246 + 2*t^249 + 2*t^252 + 4*t^255 + 3*t^258 + 4*t^261 + 4*t^264 + 2*t^267 + t^273 + 2*t^276 + 3*t^282 + t^285 + 2*t^291 + 2*t^294 + 2*t^297 + 3*t^300 + 2*t^303 + 2*t^306 + t^309 + t^312 + 3*t^315 + 4*t^318 + 3*t^321 + 3*t^324 + t^327 + 4*t^330 + 2*t^333 + 3*t^339 + t^345 + 4*t^351 + 3*t^354 + 4*t^360 + 4*t^366 + 3*t^369 + 3*t^375 + 3*t^381 + 4*t^387 + t^390 + 4*t^393 + 2*t^396 + 2*t^405 + 4*t^408 + 2*t^411 + 3*t^414 + 3*t^417 + 2*t^423 + t^426 + 3*t^429 + 3*t^432 + 3*t^435 + 4*t^438 + 2*t^441 + 4*t^444 + t^447 + 4*t^450 + O(t^452) +1 + t^3 + t^6 + t^9 + t^12 + 4*t^15 + 3*t^18 + 2*t^21 + t^24 + t^27 + 3*t^30 + 2*t^33 + 2*t^36 + 2*t^39 + 3*t^45 + 2*t^48 + t^51 + t^54 + t^60 + 4*t^66 + 2*t^72 + 4*t^75 + t^78 + t^81 + t^84 + t^87 + 4*t^90 + 3*t^96 + 2*t^99 + 2*t^102 + 2*t^105 + t^111 + 3*t^114 + 2*t^117 + 3*t^123 + t^126 + 2*t^129 + 4*t^132 + 3*t^135 + 3*t^141 + 3*t^144 + 3*t^147 + 3*t^150 + t^153 + t^159 + 2*t^162 + t^165 + 3*t^168 + 2*t^171 + 2*t^174 + 2*t^177 + 4*t^180 + 4*t^183 + t^186 + t^189 + 2*t^195 + t^201 + t^207 + t^210 + 3*t^213 + 3*t^216 + 3*t^222 + 4*t^225 + 4*t^228 + 2*t^231 + 4*t^234 + t^237 + 2*t^240 + 4*t^243 + 2*t^249 + 3*t^252 + 3*t^258 + t^264 + 2*t^267 + 3*t^270 + t^273 + 3*t^276 + 3*t^279 + t^282 + 4*t^285 + 3*t^288 + 4*t^291 + 3*t^297 + 4*t^300 + t^303 + 4*t^306 + 2*t^309 + 2*t^312 + 2*t^315 + 3*t^318 + 3*t^321 + 2*t^324 + 4*t^327 + 4*t^330 + 4*t^336 + 3*t^339 + 4*t^342 + t^345 + 4*t^348 + t^351 + 2*t^360 + 2*t^363 + 4*t^366 + 2*t^369 + t^372 + 4*t^375 + 2*t^378 + t^381 + 4*t^384 + 2*t^390 + 4*t^393 + 4*t^396 + 2*t^399 + 4*t^402 + 4*t^405 + 2*t^408 + t^414 + t^417 + 4*t^420 + 3*t^423 + t^426 + 3*t^429 + 2*t^432 + t^438 + 2*t^441 + 3*t^447 + O(t^452) +1 + 3*t^3 + 4*t^6 + 2*t^9 + t^12 + 2*t^15 + 2*t^18 + 4*t^21 + t^24 + 3*t^27 + 2*t^30 + 2*t^33 + 2*t^39 + 4*t^42 + t^51 + 3*t^54 + t^57 + 4*t^60 + 4*t^63 + 3*t^72 + 3*t^75 + 4*t^78 + t^81 + 2*t^93 + 2*t^105 + 2*t^111 + 2*t^114 + t^117 + 3*t^120 + 3*t^123 + 3*t^126 + 2*t^129 + t^132 + 3*t^135 + 2*t^138 + 4*t^141 + 4*t^147 + 4*t^150 + 2*t^153 + 2*t^156 + 2*t^165 + 4*t^168 + t^171 + 2*t^174 + t^180 + 3*t^183 + 2*t^186 + t^192 + 3*t^195 + 2*t^198 + 2*t^201 + 2*t^204 + t^210 + 2*t^213 + 2*t^216 + 3*t^222 + 2*t^225 + t^228 + t^231 + 4*t^234 + 3*t^237 + 2*t^240 + t^243 + 2*t^246 + 4*t^249 + 3*t^255 + 3*t^261 + t^264 + 4*t^267 + t^270 + 3*t^273 + 3*t^276 + 2*t^279 + t^282 + 2*t^294 + 3*t^297 + 3*t^300 + 2*t^303 + 2*t^306 + t^309 + 3*t^312 + 2*t^315 + t^321 + t^324 + 4*t^327 + 3*t^330 + t^333 + 4*t^339 + 2*t^345 + t^348 + 2*t^351 + 2*t^357 + t^360 + t^366 + 3*t^369 + 3*t^372 + 3*t^378 + 4*t^381 + 2*t^384 + 4*t^387 + 3*t^390 + 3*t^393 + t^396 + 3*t^402 + 4*t^405 + 2*t^408 + 4*t^411 + 3*t^414 + 4*t^417 + 2*t^420 + 4*t^423 + 4*t^426 + 3*t^432 + 3*t^435 + 3*t^441 + 2*t^444 + t^450 + O(t^452) +1 + 3*t^3 + 4*t^6 + 2*t^9 + t^12 + 2*t^15 + 2*t^18 + 4*t^21 + t^24 + 3*t^27 + 2*t^30 + t^33 + 4*t^36 + t^42 + 2*t^45 + 4*t^48 + 4*t^57 + 3*t^60 + t^63 + 2*t^69 + 3*t^72 + t^75 + 3*t^78 + 3*t^81 + 3*t^84 + 3*t^90 + 4*t^93 + 2*t^96 + 3*t^99 + 4*t^102 + 4*t^105 + t^108 + 3*t^114 + t^117 + 4*t^120 + t^123 + 2*t^126 + 3*t^135 + 2*t^138 + 4*t^141 + t^147 + 4*t^153 + 3*t^159 + 4*t^162 + 4*t^165 + t^168 + 3*t^171 + 2*t^177 + 2*t^180 + 4*t^183 + 3*t^186 + t^189 + 2*t^195 + 3*t^198 + t^201 + 4*t^204 + 3*t^213 + 3*t^219 + 2*t^222 + 2*t^228 + 2*t^234 + 2*t^237 + 2*t^240 + t^246 + 4*t^249 + 2*t^252 + 2*t^255 + 2*t^258 + 3*t^261 + 4*t^264 + t^267 + 2*t^273 + 2*t^276 + 2*t^282 + 2*t^285 + t^291 + 3*t^294 + 4*t^297 + 3*t^300 + t^303 + 3*t^306 + 2*t^309 + t^312 + 4*t^315 + t^318 + t^321 + 3*t^324 + 3*t^327 + t^330 + 4*t^333 + 4*t^339 + 2*t^345 + 2*t^351 + 2*t^354 + 4*t^360 + t^366 + t^369 + 4*t^375 + t^381 + 2*t^387 + 4*t^390 + 3*t^393 + 2*t^396 + 4*t^405 + 4*t^408 + t^411 + 2*t^414 + t^417 + t^423 + 4*t^426 + t^429 + 3*t^432 + 4*t^435 + t^438 + 4*t^441 + 4*t^444 + 3*t^447 + t^450 + O(t^452) +1 + 3*t^3 + 4*t^6 + 2*t^9 + t^12 + 2*t^15 + 2*t^18 + 4*t^21 + t^24 + 3*t^27 + 2*t^30 + 3*t^36 + 3*t^39 + 3*t^42 + 4*t^45 + 3*t^48 + 4*t^51 + 2*t^54 + 2*t^57 + 2*t^60 + 3*t^63 + 2*t^66 + 2*t^69 + t^72 + 4*t^75 + 3*t^78 + t^87 + 3*t^96 + 2*t^99 + 4*t^102 + 3*t^105 + t^108 + 3*t^111 + t^114 + 2*t^117 + 3*t^120 + 2*t^123 + 2*t^129 + t^132 + 2*t^141 + 2*t^150 + 3*t^156 + t^159 + 2*t^162 + 4*t^165 + 2*t^168 + t^171 + 4*t^174 + 2*t^177 + 3*t^180 + 4*t^183 + 3*t^186 + 2*t^189 + 2*t^192 + 2*t^195 + t^198 + 3*t^201 + t^204 + 4*t^210 + t^213 + 2*t^216 + 3*t^222 + 2*t^225 + 2*t^231 + t^234 + 4*t^240 + 3*t^243 + 3*t^246 + 4*t^249 + 3*t^252 + 4*t^258 + 3*t^264 + 3*t^267 + 4*t^270 + 4*t^273 + 3*t^279 + 2*t^282 + 2*t^288 + 4*t^291 + 3*t^294 + 2*t^297 + 3*t^303 + 4*t^306 + 3*t^309 + 2*t^312 + 3*t^315 + 2*t^318 + 3*t^324 + 4*t^330 + 4*t^333 + 3*t^336 + 2*t^339 + t^342 + t^345 + 4*t^348 + 2*t^351 + 2*t^357 + 2*t^360 + 4*t^363 + 3*t^366 + 3*t^369 + 2*t^372 + 2*t^375 + 2*t^378 + 3*t^381 + 3*t^384 + 3*t^387 + 4*t^399 + 4*t^402 + 2*t^405 + t^411 + 3*t^417 + t^420 + 2*t^426 + t^432 + 4*t^435 + 4*t^438 + 4*t^441 + 2*t^444 + 3*t^447 + 4*t^450 + O(t^452) +1 + 3*t^3 + 4*t^6 + 2*t^9 + t^12 + 2*t^15 + 2*t^18 + 4*t^21 + t^24 + 3*t^27 + 2*t^30 + 4*t^33 + 2*t^36 + t^39 + t^45 + 2*t^48 + 3*t^51 + 4*t^54 + t^60 + t^66 + 2*t^72 + 2*t^75 + 4*t^78 + 2*t^81 + t^84 + 3*t^87 + t^90 + 3*t^96 + t^99 + 3*t^102 + 4*t^105 + 3*t^111 + 2*t^114 + 4*t^117 + 4*t^123 + 4*t^126 + 4*t^129 + 4*t^132 + 4*t^135 + t^141 + 3*t^144 + 4*t^147 + 2*t^150 + 2*t^153 + 3*t^159 + 3*t^162 + 2*t^165 + 3*t^168 + t^171 + 3*t^174 + 4*t^177 + 4*t^180 + 2*t^183 + 4*t^186 + 2*t^189 + t^195 + 2*t^201 + 3*t^207 + 4*t^210 + t^213 + 3*t^216 + 2*t^222 + 3*t^225 + 4*t^228 + t^231 + t^234 + 2*t^237 + 2*t^240 + 2*t^243 + 4*t^249 + 3*t^252 + 2*t^258 + t^264 + t^267 + 2*t^270 + 2*t^273 + 3*t^276 + 4*t^279 + 4*t^282 + 3*t^285 + 3*t^288 + 2*t^291 + t^297 + 4*t^300 + 3*t^303 + t^306 + 4*t^309 + 2*t^312 + t^315 + 2*t^318 + t^321 + 2*t^324 + 2*t^327 + t^330 + 4*t^336 + 4*t^339 + t^342 + 2*t^345 + 4*t^348 + 3*t^351 + 2*t^360 + t^363 + t^366 + 4*t^369 + t^372 + 2*t^375 + 3*t^378 + 2*t^381 + 4*t^384 + 3*t^390 + 3*t^393 + 4*t^396 + t^399 + t^402 + 3*t^405 + 2*t^408 + 4*t^414 + 2*t^417 + 4*t^420 + 4*t^423 + 4*t^426 + t^429 + 2*t^432 + 4*t^438 + 4*t^441 + 4*t^447 + O(t^452) +1 + 3*t^3 + 4*t^6 + 2*t^9 + t^12 + 2*t^15 + 2*t^18 + 4*t^21 + t^24 + 3*t^27 + 2*t^30 + 3*t^33 + t^36 + 4*t^39 + 2*t^42 + 3*t^45 + t^48 + 2*t^51 + t^54 + 3*t^57 + 2*t^63 + 2*t^66 + t^69 + t^72 + t^78 + 4*t^81 + t^84 + t^87 + t^90 + 4*t^93 + 2*t^96 + 4*t^99 + 4*t^102 + 2*t^105 + 3*t^108 + 2*t^111 + 2*t^114 + 2*t^117 + t^126 + 2*t^129 + 3*t^132 + t^138 + 4*t^141 + 4*t^144 + 3*t^147 + 2*t^150 + 2*t^153 + 3*t^156 + 4*t^159 + 2*t^162 + 3*t^165 + 3*t^171 + 4*t^174 + t^180 + 2*t^183 + 4*t^189 + 4*t^198 + 3*t^201 + 2*t^207 + 3*t^213 + 2*t^216 + t^219 + 4*t^222 + 3*t^228 + t^234 + 2*t^237 + 3*t^240 + 4*t^243 + 4*t^246 + 2*t^249 + 2*t^252 + 3*t^255 + 2*t^258 + 3*t^261 + t^264 + 3*t^267 + 3*t^270 + 4*t^273 + 4*t^276 + t^279 + t^282 + 3*t^285 + t^291 + 3*t^294 + 4*t^300 + 3*t^306 + 4*t^315 + 4*t^318 + 4*t^321 + t^324 + 4*t^327 + 4*t^333 + 4*t^336 + 3*t^339 + 3*t^342 + 3*t^345 + 4*t^348 + t^354 + t^363 + 3*t^366 + 2*t^369 + 3*t^372 + 4*t^375 + 3*t^381 + 3*t^384 + 3*t^387 + 2*t^390 + 3*t^393 + t^396 + 2*t^402 + 2*t^405 + 3*t^408 + 4*t^411 + 3*t^414 + t^417 + 4*t^420 + 3*t^423 + t^429 + 2*t^435 + t^438 + t^441 + 3*t^444 + 4*t^447 + t^450 + O(t^452) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l1 +1 + 4*t^45 + 4*t^57 + 4*t^69 + 4*t^93 + t^105 + 4*t^114 + 4*t^117 + 4*t^126 + t^129 + 4*t^138 + t^147 + 2*t^150 + 4*t^153 + t^159 + 2*t^162 + 3*t^165 + t^171 + 4*t^174 + 4*t^177 + 4*t^180 + t^183 + t^186 + 2*t^189 + 4*t^192 + 4*t^195 + 4*t^198 + t^201 + 4*t^204 + 2*t^207 + 3*t^210 + 4*t^213 + 4*t^216 + 2*t^222 + 3*t^225 + 3*t^228 + t^234 + t^237 + t^243 + t^246 + 2*t^252 + 3*t^255 + 2*t^258 + 2*t^264 + 3*t^267 + t^273 + 3*t^276 + 4*t^282 + 4*t^285 + 4*t^288 + t^291 + t^294 + 4*t^297 + 4*t^303 + 3*t^309 + 3*t^312 + 4*t^315 + 3*t^318 + 4*t^327 + 4*t^330 + 2*t^333 + 2*t^336 + 2*t^342 + 4*t^345 + 2*t^348 + 2*t^354 + 2*t^357 + 4*t^360 + 4*t^363 + 4*t^369 + 4*t^372 + t^375 + 2*t^378 + 3*t^384 + 2*t^387 + t^390 + 3*t^393 + 3*t^396 + 4*t^399 + 4*t^405 + t^411 + t^414 + 2*t^420 + 3*t^426 + 3*t^429 + 4*t^432 + 2*t^435 + 4*t^438 + 3*t^441 + 2*t^444 + 4*t^447 + t^450 + t^456 + 3*t^459 + 4*t^462 + 2*t^465 + 3*t^468 + 2*t^474 + t^480 + t^483 + 4*t^486 + 2*t^492 + 2*t^498 + O(t^500) +1 + 3*t^45 + 3*t^57 + 3*t^69 + 3*t^93 + 2*t^105 + t^114 + 3*t^117 + t^126 + 2*t^129 + t^138 + 3*t^147 + 3*t^150 + 3*t^153 + 3*t^159 + 3*t^162 + t^165 + 3*t^171 + t^174 + 3*t^177 + 4*t^180 + 3*t^183 + 4*t^186 + 4*t^189 + 4*t^192 + 2*t^195 + t^198 + 2*t^201 + 4*t^204 + t^207 + 2*t^210 + 3*t^213 + 4*t^216 + 3*t^222 + t^225 + 3*t^228 + 4*t^234 + 2*t^237 + 3*t^243 + 4*t^246 + 2*t^252 + 4*t^255 + 3*t^258 + 2*t^264 + 4*t^267 + 2*t^273 + 3*t^276 + t^282 + 3*t^285 + 4*t^288 + 3*t^291 + 4*t^294 + 3*t^297 + 2*t^303 + t^309 + 3*t^312 + 2*t^315 + 2*t^318 + 2*t^327 + t^330 + 4*t^333 + 2*t^336 + 3*t^342 + 3*t^345 + 2*t^348 + 3*t^354 + 4*t^357 + 4*t^360 + 2*t^363 + 3*t^369 + 4*t^372 + 3*t^375 + 3*t^378 + 3*t^384 + t^387 + 4*t^390 + t^393 + 3*t^396 + 2*t^399 + 3*t^405 + 3*t^411 + 4*t^414 + 2*t^420 + 2*t^426 + t^429 + 4*t^432 + t^435 + t^438 + t^441 + 2*t^444 + 2*t^447 + 4*t^450 + t^456 + 4*t^459 + t^462 + 4*t^465 + 3*t^468 + 3*t^474 + t^480 + 3*t^483 + t^486 + 2*t^492 + 3*t^498 + O(t^500) +1 + 2*t^45 + 2*t^57 + 2*t^69 + 2*t^93 + 3*t^105 + t^114 + 2*t^117 + t^126 + 3*t^129 + t^138 + 2*t^147 + 3*t^150 + 2*t^153 + 2*t^159 + 3*t^162 + 4*t^165 + 2*t^171 + t^174 + 2*t^177 + 4*t^180 + 2*t^183 + 4*t^186 + t^189 + 4*t^192 + 3*t^195 + t^198 + 3*t^201 + 4*t^204 + 4*t^207 + 2*t^210 + 2*t^213 + 4*t^216 + 3*t^222 + 4*t^225 + 3*t^228 + 4*t^234 + 3*t^237 + 2*t^243 + 4*t^246 + 2*t^252 + t^255 + 3*t^258 + 2*t^264 + t^267 + 3*t^273 + 3*t^276 + t^282 + 2*t^285 + 4*t^288 + 2*t^291 + 4*t^294 + 2*t^297 + 3*t^303 + 4*t^309 + 3*t^312 + 3*t^315 + 2*t^318 + 3*t^327 + t^330 + t^333 + 2*t^336 + 3*t^342 + 2*t^345 + 2*t^348 + 3*t^354 + t^357 + 4*t^360 + 3*t^363 + 2*t^369 + 4*t^372 + 2*t^375 + 3*t^378 + 3*t^384 + 4*t^387 + 4*t^390 + 4*t^393 + 3*t^396 + 3*t^399 + 2*t^405 + 2*t^411 + 4*t^414 + 2*t^420 + 2*t^426 + 4*t^429 + 4*t^432 + 4*t^435 + t^438 + 4*t^441 + 2*t^444 + 3*t^447 + 4*t^450 + t^456 + t^459 + t^462 + t^465 + 3*t^468 + 3*t^474 + t^480 + 2*t^483 + t^486 + 2*t^492 + 3*t^498 + O(t^500) +1 + t^45 + t^57 + t^69 + t^93 + 4*t^105 + 4*t^114 + t^117 + 4*t^126 + 4*t^129 + 4*t^138 + 4*t^147 + 2*t^150 + t^153 + 4*t^159 + 2*t^162 + 2*t^165 + 4*t^171 + 4*t^174 + t^177 + 4*t^180 + 4*t^183 + t^186 + 3*t^189 + 4*t^192 + t^195 + 4*t^198 + 4*t^201 + 4*t^204 + 3*t^207 + 3*t^210 + t^213 + 4*t^216 + 2*t^222 + 2*t^225 + 3*t^228 + t^234 + 4*t^237 + 4*t^243 + t^246 + 2*t^252 + 2*t^255 + 2*t^258 + 2*t^264 + 2*t^267 + 4*t^273 + 3*t^276 + 4*t^282 + t^285 + 4*t^288 + 4*t^291 + t^294 + t^297 + t^303 + 2*t^309 + 3*t^312 + t^315 + 3*t^318 + t^327 + 4*t^330 + 3*t^333 + 2*t^336 + 2*t^342 + t^345 + 2*t^348 + 2*t^354 + 3*t^357 + 4*t^360 + t^363 + t^369 + 4*t^372 + 4*t^375 + 2*t^378 + 3*t^384 + 3*t^387 + t^390 + 2*t^393 + 3*t^396 + t^399 + t^405 + 4*t^411 + t^414 + 2*t^420 + 3*t^426 + 2*t^429 + 4*t^432 + 3*t^435 + 4*t^438 + 2*t^441 + 2*t^444 + t^447 + t^450 + t^456 + 2*t^459 + 4*t^462 + 3*t^465 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4*t^117 + 4*t^120 + t^123 + 3*t^126 + t^129 + t^135 + 2*t^138 + 4*t^141 + 2*t^144 + 2*t^147 + t^150 + 4*t^153 + 4*t^156 + t^159 + t^162 + 4*t^171 + 4*t^177 + 2*t^180 + 2*t^192 + 2*t^204 + t^207 + 3*t^213 + 2*t^216 + t^219 + 4*t^222 + 3*t^225 + 2*t^228 + 4*t^231 + 4*t^234 + 4*t^237 + 4*t^240 + 3*t^243 + t^252 + t^255 + 3*t^261 + 4*t^264 + 2*t^270 + 2*t^273 + 2*t^276 + 4*t^279 + 3*t^282 + 2*t^291 + t^294 + 3*t^297 + t^300 + 3*t^303 + t^306 + 3*t^309 + 2*t^312 + 4*t^315 + 2*t^318 + t^321 + 4*t^324 + t^327 + 4*t^330 + 3*t^333 + t^336 + 4*t^339 + 4*t^342 + t^348 + 3*t^351 + t^354 + 4*t^357 + t^360 + t^363 + t^366 + 2*t^369 + 3*t^375 + 2*t^378 + 4*t^384 + 2*t^387 + 4*t^390 + 4*t^399 + 2*t^402 + t^405 + 4*t^408 + 3*t^411 + 2*t^414 + 3*t^417 + t^420 + t^423 + 4*t^426 + 4*t^429 + 4*t^432 + 4*t^435 + 3*t^438 + 3*t^441 + 2*t^450 + 2*t^453 + 3*t^459 + 3*t^462 + t^465 + 3*t^468 + t^471 + t^474 + 2*t^480 + 4*t^489 + 2*t^492 + 3*t^495 + 3*t^498 + O(t^500) +1 + 4*t^27 + 4*t^30 + 4*t^39 + 2*t^42 + 3*t^45 + t^51 + 3*t^54 + 3*t^57 + t^60 + 3*t^63 + 3*t^66 + 3*t^72 + 3*t^78 + 4*t^81 + 2*t^84 + 3*t^87 + t^90 + 4*t^96 + 3*t^102 + 4*t^108 + 4*t^114 + 2*t^117 + 3*t^120 + 3*t^123 + 2*t^126 + 3*t^132 + 2*t^135 + t^138 + 3*t^141 + t^144 + 4*t^153 + 4*t^156 + 2*t^162 + t^165 + 2*t^171 + t^177 + 3*t^180 + 3*t^183 + 3*t^186 + 3*t^189 + 4*t^192 + 3*t^195 + t^198 + 3*t^201 + 3*t^204 + t^207 + 2*t^210 + 2*t^213 + 3*t^222 + 4*t^225 + 3*t^231 + 4*t^234 + 3*t^237 + 2*t^240 + 3*t^243 + 2*t^246 + 3*t^249 + 3*t^252 + 2*t^255 + 2*t^258 + t^261 + 2*t^264 + 2*t^267 + t^273 + 3*t^276 + t^279 + 3*t^282 + 3*t^285 + 2*t^288 + 3*t^291 + t^294 + 4*t^297 + 4*t^300 + t^303 + t^306 + t^309 + 2*t^312 + 4*t^330 + 4*t^333 + 2*t^339 + 2*t^342 + 3*t^345 + 4*t^348 + t^351 + t^354 + 3*t^357 + 4*t^363 + 4*t^366 + 4*t^369 + 2*t^372 + 3*t^375 + t^378 + 2*t^381 + 3*t^384 + 2*t^387 + 3*t^390 + 3*t^393 + t^396 + 2*t^399 + 2*t^402 + 3*t^405 + t^408 + 4*t^414 + 4*t^420 + 2*t^423 + 4*t^429 + 3*t^432 + 3*t^438 + 2*t^441 + 4*t^444 + 3*t^447 + 4*t^450 + 4*t^453 + 2*t^456 + 3*t^459 + 3*t^468 + t^471 + 4*t^474 + 2*t^477 + t^480 + 3*t^483 + 3*t^486 + t^489 + 3*t^492 + 4*t^495 + t^498 + O(t^500) +1 + 4*t^27 + 4*t^30 + 4*t^39 + 2*t^42 + 2*t^45 + t^51 + 3*t^54 + 2*t^57 + 3*t^63 + 3*t^66 + 4*t^69 + 2*t^72 + 3*t^75 + 3*t^78 + 4*t^81 + 2*t^84 + 3*t^87 + t^90 + 4*t^93 + 2*t^96 + 2*t^102 + 3*t^105 + t^108 + 4*t^111 + 4*t^114 + 2*t^117 + 4*t^120 + 4*t^126 + 3*t^132 + 2*t^135 + 3*t^138 + 3*t^141 + 4*t^144 + t^147 + t^150 + 3*t^156 + 3*t^159 + 2*t^162 + t^165 + t^168 + 4*t^171 + t^174 + 4*t^177 + 2*t^180 + 4*t^183 + t^186 + 4*t^189 + t^198 + t^201 + 4*t^204 + 2*t^216 + 2*t^219 + t^222 + 2*t^225 + t^228 + 4*t^231 + t^237 + 4*t^240 + 2*t^243 + t^246 + t^249 + 2*t^252 + 2*t^255 + t^258 + 3*t^261 + 2*t^264 + 3*t^267 + 4*t^270 + 3*t^273 + 4*t^276 + 3*t^279 + 2*t^282 + 4*t^294 + t^297 + t^300 + 4*t^303 + 4*t^306 + 2*t^309 + t^312 + 3*t^315 + 2*t^318 + 3*t^321 + t^324 + 3*t^330 + 3*t^333 + 2*t^339 + 4*t^342 + 3*t^348 + t^351 + 4*t^354 + t^360 + 2*t^363 + 2*t^369 + 3*t^372 + 2*t^378 + 3*t^384 + 2*t^387 + 3*t^390 + t^393 + 3*t^399 + 2*t^402 + 4*t^405 + 2*t^408 + 4*t^411 + 2*t^417 + t^423 + 3*t^426 + 2*t^429 + t^432 + 3*t^435 + 2*t^438 + t^441 + 4*t^444 + 4*t^447 + 2*t^450 + 2*t^453 + 2*t^456 + t^459 + 3*t^468 + 2*t^471 + 3*t^474 + 2*t^477 + 4*t^480 + 2*t^483 + 4*t^486 + 4*t^489 + 4*t^492 + 3*t^495 + 3*t^498 + O(t^500) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ safge +┌────────────────────────────────────────────────────────────────────┐ +│ SageMath version 9.7, Release Date: 2022-09-19 │ +│ Using Python 3.10.5. Type "help()" for help. │ +└────────────────────────────────────────────────────────────────────┘ +]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: m = 7 +....: p = 5 +....: i = 6 +....: R. = LaurentSeriesRing(GF(p), default_prec = 500) +....:  +....: result = R(0) +....: for j in range(p): +....:  f = (t/((1+j*t^m).nth_root(m)))^(m+1+i) +....:  result += f +....: print(result.valuation())[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l +()[?7h[?12l[?25h[?25l[?7l +  +  +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l'[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l + in init.sage install_dict installed_packages integer_floor integral_numerical interfaces inverse_jacobi inverse_jacobi_cs inverse_jacobi_ds inverse_jacobi_ns inverse_jacobi_sn  + infinity initial_seed install_doc int integral integrate interval inverse_jacobi_cd inverse_jacobi_dc inverse_jacobi_nc inverse_jacobi_sc inverse_laplace  + infix_operator input install_scripts integer_ceil integral_closure interacts invariant_theory inverse_jacobi_cn inverse_jacobi_dn inverse_jacobi_nd inverse_jacobi_sd inverse_mod [?7h[?12l[?25h[?25l[?7l(it.sage') + + +[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + [?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lm = 7 +....: p = 5 +....: i = 6 +....: R. = LaurentSeriesRing(GF(p), default_prec = 500) +....:  +....: result = R(0) +....: for j in range(p): +....:  f = (t/((1+j*t^m).nth_root(m)))^(m+1+i) +....:  result += f +....: print(result.valuation())[?7h[?12l[?25h[?25l[?7lload('init.sage') +  +  +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7ld.sage')[?7h[?12l[?25h[?25l[?7lr.sage')[?7h[?12l[?25h[?25l[?7la.sage')[?7h[?12l[?25h[?25l[?7lf.sage')[?7h[?12l[?25h[?25l[?7lt.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [2], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :56, in  + +File :6, in __init__(self, C, list_of_fcts, prec) + +TypeError: object of type 'sage.rings.polynomial.multi_polynomial_libsingular.MPolynomial_libsingular' has no len() +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [3], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :56, in  + +File :6, in __init__(self, C, list_of_fcts, prec) + +TypeError: object of type 'sage.rings.polynomial.multi_polynomial_libsingular.MPolynomial_libsingular' has no len() +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [5], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :56, in  + +File :6, in __init__(self, C, list_of_fcts, prec) + +TypeError: object of type 'sage.rings.polynomial.multi_polynomial_libsingular.MPolynomial_libsingular' has no len() +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^3 +z1^5 - z1 = x^9 + +--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [7], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :57, in  + +File :6, in __init__(self, C, list_of_fcts, prec) + +TypeError: object of type 'sage.rings.polynomial.multi_polynomial_libsingular.MPolynomial_libsingular' has no len() +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^3 +z1^5 - z1 = x^9 + +--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [8], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :59, in  + +File :39, in ordy(lista_f, w) + +File /ext/sage/9.7/src/sage/misc/functional.py:585, in symbolic_sum(expression, *args, **kwds) + 583 return expression.sum(*args, **kwds) + 584 elif max(len(args),len(kwds)) <= 1: +--> 585 return sum(expression, *args, **kwds) + 586 else: + 587 from sage.symbolic.ring import SR + +TypeError: unsupported operand type(s) for +: 'int' and 'as_function' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^3 +z1^5 - z1 = x^9 + +-203 -203 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^3 +z1^5 - z1 = x^9 + +--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [10], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :56, in  + +TypeError: bad operand type for unary -: 'as_function' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^3 +z1^5 - z1 = x^9 + +-296 -308 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^3 +z1^5 - z1 = x^9 + +-311 -323 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^3 +z1^5 - z1 = x^9 + +-346 -358 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim() + AS.exponent_of_different  + AS.exponent_of_different_prim + + + [?7h[?12l[?25h[?25l[?7l_prim() + +[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim()[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim() +[?7h[?12l[?25h[?2004l[?7h192 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + [?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lt()[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different() +[?7h[?12l[?25h[?2004l[?7h216 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + [?7h[?12l[?25h[?25l[?7lAS.exponent_of_different()[?7h[?12l[?25h[?25l[?7l_prim()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^4 +z1^5 - z1 = x^9 + +-153 -169 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lj[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lsage: AS.jumps +[?7h[?12l[?25h[?2004l[?7h[[4, 29]] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^4 +z1^5 - z1 = x^9 + +-263 -279 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^4 +z1^5 - z1 = x^9 + +-167 +-167 +-167 +-167 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +-192 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l.jumps[?7h[?12l[?25h[?25l[?7lexponent_of_different()[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different() + AS.exponent_of_different  + AS.exponent_of_different_prim + + + [?7h[?12l[?25h[?25l[?7l + AS.exponent_of_different  + + [?7h[?12l[?25h[?25l[?7l_prim + AS.exponent_of_different  + AS.exponent_of_different_prim[?7h[?12l[?25h[?25l[?7l() + + +[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim() +[?7h[?12l[?25h[?2004l[?7h196 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + [?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7l^[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim() - (p^2 - 1) +[?7h[?12l[?25h[?2004l[?7h172 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + [?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^4 +z1^5 - z1 = x^6 + +-122 +-122 +-122 +-122 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +-132 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim() +[?7h[?12l[?25h[?2004l[?7h136 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim() - (p^2 - 1) +[?7h[?12l[?25h[?2004l[?7h112 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004lno 18 -th root; divide by 2 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [25], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :12, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004lno 24 -th root; divide by 5 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [26], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :12, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^3 +z1^5 - z1 = x^7 + +-129 152 128 +-129 152 128 +-129 152 128 +-129 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 +-149 152 128 + + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 + +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [28], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :53, in  + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfor j in range(p):[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lfor[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7la1, 15):[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lin[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7l:[?7h[?12l[?25h[?25l[?7lsage: for a in pr: +....: [?7h[?12l[?25h[?25l[?7lprint(binomial(p-1, i)%p)[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lprint[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l....:  print(a) +....: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: for a in pr: +....:  print(a) +....:  +[?7h[?12l[?25h[?2004l[0, 1, 2] +[0, 1, 2] +[0, 1, 2] +[0, 1, 2] +[0, 1, 2] +[0, 1, 2] +[0, 1, 2] +[0, 1, 2] +[0, 1, 2] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: for a in pr: +....:  print(a)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lload('draft.sage') + [?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 + +--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [30], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :54, in  + +TypeError: IntegerMod_int.valuation() takes exactly one argument (0 given) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfor a in pr:[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7lsage: fct +[?7h[?12l[?25h[?2004l[?7h0 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfct[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 + +--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [32], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :54, in  + +TypeError: IntegerMod_int.valuation() takes exactly one argument (0 given) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 + +0 0 +--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [33], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :55, in  + +TypeError: IntegerMod_int.valuation() takes exactly one argument (0 given) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lR. = LaurentSeriesRing(GF(p), default_prec = 500)[?7h[?12l[?25h[?25l[?7lt. = PolyomialRing(GF(p))[?7h[?12l[?25h[?25l[?7lsage: Rt +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [34], in () +----> 1 Rt + +NameError: name 'Rt' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lRt[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lfct[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: for a in pr: +....:  print(a)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l +()[?7h[?12l[?25h[?25l[?7lload('draft.sage') + [?7h[?12l[?25h[?25l[?7lfct[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lRt[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lRt[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 + +0 0 +--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +File /ext/sage/9.7/src/sage/structure/element.pyx:1971, in sage.structure.element.Element._mod_() + 1970 try: +-> 1971 python_op = (self)._mod_ + 1972 except AttributeError: + +File /ext/sage/9.7/src/sage/structure/element.pyx:494, in sage.structure.element.Element.__getattr__() + 493 """ +--> 494 return self.getattr_from_category(name) + 495 + +File /ext/sage/9.7/src/sage/structure/element.pyx:507, in sage.structure.element.Element.getattr_from_category() + 506 cls = P._abstract_element_class +--> 507 return getattr_from_other_class(self, cls, name) + 508 + +File /ext/sage/9.7/src/sage/cpython/getattr.pyx:361, in sage.cpython.getattr.getattr_from_other_class() + 360 dummy_error_message.name = name +--> 361 raise AttributeError(dummy_error_message) + 362 attribute = attr + +AttributeError: 'InfinityRing_class_with_category' object has no attribute '__custom_name' + +During handling of the above exception, another exception occurred: + +TypeError Traceback (most recent call last) +Input In [35], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :57, in  + +File /ext/sage/9.7/src/sage/structure/element.pyx:1940, in sage.structure.element.Element.__mod__() + 1938 return (left)._mod_(right) + 1939 if BOTH_ARE_ELEMENT(cl): +-> 1940 return coercion_model.bin_op(left, right, mod) + 1941 + 1942 try: + +File /ext/sage/9.7/src/sage/structure/coerce.pyx:1204, in sage.structure.coerce.CoercionModel.bin_op() + 1202 self._record_exception() + 1203 else: +-> 1204 return PyObject_CallObject(op, xy) + 1205 + 1206 if op is mul: + +File /ext/sage/9.7/src/sage/structure/element.pyx:1938, in sage.structure.element.Element.__mod__() + 1936 cdef int cl = classify_elements(left, right) + 1937 if HAVE_SAME_PARENT(cl): +-> 1938 return (left)._mod_(right) + 1939 if BOTH_ARE_ELEMENT(cl): + 1940 return coercion_model.bin_op(left, right, mod) + +File /ext/sage/9.7/src/sage/structure/element.pyx:1973, in sage.structure.element.Element._mod_() + 1971 python_op = (self)._mod_ + 1972 except AttributeError: +-> 1973 raise bin_op_exception('%', self, other) + 1974 else: + 1975 return python_op(other) + +TypeError: unsupported operand parent(s) for %: 'The Infinity Ring' and 'The Infinity Ring' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 + +0 0 +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 + z1^2 + z0 + z1 + 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + 2*t^-14 + t^-10 + t^-8 + 2*t^-6 + t^-4 + 2*t^-2 + 2 + t^4 + t^6 + 2*t^10 + t^12 + t^20 + 2*t^22 + 2*t^28 + t^30 + 2*t^36 + t^42 + t^50 + t^52 + t^58 + 2*t^60 + t^66 + 2*t^68 + 2*t^74 + 2*t^82 + 2*t^84 + 2*t^86 + 2*t^92 + t^94 + t^100 + t^102 + 2*t^106 + 2*t^108 + 2*t^116 + 2*t^118 + t^124 + 2*t^130 + t^134 + t^138 + 2*t^140 + 2*t^142 + 2*t^148 + 2*t^156 + 2*t^158 + 2*t^164 + t^166 + t^172 + t^180 + t^182 + t^188 + 2*t^190 + t^196 + t^204 + t^206 + 2*t^212 + t^220 + t^222 + 2*t^228 + t^230 + 2*t^236 + 2*t^238 + t^244 + 2*t^246 + t^268 + 2*t^276 + t^278 + 2*t^284 + 2*t^286 + 2*t^294 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + 2*t^310 + 2*t^314 + t^316 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + 2*t^404 + 2*t^406 + 2*t^410 + t^412 + t^418 + t^426 + 2*t^428 + 2*t^430 + 2*t^436 + 2*t^444 + 2*t^452 + 2*t^454 + 2*t^458 + t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 - z1^2 - z0 - z1 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + t^-14 + 2*t^-10 + 2*t^-8 + t^-6 + 2*t^-4 + t^-2 + 1 + 2*t^4 + 2*t^6 + t^10 + 2*t^12 + 2*t^20 + t^22 + t^28 + 2*t^30 + t^36 + 2*t^42 + 2*t^50 + 2*t^52 + 2*t^58 + t^60 + 2*t^66 + t^68 + t^74 + t^82 + t^84 + t^86 + t^92 + 2*t^94 + 2*t^100 + 2*t^102 + t^106 + t^108 + t^116 + t^118 + 2*t^124 + t^130 + 2*t^134 + 2*t^138 + t^140 + t^142 + t^148 + t^156 + t^158 + t^164 + 2*t^166 + 2*t^172 + 2*t^180 + 2*t^182 + 2*t^188 + t^190 + 2*t^196 + 2*t^204 + 2*t^206 + t^212 + 2*t^220 + 2*t^222 + t^228 + 2*t^230 + t^236 + t^238 + 2*t^244 + t^246 + 2*t^268 + t^276 + 2*t^278 + t^284 + t^286 + t^294 + t^298 + t^300 + t^302 + t^308 + t^310 + t^314 + 2*t^316 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + t^404 + t^406 + t^410 + 2*t^412 + 2*t^418 + 2*t^426 + t^428 + t^430 + t^436 + t^444 + t^452 + t^454 + t^458 + 2*t^460 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 + z1^2 + z0 - z1 + 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-18 + 2*t^-12 + t^-10 + t^-8 + t^-6 + 2*t^-4 + 2*t^2 + 2*t^4 + 2*t^10 + t^14 + t^20 + 2*t^22 + t^28 + 2*t^30 + 2*t^36 + t^38 + t^42 + 2*t^44 + 2*t^50 + t^52 + 2*t^54 + 2*t^58 + 2*t^60 + t^76 + t^82 + 2*t^84 + 2*t^86 + 2*t^92 + t^100 + 2*t^102 + 2*t^106 + t^108 + t^110 + 2*t^116 + 2*t^118 + 2*t^126 + 2*t^130 + t^132 + t^134 + 2*t^138 + t^140 + t^146 + t^148 + 2*t^150 + 2*t^158 + 2*t^162 + 2*t^164 + 2*t^172 + 2*t^174 + t^180 + t^182 + 2*t^188 + 2*t^196 + t^198 + t^206 + 2*t^212 + t^214 + t^220 + t^228 + 2*t^230 + 2*t^236 + t^246 + t^252 + 2*t^254 + 2*t^260 + t^268 + 2*t^270 + 2*t^276 + t^278 + t^292 + t^294 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + t^310 + 2*t^314 + t^316 + t^324 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + 2*t^404 + t^406 + 2*t^410 + t^420 + 2*t^426 + t^428 + 2*t^430 + t^434 + t^436 + t^450 + 2*t^452 + 2*t^454 + 2*t^458 + 2*t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 - z0^2 - z1^2 - z0 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-2 + 2 + 2*t^2 + t^6 + t^10 + t^12 + t^14 + 2*t^20 + t^22 + t^36 + t^38 + 2*t^42 + 2*t^44 + 2*t^52 + 2*t^54 + t^60 + t^66 + 2*t^68 + 2*t^74 + t^76 + t^84 + t^86 + t^92 + t^94 + 2*t^100 + t^106 + t^110 + t^116 + t^118 + t^124 + 2*t^126 + t^130 + t^132 + 2*t^134 + 2*t^142 + t^146 + 2*t^150 + 2*t^156 + t^158 + 2*t^162 + t^164 + t^166 + 2*t^174 + 2*t^180 + 2*t^182 + 2*t^190 + t^198 + t^204 + 2*t^206 + t^212 + t^214 + 2*t^220 + t^222 + t^236 + 2*t^238 + t^244 + t^252 + 2*t^254 + 2*t^260 + 2*t^268 + 2*t^270 + t^276 + 2*t^278 + 2*t^284 + 2*t^286 + t^292 + t^298 + t^300 + t^306 + t^308 + t^314 + 2*t^316 + t^318 + t^322 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + t^404 + t^410 + t^412 + t^418 + t^420 + t^430 + t^434 + 2*t^444 + t^450 + t^452 + t^454 + t^458 + O(t^464) +-x^2*z0 + z0^2*z1 + x^2 + z0*z1 + z1 t^-20 + 2*t^-18 + t^-14 + 2*t^-12 + 2*t^-6 + t^-4 + t^-2 + 1 + 2*t^2 + t^4 + 2*t^6 + 2*t^12 + t^14 + 2*t^28 + t^30 + t^38 + 2*t^44 + t^50 + 2*t^54 + t^58 + 2*t^66 + t^68 + t^74 + t^76 + 2*t^82 + 2*t^94 + t^102 + 2*t^108 + t^110 + 2*t^124 + 2*t^126 + t^132 + t^138 + 2*t^140 + t^142 + t^146 + 2*t^148 + 2*t^150 + t^156 + 2*t^162 + 2*t^166 + t^172 + 2*t^174 + t^188 + t^190 + t^196 + t^198 + 2*t^204 + t^214 + 2*t^222 + 2*t^228 + t^230 + t^238 + 2*t^244 + 2*t^246 + t^252 + 2*t^254 + 2*t^260 + 2*t^270 + t^284 + t^286 + t^292 + 2*t^294 + 2*t^302 + t^306 + 2*t^310 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + 2*t^406 + 2*t^412 + 2*t^418 + t^420 + t^426 + 2*t^428 + t^434 + 2*t^436 + t^444 + t^450 + t^460 + t^462 + 2*t^466 + t^470 + t^474 + O(t^476) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 - z1^2 - z0 + z1 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-18 + t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-6 + t^-4 + t^2 + t^4 + t^10 + 2*t^14 + 2*t^20 + t^22 + 2*t^28 + t^30 + t^36 + 2*t^38 + 2*t^42 + t^44 + t^50 + 2*t^52 + t^54 + t^58 + t^60 + 2*t^76 + 2*t^82 + t^84 + t^86 + t^92 + 2*t^100 + t^102 + t^106 + 2*t^108 + 2*t^110 + t^116 + t^118 + t^126 + t^130 + 2*t^132 + 2*t^134 + t^138 + 2*t^140 + 2*t^146 + 2*t^148 + t^150 + t^158 + t^162 + t^164 + t^172 + t^174 + 2*t^180 + 2*t^182 + t^188 + t^196 + 2*t^198 + 2*t^206 + t^212 + 2*t^214 + 2*t^220 + 2*t^228 + t^230 + t^236 + 2*t^246 + 2*t^252 + t^254 + t^260 + 2*t^268 + t^270 + t^276 + 2*t^278 + 2*t^292 + 2*t^294 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + 2*t^310 + t^314 + 2*t^316 + 2*t^324 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + t^404 + 2*t^406 + t^410 + 2*t^420 + t^426 + 2*t^428 + t^430 + 2*t^434 + 2*t^436 + 2*t^450 + t^452 + t^454 + t^458 + t^460 + t^462 + O(t^464) +x^2*z0 - z0^2*z1 - x^2 - z0*z1 - z1 2*t^-20 + t^-18 + 2*t^-14 + t^-12 + t^-6 + 2*t^-4 + 2*t^-2 + 2 + t^2 + 2*t^4 + t^6 + t^12 + 2*t^14 + t^28 + 2*t^30 + 2*t^38 + t^44 + 2*t^50 + t^54 + 2*t^58 + t^66 + 2*t^68 + 2*t^74 + 2*t^76 + t^82 + t^94 + 2*t^102 + t^108 + 2*t^110 + t^124 + t^126 + 2*t^132 + 2*t^138 + t^140 + 2*t^142 + 2*t^146 + t^148 + t^150 + 2*t^156 + t^162 + t^166 + 2*t^172 + t^174 + 2*t^188 + 2*t^190 + 2*t^196 + 2*t^198 + t^204 + 2*t^214 + t^222 + t^228 + 2*t^230 + 2*t^238 + t^244 + t^246 + 2*t^252 + t^254 + t^260 + t^270 + 2*t^284 + 2*t^286 + 2*t^292 + t^294 + t^302 + 2*t^306 + t^310 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + t^406 + t^412 + t^418 + 2*t^420 + 2*t^426 + t^428 + 2*t^434 + t^436 + 2*t^444 + 2*t^450 + 2*t^460 + 2*t^462 + t^466 + 2*t^470 + 2*t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 + z0^2 + z1^2 + z0 + 1 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + t^-18 + t^-14 + t^-12 + t^-10 + t^-8 + t^-2 + 1 + t^2 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + t^20 + 2*t^22 + 2*t^36 + 2*t^38 + t^42 + t^44 + t^52 + t^54 + 2*t^60 + 2*t^66 + t^68 + t^74 + 2*t^76 + 2*t^84 + 2*t^86 + 2*t^92 + 2*t^94 + t^100 + 2*t^106 + 2*t^110 + 2*t^116 + 2*t^118 + 2*t^124 + t^126 + 2*t^130 + 2*t^132 + t^134 + t^142 + 2*t^146 + t^150 + t^156 + 2*t^158 + t^162 + 2*t^164 + 2*t^166 + t^174 + t^180 + t^182 + t^190 + 2*t^198 + 2*t^204 + t^206 + 2*t^212 + 2*t^214 + t^220 + 2*t^222 + 2*t^236 + t^238 + 2*t^244 + 2*t^252 + t^254 + t^260 + t^268 + t^270 + 2*t^276 + t^278 + t^284 + t^286 + 2*t^292 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + 2*t^314 + t^316 + 2*t^318 + 2*t^322 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + 2*t^404 + 2*t^410 + 2*t^412 + 2*t^418 + 2*t^420 + 2*t^430 + 2*t^434 + t^444 + 2*t^450 + 2*t^452 + 2*t^454 + 2*t^458 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 + z1^2 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + t^-18 + t^-14 + t^-10 + t^-8 + 2*t^-6 + t^-2 + 1 + t^2 + 2*t^4 + t^6 + 2*t^14 + t^18 + t^22 + 2*t^28 + 2*t^30 + 2*t^36 + t^38 + t^42 + t^44 + t^46 + 2*t^52 + 2*t^54 + 2*t^58 + 2*t^68 + 2*t^74 + 2*t^76 + t^84 + 2*t^86 + t^90 + t^92 + 2*t^94 + t^102 + 2*t^106 + 2*t^108 + 2*t^110 + 2*t^116 + t^118 + 2*t^122 + 2*t^124 + t^130 + t^134 + 2*t^138 + t^142 + t^146 + t^148 + t^154 + 2*t^158 + 2*t^162 + 2*t^166 + t^172 + 2*t^174 + t^180 + 2*t^182 + 2*t^190 + 2*t^196 + 2*t^198 + t^206 + t^212 + 2*t^214 + t^222 + 2*t^228 + t^230 + 2*t^236 + t^238 + 2*t^244 + 2*t^246 + t^254 + t^260 + t^262 + 2*t^268 + 2*t^270 + t^278 + 2*t^284 + t^286 + 2*t^292 + 2*t^294 + 2*t^298 + t^300 + 2*t^306 + t^308 + t^310 + 2*t^314 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + 2*t^404 + 2*t^410 + 2*t^412 + t^414 + 2*t^418 + t^426 + 2*t^430 + 2*t^434 + t^436 + 2*t^442 + 2*t^446 + t^450 + t^454 + 2*t^458 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 - z1^2 + z0 + z1 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-18 + 2*t^-10 + 2*t^-8 + t^-6 + t^-4 + t^2 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + t^18 + t^20 + t^28 + t^36 + t^38 + 2*t^42 + t^44 + t^46 + t^50 + 2*t^54 + 2*t^60 + t^66 + t^68 + t^74 + 2*t^76 + 2*t^82 + t^86 + t^90 + t^100 + 2*t^102 + t^106 + t^108 + 2*t^110 + t^116 + 2*t^122 + 2*t^134 + 2*t^140 + t^146 + t^154 + 2*t^156 + t^158 + 2*t^162 + 2*t^164 + 2*t^172 + 2*t^174 + 2*t^180 + t^188 + t^190 + 2*t^198 + t^204 + 2*t^206 + 2*t^214 + t^220 + 2*t^222 + t^228 + 2*t^230 + t^236 + t^246 + t^254 + t^260 + t^262 + 2*t^270 + 2*t^276 + 2*t^278 + t^284 + 2*t^292 + t^294 + t^298 + 2*t^302 + 2*t^306 + t^314 + t^316 + 2*t^318 + t^324 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + t^404 + 2*t^406 + t^410 + t^414 + 2*t^426 + 2*t^428 + t^430 + 2*t^434 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + 2*t^452 + t^458 + 2*t^460 + O(t^464) +x^2*z0 - z0^2*z1 - x^2 - z0^2 - z0*z1 - z0 - z1 - 1 2*t^-20 + t^-18 + 2*t^-14 + 2*t^-4 + 2*t^-2 + 2 + t^2 + t^4 + t^10 + 2*t^12 + 2*t^14 + t^18 + 2*t^20 + 2*t^22 + t^30 + t^38 + t^44 + t^46 + 2*t^50 + t^52 + 2*t^54 + t^58 + t^60 + 2*t^66 + 2*t^76 + t^82 + 2*t^84 + t^90 + 2*t^92 + t^94 + 2*t^100 + 2*t^110 + 2*t^118 + 2*t^122 + t^124 + 2*t^130 + t^138 + t^140 + 2*t^142 + t^146 + 2*t^148 + t^154 + t^156 + 2*t^162 + t^164 + t^166 + 2*t^174 + t^182 + 2*t^188 + t^196 + 2*t^198 + 2*t^204 + 2*t^212 + 2*t^214 + 2*t^220 + 2*t^238 + t^244 + t^254 + t^260 + t^262 + t^268 + 2*t^270 + t^276 + 2*t^286 + 2*t^292 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + 2*t^310 + 2*t^316 + t^322 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + t^406 + t^412 + t^414 + t^418 + t^428 + 2*t^434 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + t^450 + t^452 + 2*t^454 + t^462 + t^466 + t^470 + O(t^476) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 - z1^2 + z0 - z1 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-4 + t^-2 + 1 + t^4 + t^6 + 2*t^10 + t^18 + t^20 + t^30 + t^36 + 2*t^38 + 2*t^42 + t^46 + 2*t^50 + t^54 + t^58 + 2*t^60 + 2*t^68 + 2*t^74 + t^82 + t^86 + t^90 + 2*t^94 + t^100 + t^106 + t^116 + 2*t^122 + 2*t^124 + 2*t^126 + t^132 + 2*t^134 + t^138 + t^140 + t^142 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + t^158 + t^162 + 2*t^164 + 2*t^166 + t^174 + 2*t^180 + 2*t^188 + 2*t^190 + t^196 + 2*t^206 + t^220 + t^222 + t^236 + t^238 + 2*t^244 + t^252 + t^262 + t^270 + 2*t^276 + 2*t^278 + 2*t^284 + t^286 + t^298 + t^302 + 2*t^310 + t^314 + t^316 + t^318 + 2*t^322 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + t^404 + t^406 + t^410 + 2*t^412 + t^414 + 2*t^418 + t^420 + t^428 + t^430 + 2*t^436 + 2*t^442 + 2*t^446 + 2*t^450 + 2*t^452 + t^458 + t^462 + O(t^464) +-z0^2 - z0 - 1 2*t^-12 + 2*t^-6 + 2*t^4 + 2*t^6 + t^10 + t^12 + t^18 + 2*t^20 + 2*t^22 + 2*t^28 + 2*t^30 + 2*t^38 + t^46 + t^52 + t^54 + 2*t^58 + t^60 + t^66 + t^68 + t^74 + 2*t^84 + t^90 + 2*t^92 + 2*t^100 + t^102 + 2*t^108 + 2*t^118 + 2*t^122 + 2*t^126 + 2*t^130 + t^132 + 2*t^138 + 2*t^146 + t^148 + 2*t^150 + t^154 + 2*t^156 + t^162 + t^164 + t^172 + t^174 + t^182 + t^190 + 2*t^196 + t^204 + 2*t^212 + 2*t^220 + 2*t^222 + 2*t^228 + t^230 + 2*t^246 + t^252 + t^262 + t^268 + t^270 + t^276 + t^284 + 2*t^294 + 2*t^300 + 2*t^308 + t^310 + 2*t^316 + 2*t^318 + 2*t^324 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + t^414 + t^420 + t^426 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + t^452 + 2*t^454 + t^460 + 2*t^462 + 2*t^470 + t^474 + t^478 + 2*t^484 + t^486 + O(t^488) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 + z0*z1 + z1^2 + z1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + 2*t^-14 + 2*t^-12 + t^-10 + t^-8 + t^-6 + t^-4 + 2*t^-2 + 2 + 2*t^12 + t^18 + t^22 + t^28 + 2*t^36 + 2*t^38 + t^42 + t^46 + t^50 + 2*t^52 + t^54 + 2*t^66 + 2*t^82 + t^84 + 2*t^86 + t^90 + t^92 + t^94 + 2*t^102 + 2*t^106 + t^108 + 2*t^116 + t^118 + 2*t^122 + t^124 + 2*t^126 + t^130 + t^132 + t^134 + 2*t^140 + 2*t^142 + 2*t^146 + 2*t^150 + t^154 + t^156 + 2*t^158 + t^162 + t^166 + 2*t^172 + t^174 + t^180 + 2*t^182 + t^188 + 2*t^204 + t^206 + t^212 + t^228 + 2*t^230 + 2*t^236 + 2*t^238 + t^244 + t^246 + t^252 + t^262 + 2*t^268 + t^270 + t^278 + 2*t^286 + t^294 + 2*t^298 + t^300 + 2*t^302 + t^308 + 2*t^314 + t^322 + t^324 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + 2*t^404 + 2*t^406 + 2*t^410 + t^412 + t^414 + t^418 + t^420 + 2*t^426 + 2*t^428 + 2*t^430 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + t^454 + 2*t^458 + 2*t^460 + O(t^464) +-x^2*z0 + z0^2*z1 + x^2 - z0^2 + z0*z1 - z0 + z1 - 1 t^-20 + 2*t^-18 + t^-14 + t^-12 + t^-6 + t^-4 + t^-2 + 1 + 2*t^2 + t^6 + t^10 + t^14 + t^18 + 2*t^20 + 2*t^22 + t^28 + 2*t^44 + t^46 + t^50 + t^52 + t^60 + 2*t^68 + 2*t^74 + t^76 + 2*t^82 + 2*t^84 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + 2*t^102 + t^108 + t^110 + 2*t^118 + 2*t^122 + 2*t^124 + t^126 + 2*t^130 + 2*t^132 + 2*t^140 + t^142 + t^150 + t^154 + t^164 + 2*t^166 + 2*t^172 + t^182 + t^188 + 2*t^190 + t^198 + 2*t^212 + t^214 + 2*t^220 + t^222 + t^228 + 2*t^230 + t^238 + 2*t^244 + t^246 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + t^268 + t^276 + 2*t^284 + t^286 + t^292 + t^294 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + 2*t^316 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + 2*t^406 + 2*t^412 + t^414 + 2*t^418 + 2*t^420 + 2*t^426 + 2*t^428 + t^434 + 2*t^442 + 2*t^446 + t^452 + 2*t^454 + 2*t^460 + 2*t^466 + 2*t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 - z0*z1 + z1^2 - z1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-18 + t^-12 + t^-10 + t^-8 + 2*t^-4 + 2*t^2 + t^4 + 2*t^6 + t^12 + t^14 + t^18 + t^22 + t^30 + 2*t^36 + t^42 + 2*t^44 + t^46 + 2*t^50 + 2*t^52 + t^58 + t^66 + t^68 + t^74 + t^76 + t^82 + t^84 + 2*t^86 + t^90 + t^92 + 2*t^106 + t^110 + 2*t^116 + t^118 + 2*t^122 + t^126 + t^130 + 2*t^132 + t^134 + t^138 + t^140 + 2*t^148 + t^150 + t^154 + 2*t^156 + 2*t^158 + t^180 + 2*t^182 + 2*t^188 + t^190 + t^196 + t^198 + t^204 + t^206 + t^212 + t^214 + 2*t^222 + 2*t^236 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + 2*t^268 + t^278 + t^284 + t^292 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + 2*t^310 + 2*t^314 + 2*t^318 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + 2*t^404 + t^406 + 2*t^410 + t^414 + 2*t^420 + t^428 + 2*t^430 + t^434 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^454 + 2*t^458 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 + z0^2 - z1^2 + z0 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-2 + 2 + 2*t^2 + 2*t^4 + 2*t^10 + 2*t^12 + t^14 + t^18 + t^20 + 2*t^28 + 2*t^30 + t^36 + 2*t^42 + 2*t^44 + t^46 + 2*t^58 + 2*t^60 + 2*t^66 + t^76 + t^86 + t^90 + t^94 + t^100 + t^102 + t^106 + 2*t^108 + t^110 + t^116 + 2*t^122 + t^124 + t^126 + 2*t^132 + 2*t^134 + 2*t^138 + 2*t^142 + t^148 + t^150 + t^154 + t^156 + t^158 + 2*t^164 + t^166 + t^172 + 2*t^180 + 2*t^196 + t^198 + 2*t^204 + 2*t^206 + t^214 + t^220 + 2*t^228 + t^230 + t^236 + 2*t^238 + t^244 + 2*t^246 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + 2*t^276 + 2*t^278 + 2*t^286 + t^292 + 2*t^294 + t^298 + t^306 + t^310 + t^314 + t^316 + t^322 + 2*t^324 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + t^404 + t^410 + t^412 + t^414 + t^418 + 2*t^420 + t^426 + t^430 + t^434 + t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^452 + t^458 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 - z1^2 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-10 + 2*t^-8 + t^-6 + 2*t^-2 + 2 + 2*t^2 + t^4 + 2*t^6 + t^14 + 2*t^18 + 2*t^22 + t^28 + t^30 + t^36 + 2*t^38 + 2*t^42 + 2*t^44 + 2*t^46 + t^52 + t^54 + t^58 + t^68 + t^74 + t^76 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + t^94 + 2*t^102 + t^106 + t^108 + t^110 + t^116 + 2*t^118 + t^122 + t^124 + 2*t^130 + 2*t^134 + t^138 + 2*t^142 + 2*t^146 + 2*t^148 + 2*t^154 + t^158 + t^162 + t^166 + 2*t^172 + t^174 + 2*t^180 + t^182 + t^190 + t^196 + t^198 + 2*t^206 + 2*t^212 + t^214 + 2*t^222 + t^228 + 2*t^230 + t^236 + 2*t^238 + t^244 + t^246 + 2*t^254 + 2*t^260 + 2*t^262 + t^268 + t^270 + 2*t^278 + t^284 + 2*t^286 + t^292 + t^294 + t^298 + 2*t^300 + t^306 + 2*t^308 + 2*t^310 + t^314 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + t^404 + t^410 + t^412 + 2*t^414 + t^418 + 2*t^426 + t^430 + t^434 + 2*t^436 + t^442 + t^446 + 2*t^450 + 2*t^454 + t^458 + 2*t^460 + t^462 + O(t^464) +-x^2*z0 + z0^2*z1 + x^2 + z0^2 + z0*z1 + z0 + z1 + 1 t^-20 + 2*t^-18 + t^-14 + t^-4 + t^-2 + 1 + 2*t^2 + 2*t^4 + 2*t^10 + t^12 + t^14 + 2*t^18 + t^20 + t^22 + 2*t^30 + 2*t^38 + 2*t^44 + 2*t^46 + t^50 + 2*t^52 + t^54 + 2*t^58 + 2*t^60 + t^66 + t^76 + 2*t^82 + t^84 + 2*t^90 + t^92 + 2*t^94 + t^100 + t^110 + t^118 + t^122 + 2*t^124 + t^130 + 2*t^138 + 2*t^140 + t^142 + 2*t^146 + t^148 + 2*t^154 + 2*t^156 + t^162 + 2*t^164 + 2*t^166 + t^174 + 2*t^182 + t^188 + 2*t^196 + t^198 + t^204 + t^212 + t^214 + t^220 + t^238 + 2*t^244 + 2*t^254 + 2*t^260 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + t^286 + t^292 + t^300 + 2*t^302 + t^306 + t^308 + t^310 + t^316 + 2*t^322 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + 2*t^406 + 2*t^412 + 2*t^414 + 2*t^418 + 2*t^428 + t^434 + t^436 + t^442 + 2*t^444 + t^446 + 2*t^450 + 2*t^452 + t^454 + 2*t^462 + 2*t^466 + 2*t^470 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 + z1^2 - z0 - z1 - 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-18 + t^-10 + t^-8 + 2*t^-6 + 2*t^-4 + 2*t^2 + t^6 + t^10 + 2*t^12 + t^14 + 2*t^18 + 2*t^20 + 2*t^28 + 2*t^36 + 2*t^38 + t^42 + 2*t^44 + 2*t^46 + 2*t^50 + t^54 + t^60 + 2*t^66 + 2*t^68 + 2*t^74 + t^76 + t^82 + 2*t^86 + 2*t^90 + 2*t^100 + t^102 + 2*t^106 + 2*t^108 + t^110 + 2*t^116 + t^122 + t^134 + t^140 + 2*t^146 + 2*t^154 + t^156 + 2*t^158 + t^162 + t^164 + t^172 + t^174 + t^180 + 2*t^188 + 2*t^190 + t^198 + 2*t^204 + t^206 + t^214 + 2*t^220 + t^222 + 2*t^228 + t^230 + 2*t^236 + 2*t^246 + 2*t^254 + 2*t^260 + 2*t^262 + t^270 + t^276 + t^278 + 2*t^284 + t^292 + 2*t^294 + 2*t^298 + t^302 + t^306 + 2*t^314 + 2*t^316 + t^318 + 2*t^324 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + 2*t^404 + t^406 + 2*t^410 + 2*t^414 + t^426 + t^428 + 2*t^430 + t^434 + t^442 + t^444 + t^446 + 2*t^450 + t^452 + 2*t^458 + t^460 + O(t^464) +x^2*z0 - z0^2*z1 - x^2 + z0^2 - z0*z1 + z0 - z1 + 1 2*t^-20 + t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 2 + t^2 + 2*t^6 + 2*t^10 + 2*t^14 + 2*t^18 + t^20 + t^22 + 2*t^28 + t^44 + 2*t^46 + 2*t^50 + 2*t^52 + 2*t^60 + t^68 + t^74 + 2*t^76 + t^82 + t^84 + 2*t^90 + t^92 + t^94 + t^100 + t^102 + 2*t^108 + 2*t^110 + t^118 + t^122 + t^124 + 2*t^126 + t^130 + t^132 + t^140 + 2*t^142 + 2*t^150 + 2*t^154 + 2*t^164 + t^166 + t^172 + 2*t^182 + 2*t^188 + t^190 + 2*t^198 + t^212 + 2*t^214 + t^220 + 2*t^222 + 2*t^228 + t^230 + 2*t^238 + t^244 + 2*t^246 + t^252 + t^254 + t^260 + 2*t^262 + 2*t^268 + 2*t^276 + t^284 + 2*t^286 + 2*t^292 + 2*t^294 + t^300 + t^302 + 2*t^306 + t^308 + t^316 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + t^406 + t^412 + 2*t^414 + t^418 + t^420 + t^426 + t^428 + 2*t^434 + t^442 + t^446 + 2*t^452 + t^454 + t^460 + t^466 + t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 - z0^2 + z1^2 - z0 - 1 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + t^-18 + t^-14 + 2*t^-12 + t^-10 + t^-8 + t^-6 + t^-2 + 1 + t^2 + t^4 + t^10 + t^12 + 2*t^14 + 2*t^18 + 2*t^20 + t^28 + t^30 + 2*t^36 + t^42 + t^44 + 2*t^46 + t^58 + t^60 + t^66 + 2*t^76 + 2*t^86 + 2*t^90 + 2*t^94 + 2*t^100 + 2*t^102 + 2*t^106 + t^108 + 2*t^110 + 2*t^116 + t^122 + 2*t^124 + 2*t^126 + t^132 + t^134 + t^138 + t^142 + 2*t^148 + 2*t^150 + 2*t^154 + 2*t^156 + 2*t^158 + t^164 + 2*t^166 + 2*t^172 + t^180 + t^196 + 2*t^198 + t^204 + t^206 + 2*t^214 + 2*t^220 + t^228 + 2*t^230 + 2*t^236 + t^238 + 2*t^244 + t^246 + t^252 + t^254 + t^260 + 2*t^262 + t^276 + t^278 + t^286 + 2*t^292 + t^294 + 2*t^298 + 2*t^306 + 2*t^310 + 2*t^314 + 2*t^316 + 2*t^322 + t^324 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + 2*t^404 + 2*t^410 + 2*t^412 + 2*t^414 + 2*t^418 + t^420 + 2*t^426 + 2*t^430 + 2*t^434 + 2*t^436 + t^442 + 2*t^444 + t^446 + t^452 + 2*t^458 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 + z0*z1 - z1^2 + z1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-18 + 2*t^-12 + 2*t^-10 + 2*t^-8 + t^-4 + t^2 + 2*t^4 + t^6 + 2*t^12 + 2*t^14 + 2*t^18 + 2*t^22 + 2*t^30 + t^36 + 2*t^42 + t^44 + 2*t^46 + t^50 + t^52 + 2*t^58 + 2*t^66 + 2*t^68 + 2*t^74 + 2*t^76 + 2*t^82 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + t^106 + 2*t^110 + t^116 + 2*t^118 + t^122 + 2*t^126 + 2*t^130 + t^132 + 2*t^134 + 2*t^138 + 2*t^140 + t^148 + 2*t^150 + 2*t^154 + t^156 + t^158 + 2*t^180 + t^182 + t^188 + 2*t^190 + 2*t^196 + 2*t^198 + 2*t^204 + 2*t^206 + 2*t^212 + 2*t^214 + t^222 + t^236 + t^252 + t^254 + t^260 + 2*t^262 + t^268 + 2*t^278 + 2*t^284 + 2*t^292 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + t^310 + t^314 + t^318 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + t^404 + 2*t^406 + t^410 + 2*t^414 + t^420 + 2*t^428 + t^430 + 2*t^434 + t^436 + t^442 + t^444 + t^446 + 2*t^454 + t^458 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 - z0 + z1 - 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + 2*t^-14 + t^-12 + t^-10 + t^-8 + t^-4 + 2*t^-2 + 2 + 2*t^4 + 2*t^6 + t^10 + 2*t^18 + 2*t^20 + 2*t^30 + 2*t^36 + t^38 + t^42 + 2*t^46 + t^50 + 2*t^54 + 2*t^58 + t^60 + t^68 + t^74 + 2*t^82 + 2*t^86 + 2*t^90 + t^94 + 2*t^100 + 2*t^106 + 2*t^116 + t^122 + t^124 + t^126 + 2*t^132 + t^134 + 2*t^138 + 2*t^140 + 2*t^142 + t^146 + t^148 + t^150 + 2*t^154 + 2*t^158 + 2*t^162 + t^164 + t^166 + 2*t^174 + t^180 + t^188 + t^190 + 2*t^196 + t^206 + 2*t^220 + 2*t^222 + 2*t^236 + 2*t^238 + t^244 + 2*t^252 + 2*t^262 + 2*t^270 + t^276 + t^278 + t^284 + 2*t^286 + 2*t^298 + 2*t^302 + t^310 + 2*t^314 + 2*t^316 + 2*t^318 + t^322 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + 2*t^404 + 2*t^406 + 2*t^410 + t^412 + 2*t^414 + t^418 + 2*t^420 + 2*t^428 + 2*t^430 + t^436 + t^442 + t^446 + t^450 + t^452 + 2*t^458 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 - z0*z1 - z1^2 - z1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + t^-14 + t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-4 + t^-2 + 1 + t^12 + 2*t^18 + 2*t^22 + 2*t^28 + t^36 + t^38 + 2*t^42 + 2*t^46 + 2*t^50 + t^52 + 2*t^54 + t^66 + t^82 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + 2*t^94 + t^102 + t^106 + 2*t^108 + t^116 + 2*t^118 + t^122 + 2*t^124 + t^126 + 2*t^130 + 2*t^132 + 2*t^134 + t^140 + t^142 + t^146 + t^150 + 2*t^154 + 2*t^156 + t^158 + 2*t^162 + 2*t^166 + t^172 + 2*t^174 + 2*t^180 + t^182 + 2*t^188 + t^204 + 2*t^206 + 2*t^212 + 2*t^228 + t^230 + t^236 + t^238 + 2*t^244 + 2*t^246 + 2*t^252 + 2*t^262 + t^268 + 2*t^270 + 2*t^278 + t^286 + 2*t^294 + t^298 + 2*t^300 + t^302 + 2*t^308 + t^314 + 2*t^322 + 2*t^324 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + t^404 + t^406 + t^410 + 2*t^412 + 2*t^414 + 2*t^418 + 2*t^420 + t^426 + t^428 + t^430 + t^442 + 2*t^444 + t^446 + t^450 + 2*t^454 + t^458 + t^460 + O(t^464) +z0^2 + z0 + 1 t^-12 + t^-6 + t^4 + t^6 + 2*t^10 + 2*t^12 + 2*t^18 + t^20 + t^22 + t^28 + t^30 + t^38 + 2*t^46 + 2*t^52 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + 2*t^68 + 2*t^74 + t^84 + 2*t^90 + t^92 + t^100 + 2*t^102 + t^108 + t^118 + t^122 + t^126 + t^130 + 2*t^132 + t^138 + t^146 + 2*t^148 + t^150 + 2*t^154 + t^156 + 2*t^162 + 2*t^164 + 2*t^172 + 2*t^174 + 2*t^182 + 2*t^190 + t^196 + 2*t^204 + t^212 + t^220 + t^222 + t^228 + 2*t^230 + t^246 + 2*t^252 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + 2*t^284 + t^294 + t^300 + t^308 + 2*t^310 + t^316 + t^318 + t^324 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + 2*t^414 + 2*t^420 + 2*t^426 + 2*t^436 + t^442 + t^444 + t^446 + t^450 + 2*t^452 + t^454 + 2*t^460 + t^462 + t^470 + 2*t^474 + 2*t^478 + t^484 + 2*t^486 + O(t^488) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 + z1^2 - z0 + z1 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-14 + 2*t^-10 + t^-8 + t^-6 + t^-4 + t^-2 + 2 + t^4 + 2*t^6 + t^10 + t^12 + t^20 + t^22 + 2*t^28 + 2*t^30 + 2*t^36 + 2*t^42 + 2*t^50 + t^52 + 2*t^58 + 2*t^60 + 2*t^66 + 2*t^68 + t^74 + t^82 + 2*t^84 + t^86 + 2*t^92 + 2*t^94 + t^100 + 2*t^102 + t^106 + 2*t^108 + 2*t^116 + t^118 + t^124 + t^130 + 2*t^134 + 2*t^138 + 2*t^140 + t^142 + 2*t^148 + 2*t^156 + t^158 + 2*t^164 + 2*t^166 + t^172 + t^180 + 2*t^182 + t^188 + t^190 + t^196 + t^204 + 2*t^206 + 2*t^212 + t^220 + 2*t^222 + 2*t^228 + 2*t^230 + 2*t^236 + t^238 + t^244 + t^246 + t^268 + 2*t^276 + 2*t^278 + 2*t^284 + t^286 + t^294 + t^298 + 2*t^300 + t^302 + 2*t^308 + t^310 + t^314 + t^316 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + 2*t^404 + t^406 + t^410 + t^412 + 2*t^418 + 2*t^426 + 2*t^428 + t^430 + 2*t^436 + 2*t^444 + 2*t^452 + t^454 + t^458 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 - z0^2 - z1^2 - z1 - 1 2*t^-28 + 2*t^-24 + t^-20 + 2*t^-8 + 2*t^-4 + 1 + 2*t^4 + 2*t^12 + 2*t^20 + t^28 + t^36 + 2*t^52 + t^60 + t^68 + t^84 + t^92 + 2*t^100 + t^108 + t^116 + 2*t^124 + t^140 + t^148 + t^156 + t^164 + 2*t^172 + 2*t^180 + 2*t^188 + 2*t^196 + 2*t^204 + t^212 + 2*t^220 + t^228 + t^236 + 2*t^244 + 2*t^268 + t^276 + t^284 + t^300 + t^308 + 2*t^316 + t^324 + t^404 + 2*t^412 + t^428 + t^436 + t^444 + t^452 + 2*t^460 + O(t^464) +-x^2*z1 + z0*z1^2 + x^2 + z0*z1 + z0 t^-26 + t^-22 + 2*t^-14 + t^-10 + 2*t^-6 + 2*t^-2 + t^6 + 2*t^10 + 2*t^22 + t^30 + t^42 + t^50 + t^58 + t^66 + 2*t^74 + 2*t^82 + 2*t^86 + t^94 + t^102 + 2*t^106 + 2*t^118 + 2*t^130 + t^134 + t^138 + 2*t^142 + 2*t^158 + t^166 + t^182 + 2*t^190 + t^206 + t^222 + t^230 + 2*t^238 + 2*t^246 + t^278 + 2*t^286 + 2*t^294 + 2*t^298 + 2*t^302 + 2*t^310 + 2*t^314 + t^318 + t^322 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + 2*t^406 + 2*t^410 + t^418 + t^426 + 2*t^430 + 2*t^454 + 2*t^458 + t^462 + t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2 - z0^2 + z0*z1 - z1^2 - 1 2*t^-28 + 2*t^-24 + 2*t^-20 + 2*t^-18 + t^-14 + 2*t^-12 + 2*t^-8 + 2*t^-6 + t^-2 + 2 + 2*t^2 + 2*t^6 + t^12 + t^14 + 2*t^20 + t^30 + t^36 + t^38 + 2*t^44 + t^50 + 2*t^52 + 2*t^54 + t^58 + t^60 + 2*t^66 + 2*t^68 + t^74 + t^76 + 2*t^82 + t^84 + t^92 + 2*t^94 + 2*t^100 + t^102 + t^110 + t^116 + t^124 + 2*t^126 + t^132 + t^138 + t^142 + t^146 + 2*t^150 + 2*t^156 + 2*t^162 + t^164 + 2*t^166 + 2*t^174 + 2*t^180 + t^190 + t^198 + t^204 + t^212 + t^214 + 2*t^220 + 2*t^222 + t^230 + t^236 + t^238 + t^244 + 2*t^246 + t^252 + 2*t^254 + 2*t^260 + 2*t^268 + 2*t^270 + t^276 + 2*t^284 + t^286 + t^292 + 2*t^294 + t^300 + 2*t^302 + t^306 + t^308 + 2*t^310 + 2*t^316 + 2*t^318 + 2*t^322 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + t^404 + 2*t^406 + t^412 + 2*t^418 + t^420 + t^426 + t^434 + 2*t^444 + t^450 + t^452 + t^462 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 - z0*z1 + z0 + z1 t^-26 + t^-22 + t^-20 + 2*t^-18 + 2*t^-12 + t^-10 + t^-6 + t^-4 + 1 + 2*t^2 + t^4 + 2*t^10 + 2*t^12 + t^14 + 2*t^22 + 2*t^28 + 2*t^30 + t^38 + t^42 + 2*t^44 + 2*t^50 + 2*t^54 + 2*t^58 + t^68 + t^76 + t^82 + 2*t^86 + 2*t^102 + 2*t^106 + 2*t^108 + t^110 + 2*t^118 + 2*t^124 + 2*t^126 + 2*t^130 + t^132 + t^134 + 2*t^138 + 2*t^140 + t^146 + 2*t^148 + 2*t^150 + t^156 + 2*t^158 + 2*t^162 + t^172 + 2*t^174 + t^182 + t^188 + t^196 + t^198 + 2*t^204 + t^206 + t^214 + 2*t^228 + 2*t^230 + 2*t^244 + t^246 + t^252 + 2*t^254 + 2*t^260 + 2*t^270 + t^278 + t^284 + t^292 + t^294 + 2*t^298 + t^302 + t^306 + t^310 + 2*t^314 + 2*t^324 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + t^406 + 2*t^410 + 2*t^412 + t^420 + 2*t^426 + 2*t^428 + 2*t^430 + t^434 + 2*t^436 + t^444 + t^450 + 2*t^454 + 2*t^458 + t^460 + 2*t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + z0^2 + z1^2 - z0 - z1 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + t^-8 + 2*t^-4 + 2*t^-2 + 2*t^2 + 2*t^4 + t^6 + t^10 + t^14 + t^20 + t^22 + t^28 + 2*t^36 + t^38 + 2*t^42 + 2*t^44 + t^52 + 2*t^54 + 2*t^60 + t^66 + 2*t^74 + t^76 + 2*t^84 + t^86 + 2*t^92 + t^94 + t^100 + t^106 + t^108 + t^110 + 2*t^116 + t^118 + 2*t^126 + t^130 + t^132 + 2*t^134 + t^140 + 2*t^142 + t^146 + t^148 + 2*t^150 + t^158 + 2*t^162 + 2*t^164 + t^166 + 2*t^172 + 2*t^174 + t^180 + 2*t^182 + 2*t^188 + 2*t^190 + 2*t^196 + t^198 + 2*t^206 + 2*t^212 + t^214 + t^220 + t^222 + t^228 + 2*t^236 + 2*t^238 + t^252 + 2*t^254 + 2*t^260 + t^268 + 2*t^270 + 2*t^276 + 2*t^278 + 2*t^286 + t^292 + t^298 + 2*t^300 + t^306 + 2*t^308 + t^314 + t^316 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + 2*t^404 + t^410 + t^418 + t^420 + t^428 + t^430 + t^434 + t^436 + t^450 + 2*t^452 + t^454 + t^458 + 2*t^460 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + z0 - z1 t^-26 + t^-22 + 2*t^-20 + t^-18 + t^-14 + t^-12 + t^-10 + 2*t^-4 + t^-2 + 2 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + 2*t^22 + t^28 + 2*t^38 + t^42 + t^44 + t^54 + 2*t^66 + 2*t^68 + t^74 + 2*t^76 + 2*t^86 + 2*t^94 + 2*t^106 + t^108 + 2*t^110 + 2*t^118 + t^124 + t^126 + 2*t^130 + 2*t^132 + t^134 + t^140 + t^142 + 2*t^146 + t^148 + t^150 + 2*t^156 + 2*t^158 + t^162 + 2*t^166 + 2*t^172 + t^174 + t^182 + 2*t^188 + t^190 + 2*t^196 + 2*t^198 + t^204 + t^206 + 2*t^214 + 2*t^222 + t^228 + t^238 + t^244 + 2*t^252 + t^254 + t^260 + t^270 + t^278 + 2*t^284 + t^286 + 2*t^292 + 2*t^298 + 2*t^306 + 2*t^314 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + 2*t^410 + t^412 + 2*t^418 + 2*t^420 + t^428 + 2*t^430 + 2*t^434 + t^436 + 2*t^444 + 2*t^450 + 2*t^454 + 2*t^458 + 2*t^460 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 + z1^2 - z0 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + t^-18 + t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + 1 + t^2 + t^10 + 2*t^12 + 2*t^14 + t^20 + t^22 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + t^44 + t^50 + t^52 + t^54 + t^58 + 2*t^60 + t^68 + 2*t^76 + 2*t^82 + 2*t^84 + t^86 + 2*t^92 + t^100 + t^102 + t^106 + 2*t^110 + 2*t^116 + t^118 + 2*t^124 + t^126 + t^130 + 2*t^132 + 2*t^134 + t^138 + 2*t^146 + t^150 + t^156 + t^158 + t^162 + 2*t^164 + t^174 + t^180 + 2*t^182 + 2*t^198 + 2*t^204 + 2*t^206 + 2*t^212 + 2*t^214 + t^220 + t^230 + 2*t^236 + 2*t^244 + 2*t^246 + 2*t^252 + t^254 + t^260 + t^268 + t^270 + 2*t^276 + 2*t^278 + t^284 + 2*t^292 + 2*t^294 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + 2*t^310 + t^314 + t^316 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + 2*t^404 + 2*t^406 + t^410 + 2*t^412 + 2*t^420 + t^426 + t^430 + 2*t^434 + t^444 + 2*t^450 + 2*t^452 + t^454 + t^458 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 - x^2 - z0^2 - z0*z1 - z1^2 + z1 - 1 2*t^-28 + 2*t^-24 + t^-18 + 2*t^-14 + t^-12 + 2*t^-8 + t^-6 + t^-4 + 2*t^-2 + t^2 + t^4 + t^6 + 2*t^14 + 2*t^20 + 2*t^28 + 2*t^30 + t^36 + 2*t^38 + t^44 + 2*t^50 + 2*t^52 + t^54 + 2*t^58 + t^60 + t^66 + 2*t^74 + 2*t^76 + t^82 + t^84 + t^92 + t^94 + 2*t^100 + 2*t^102 + 2*t^108 + 2*t^110 + t^116 + t^126 + 2*t^132 + 2*t^138 + 2*t^140 + 2*t^142 + 2*t^146 + 2*t^148 + t^150 + t^162 + t^164 + t^166 + t^172 + t^174 + 2*t^180 + t^188 + 2*t^190 + t^196 + 2*t^198 + t^212 + 2*t^214 + 2*t^220 + t^222 + 2*t^228 + 2*t^230 + t^236 + 2*t^238 + t^246 + 2*t^252 + t^254 + t^260 + 2*t^268 + t^270 + t^276 + 2*t^286 + 2*t^292 + t^294 + t^300 + t^302 + 2*t^306 + t^308 + t^310 + 2*t^316 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + t^404 + t^406 + t^418 + 2*t^420 + 2*t^426 + 2*t^428 + 2*t^434 + 2*t^436 + 2*t^450 + t^452 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 - x^2 + z0^2 - z0*z1 - z1^2 - z0 + z1 + 1 2*t^-28 + 2*t^-24 + t^-18 + 2*t^-14 + 2*t^-8 + t^-4 + 2*t^-2 + t^2 + t^10 + t^12 + 2*t^14 + t^18 + t^20 + 2*t^22 + t^28 + t^30 + t^36 + t^38 + t^44 + t^46 + 2*t^50 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + t^68 + 2*t^76 + t^82 + t^90 + t^94 + t^100 + t^108 + 2*t^110 + t^116 + 2*t^118 + 2*t^122 + 2*t^130 + t^138 + 2*t^140 + 2*t^142 + t^146 + t^154 + 2*t^156 + 2*t^162 + 2*t^164 + t^166 + 2*t^172 + 2*t^174 + 2*t^180 + t^182 + t^188 + 2*t^198 + t^204 + 2*t^214 + t^220 + t^228 + t^236 + 2*t^238 + t^254 + t^260 + t^262 + 2*t^270 + 2*t^276 + t^284 + 2*t^286 + 2*t^292 + t^302 + 2*t^306 + 2*t^310 + t^316 + t^322 + t^324 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + t^404 + t^406 + t^414 + t^418 + 2*t^428 + 2*t^434 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + 2*t^452 + 2*t^454 + 2*t^460 + t^462 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - z0^2 - z1 - 1 t^-26 + t^-22 + 2*t^-20 + t^-18 + t^-14 + t^-10 + 2*t^-6 + 2*t^-4 + t^-2 + 2 + t^2 + t^4 + t^6 + 2*t^12 + 2*t^14 + t^18 + 2*t^20 + t^22 + 2*t^30 + t^38 + t^42 + t^44 + t^46 + t^52 + 2*t^54 + 2*t^58 + t^60 + 2*t^74 + 2*t^76 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + t^102 + 2*t^106 + 2*t^110 + t^118 + 2*t^122 + t^124 + t^130 + t^134 + 2*t^138 + t^140 + t^142 + t^146 + 2*t^148 + t^154 + t^156 + 2*t^158 + 2*t^162 + t^164 + 2*t^166 + 2*t^174 + 2*t^182 + 2*t^188 + 2*t^190 + t^196 + 2*t^198 + 2*t^204 + t^206 + 2*t^212 + 2*t^214 + 2*t^220 + t^222 + t^230 + t^238 + t^244 + 2*t^246 + t^254 + t^260 + t^262 + t^268 + 2*t^270 + t^276 + t^278 + t^286 + 2*t^292 + 2*t^294 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + t^310 + 2*t^314 + 2*t^316 + t^318 + 2*t^322 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + 2*t^410 + t^412 + t^414 + 2*t^418 + t^426 + t^428 + 2*t^430 + 2*t^434 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + t^450 + t^452 + t^454 + 2*t^458 + 2*t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 + x^2 + z0*z1 + z1^2 + z0 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + t^-18 + 2*t^-10 + t^-8 + t^-6 + 1 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + 2*t^14 + t^18 + 2*t^28 + 2*t^36 + t^38 + 2*t^42 + t^44 + t^46 + t^50 + 2*t^52 + 2*t^54 + t^66 + 2*t^68 + t^74 + 2*t^76 + 2*t^82 + t^84 + t^86 + t^90 + t^92 + 2*t^102 + t^106 + 2*t^108 + 2*t^110 + 2*t^116 + 2*t^122 + 2*t^124 + 2*t^134 + t^146 + t^148 + t^154 + t^158 + 2*t^162 + t^172 + 2*t^174 + t^180 + t^190 + 2*t^196 + 2*t^198 + 2*t^206 + t^212 + 2*t^214 + 2*t^222 + 2*t^228 + 2*t^230 + 2*t^236 + 2*t^244 + t^246 + t^254 + t^260 + t^262 + 2*t^268 + 2*t^270 + 2*t^278 + 2*t^284 + 2*t^292 + t^294 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + t^314 + 2*t^318 + 2*t^324 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + 2*t^404 + 2*t^406 + t^410 + 2*t^412 + t^414 + 2*t^426 + t^430 + 2*t^434 + t^436 + 2*t^442 + 2*t^446 + t^450 + t^458 + t^460 + O(t^464) +-x^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 - 1 t^-26 + t^-22 + 2*t^-14 + 2*t^-12 + t^-10 + t^-6 + 2*t^-2 + 2*t^4 + t^12 + t^18 + 2*t^20 + t^22 + 2*t^28 + 2*t^38 + t^42 + t^46 + t^50 + t^52 + t^54 + t^60 + 2*t^66 + t^68 + 2*t^82 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + t^94 + 2*t^100 + 2*t^102 + 2*t^106 + 2*t^108 + t^118 + 2*t^122 + 2*t^126 + t^130 + t^132 + t^134 + 2*t^142 + 2*t^146 + t^148 + 2*t^150 + t^154 + 2*t^156 + 2*t^158 + t^162 + t^164 + t^166 + t^172 + t^174 + 2*t^182 + 2*t^196 + t^204 + t^206 + 2*t^212 + 2*t^220 + 2*t^228 + 2*t^230 + 2*t^238 + t^246 + t^252 + t^262 + t^268 + t^270 + t^276 + t^278 + t^284 + 2*t^286 + t^294 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + 2*t^314 + 2*t^316 + t^322 + 2*t^324 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + 2*t^406 + 2*t^410 + t^414 + t^418 + t^420 + 2*t^426 + 2*t^430 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + t^452 + t^454 + 2*t^458 + t^460 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 - z0*z1 + z1^2 + z0 + z1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-14 + 2*t^-12 + 2*t^-10 + t^-8 + t^-4 + t^-2 + 2 + t^6 + 2*t^10 + 2*t^12 + t^18 + t^28 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + t^46 + 2*t^50 + 2*t^52 + t^54 + t^58 + 2*t^74 + t^82 + t^84 + t^86 + t^90 + t^92 + 2*t^94 + t^106 + t^108 + 2*t^116 + 2*t^122 + t^124 + 2*t^126 + t^132 + 2*t^134 + t^138 + 2*t^140 + t^142 + 2*t^146 + 2*t^150 + t^154 + t^156 + t^158 + t^162 + 2*t^166 + 2*t^172 + t^174 + t^180 + t^188 + 2*t^190 + 2*t^204 + 2*t^206 + t^212 + t^222 + t^228 + 2*t^236 + t^238 + t^244 + t^252 + t^262 + 2*t^268 + t^270 + 2*t^278 + t^286 + t^298 + t^300 + t^302 + t^308 + 2*t^310 + t^314 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + 2*t^404 + t^406 + t^410 + t^412 + t^414 + 2*t^418 + t^420 + 2*t^428 + t^430 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + t^458 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 + z0^2 - z1^2 - z0 - z1 + 1 2*t^-28 + 2*t^-24 + t^-20 + 2*t^-12 + 2*t^-8 + 2*t^-6 + 2*t^-4 + 1 + t^4 + 2*t^6 + t^10 + t^18 + t^20 + 2*t^22 + 2*t^30 + t^36 + 2*t^38 + t^46 + t^54 + 2*t^58 + 2*t^60 + t^66 + 2*t^68 + t^74 + t^90 + t^100 + t^102 + t^116 + 2*t^118 + 2*t^122 + 2*t^124 + 2*t^126 + 2*t^130 + t^132 + 2*t^138 + t^140 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + t^162 + 2*t^164 + t^174 + 2*t^180 + t^182 + 2*t^188 + t^190 + t^196 + t^220 + 2*t^222 + t^230 + t^236 + 2*t^244 + 2*t^246 + t^252 + t^262 + t^270 + 2*t^276 + 2*t^284 + 2*t^294 + t^310 + t^316 + 2*t^318 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + t^404 + 2*t^412 + t^414 + t^420 + t^426 + t^428 + 2*t^436 + 2*t^442 + 2*t^446 + 2*t^450 + 2*t^452 + 2*t^454 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + z1^2 + z0 - z1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 2*t^2 + t^4 + 2*t^10 + t^12 + t^14 + t^18 + 2*t^30 + 2*t^36 + 2*t^42 + 2*t^44 + t^46 + 2*t^52 + 2*t^58 + 2*t^66 + t^68 + t^76 + t^84 + t^86 + t^90 + t^92 + t^94 + t^102 + t^106 + t^110 + 2*t^116 + 2*t^122 + t^126 + 2*t^132 + 2*t^134 + 2*t^138 + t^140 + 2*t^142 + 2*t^148 + t^150 + t^154 + 2*t^156 + t^158 + t^166 + t^180 + 2*t^188 + t^196 + t^198 + t^204 + 2*t^206 + t^212 + t^214 + t^230 + 2*t^236 + 2*t^238 + 2*t^246 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + 2*t^268 + 2*t^278 + t^284 + 2*t^286 + t^292 + 2*t^294 + t^298 + t^300 + t^306 + t^308 + t^310 + t^314 + t^322 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + 2*t^404 + t^410 + t^414 + t^418 + 2*t^420 + t^426 + t^428 + t^430 + t^434 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^458 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2 + z0^2 + z0*z1 - z1^2 - z0 + 1 2*t^-28 + 2*t^-24 + 2*t^-20 + 2*t^-18 + t^-14 + t^-12 + 2*t^-8 + t^-6 + t^-2 + 2 + 2*t^2 + 2*t^4 + t^6 + t^10 + 2*t^12 + t^14 + t^18 + t^20 + 2*t^22 + 2*t^28 + t^36 + 2*t^44 + t^46 + t^50 + 2*t^60 + 2*t^74 + t^76 + 2*t^82 + t^90 + 2*t^94 + t^100 + 2*t^102 + 2*t^108 + t^110 + t^116 + 2*t^118 + 2*t^122 + t^124 + t^126 + 2*t^130 + 2*t^132 + t^142 + t^148 + t^150 + t^154 + t^156 + 2*t^164 + 2*t^166 + t^172 + 2*t^180 + t^182 + 2*t^190 + 2*t^196 + t^198 + 2*t^204 + t^214 + t^220 + t^222 + 2*t^228 + 2*t^230 + t^236 + t^238 + t^244 + t^246 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + 2*t^276 + t^286 + t^292 + t^294 + 2*t^302 + t^306 + t^316 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + t^404 + 2*t^406 + t^412 + t^414 + 2*t^418 + 2*t^420 + 2*t^426 + t^434 + t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^452 + 2*t^454 + t^460 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 + z1 - 1 t^-26 + t^-22 + t^-20 + 2*t^-18 + t^-12 + t^-10 + t^-4 + 1 + 2*t^2 + 2*t^6 + t^14 + t^18 + 2*t^20 + t^22 + t^28 + t^30 + t^42 + 2*t^44 + t^46 + 2*t^50 + t^52 + t^58 + t^60 + t^66 + 2*t^68 + t^74 + t^76 + t^82 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + 2*t^100 + 2*t^106 + t^108 + t^110 + t^118 + 2*t^122 + 2*t^124 + t^126 + t^130 + 2*t^132 + t^134 + t^138 + 2*t^140 + t^150 + t^154 + 2*t^158 + t^164 + 2*t^172 + 2*t^182 + t^188 + t^190 + t^198 + t^206 + 2*t^212 + t^214 + 2*t^220 + 2*t^222 + t^228 + 2*t^244 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + t^268 + t^276 + t^278 + 2*t^284 + t^292 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + 2*t^310 + 2*t^314 + 2*t^316 + 2*t^318 + t^324 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + t^406 + 2*t^410 + 2*t^412 + t^414 + 2*t^420 + 2*t^428 + 2*t^430 + t^434 + 2*t^442 + 2*t^446 + t^452 + t^454 + 2*t^458 + 2*t^460 + t^462 + O(t^470) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 - z0 + z1 + 1 t^-26 + t^-22 + t^-20 + 2*t^-18 + t^-10 + 2*t^-6 + t^-4 + 1 + 2*t^2 + 2*t^4 + t^6 + t^10 + t^12 + t^14 + 2*t^18 + t^20 + 2*t^38 + t^42 + 2*t^44 + 2*t^46 + 2*t^50 + 2*t^52 + t^54 + 2*t^60 + 2*t^66 + 2*t^74 + t^76 + t^82 + t^84 + 2*t^86 + 2*t^90 + t^92 + t^100 + t^102 + 2*t^106 + t^110 + t^122 + 2*t^124 + t^134 + 2*t^140 + 2*t^146 + t^148 + 2*t^154 + 2*t^156 + 2*t^158 + t^162 + 2*t^164 + t^174 + t^188 + 2*t^190 + 2*t^196 + t^198 + t^204 + t^206 + t^212 + t^214 + t^220 + t^222 + t^230 + 2*t^244 + 2*t^246 + 2*t^254 + 2*t^260 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + t^278 + t^292 + 2*t^294 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + 2*t^314 + t^316 + t^318 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + t^406 + 2*t^410 + 2*t^412 + 2*t^414 + t^426 + 2*t^428 + 2*t^430 + t^434 + t^436 + t^442 + 2*t^444 + t^446 + 2*t^450 + 2*t^452 + 2*t^458 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - z0^2 + z1^2 - z1 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-18 + 2*t^-14 + 2*t^-10 + t^-8 + t^-6 + 2*t^-4 + 2*t^-2 + 2*t^2 + 2*t^6 + 2*t^12 + t^14 + 2*t^18 + 2*t^20 + 2*t^22 + 2*t^28 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + 2*t^44 + 2*t^46 + t^54 + t^58 + t^60 + 2*t^68 + t^74 + t^76 + t^86 + 2*t^90 + t^94 + 2*t^100 + 2*t^102 + t^106 + 2*t^108 + t^110 + 2*t^116 + 2*t^118 + t^122 + 2*t^130 + 2*t^134 + t^138 + t^140 + 2*t^142 + 2*t^146 + 2*t^154 + t^156 + t^158 + t^162 + t^164 + t^166 + t^172 + t^174 + t^180 + t^182 + 2*t^188 + t^190 + t^198 + 2*t^204 + 2*t^206 + t^214 + 2*t^220 + 2*t^222 + 2*t^228 + 2*t^230 + 2*t^236 + 2*t^238 + t^246 + 2*t^254 + 2*t^260 + 2*t^262 + t^270 + t^276 + 2*t^278 + 2*t^284 + 2*t^286 + t^292 + t^294 + t^298 + t^306 + 2*t^310 + t^314 + 2*t^316 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + 2*t^404 + t^410 + 2*t^414 + t^418 + 2*t^426 + t^428 + t^430 + t^434 + t^442 + t^444 + t^446 + 2*t^450 + t^452 + 2*t^454 + t^458 + t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2 + z0*z1 - z1^2 + z0 2*t^-28 + 2*t^-24 + 2*t^-20 + 2*t^-18 + t^-14 + 2*t^-8 + t^-2 + 2 + 2*t^2 + t^4 + 2*t^10 + t^14 + 2*t^18 + t^22 + t^28 + 2*t^30 + t^36 + 2*t^38 + 2*t^44 + 2*t^46 + t^50 + t^52 + t^54 + 2*t^58 + t^66 + t^68 + t^76 + 2*t^82 + 2*t^84 + 2*t^90 + 2*t^92 + 2*t^94 + t^108 + t^110 + t^116 + t^118 + t^122 + t^124 + t^130 + 2*t^138 + t^142 + 2*t^146 + 2*t^148 + 2*t^154 + t^162 + 2*t^166 + 2*t^172 + t^174 + 2*t^180 + 2*t^182 + t^196 + t^198 + 2*t^212 + t^214 + t^228 + t^236 + t^238 + t^244 + 2*t^254 + 2*t^260 + 2*t^262 + t^268 + t^270 + t^284 + t^286 + t^292 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + t^310 + 2*t^322 + t^324 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + t^404 + 2*t^406 + t^412 + 2*t^414 + 2*t^418 + t^434 + 2*t^436 + t^442 + t^446 + 2*t^450 + t^454 + 2*t^460 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + t^-18 + 2*t^-12 + 2*t^-10 + t^-8 + 1 + t^2 + t^4 + t^6 + t^12 + 2*t^14 + 2*t^18 + 2*t^20 + 2*t^22 + t^28 + 2*t^30 + 2*t^36 + 2*t^42 + t^44 + 2*t^46 + t^50 + 2*t^58 + t^60 + 2*t^66 + 2*t^74 + 2*t^76 + 2*t^82 + t^86 + 2*t^90 + 2*t^100 + t^106 + t^108 + 2*t^110 + 2*t^116 + 2*t^118 + t^122 + 2*t^124 + 2*t^126 + 2*t^130 + t^132 + 2*t^134 + 2*t^138 + 2*t^148 + 2*t^150 + 2*t^154 + 2*t^156 + t^158 + t^164 + 2*t^172 + t^180 + t^182 + 2*t^190 + t^196 + 2*t^198 + t^204 + 2*t^206 + 2*t^214 + 2*t^220 + t^222 + t^228 + 2*t^236 + 2*t^244 + t^252 + t^254 + t^260 + 2*t^262 + t^276 + 2*t^278 + 2*t^292 + t^298 + 2*t^302 + 2*t^306 + t^310 + t^314 + 2*t^316 + t^318 + t^324 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + 2*t^404 + 2*t^406 + t^410 + 2*t^412 + 2*t^414 + t^420 + t^430 + 2*t^434 + 2*t^436 + t^442 + 2*t^444 + t^446 + t^452 + 2*t^454 + t^458 + 2*t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 - x^2 - z0*z1 - z1^2 + z0 + z1 2*t^-28 + 2*t^-24 + t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-8 + 2*t^-6 + t^-4 + 2*t^-2 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + 2*t^18 + t^22 + t^36 + t^44 + 2*t^46 + 2*t^50 + t^52 + 2*t^68 + t^74 + 2*t^76 + t^82 + 2*t^84 + 2*t^90 + 2*t^92 + t^94 + t^102 + 2*t^110 + t^116 + t^118 + t^122 + 2*t^126 + t^130 + t^132 + 2*t^140 + 2*t^142 + t^148 + 2*t^150 + 2*t^154 + t^156 + t^166 + 2*t^180 + 2*t^182 + t^188 + t^190 + 2*t^196 + 2*t^198 + 2*t^204 + 2*t^212 + 2*t^214 + 2*t^222 + t^230 + t^236 + 2*t^238 + 2*t^246 + t^252 + t^254 + t^260 + 2*t^262 + t^268 + 2*t^284 + 2*t^286 + 2*t^292 + 2*t^294 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + 2*t^318 + t^322 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + t^404 + t^406 + 2*t^414 + t^418 + t^420 + t^426 + 2*t^428 + 2*t^434 + t^436 + t^442 + t^444 + t^446 + t^454 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + z0^2 - z0 - z1 + 1 t^-26 + t^-22 + 2*t^-20 + t^-18 + t^-14 + 2*t^-12 + t^-10 + t^-6 + 2*t^-4 + t^-2 + 2 + t^2 + t^10 + 2*t^14 + 2*t^18 + t^20 + 2*t^28 + t^30 + t^42 + t^44 + 2*t^46 + 2*t^52 + t^58 + 2*t^60 + t^66 + t^68 + 2*t^76 + t^84 + 2*t^86 + 2*t^90 + t^92 + 2*t^94 + t^100 + 2*t^102 + 2*t^106 + 2*t^108 + 2*t^110 + t^122 + t^124 + 2*t^126 + t^132 + t^134 + t^138 + t^140 + t^142 + 2*t^150 + 2*t^154 + 2*t^158 + 2*t^164 + 2*t^166 + t^172 + 2*t^188 + 2*t^198 + t^206 + t^212 + 2*t^214 + t^220 + 2*t^228 + 2*t^230 + t^238 + t^244 + t^246 + t^252 + t^254 + t^260 + 2*t^262 + 2*t^268 + 2*t^276 + t^278 + t^284 + t^286 + 2*t^292 + t^294 + 2*t^298 + t^300 + 2*t^306 + t^308 + 2*t^310 + 2*t^314 + t^316 + 2*t^322 + 2*t^324 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + 2*t^410 + t^412 + 2*t^414 + 2*t^418 + t^420 + 2*t^426 + t^428 + 2*t^430 + 2*t^434 + t^442 + t^446 + 2*t^452 + 2*t^458 + t^460 + t^462 + 2*t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 - z1^2 + z0 - z1 2*t^-28 + 2*t^-24 + t^-20 + t^-12 + 2*t^-8 + t^-6 + 2*t^-4 + 1 + t^6 + 2*t^10 + t^12 + 2*t^18 + t^22 + 2*t^28 + t^30 + t^36 + t^38 + 2*t^46 + t^52 + 2*t^54 + t^58 + 2*t^66 + 2*t^74 + 2*t^84 + 2*t^90 + 2*t^92 + 2*t^102 + 2*t^108 + t^116 + t^118 + t^122 + 2*t^124 + t^126 + t^130 + 2*t^132 + t^138 + t^140 + t^146 + t^150 + 2*t^154 + 2*t^156 + 2*t^162 + t^172 + 2*t^174 + 2*t^180 + 2*t^182 + 2*t^188 + 2*t^190 + t^204 + 2*t^212 + t^222 + 2*t^228 + 2*t^230 + t^236 + 2*t^244 + t^246 + 2*t^252 + 2*t^262 + t^268 + 2*t^270 + t^294 + 2*t^300 + 2*t^308 + 2*t^310 + t^318 + 2*t^324 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + t^404 + 2*t^412 + 2*t^414 + 2*t^420 + 2*t^426 + t^428 + t^442 + 2*t^444 + t^446 + t^450 + t^454 + t^460 + t^462 + O(t^464) +-x^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 - z0 + 1 t^-26 + t^-22 + 2*t^-14 + t^-12 + t^-10 + 2*t^-2 + t^4 + 2*t^6 + t^10 + 2*t^12 + 2*t^18 + t^20 + t^28 + 2*t^30 + t^38 + t^42 + 2*t^46 + t^50 + 2*t^52 + 2*t^54 + 2*t^58 + 2*t^60 + 2*t^68 + t^74 + 2*t^82 + t^84 + 2*t^86 + 2*t^90 + t^92 + t^94 + t^100 + 2*t^106 + t^108 + t^122 + t^126 + 2*t^132 + t^134 + 2*t^138 + 2*t^142 + t^146 + 2*t^148 + t^150 + 2*t^154 + t^156 + 2*t^158 + 2*t^162 + 2*t^164 + t^166 + 2*t^172 + 2*t^174 + t^190 + t^196 + 2*t^204 + t^206 + t^212 + t^220 + 2*t^222 + t^228 + 2*t^238 + 2*t^252 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + t^278 + 2*t^284 + 2*t^286 + 2*t^298 + t^300 + 2*t^302 + t^308 + t^310 + 2*t^314 + t^316 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + 2*t^406 + 2*t^410 + 2*t^414 + t^418 + 2*t^420 + 2*t^430 + 2*t^436 + t^442 + t^444 + t^446 + t^450 + 2*t^452 + 2*t^458 + 2*t^460 + 2*t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 + z1^2 + z1 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-14 + t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + t^-4 + t^-2 + 2 + 2*t^4 + 2*t^18 + 2*t^20 + 2*t^22 + 2*t^36 + t^38 + 2*t^42 + 2*t^46 + 2*t^50 + 2*t^54 + t^60 + t^66 + t^68 + t^82 + t^86 + 2*t^90 + 2*t^94 + 2*t^100 + t^102 + t^106 + 2*t^116 + 2*t^118 + t^122 + t^124 + t^126 + 2*t^130 + 2*t^132 + 2*t^134 + 2*t^140 + t^142 + t^146 + t^148 + t^150 + 2*t^154 + t^158 + 2*t^162 + t^164 + 2*t^166 + 2*t^174 + t^180 + t^182 + t^188 + 2*t^196 + 2*t^206 + 2*t^220 + t^230 + 2*t^236 + t^238 + t^244 + 2*t^246 + 2*t^252 + 2*t^262 + 2*t^270 + t^276 + 2*t^278 + t^284 + t^286 + 2*t^294 + t^298 + t^302 + t^314 + 2*t^316 + 2*t^322 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + 2*t^404 + t^406 + t^410 + t^412 + 2*t^414 + 2*t^418 + 2*t^420 + t^426 + 2*t^428 + t^430 + t^436 + t^442 + t^446 + t^450 + t^452 + 2*t^454 + t^458 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 - z1^2 + z0 - z1 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + 2*t^-14 + t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 1 + 2*t^4 + t^6 + 2*t^10 + 2*t^12 + 2*t^20 + 2*t^22 + t^28 + t^30 + t^36 + t^42 + t^50 + 2*t^52 + t^58 + t^60 + t^66 + t^68 + 2*t^74 + 2*t^82 + t^84 + 2*t^86 + t^92 + t^94 + 2*t^100 + t^102 + 2*t^106 + t^108 + t^116 + 2*t^118 + 2*t^124 + 2*t^130 + t^134 + t^138 + t^140 + 2*t^142 + t^148 + t^156 + 2*t^158 + t^164 + t^166 + 2*t^172 + 2*t^180 + t^182 + 2*t^188 + 2*t^190 + 2*t^196 + 2*t^204 + t^206 + t^212 + 2*t^220 + t^222 + t^228 + t^230 + t^236 + 2*t^238 + 2*t^244 + 2*t^246 + 2*t^268 + t^276 + t^278 + t^284 + 2*t^286 + 2*t^294 + 2*t^298 + t^300 + 2*t^302 + t^308 + 2*t^310 + 2*t^314 + 2*t^316 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + t^404 + 2*t^406 + 2*t^410 + 2*t^412 + t^418 + t^426 + t^428 + 2*t^430 + t^436 + t^444 + t^452 + 2*t^454 + 2*t^458 + 2*t^460 + t^462 + O(t^464) +x^2*z1 - z0*z1^2 - x^2 - z0*z1 - z0 2*t^-26 + 2*t^-22 + t^-14 + 2*t^-10 + t^-6 + t^-2 + 2*t^6 + t^10 + t^22 + 2*t^30 + 2*t^42 + 2*t^50 + 2*t^58 + 2*t^66 + t^74 + t^82 + t^86 + 2*t^94 + 2*t^102 + t^106 + t^118 + t^130 + 2*t^134 + 2*t^138 + t^142 + t^158 + 2*t^166 + 2*t^182 + t^190 + 2*t^206 + 2*t^222 + 2*t^230 + t^238 + t^246 + 2*t^278 + t^286 + t^294 + t^298 + t^302 + t^310 + t^314 + 2*t^318 + 2*t^322 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + t^406 + t^410 + 2*t^418 + 2*t^426 + t^430 + t^454 + t^458 + 2*t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 + z0^2 + z1^2 + z1 + 1 t^-28 + t^-24 + 2*t^-20 + t^-8 + t^-4 + 2 + t^4 + t^12 + t^20 + 2*t^28 + 2*t^36 + t^52 + 2*t^60 + 2*t^68 + 2*t^84 + 2*t^92 + t^100 + 2*t^108 + 2*t^116 + t^124 + 2*t^140 + 2*t^148 + 2*t^156 + 2*t^164 + t^172 + t^180 + t^188 + t^196 + t^204 + 2*t^212 + t^220 + 2*t^228 + 2*t^236 + t^244 + t^268 + 2*t^276 + 2*t^284 + 2*t^300 + 2*t^308 + t^316 + 2*t^324 + 2*t^404 + t^412 + 2*t^428 + 2*t^436 + 2*t^444 + 2*t^452 + t^460 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - z0 + z1 2*t^-26 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + t^-4 + 2*t^-2 + 1 + 2*t^2 + t^4 + t^6 + t^10 + 2*t^12 + t^14 + t^22 + 2*t^28 + t^38 + 2*t^42 + 2*t^44 + 2*t^54 + t^66 + t^68 + 2*t^74 + t^76 + t^86 + t^94 + t^106 + 2*t^108 + t^110 + t^118 + 2*t^124 + 2*t^126 + t^130 + t^132 + 2*t^134 + 2*t^140 + 2*t^142 + t^146 + 2*t^148 + 2*t^150 + t^156 + t^158 + 2*t^162 + t^166 + t^172 + 2*t^174 + 2*t^182 + t^188 + 2*t^190 + t^196 + t^198 + 2*t^204 + 2*t^206 + t^214 + t^222 + 2*t^228 + 2*t^238 + 2*t^244 + t^252 + 2*t^254 + 2*t^260 + 2*t^270 + 2*t^278 + t^284 + 2*t^286 + t^292 + t^298 + t^306 + t^314 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + t^410 + 2*t^412 + t^418 + t^420 + 2*t^428 + t^430 + t^434 + 2*t^436 + t^444 + t^450 + t^454 + t^458 + t^460 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 + x^2 + z0^2 + z0*z1 + z1^2 - z1 + 1 t^-28 + t^-24 + 2*t^-18 + t^-14 + 2*t^-12 + t^-8 + 2*t^-6 + 2*t^-4 + t^-2 + 2*t^2 + 2*t^4 + 2*t^6 + t^14 + t^20 + t^28 + t^30 + 2*t^36 + t^38 + 2*t^44 + t^50 + t^52 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + t^74 + t^76 + 2*t^82 + 2*t^84 + 2*t^92 + 2*t^94 + t^100 + t^102 + t^108 + t^110 + 2*t^116 + 2*t^126 + t^132 + t^138 + t^140 + t^142 + t^146 + t^148 + 2*t^150 + 2*t^162 + 2*t^164 + 2*t^166 + 2*t^172 + 2*t^174 + t^180 + 2*t^188 + t^190 + 2*t^196 + t^198 + 2*t^212 + t^214 + t^220 + 2*t^222 + t^228 + t^230 + 2*t^236 + t^238 + 2*t^246 + t^252 + 2*t^254 + 2*t^260 + t^268 + 2*t^270 + 2*t^276 + t^286 + t^292 + 2*t^294 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + 2*t^310 + t^316 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + 2*t^404 + 2*t^406 + 2*t^418 + t^420 + t^426 + t^428 + t^434 + t^436 + t^450 + 2*t^452 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 - z1^2 + z0 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-12 + t^-10 + 2*t^-8 + t^-6 + 2 + 2*t^2 + 2*t^10 + t^12 + t^14 + 2*t^20 + 2*t^22 + 2*t^30 + t^36 + t^38 + t^42 + 2*t^44 + 2*t^50 + 2*t^52 + 2*t^54 + 2*t^58 + t^60 + 2*t^68 + t^76 + t^82 + t^84 + 2*t^86 + t^92 + 2*t^100 + 2*t^102 + 2*t^106 + t^110 + t^116 + 2*t^118 + t^124 + 2*t^126 + 2*t^130 + t^132 + t^134 + 2*t^138 + t^146 + 2*t^150 + 2*t^156 + 2*t^158 + 2*t^162 + t^164 + 2*t^174 + 2*t^180 + t^182 + t^198 + t^204 + t^206 + t^212 + t^214 + 2*t^220 + 2*t^230 + t^236 + t^244 + t^246 + t^252 + 2*t^254 + 2*t^260 + 2*t^268 + 2*t^270 + t^276 + t^278 + 2*t^284 + t^292 + t^294 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + t^310 + 2*t^314 + 2*t^316 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + t^404 + t^406 + 2*t^410 + t^412 + t^420 + 2*t^426 + 2*t^430 + t^434 + 2*t^444 + t^450 + t^452 + 2*t^454 + 2*t^458 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2 + z0^2 - z0*z1 + z1^2 + 1 t^-28 + t^-24 + t^-20 + t^-18 + 2*t^-14 + t^-12 + t^-8 + t^-6 + 2*t^-2 + 1 + t^2 + t^6 + 2*t^12 + 2*t^14 + t^20 + 2*t^30 + 2*t^36 + 2*t^38 + t^44 + 2*t^50 + t^52 + t^54 + 2*t^58 + 2*t^60 + t^66 + t^68 + 2*t^74 + 2*t^76 + t^82 + 2*t^84 + 2*t^92 + t^94 + t^100 + 2*t^102 + 2*t^110 + 2*t^116 + 2*t^124 + t^126 + 2*t^132 + 2*t^138 + 2*t^142 + 2*t^146 + t^150 + t^156 + t^162 + 2*t^164 + t^166 + t^174 + t^180 + 2*t^190 + 2*t^198 + 2*t^204 + 2*t^212 + 2*t^214 + t^220 + t^222 + 2*t^230 + 2*t^236 + 2*t^238 + 2*t^244 + t^246 + 2*t^252 + t^254 + t^260 + t^268 + t^270 + 2*t^276 + t^284 + 2*t^286 + 2*t^292 + t^294 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + t^310 + t^316 + t^318 + t^322 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + 2*t^404 + t^406 + 2*t^412 + t^418 + 2*t^420 + 2*t^426 + 2*t^434 + t^444 + 2*t^450 + 2*t^452 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - z0^2 - z1^2 + z0 + z1 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-18 + t^-14 + t^-12 + t^-10 + 2*t^-8 + t^-4 + t^-2 + t^2 + t^4 + 2*t^6 + 2*t^10 + 2*t^14 + 2*t^20 + 2*t^22 + 2*t^28 + t^36 + 2*t^38 + t^42 + t^44 + 2*t^52 + t^54 + t^60 + 2*t^66 + t^74 + 2*t^76 + t^84 + 2*t^86 + t^92 + 2*t^94 + 2*t^100 + 2*t^106 + 2*t^108 + 2*t^110 + t^116 + 2*t^118 + t^126 + 2*t^130 + 2*t^132 + t^134 + 2*t^140 + t^142 + 2*t^146 + 2*t^148 + t^150 + 2*t^158 + t^162 + t^164 + 2*t^166 + t^172 + t^174 + 2*t^180 + t^182 + t^188 + t^190 + t^196 + 2*t^198 + t^206 + t^212 + 2*t^214 + 2*t^220 + 2*t^222 + 2*t^228 + t^236 + t^238 + 2*t^252 + t^254 + t^260 + 2*t^268 + t^270 + t^276 + t^278 + t^286 + 2*t^292 + 2*t^298 + t^300 + 2*t^306 + t^308 + 2*t^314 + 2*t^316 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + t^404 + 2*t^410 + 2*t^418 + 2*t^420 + 2*t^428 + 2*t^430 + 2*t^434 + 2*t^436 + 2*t^450 + t^452 + 2*t^454 + 2*t^458 + t^460 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 + z0*z1 - z0 - z1 2*t^-26 + 2*t^-22 + 2*t^-20 + t^-18 + t^-12 + 2*t^-10 + 2*t^-6 + 2*t^-4 + 2 + t^2 + 2*t^4 + t^10 + t^12 + 2*t^14 + t^22 + t^28 + t^30 + 2*t^38 + 2*t^42 + t^44 + t^50 + t^54 + t^58 + 2*t^68 + 2*t^76 + 2*t^82 + t^86 + t^102 + t^106 + t^108 + 2*t^110 + t^118 + t^124 + t^126 + t^130 + 2*t^132 + 2*t^134 + t^138 + t^140 + 2*t^146 + t^148 + t^150 + 2*t^156 + t^158 + t^162 + 2*t^172 + t^174 + 2*t^182 + 2*t^188 + 2*t^196 + 2*t^198 + t^204 + 2*t^206 + 2*t^214 + t^228 + t^230 + t^244 + 2*t^246 + 2*t^252 + t^254 + t^260 + t^270 + 2*t^278 + 2*t^284 + 2*t^292 + 2*t^294 + t^298 + 2*t^302 + 2*t^306 + 2*t^310 + t^314 + t^324 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + 2*t^406 + t^410 + t^412 + 2*t^420 + t^426 + t^428 + t^430 + 2*t^434 + t^436 + 2*t^444 + 2*t^450 + t^454 + t^458 + 2*t^460 + t^462 + O(t^470) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 + z0 - z1 - 1 2*t^-26 + 2*t^-22 + 2*t^-20 + t^-18 + 2*t^-10 + t^-6 + 2*t^-4 + 2 + t^2 + t^4 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + t^18 + 2*t^20 + t^38 + 2*t^42 + t^44 + t^46 + t^50 + t^52 + 2*t^54 + t^60 + t^66 + t^74 + 2*t^76 + 2*t^82 + 2*t^84 + t^86 + t^90 + 2*t^92 + 2*t^100 + 2*t^102 + t^106 + 2*t^110 + 2*t^122 + t^124 + 2*t^134 + t^140 + t^146 + 2*t^148 + t^154 + t^156 + t^158 + 2*t^162 + t^164 + 2*t^174 + 2*t^188 + t^190 + t^196 + 2*t^198 + 2*t^204 + 2*t^206 + 2*t^212 + 2*t^214 + 2*t^220 + 2*t^222 + 2*t^230 + t^244 + t^246 + t^254 + t^260 + t^262 + t^268 + 2*t^270 + t^276 + 2*t^278 + 2*t^292 + t^294 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + t^314 + 2*t^316 + 2*t^318 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + 2*t^406 + t^410 + t^412 + t^414 + 2*t^426 + t^428 + t^430 + 2*t^434 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + t^450 + t^452 + t^458 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2 - z0*z1 + z1^2 - z0 t^-28 + t^-24 + t^-20 + t^-18 + 2*t^-14 + t^-8 + 2*t^-2 + 1 + t^2 + 2*t^4 + t^10 + 2*t^14 + t^18 + 2*t^22 + 2*t^28 + t^30 + 2*t^36 + t^38 + t^44 + t^46 + 2*t^50 + 2*t^52 + 2*t^54 + t^58 + 2*t^66 + 2*t^68 + 2*t^76 + t^82 + t^84 + t^90 + t^92 + t^94 + 2*t^108 + 2*t^110 + 2*t^116 + 2*t^118 + 2*t^122 + 2*t^124 + 2*t^130 + t^138 + 2*t^142 + t^146 + t^148 + t^154 + 2*t^162 + t^166 + t^172 + 2*t^174 + t^180 + t^182 + 2*t^196 + 2*t^198 + t^212 + 2*t^214 + 2*t^228 + 2*t^236 + 2*t^238 + 2*t^244 + t^254 + t^260 + t^262 + 2*t^268 + 2*t^270 + 2*t^284 + 2*t^286 + 2*t^292 + t^300 + t^302 + 2*t^306 + t^308 + 2*t^310 + t^322 + 2*t^324 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + 2*t^404 + t^406 + 2*t^412 + t^414 + t^418 + 2*t^434 + t^436 + 2*t^442 + 2*t^446 + t^450 + 2*t^454 + t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + z0^2 - z1^2 + z1 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-18 + t^-14 + t^-10 + 2*t^-8 + 2*t^-6 + t^-4 + t^-2 + t^2 + t^6 + t^12 + 2*t^14 + t^18 + t^20 + t^22 + t^28 + 2*t^30 + t^36 + t^38 + t^42 + t^44 + t^46 + 2*t^54 + 2*t^58 + 2*t^60 + t^68 + 2*t^74 + 2*t^76 + 2*t^86 + t^90 + 2*t^94 + t^100 + t^102 + 2*t^106 + t^108 + 2*t^110 + t^116 + t^118 + 2*t^122 + t^130 + t^134 + 2*t^138 + 2*t^140 + t^142 + t^146 + t^154 + 2*t^156 + 2*t^158 + 2*t^162 + 2*t^164 + 2*t^166 + 2*t^172 + 2*t^174 + 2*t^180 + 2*t^182 + t^188 + 2*t^190 + 2*t^198 + t^204 + t^206 + 2*t^214 + t^220 + t^222 + t^228 + t^230 + t^236 + t^238 + 2*t^246 + t^254 + t^260 + t^262 + 2*t^270 + 2*t^276 + t^278 + t^284 + t^286 + 2*t^292 + 2*t^294 + 2*t^298 + 2*t^306 + t^310 + 2*t^314 + t^316 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + t^404 + 2*t^410 + t^414 + 2*t^418 + t^426 + 2*t^428 + 2*t^430 + 2*t^434 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + 2*t^452 + t^454 + 2*t^458 + 2*t^460 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 + z1^2 - z0 + z1 t^-28 + t^-24 + 2*t^-20 + 2*t^-12 + t^-8 + 2*t^-6 + t^-4 + 2 + 2*t^6 + t^10 + 2*t^12 + t^18 + 2*t^22 + t^28 + 2*t^30 + 2*t^36 + 2*t^38 + t^46 + 2*t^52 + t^54 + 2*t^58 + t^66 + t^74 + t^84 + t^90 + t^92 + t^102 + t^108 + 2*t^116 + 2*t^118 + 2*t^122 + t^124 + 2*t^126 + 2*t^130 + t^132 + 2*t^138 + 2*t^140 + 2*t^146 + 2*t^150 + t^154 + t^156 + t^162 + 2*t^172 + t^174 + t^180 + t^182 + t^188 + t^190 + 2*t^204 + t^212 + 2*t^222 + t^228 + t^230 + 2*t^236 + t^244 + 2*t^246 + t^252 + t^262 + 2*t^268 + t^270 + 2*t^294 + t^300 + t^308 + t^310 + 2*t^318 + t^324 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + 2*t^404 + t^412 + t^414 + t^420 + t^426 + 2*t^428 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + 2*t^454 + 2*t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 - z1^2 - z1 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + 2*t^-14 + 2*t^-12 + t^-10 + 2*t^-8 + t^-6 + 2*t^-4 + 2*t^-2 + 1 + t^4 + t^18 + t^20 + t^22 + t^36 + 2*t^38 + t^42 + t^46 + t^50 + t^54 + 2*t^60 + 2*t^66 + 2*t^68 + 2*t^82 + 2*t^86 + t^90 + t^94 + t^100 + 2*t^102 + 2*t^106 + t^116 + t^118 + 2*t^122 + 2*t^124 + 2*t^126 + t^130 + t^132 + t^134 + t^140 + 2*t^142 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + 2*t^158 + t^162 + 2*t^164 + t^166 + t^174 + 2*t^180 + 2*t^182 + 2*t^188 + t^196 + t^206 + t^220 + 2*t^230 + t^236 + 2*t^238 + 2*t^244 + t^246 + t^252 + t^262 + t^270 + 2*t^276 + t^278 + 2*t^284 + 2*t^286 + t^294 + 2*t^298 + 2*t^302 + 2*t^314 + t^316 + t^322 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + t^404 + 2*t^406 + 2*t^410 + 2*t^412 + t^414 + t^418 + t^420 + 2*t^426 + t^428 + 2*t^430 + 2*t^436 + 2*t^442 + 2*t^446 + 2*t^450 + 2*t^452 + t^454 + 2*t^458 + O(t^464) +x^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 + z0 - 1 2*t^-26 + 2*t^-22 + t^-14 + 2*t^-12 + 2*t^-10 + t^-2 + 2*t^4 + t^6 + 2*t^10 + t^12 + t^18 + 2*t^20 + 2*t^28 + t^30 + 2*t^38 + 2*t^42 + t^46 + 2*t^50 + t^52 + t^54 + t^58 + t^60 + t^68 + 2*t^74 + t^82 + 2*t^84 + t^86 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + t^106 + 2*t^108 + 2*t^122 + 2*t^126 + t^132 + 2*t^134 + t^138 + t^142 + 2*t^146 + t^148 + 2*t^150 + t^154 + 2*t^156 + t^158 + t^162 + t^164 + 2*t^166 + t^172 + t^174 + 2*t^190 + 2*t^196 + t^204 + 2*t^206 + 2*t^212 + 2*t^220 + t^222 + 2*t^228 + t^238 + t^252 + t^262 + t^268 + t^270 + t^276 + 2*t^278 + t^284 + t^286 + t^298 + 2*t^300 + t^302 + 2*t^308 + 2*t^310 + t^314 + 2*t^316 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + t^406 + t^410 + t^414 + 2*t^418 + t^420 + t^430 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + t^452 + t^458 + t^460 + t^462 + 2*t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 - z1^2 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + 2*t^-18 + t^-12 + t^-10 + 2*t^-8 + 2 + 2*t^2 + 2*t^4 + 2*t^6 + 2*t^12 + t^14 + t^18 + t^20 + t^22 + 2*t^28 + t^30 + t^36 + t^42 + 2*t^44 + t^46 + 2*t^50 + t^58 + 2*t^60 + t^66 + t^74 + t^76 + t^82 + 2*t^86 + t^90 + t^100 + 2*t^106 + 2*t^108 + t^110 + t^116 + t^118 + 2*t^122 + t^124 + t^126 + t^130 + 2*t^132 + t^134 + t^138 + t^148 + t^150 + t^154 + t^156 + 2*t^158 + 2*t^164 + t^172 + 2*t^180 + 2*t^182 + t^190 + 2*t^196 + t^198 + 2*t^204 + t^206 + t^214 + t^220 + 2*t^222 + 2*t^228 + t^236 + t^244 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + 2*t^276 + t^278 + t^292 + 2*t^298 + t^302 + t^306 + 2*t^310 + 2*t^314 + t^316 + 2*t^318 + 2*t^324 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + t^404 + t^406 + 2*t^410 + t^412 + t^414 + 2*t^420 + 2*t^430 + t^434 + t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^452 + t^454 + 2*t^458 + t^460 + t^462 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - z0^2 + z0 + z1 - 1 2*t^-26 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + 2*t^-6 + t^-4 + 2*t^-2 + 1 + 2*t^2 + 2*t^10 + t^14 + t^18 + 2*t^20 + t^28 + 2*t^30 + 2*t^42 + 2*t^44 + t^46 + t^52 + 2*t^58 + t^60 + 2*t^66 + 2*t^68 + t^76 + 2*t^84 + t^86 + t^90 + 2*t^92 + t^94 + 2*t^100 + t^102 + t^106 + t^108 + t^110 + 2*t^122 + 2*t^124 + t^126 + 2*t^132 + 2*t^134 + 2*t^138 + 2*t^140 + 2*t^142 + t^150 + t^154 + t^158 + t^164 + t^166 + 2*t^172 + t^188 + t^198 + 2*t^206 + 2*t^212 + t^214 + 2*t^220 + t^228 + t^230 + 2*t^238 + 2*t^244 + 2*t^246 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + t^268 + t^276 + 2*t^278 + 2*t^284 + 2*t^286 + t^292 + 2*t^294 + t^298 + 2*t^300 + t^306 + 2*t^308 + t^310 + t^314 + 2*t^316 + t^322 + t^324 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + t^410 + 2*t^412 + t^414 + t^418 + 2*t^420 + t^426 + 2*t^428 + t^430 + t^434 + 2*t^442 + 2*t^446 + t^452 + t^458 + 2*t^460 + 2*t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 + x^2 + z0*z1 + z1^2 - z0 - z1 t^-28 + t^-24 + 2*t^-18 + t^-14 + t^-12 + t^-8 + t^-6 + 2*t^-4 + t^-2 + 2*t^2 + t^4 + t^6 + t^10 + t^12 + t^14 + t^18 + 2*t^22 + 2*t^36 + 2*t^44 + t^46 + t^50 + 2*t^52 + t^68 + 2*t^74 + t^76 + 2*t^82 + t^84 + t^90 + t^92 + 2*t^94 + 2*t^102 + t^110 + 2*t^116 + 2*t^118 + 2*t^122 + t^126 + 2*t^130 + 2*t^132 + t^140 + t^142 + 2*t^148 + t^150 + t^154 + 2*t^156 + 2*t^166 + t^180 + t^182 + 2*t^188 + 2*t^190 + t^196 + t^198 + t^204 + t^212 + t^214 + t^222 + 2*t^230 + 2*t^236 + t^238 + t^246 + 2*t^252 + 2*t^254 + 2*t^260 + t^262 + 2*t^268 + t^284 + t^286 + t^292 + t^294 + t^300 + 2*t^302 + t^306 + t^308 + t^318 + 2*t^322 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + 2*t^404 + 2*t^406 + t^414 + 2*t^418 + 2*t^420 + 2*t^426 + t^428 + t^434 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^454 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 + x^2 - z0^2 + z0*z1 + z1^2 + z0 - z1 - 1 t^-28 + t^-24 + 2*t^-18 + t^-14 + t^-8 + 2*t^-4 + t^-2 + 2*t^2 + 2*t^10 + 2*t^12 + t^14 + 2*t^18 + 2*t^20 + t^22 + 2*t^28 + 2*t^30 + 2*t^36 + 2*t^38 + 2*t^44 + 2*t^46 + t^50 + t^54 + 2*t^58 + t^60 + t^66 + 2*t^68 + t^76 + 2*t^82 + 2*t^90 + 2*t^94 + 2*t^100 + 2*t^108 + t^110 + 2*t^116 + t^118 + t^122 + t^130 + 2*t^138 + t^140 + t^142 + 2*t^146 + 2*t^154 + t^156 + t^162 + t^164 + 2*t^166 + t^172 + t^174 + t^180 + 2*t^182 + 2*t^188 + t^198 + 2*t^204 + t^214 + 2*t^220 + 2*t^228 + 2*t^236 + t^238 + 2*t^254 + 2*t^260 + 2*t^262 + t^270 + t^276 + 2*t^284 + t^286 + t^292 + 2*t^302 + t^306 + t^310 + 2*t^316 + 2*t^322 + 2*t^324 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + 2*t^404 + 2*t^406 + 2*t^414 + 2*t^418 + t^428 + t^434 + t^442 + t^444 + t^446 + 2*t^450 + t^452 + t^454 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 - x^2 - z0*z1 - z1^2 - z0 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + 2*t^-18 + t^-10 + 2*t^-8 + 2*t^-6 + 2 + 2*t^2 + t^4 + t^6 + t^10 + t^14 + 2*t^18 + t^28 + t^36 + 2*t^38 + t^42 + 2*t^44 + 2*t^46 + 2*t^50 + t^52 + t^54 + 2*t^66 + t^68 + 2*t^74 + t^76 + t^82 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + t^102 + 2*t^106 + t^108 + t^110 + t^116 + t^122 + t^124 + t^134 + 2*t^146 + 2*t^148 + 2*t^154 + 2*t^158 + t^162 + 2*t^172 + t^174 + 2*t^180 + 2*t^190 + t^196 + t^198 + t^206 + 2*t^212 + t^214 + t^222 + t^228 + t^230 + t^236 + t^244 + 2*t^246 + 2*t^254 + 2*t^260 + 2*t^262 + t^268 + t^270 + t^278 + t^284 + t^292 + 2*t^294 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + 2*t^314 + t^318 + t^324 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + t^404 + t^406 + 2*t^410 + t^412 + 2*t^414 + t^426 + 2*t^430 + t^434 + 2*t^436 + t^442 + t^446 + 2*t^450 + 2*t^458 + 2*t^460 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + z0^2 + z1 + 1 2*t^-26 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-10 + t^-6 + t^-4 + 2*t^-2 + 1 + 2*t^2 + 2*t^4 + 2*t^6 + t^12 + t^14 + 2*t^18 + t^20 + 2*t^22 + t^30 + 2*t^38 + 2*t^42 + 2*t^44 + 2*t^46 + 2*t^52 + t^54 + t^58 + 2*t^60 + t^74 + t^76 + t^84 + t^86 + 2*t^90 + t^92 + t^94 + t^100 + 2*t^102 + t^106 + t^110 + 2*t^118 + t^122 + 2*t^124 + 2*t^130 + 2*t^134 + t^138 + 2*t^140 + 2*t^142 + 2*t^146 + t^148 + 2*t^154 + 2*t^156 + t^158 + t^162 + 2*t^164 + t^166 + t^174 + t^182 + t^188 + t^190 + 2*t^196 + t^198 + t^204 + 2*t^206 + t^212 + t^214 + t^220 + 2*t^222 + 2*t^230 + 2*t^238 + 2*t^244 + t^246 + 2*t^254 + 2*t^260 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + 2*t^278 + 2*t^286 + t^292 + t^294 + t^298 + t^300 + t^306 + t^308 + 2*t^310 + t^314 + t^316 + 2*t^318 + t^322 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + t^410 + 2*t^412 + 2*t^414 + t^418 + 2*t^426 + 2*t^428 + t^430 + t^434 + t^436 + t^442 + 2*t^444 + t^446 + 2*t^450 + 2*t^452 + 2*t^454 + t^458 + t^462 + t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - z1^2 - z0 + z1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-18 + t^-14 + 2*t^-12 + t^-10 + 2*t^-8 + t^-6 + t^-4 + t^-2 + t^2 + 2*t^4 + t^10 + 2*t^12 + 2*t^14 + 2*t^18 + t^30 + t^36 + t^42 + t^44 + 2*t^46 + t^52 + t^58 + t^66 + 2*t^68 + 2*t^76 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + 2*t^94 + 2*t^102 + 2*t^106 + 2*t^110 + t^116 + t^122 + 2*t^126 + t^132 + t^134 + t^138 + 2*t^140 + t^142 + t^148 + 2*t^150 + 2*t^154 + t^156 + 2*t^158 + 2*t^166 + 2*t^180 + t^188 + 2*t^196 + 2*t^198 + 2*t^204 + t^206 + 2*t^212 + 2*t^214 + 2*t^230 + t^236 + t^238 + t^246 + t^252 + t^254 + t^260 + 2*t^262 + t^268 + t^278 + 2*t^284 + t^286 + 2*t^292 + t^294 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + 2*t^310 + 2*t^314 + 2*t^322 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + t^404 + 2*t^410 + 2*t^414 + 2*t^418 + t^420 + 2*t^426 + 2*t^428 + 2*t^430 + 2*t^434 + t^436 + t^442 + t^444 + t^446 + 2*t^458 + t^462 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 - z1 + 1 2*t^-26 + 2*t^-22 + 2*t^-20 + t^-18 + 2*t^-12 + 2*t^-10 + 2*t^-4 + 2 + t^2 + t^6 + 2*t^14 + 2*t^18 + t^20 + 2*t^22 + 2*t^28 + 2*t^30 + 2*t^42 + t^44 + 2*t^46 + t^50 + 2*t^52 + 2*t^58 + 2*t^60 + 2*t^66 + t^68 + 2*t^74 + 2*t^76 + 2*t^82 + t^84 + t^86 + 2*t^90 + t^92 + t^100 + t^106 + 2*t^108 + 2*t^110 + 2*t^118 + t^122 + t^124 + 2*t^126 + 2*t^130 + t^132 + 2*t^134 + 2*t^138 + t^140 + 2*t^150 + 2*t^154 + t^158 + 2*t^164 + t^172 + t^182 + 2*t^188 + 2*t^190 + 2*t^198 + 2*t^206 + t^212 + 2*t^214 + t^220 + t^222 + 2*t^228 + t^244 + t^252 + t^254 + t^260 + 2*t^262 + 2*t^268 + 2*t^276 + 2*t^278 + t^284 + 2*t^292 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + t^310 + t^314 + t^316 + t^318 + 2*t^324 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + 2*t^406 + t^410 + t^412 + 2*t^414 + t^420 + t^428 + t^430 + 2*t^434 + t^442 + t^446 + 2*t^452 + 2*t^454 + t^458 + t^460 + 2*t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2 - z0^2 - z0*z1 + z1^2 + z0 - 1 t^-28 + t^-24 + t^-20 + t^-18 + 2*t^-14 + 2*t^-12 + t^-8 + 2*t^-6 + 2*t^-2 + 1 + t^2 + t^4 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + 2*t^18 + 2*t^20 + t^22 + t^28 + 2*t^36 + t^44 + 2*t^46 + 2*t^50 + t^60 + t^74 + 2*t^76 + t^82 + 2*t^90 + t^94 + 2*t^100 + t^102 + t^108 + 2*t^110 + 2*t^116 + t^118 + t^122 + 2*t^124 + 2*t^126 + t^130 + t^132 + 2*t^142 + 2*t^148 + 2*t^150 + 2*t^154 + 2*t^156 + t^164 + t^166 + 2*t^172 + t^180 + 2*t^182 + t^190 + t^196 + 2*t^198 + t^204 + 2*t^214 + 2*t^220 + 2*t^222 + t^228 + t^230 + 2*t^236 + 2*t^238 + 2*t^244 + 2*t^246 + t^252 + t^254 + t^260 + 2*t^262 + t^276 + 2*t^286 + 2*t^292 + 2*t^294 + t^302 + 2*t^306 + 2*t^316 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + 2*t^404 + t^406 + 2*t^412 + 2*t^414 + t^418 + t^420 + t^426 + 2*t^434 + 2*t^436 + t^442 + 2*t^444 + t^446 + t^452 + t^454 + 2*t^460 + O(t^464) +x^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 + 1 2*t^-26 + 2*t^-22 + t^-14 + t^-12 + 2*t^-10 + 2*t^-6 + t^-2 + t^4 + 2*t^12 + 2*t^18 + t^20 + 2*t^22 + t^28 + t^38 + 2*t^42 + 2*t^46 + 2*t^50 + 2*t^52 + 2*t^54 + 2*t^60 + t^66 + 2*t^68 + t^82 + t^84 + t^86 + 2*t^90 + t^92 + 2*t^94 + t^100 + t^102 + t^106 + t^108 + 2*t^118 + t^122 + t^126 + 2*t^130 + 2*t^132 + 2*t^134 + t^142 + t^146 + 2*t^148 + t^150 + 2*t^154 + t^156 + t^158 + 2*t^162 + 2*t^164 + 2*t^166 + 2*t^172 + 2*t^174 + t^182 + t^196 + 2*t^204 + 2*t^206 + t^212 + t^220 + t^228 + t^230 + t^238 + 2*t^246 + 2*t^252 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + 2*t^278 + 2*t^284 + t^286 + 2*t^294 + t^298 + t^300 + t^302 + t^308 + t^314 + t^316 + 2*t^322 + t^324 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + t^406 + t^410 + 2*t^414 + 2*t^418 + 2*t^420 + t^426 + t^430 + 2*t^436 + t^442 + t^444 + t^446 + t^450 + 2*t^452 + 2*t^454 + t^458 + 2*t^460 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 - z0^2 + z1^2 + z0 + z1 - 1 t^-28 + t^-24 + 2*t^-20 + t^-12 + t^-8 + t^-6 + t^-4 + 2 + 2*t^4 + t^6 + 2*t^10 + 2*t^18 + 2*t^20 + t^22 + t^30 + 2*t^36 + t^38 + 2*t^46 + 2*t^54 + t^58 + t^60 + 2*t^66 + t^68 + 2*t^74 + 2*t^90 + 2*t^100 + 2*t^102 + 2*t^116 + t^118 + t^122 + t^124 + t^126 + t^130 + 2*t^132 + t^138 + 2*t^140 + t^146 + t^148 + t^150 + 2*t^154 + 2*t^162 + t^164 + 2*t^174 + t^180 + 2*t^182 + t^188 + 2*t^190 + 2*t^196 + 2*t^220 + t^222 + 2*t^230 + 2*t^236 + t^244 + t^246 + 2*t^252 + 2*t^262 + 2*t^270 + t^276 + t^284 + t^294 + 2*t^310 + 2*t^316 + t^318 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + 2*t^404 + t^412 + 2*t^414 + 2*t^420 + 2*t^426 + 2*t^428 + t^436 + t^442 + t^446 + t^450 + t^452 + t^454 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 + z0*z1 - z1^2 - z0 - z1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + 2*t^-14 + t^-12 + t^-10 + 2*t^-8 + 2*t^-4 + 2*t^-2 + 1 + 2*t^6 + t^10 + t^12 + 2*t^18 + 2*t^28 + 2*t^30 + t^36 + t^38 + t^42 + 2*t^46 + t^50 + t^52 + 2*t^54 + 2*t^58 + t^74 + 2*t^82 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + t^94 + 2*t^106 + 2*t^108 + t^116 + t^122 + 2*t^124 + t^126 + 2*t^132 + t^134 + 2*t^138 + t^140 + 2*t^142 + t^146 + t^150 + 2*t^154 + 2*t^156 + 2*t^158 + 2*t^162 + t^166 + t^172 + 2*t^174 + 2*t^180 + 2*t^188 + t^190 + t^204 + t^206 + 2*t^212 + 2*t^222 + 2*t^228 + t^236 + 2*t^238 + 2*t^244 + 2*t^252 + 2*t^262 + t^268 + 2*t^270 + t^278 + 2*t^286 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + t^310 + 2*t^314 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + t^404 + 2*t^406 + 2*t^410 + 2*t^412 + 2*t^414 + t^418 + 2*t^420 + t^428 + 2*t^430 + t^442 + 2*t^444 + t^446 + t^450 + 2*t^458 + t^460 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 + z1^2 - z0 - z1 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-18 + 2*t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + 2*t^-4 + t^2 + 2*t^4 + t^10 + 2*t^14 + t^20 + t^22 + t^28 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + 2*t^44 + t^50 + t^52 + t^54 + t^58 + 2*t^60 + t^76 + 2*t^82 + 2*t^84 + t^86 + 2*t^92 + t^100 + t^102 + t^106 + t^108 + 2*t^110 + 2*t^116 + t^118 + t^126 + t^130 + t^132 + 2*t^134 + t^138 + t^140 + 2*t^146 + t^148 + t^150 + t^158 + t^162 + 2*t^164 + 2*t^172 + t^174 + t^180 + 2*t^182 + 2*t^188 + 2*t^196 + 2*t^198 + 2*t^206 + 2*t^212 + 2*t^214 + t^220 + t^228 + t^230 + 2*t^236 + 2*t^246 + t^252 + t^254 + 2*t^260 + t^268 + t^270 + 2*t^276 + 2*t^278 + t^292 + 2*t^294 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + 2*t^310 + t^314 + t^316 + t^324 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + 2*t^404 + 2*t^406 + t^410 + t^420 + t^426 + t^428 + t^430 + 2*t^434 + t^436 + 2*t^450 + 2*t^452 + t^454 + t^458 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2 - z0^2 - z0*z1 - z1^2 - 1 2*t^-28 + 2*t^-24 + 2*t^-20 + t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-8 + t^-6 + 2*t^-2 + 2 + t^2 + t^6 + t^12 + 2*t^14 + 2*t^20 + 2*t^30 + t^36 + 2*t^38 + 2*t^44 + 2*t^50 + 2*t^52 + t^54 + 2*t^58 + t^60 + t^66 + 2*t^68 + 2*t^74 + t^76 + t^82 + t^84 + t^92 + t^94 + 2*t^100 + 2*t^102 + 2*t^110 + t^116 + t^124 + t^126 + t^132 + 2*t^138 + 2*t^142 + 2*t^146 + t^150 + 2*t^156 + t^162 + t^164 + t^166 + t^174 + 2*t^180 + 2*t^190 + 2*t^198 + t^204 + t^212 + 2*t^214 + 2*t^220 + t^222 + 2*t^230 + t^236 + 2*t^238 + t^244 + t^246 + t^252 + t^254 + 2*t^260 + 2*t^268 + t^270 + t^276 + 2*t^284 + 2*t^286 + t^292 + t^294 + t^300 + t^302 + 2*t^306 + t^308 + t^310 + 2*t^316 + t^318 + t^322 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + t^404 + t^406 + t^412 + t^418 + t^420 + 2*t^426 + 2*t^434 + 2*t^444 + 2*t^450 + t^452 + 2*t^462 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + z0 + z1 t^-26 + t^-22 + t^-20 + t^-18 + t^-14 + 2*t^-12 + t^-10 + t^-4 + t^-2 + 1 + t^2 + t^4 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + 2*t^22 + 2*t^28 + 2*t^38 + t^42 + 2*t^44 + t^54 + 2*t^66 + t^68 + t^74 + t^76 + 2*t^86 + 2*t^94 + 2*t^106 + 2*t^108 + 2*t^110 + 2*t^118 + 2*t^124 + t^126 + 2*t^130 + t^132 + t^134 + 2*t^140 + t^142 + 2*t^146 + 2*t^148 + t^150 + t^156 + 2*t^158 + t^162 + 2*t^166 + t^172 + t^174 + t^182 + t^188 + t^190 + t^196 + 2*t^198 + 2*t^204 + t^206 + 2*t^214 + 2*t^222 + 2*t^228 + t^238 + 2*t^244 + t^252 + t^254 + 2*t^260 + t^270 + t^278 + t^284 + t^286 + t^292 + 2*t^298 + 2*t^306 + 2*t^314 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + 2*t^410 + 2*t^412 + 2*t^418 + t^420 + 2*t^428 + 2*t^430 + 2*t^434 + 2*t^436 + t^444 + 2*t^450 + 2*t^454 + 2*t^458 + t^460 + 2*t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 - z0^2 - z1^2 + z1 - 1 2*t^-28 + 2*t^-24 + t^-12 + 2*t^-8 + t^-4 + t^4 + 2*t^20 + 2*t^28 + t^36 + t^44 + 2*t^52 + t^60 + 2*t^76 + t^84 + t^92 + 2*t^100 + 2*t^108 + t^116 + 2*t^132 + 2*t^140 + 2*t^148 + t^164 + t^172 + 2*t^180 + t^188 + t^196 + t^212 + 2*t^220 + 2*t^228 + t^236 + 2*t^252 + t^260 + 2*t^268 + t^276 + 2*t^292 + t^300 + t^308 + 2*t^316 + 2*t^324 + t^404 + 2*t^420 + 2*t^428 + 2*t^436 + t^452 + t^460 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 + z0*z1 + z0 - z1 t^-26 + t^-22 + 2*t^-20 + 2*t^-14 + t^-12 + t^-10 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 2 + 2*t^4 + t^6 + 2*t^10 + t^12 + 2*t^22 + t^28 + t^30 + t^42 + t^44 + t^50 + t^58 + t^66 + 2*t^68 + 2*t^74 + 2*t^76 + 2*t^82 + 2*t^86 + t^94 + t^102 + 2*t^106 + t^108 + 2*t^118 + t^124 + 2*t^130 + 2*t^132 + t^134 + t^138 + t^140 + 2*t^142 + t^148 + 2*t^156 + 2*t^158 + t^166 + 2*t^172 + t^182 + 2*t^188 + 2*t^190 + 2*t^196 + t^204 + t^206 + t^222 + t^228 + t^230 + 2*t^238 + t^244 + 2*t^246 + 2*t^252 + t^260 + t^278 + 2*t^284 + 2*t^286 + 2*t^292 + 2*t^294 + 2*t^298 + 2*t^302 + 2*t^310 + 2*t^314 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + 2*t^406 + 2*t^410 + t^412 + t^418 + 2*t^420 + t^426 + t^428 + 2*t^430 + t^436 + 2*t^444 + 2*t^454 + 2*t^458 + 2*t^460 + t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 + z1^2 - z0 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + t^-14 + t^-12 + 2*t^-10 + t^-8 + t^-6 + t^-2 + 1 + 2*t^6 + t^10 + 2*t^12 + t^20 + t^22 + 2*t^30 + 2*t^36 + 2*t^42 + t^44 + 2*t^50 + t^52 + 2*t^58 + 2*t^60 + 2*t^66 + t^68 + t^74 + 2*t^76 + t^82 + 2*t^84 + t^86 + 2*t^92 + 2*t^94 + t^100 + 2*t^102 + t^106 + 2*t^116 + t^118 + 2*t^124 + t^130 + 2*t^132 + 2*t^134 + 2*t^138 + t^142 + t^156 + t^158 + 2*t^164 + 2*t^166 + t^180 + 2*t^182 + t^190 + 2*t^204 + 2*t^206 + 2*t^212 + t^220 + 2*t^222 + 2*t^230 + 2*t^236 + t^238 + 2*t^244 + t^246 + 2*t^252 + t^260 + t^268 + 2*t^276 + 2*t^278 + t^284 + t^286 + 2*t^292 + t^294 + t^298 + 2*t^300 + t^302 + 2*t^308 + t^310 + t^314 + t^316 + 2*t^318 + 2*t^322 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + 2*t^404 + t^406 + t^410 + 2*t^412 + 2*t^418 + 2*t^420 + 2*t^426 + t^430 + t^444 + 2*t^452 + t^454 + t^458 + 2*t^462 + O(t^464) +-x^2*z1 + z0*z1^2 - x^2 - z0*z1 + z0 t^-26 + t^-22 + 2*t^-18 + t^-10 + t^-6 + 2*t^2 + 2*t^10 + t^14 + 2*t^22 + 2*t^30 + t^38 + t^42 + 2*t^50 + 2*t^54 + 2*t^58 + t^82 + 2*t^86 + 2*t^102 + 2*t^106 + t^110 + 2*t^118 + 2*t^126 + 2*t^130 + t^134 + 2*t^138 + t^146 + 2*t^150 + 2*t^158 + 2*t^162 + 2*t^174 + t^182 + t^198 + t^206 + t^214 + 2*t^230 + t^246 + 2*t^254 + 2*t^270 + t^278 + t^294 + 2*t^298 + t^302 + t^306 + t^310 + 2*t^314 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + t^406 + 2*t^410 + 2*t^426 + 2*t^430 + t^434 + t^450 + 2*t^454 + 2*t^458 + 2*t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + z0^2 + z1^2 - z0 + z1 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-10 + t^-8 + t^-4 + 2*t^-2 + 2 + 2*t^2 + t^4 + t^6 + t^10 + t^12 + t^14 + t^20 + t^22 + 2*t^28 + 2*t^36 + t^38 + 2*t^42 + t^52 + 2*t^54 + 2*t^60 + t^66 + 2*t^68 + 2*t^74 + 2*t^84 + t^86 + 2*t^92 + t^94 + t^100 + t^106 + 2*t^108 + t^110 + 2*t^116 + t^118 + t^124 + 2*t^126 + t^130 + 2*t^134 + 2*t^140 + 2*t^142 + t^146 + 2*t^148 + 2*t^150 + 2*t^156 + t^158 + 2*t^162 + 2*t^164 + t^166 + t^172 + 2*t^174 + t^180 + 2*t^182 + t^188 + 2*t^190 + t^196 + t^198 + t^204 + 2*t^206 + 2*t^212 + t^214 + t^220 + t^222 + 2*t^228 + 2*t^236 + 2*t^238 + t^244 + 2*t^254 + t^268 + 2*t^270 + 2*t^276 + 2*t^278 + 2*t^284 + 2*t^286 + t^298 + 2*t^300 + t^306 + 2*t^308 + t^314 + t^316 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + 2*t^404 + t^410 + t^412 + t^418 + 2*t^428 + t^430 + t^434 + 2*t^436 + 2*t^444 + t^450 + 2*t^452 + t^454 + t^458 + t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 + x^2 - z0^2 + z0*z1 - z1^2 - z1 - 1 2*t^-28 + 2*t^-24 + t^-20 + 2*t^-18 + t^-14 + 2*t^-8 + 2*t^-6 + 2*t^-4 + t^-2 + 1 + 2*t^2 + 2*t^4 + 2*t^6 + 2*t^12 + t^14 + 2*t^20 + t^28 + t^30 + t^36 + t^38 + t^50 + 2*t^52 + 2*t^54 + t^58 + t^60 + 2*t^66 + t^68 + t^74 + 2*t^82 + t^84 + t^92 + 2*t^94 + 2*t^100 + t^102 + t^108 + t^110 + t^116 + 2*t^124 + 2*t^126 + t^138 + t^140 + t^142 + t^146 + t^148 + 2*t^150 + t^156 + 2*t^162 + t^164 + 2*t^166 + 2*t^172 + 2*t^174 + 2*t^180 + 2*t^188 + t^190 + 2*t^196 + t^198 + 2*t^204 + t^212 + t^214 + 2*t^220 + 2*t^222 + t^228 + t^230 + t^236 + t^238 + 2*t^244 + 2*t^246 + 2*t^254 + 2*t^268 + 2*t^270 + t^276 + t^284 + t^286 + 2*t^294 + t^300 + 2*t^302 + t^306 + t^308 + 2*t^310 + 2*t^316 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + t^404 + 2*t^406 + 2*t^412 + 2*t^418 + t^426 + t^428 + t^434 + t^436 + t^444 + t^450 + t^452 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 + x^2 + z0^2 + z0*z1 - z1^2 - z0 - z1 + 1 2*t^-28 + 2*t^-24 + t^-20 + 2*t^-18 + t^-14 + 2*t^-12 + 2*t^-8 + t^-6 + 2*t^-4 + t^-2 + 1 + 2*t^2 + t^4 + t^6 + t^10 + t^14 + t^18 + t^20 + 2*t^22 + t^36 + t^46 + t^50 + 2*t^60 + 2*t^68 + 2*t^74 + 2*t^82 + t^90 + 2*t^94 + t^100 + 2*t^102 + t^110 + t^116 + 2*t^118 + 2*t^122 + 2*t^124 + t^126 + 2*t^130 + t^132 + t^140 + t^142 + 2*t^148 + t^150 + t^154 + 2*t^164 + 2*t^166 + 2*t^180 + t^182 + 2*t^188 + 2*t^190 + t^196 + t^198 + t^214 + t^220 + t^222 + 2*t^230 + t^236 + t^238 + 2*t^244 + t^246 + t^252 + 2*t^254 + t^262 + 2*t^276 + 2*t^284 + t^286 + t^294 + 2*t^302 + t^306 + t^316 + t^318 + 2*t^322 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + t^404 + 2*t^406 + 2*t^412 + t^414 + 2*t^418 + t^420 + 2*t^426 + t^428 + t^434 + 2*t^436 + 2*t^442 + 2*t^446 + 2*t^452 + 2*t^454 + O(t^464) +-x^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 - 1 t^-26 + t^-22 + 2*t^-18 + 2*t^-12 + t^-10 + 2*t^2 + 2*t^4 + 2*t^6 + t^12 + t^14 + t^18 + 2*t^20 + t^22 + 2*t^28 + t^30 + t^42 + t^46 + 2*t^50 + t^52 + t^58 + t^60 + t^66 + t^68 + t^74 + t^82 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + 2*t^100 + 2*t^106 + 2*t^108 + t^110 + t^118 + 2*t^122 + t^126 + t^130 + t^132 + t^134 + t^138 + t^148 + t^150 + t^154 + 2*t^156 + 2*t^158 + t^164 + t^172 + 2*t^182 + t^190 + 2*t^196 + t^198 + t^204 + t^206 + 2*t^212 + t^214 + 2*t^220 + 2*t^222 + 2*t^228 + t^252 + 2*t^254 + t^262 + t^268 + t^276 + t^278 + t^284 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + 2*t^310 + 2*t^314 + 2*t^316 + 2*t^318 + 2*t^324 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + t^406 + 2*t^410 + t^414 + t^420 + 2*t^430 + t^434 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^452 + t^454 + 2*t^458 + t^460 + t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + z1^2 + z0 + z1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + t^-4 + 2*t^-2 + 2 + 2*t^2 + 2*t^10 + 2*t^12 + t^14 + t^18 + t^28 + 2*t^30 + 2*t^36 + 2*t^42 + t^46 + 2*t^52 + 2*t^58 + 2*t^66 + t^84 + t^86 + t^90 + t^92 + t^94 + t^102 + t^106 + t^108 + t^110 + 2*t^116 + 2*t^122 + t^124 + t^126 + t^132 + 2*t^134 + 2*t^138 + 2*t^140 + 2*t^142 + t^150 + t^154 + t^156 + t^158 + t^166 + 2*t^172 + t^180 + t^188 + t^198 + 2*t^204 + 2*t^206 + t^212 + t^214 + t^228 + t^230 + 2*t^236 + 2*t^238 + t^244 + 2*t^246 + t^252 + 2*t^254 + t^262 + 2*t^268 + 2*t^278 + 2*t^286 + 2*t^294 + t^298 + t^300 + t^306 + t^308 + t^310 + t^314 + t^322 + t^324 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + 2*t^404 + t^410 + t^412 + t^414 + t^418 + t^420 + t^426 + 2*t^428 + t^430 + t^434 + 2*t^442 + t^444 + 2*t^446 + t^458 + 2*t^460 + 2*t^462 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - z0^2 + z1 - 1 t^-26 + t^-22 + t^-20 + t^-18 + t^-14 + t^-12 + t^-10 + 2*t^-6 + t^-4 + t^-2 + 1 + t^2 + t^6 + 2*t^14 + t^18 + 2*t^20 + t^22 + t^28 + 2*t^30 + t^38 + t^42 + 2*t^44 + t^46 + t^52 + 2*t^54 + 2*t^58 + t^60 + 2*t^68 + 2*t^74 + t^76 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + t^102 + 2*t^106 + t^108 + 2*t^110 + t^118 + 2*t^122 + 2*t^124 + t^130 + 2*t^132 + t^134 + 2*t^138 + 2*t^140 + t^142 + t^146 + t^154 + 2*t^158 + 2*t^162 + t^164 + 2*t^166 + 2*t^172 + 2*t^174 + 2*t^182 + t^188 + 2*t^190 + 2*t^198 + t^206 + 2*t^212 + 2*t^214 + 2*t^220 + t^222 + t^228 + t^230 + t^238 + 2*t^244 + 2*t^246 + 2*t^252 + t^254 + 2*t^260 + t^262 + t^268 + 2*t^270 + t^276 + t^278 + 2*t^284 + t^286 + t^292 + 2*t^294 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + t^310 + 2*t^314 + 2*t^316 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + 2*t^410 + 2*t^412 + t^414 + 2*t^418 + 2*t^420 + t^426 + 2*t^428 + 2*t^430 + 2*t^434 + 2*t^442 + 2*t^446 + t^450 + t^452 + t^454 + 2*t^458 + 2*t^460 + 2*t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 + z0*z1 + z1^2 + z0 - z1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-18 + t^-12 + 2*t^-10 + t^-8 + t^-6 + 2*t^-4 + t^2 + t^4 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + t^18 + 2*t^36 + t^38 + 2*t^42 + 2*t^44 + t^46 + t^50 + 2*t^52 + 2*t^54 + t^66 + t^68 + t^74 + t^76 + 2*t^82 + t^84 + t^86 + t^90 + t^92 + 2*t^102 + t^106 + 2*t^110 + 2*t^116 + 2*t^122 + 2*t^132 + 2*t^134 + t^140 + t^146 + 2*t^148 + t^154 + 2*t^156 + t^158 + 2*t^162 + 2*t^174 + t^180 + 2*t^188 + t^190 + t^196 + 2*t^198 + t^204 + 2*t^206 + t^212 + 2*t^214 + 2*t^222 + 2*t^230 + 2*t^236 + t^246 + 2*t^252 + t^254 + 2*t^260 + t^262 + 2*t^268 + 2*t^270 + 2*t^278 + t^284 + t^292 + t^294 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + t^314 + 2*t^318 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + 2*t^404 + 2*t^406 + t^410 + t^414 + 2*t^420 + 2*t^426 + t^428 + t^430 + 2*t^434 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + t^458 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2 + z0^2 - z0*z1 - z1^2 - z0 + 1 2*t^-28 + 2*t^-24 + 2*t^-20 + t^-18 + 2*t^-14 + t^-12 + 2*t^-8 + 2*t^-2 + 2 + t^2 + 2*t^4 + t^10 + 2*t^12 + 2*t^14 + t^18 + t^20 + 2*t^22 + 2*t^28 + t^30 + t^36 + t^38 + 2*t^44 + t^46 + 2*t^50 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + t^76 + t^82 + t^90 + t^94 + t^100 + 2*t^108 + 2*t^110 + t^116 + 2*t^118 + 2*t^122 + t^124 + 2*t^130 + 2*t^132 + t^138 + 2*t^142 + t^146 + t^148 + t^154 + t^156 + 2*t^162 + 2*t^164 + t^166 + t^172 + 2*t^174 + 2*t^180 + t^182 + 2*t^196 + 2*t^198 + 2*t^204 + 2*t^214 + t^220 + 2*t^228 + t^236 + 2*t^238 + t^244 + 2*t^252 + t^254 + 2*t^260 + t^262 + 2*t^270 + 2*t^276 + 2*t^286 + t^292 + t^302 + 2*t^306 + 2*t^310 + t^316 + t^322 + 2*t^324 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + t^404 + t^406 + t^412 + t^414 + t^418 + 2*t^420 + 2*t^434 + t^436 + 2*t^442 + t^444 + 2*t^446 + t^450 + 2*t^452 + 2*t^454 + t^460 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 - x^2 - z0*z1 + z1^2 + z0 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + t^-14 + 2*t^-10 + t^-8 + t^-2 + 1 + 2*t^4 + t^6 + 2*t^10 + t^18 + 2*t^28 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + t^44 + t^46 + 2*t^50 + 2*t^52 + t^54 + t^58 + 2*t^68 + 2*t^74 + 2*t^76 + t^82 + t^84 + t^86 + t^90 + t^92 + 2*t^94 + t^106 + 2*t^108 + 2*t^116 + 2*t^122 + 2*t^124 + 2*t^126 + 2*t^134 + t^138 + t^142 + 2*t^146 + t^148 + 2*t^150 + t^154 + t^158 + t^162 + 2*t^166 + t^172 + t^174 + t^180 + 2*t^190 + 2*t^196 + 2*t^206 + t^212 + t^222 + 2*t^228 + 2*t^236 + t^238 + 2*t^244 + t^260 + t^262 + 2*t^268 + t^270 + 2*t^278 + 2*t^284 + t^286 + 2*t^292 + t^298 + t^300 + t^302 + t^308 + 2*t^310 + t^314 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + 2*t^404 + t^406 + t^410 + 2*t^412 + t^414 + 2*t^418 + t^430 + t^436 + 2*t^442 + 2*t^446 + 2*t^450 + t^458 + t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 + z0^2 - z1^2 - z0 + z1 + 1 2*t^-28 + 2*t^-24 + 2*t^-8 + 2*t^-6 + t^-4 + 2*t^6 + t^10 + t^12 + t^18 + t^20 + 2*t^22 + t^28 + 2*t^30 + t^36 + 2*t^38 + t^44 + t^46 + t^54 + 2*t^58 + 2*t^60 + t^66 + t^68 + t^74 + 2*t^76 + t^90 + t^100 + t^102 + t^108 + t^116 + 2*t^118 + 2*t^122 + 2*t^126 + 2*t^130 + 2*t^138 + 2*t^140 + 2*t^146 + 2*t^150 + t^154 + 2*t^156 + t^162 + 2*t^164 + 2*t^172 + t^174 + 2*t^180 + t^182 + t^188 + t^190 + t^204 + t^220 + 2*t^222 + t^228 + t^230 + t^236 + 2*t^246 + t^260 + t^262 + t^270 + 2*t^276 + t^284 + 2*t^292 + 2*t^294 + t^310 + t^316 + 2*t^318 + t^324 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + t^404 + t^414 + t^426 + 2*t^428 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + 2*t^452 + 2*t^454 + 2*t^460 + 2*t^462 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 - z1 - 1 t^-26 + t^-22 + 2*t^-20 + 2*t^-14 + t^-10 + t^-6 + 2*t^-4 + 2*t^-2 + 2 + t^4 + 2*t^12 + t^18 + 2*t^20 + t^22 + 2*t^38 + t^42 + t^44 + t^46 + t^50 + t^52 + t^54 + t^60 + 2*t^66 + 2*t^76 + 2*t^82 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + t^94 + 2*t^100 + 2*t^102 + 2*t^106 + t^118 + 2*t^122 + t^124 + 2*t^126 + t^130 + t^134 + t^140 + 2*t^142 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + t^156 + 2*t^158 + t^162 + t^164 + t^166 + t^174 + 2*t^182 + 2*t^188 + t^196 + 2*t^204 + t^206 + 2*t^212 + 2*t^220 + 2*t^230 + 2*t^238 + t^244 + t^246 + t^260 + t^262 + t^268 + t^270 + t^276 + t^278 + 2*t^286 + 2*t^292 + t^294 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + 2*t^314 + 2*t^316 + t^322 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + 2*t^406 + 2*t^410 + t^412 + t^414 + t^418 + 2*t^426 + t^428 + 2*t^430 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + t^452 + t^454 + 2*t^458 + t^466 + O(t^470) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 - z0 - z1 + 1 t^-26 + t^-22 + 2*t^-20 + 2*t^-14 + 2*t^-12 + t^-10 + 2*t^-4 + 2*t^-2 + 2 + 2*t^6 + t^10 + 2*t^18 + t^20 + 2*t^28 + 2*t^30 + t^38 + t^42 + t^44 + 2*t^46 + t^50 + 2*t^52 + 2*t^54 + 2*t^58 + 2*t^60 + t^68 + t^74 + 2*t^76 + 2*t^82 + t^84 + 2*t^86 + 2*t^90 + t^92 + t^94 + t^100 + 2*t^106 + 2*t^108 + t^122 + t^124 + t^126 + t^132 + t^134 + 2*t^138 + t^140 + 2*t^142 + t^146 + t^150 + 2*t^154 + 2*t^158 + 2*t^162 + 2*t^164 + t^166 + t^172 + 2*t^174 + 2*t^188 + t^190 + t^206 + t^212 + t^220 + 2*t^222 + 2*t^228 + 2*t^238 + t^244 + t^252 + t^260 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + t^278 + t^284 + 2*t^286 + 2*t^292 + 2*t^298 + t^300 + 2*t^302 + t^308 + t^310 + 2*t^314 + t^316 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + 2*t^406 + 2*t^410 + t^412 + 2*t^414 + t^418 + t^420 + t^428 + 2*t^430 + t^442 + t^446 + t^450 + 2*t^452 + 2*t^458 + t^460 + 2*t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 + z1^2 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + t^-14 + 2*t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + t^-2 + 1 + t^4 + t^12 + 2*t^18 + 2*t^20 + 2*t^22 + t^28 + 2*t^36 + t^38 + 2*t^42 + t^44 + 2*t^46 + 2*t^50 + 2*t^54 + t^60 + t^66 + 2*t^76 + t^82 + t^86 + 2*t^90 + 2*t^94 + 2*t^100 + t^102 + t^106 + t^108 + 2*t^116 + 2*t^118 + t^122 + 2*t^124 + t^126 + 2*t^130 + t^132 + 2*t^134 + t^142 + t^146 + 2*t^148 + t^150 + 2*t^154 + 2*t^156 + t^158 + 2*t^162 + t^164 + 2*t^166 + 2*t^172 + 2*t^174 + t^180 + t^182 + t^196 + t^204 + 2*t^206 + 2*t^220 + t^228 + t^230 + 2*t^236 + t^238 + 2*t^244 + 2*t^246 + t^252 + t^260 + 2*t^262 + 2*t^270 + t^276 + 2*t^278 + t^286 + 2*t^292 + 2*t^294 + t^298 + t^302 + t^314 + 2*t^316 + 2*t^322 + t^324 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + 2*t^404 + t^406 + t^410 + 2*t^412 + 2*t^414 + 2*t^418 + t^420 + t^426 + t^430 + 2*t^436 + t^442 + 2*t^444 + t^446 + t^450 + t^452 + 2*t^454 + t^458 + 2*t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 - z1^2 + z0 + z1 2*t^-28 + 2*t^-24 + 2*t^-12 + 2*t^-8 + t^-6 + t^-4 + 2*t^4 + t^6 + 2*t^10 + 2*t^12 + 2*t^18 + t^22 + t^30 + t^36 + t^38 + t^44 + 2*t^46 + t^52 + 2*t^54 + t^58 + 2*t^66 + 2*t^68 + 2*t^74 + 2*t^76 + 2*t^84 + 2*t^90 + 2*t^92 + 2*t^102 + t^116 + t^118 + t^122 + t^126 + t^130 + t^132 + t^138 + 2*t^140 + t^146 + t^148 + t^150 + 2*t^154 + t^156 + 2*t^162 + 2*t^174 + 2*t^180 + 2*t^182 + t^188 + 2*t^190 + 2*t^196 + 2*t^204 + 2*t^212 + t^222 + 2*t^230 + t^236 + t^246 + t^252 + t^260 + 2*t^262 + t^268 + 2*t^270 + 2*t^284 + 2*t^292 + t^294 + 2*t^300 + 2*t^308 + 2*t^310 + t^318 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + t^404 + 2*t^414 + t^420 + 2*t^426 + 2*t^428 + t^436 + t^442 + t^444 + t^446 + t^450 + t^454 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - z0^2 + z1^2 + z1 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + t^-8 + t^-6 + t^-4 + 2*t^-2 + 2 + 2*t^2 + 2*t^4 + 2*t^6 + t^14 + 2*t^18 + 2*t^20 + 2*t^22 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + 2*t^46 + t^54 + t^58 + t^60 + t^68 + t^74 + t^86 + 2*t^90 + t^94 + 2*t^100 + 2*t^102 + t^106 + t^110 + 2*t^116 + 2*t^118 + t^122 + t^124 + 2*t^130 + 2*t^132 + 2*t^134 + t^138 + 2*t^140 + 2*t^142 + 2*t^146 + t^148 + 2*t^154 + t^158 + t^162 + t^164 + t^166 + t^174 + t^180 + t^182 + t^188 + t^190 + 2*t^196 + t^198 + 2*t^206 + t^214 + 2*t^220 + 2*t^222 + 2*t^230 + 2*t^236 + 2*t^238 + t^244 + t^246 + 2*t^252 + 2*t^254 + 2*t^262 + t^270 + t^276 + 2*t^278 + t^284 + 2*t^286 + t^294 + t^298 + t^306 + 2*t^310 + t^314 + 2*t^316 + 2*t^318 + t^322 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + 2*t^404 + t^410 + t^412 + 2*t^414 + t^418 + 2*t^420 + 2*t^426 + 2*t^428 + t^430 + t^434 + t^436 + t^442 + t^446 + 2*t^450 + t^452 + 2*t^454 + t^458 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 + x^2 + z0*z1 - z1^2 + z0 - z1 2*t^-28 + 2*t^-24 + t^-20 + 2*t^-18 + t^-14 + t^-12 + 2*t^-8 + 2*t^-4 + t^-2 + 1 + 2*t^2 + 2*t^10 + t^12 + t^14 + 2*t^18 + t^22 + 2*t^28 + 2*t^30 + t^36 + 2*t^38 + 2*t^46 + t^50 + t^52 + t^54 + 2*t^58 + t^66 + 2*t^82 + 2*t^84 + 2*t^90 + 2*t^92 + 2*t^94 + 2*t^108 + t^110 + t^116 + t^118 + t^122 + 2*t^124 + t^130 + 2*t^132 + 2*t^138 + t^140 + t^142 + 2*t^146 + 2*t^154 + 2*t^156 + t^162 + 2*t^166 + t^172 + t^174 + 2*t^180 + 2*t^182 + 2*t^188 + t^198 + t^204 + 2*t^212 + t^214 + 2*t^228 + t^236 + t^238 + 2*t^244 + 2*t^252 + 2*t^254 + 2*t^262 + t^268 + t^270 + t^286 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + t^310 + 2*t^322 + 2*t^324 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + t^404 + 2*t^406 + 2*t^412 + 2*t^414 + 2*t^418 + 2*t^420 + t^428 + t^434 + t^442 + 2*t^444 + t^446 + 2*t^450 + t^454 + t^460 + 2*t^462 + O(t^464) +-x^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 - z0 + 1 t^-26 + t^-22 + 2*t^-18 + t^-12 + t^-10 + 2*t^-6 + 2*t^2 + t^4 + t^6 + t^10 + 2*t^12 + t^14 + 2*t^18 + t^20 + t^28 + 2*t^38 + t^42 + 2*t^46 + 2*t^50 + 2*t^52 + t^54 + 2*t^60 + 2*t^66 + 2*t^68 + 2*t^74 + t^82 + t^84 + 2*t^86 + 2*t^90 + t^92 + t^100 + t^102 + 2*t^106 + t^108 + t^110 + t^122 + 2*t^132 + t^134 + 2*t^146 + 2*t^148 + 2*t^154 + t^156 + 2*t^158 + t^162 + 2*t^164 + 2*t^172 + t^174 + 2*t^190 + t^196 + t^198 + 2*t^204 + t^206 + t^212 + t^214 + t^220 + t^222 + t^228 + t^230 + 2*t^246 + 2*t^252 + 2*t^254 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + t^278 + 2*t^284 + 2*t^294 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + 2*t^314 + t^316 + t^318 + t^324 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + t^406 + 2*t^410 + 2*t^414 + 2*t^420 + t^426 + 2*t^430 + t^434 + 2*t^436 + t^442 + t^444 + t^446 + 2*t^450 + 2*t^452 + 2*t^458 + 2*t^460 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2 - z0*z1 - z1^2 + z0 2*t^-28 + 2*t^-24 + 2*t^-20 + t^-18 + 2*t^-14 + 2*t^-8 + 2*t^-6 + 2*t^-2 + 2 + t^2 + t^4 + 2*t^6 + 2*t^10 + 2*t^14 + 2*t^18 + t^22 + t^28 + t^36 + 2*t^44 + 2*t^46 + 2*t^50 + t^52 + t^68 + t^74 + t^76 + t^82 + 2*t^84 + 2*t^90 + 2*t^92 + t^94 + t^102 + t^108 + 2*t^110 + t^116 + t^118 + t^122 + t^124 + 2*t^126 + t^130 + 2*t^142 + 2*t^148 + 2*t^150 + 2*t^154 + t^166 + 2*t^172 + 2*t^180 + 2*t^182 + t^190 + t^196 + 2*t^198 + 2*t^212 + 2*t^214 + 2*t^222 + t^228 + t^230 + t^236 + 2*t^238 + t^244 + 2*t^246 + t^254 + 2*t^260 + 2*t^262 + t^268 + t^284 + 2*t^286 + t^292 + 2*t^294 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + t^404 + t^406 + t^412 + 2*t^414 + t^418 + t^426 + 2*t^434 + 2*t^436 + t^442 + t^446 + t^454 + 2*t^460 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + z0^2 - z0 + z1 + 1 t^-26 + t^-22 + t^-20 + t^-18 + t^-14 + t^-10 + t^-6 + t^-4 + t^-2 + 1 + t^2 + 2*t^4 + t^10 + t^12 + 2*t^14 + 2*t^18 + t^20 + t^30 + t^42 + 2*t^44 + 2*t^46 + 2*t^52 + t^58 + 2*t^60 + t^66 + t^76 + t^84 + 2*t^86 + 2*t^90 + t^92 + 2*t^94 + t^100 + 2*t^102 + 2*t^106 + 2*t^110 + t^122 + 2*t^124 + 2*t^126 + t^134 + t^138 + 2*t^140 + t^142 + t^148 + 2*t^150 + 2*t^154 + 2*t^156 + 2*t^158 + 2*t^164 + 2*t^166 + t^188 + 2*t^196 + 2*t^198 + t^204 + t^206 + t^212 + 2*t^214 + t^220 + 2*t^230 + t^238 + 2*t^244 + t^246 + t^254 + 2*t^260 + 2*t^262 + 2*t^268 + 2*t^276 + t^278 + t^286 + t^292 + t^294 + 2*t^298 + t^300 + 2*t^306 + t^308 + 2*t^310 + 2*t^314 + t^316 + 2*t^322 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + 2*t^410 + 2*t^412 + 2*t^414 + 2*t^418 + 2*t^426 + 2*t^428 + 2*t^430 + 2*t^434 + t^436 + t^442 + 2*t^444 + t^446 + 2*t^452 + 2*t^458 + t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 - z1 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-18 + 2*t^-10 + t^-8 + 2*t^-4 + t^2 + t^6 + 2*t^12 + 2*t^14 + 2*t^18 + 2*t^20 + 2*t^22 + 2*t^28 + 2*t^30 + 2*t^36 + 2*t^42 + 2*t^44 + 2*t^46 + t^50 + 2*t^58 + t^60 + 2*t^66 + 2*t^68 + 2*t^74 + t^76 + 2*t^82 + t^86 + 2*t^90 + 2*t^100 + t^106 + 2*t^108 + 2*t^110 + 2*t^116 + 2*t^118 + t^122 + 2*t^126 + 2*t^130 + 2*t^134 + 2*t^138 + t^140 + 2*t^150 + 2*t^154 + t^156 + t^158 + t^164 + t^172 + t^180 + t^182 + 2*t^188 + 2*t^190 + 2*t^198 + 2*t^204 + 2*t^206 + 2*t^214 + 2*t^220 + t^222 + 2*t^228 + 2*t^236 + t^254 + 2*t^260 + 2*t^262 + t^276 + 2*t^278 + 2*t^284 + t^292 + t^298 + 2*t^302 + 2*t^306 + t^310 + t^314 + 2*t^316 + t^318 + 2*t^324 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + 2*t^404 + 2*t^406 + t^410 + 2*t^414 + t^428 + t^430 + 2*t^434 + t^442 + t^444 + t^446 + t^452 + 2*t^454 + t^458 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 - z0^2 - z1^2 + z0 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + t^-18 + t^-14 + 2*t^-12 + t^-10 + 2*t^-8 + t^-2 + 2 + t^2 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + 2*t^20 + 2*t^22 + t^36 + 2*t^38 + t^42 + 2*t^44 + 2*t^52 + t^54 + t^60 + 2*t^66 + 2*t^68 + t^74 + t^76 + t^84 + 2*t^86 + t^92 + 2*t^94 + 2*t^100 + 2*t^106 + 2*t^110 + t^116 + 2*t^118 + t^124 + t^126 + 2*t^130 + t^132 + t^134 + t^142 + 2*t^146 + t^150 + 2*t^156 + 2*t^158 + t^162 + t^164 + 2*t^166 + t^174 + 2*t^180 + t^182 + t^190 + 2*t^198 + t^204 + t^206 + t^212 + 2*t^214 + 2*t^220 + 2*t^222 + t^236 + t^238 + t^244 + t^252 + t^254 + 2*t^260 + 2*t^268 + t^270 + t^276 + t^278 + 2*t^284 + t^286 + t^292 + 2*t^298 + t^300 + 2*t^306 + t^308 + 2*t^314 + 2*t^316 + 2*t^318 + 2*t^322 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + t^404 + 2*t^410 + t^412 + 2*t^418 + t^420 + 2*t^430 + 2*t^434 + 2*t^444 + 2*t^450 + t^452 + 2*t^454 + 2*t^458 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 + z0*z1 - z0 + z1 2*t^-26 + 2*t^-22 + t^-20 + t^-18 + 2*t^-12 + 2*t^-10 + 2*t^-6 + t^-4 + 1 + t^2 + t^4 + t^10 + 2*t^12 + 2*t^14 + t^22 + 2*t^28 + t^30 + 2*t^38 + 2*t^42 + 2*t^44 + t^50 + t^54 + t^58 + t^68 + t^76 + 2*t^82 + t^86 + t^102 + t^106 + 2*t^108 + 2*t^110 + t^118 + 2*t^124 + t^126 + t^130 + t^132 + 2*t^134 + t^138 + 2*t^140 + 2*t^146 + 2*t^148 + t^150 + t^156 + t^158 + t^162 + t^172 + t^174 + 2*t^182 + t^188 + t^196 + 2*t^198 + 2*t^204 + 2*t^206 + 2*t^214 + 2*t^228 + t^230 + 2*t^244 + 2*t^246 + t^252 + t^254 + 2*t^260 + t^270 + 2*t^278 + t^284 + t^292 + 2*t^294 + t^298 + 2*t^302 + 2*t^306 + 2*t^310 + t^314 + 2*t^324 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + 2*t^406 + t^410 + 2*t^412 + t^420 + t^426 + 2*t^428 + t^430 + 2*t^434 + 2*t^436 + t^444 + 2*t^450 + t^454 + t^458 + t^460 + t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 + z0^2 - z0*z1 + z1^2 - z1 + 1 t^-28 + t^-24 + t^-18 + 2*t^-14 + 2*t^-12 + t^-8 + t^-6 + 2*t^-4 + 2*t^-2 + t^2 + 2*t^4 + t^6 + 2*t^14 + t^20 + t^28 + 2*t^30 + 2*t^36 + 2*t^38 + 2*t^44 + 2*t^50 + t^52 + t^54 + 2*t^58 + 2*t^60 + t^66 + 2*t^74 + t^76 + t^82 + 2*t^84 + 2*t^92 + t^94 + t^100 + 2*t^102 + t^108 + 2*t^110 + 2*t^116 + t^126 + t^132 + 2*t^138 + t^140 + 2*t^142 + 2*t^146 + t^148 + t^150 + t^162 + 2*t^164 + t^166 + 2*t^172 + t^174 + t^180 + 2*t^188 + 2*t^190 + 2*t^196 + 2*t^198 + 2*t^212 + 2*t^214 + t^220 + t^222 + t^228 + 2*t^230 + 2*t^236 + 2*t^238 + t^246 + t^252 + t^254 + 2*t^260 + t^268 + t^270 + 2*t^276 + 2*t^286 + t^292 + t^294 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + t^310 + t^316 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + 2*t^404 + t^406 + t^418 + t^420 + 2*t^426 + t^428 + 2*t^434 + t^436 + 2*t^450 + 2*t^452 + 2*t^460 + 2*t^462 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 - z0*z1 - z0 - z1 2*t^-26 + 2*t^-22 + 2*t^-20 + t^-14 + t^-12 + 2*t^-10 + t^-6 + 2*t^-4 + t^-2 + 2 + 2*t^4 + 2*t^6 + t^10 + t^12 + t^22 + t^28 + 2*t^30 + 2*t^42 + t^44 + 2*t^50 + 2*t^58 + 2*t^66 + 2*t^68 + t^74 + 2*t^76 + t^82 + t^86 + 2*t^94 + 2*t^102 + t^106 + t^108 + t^118 + t^124 + t^130 + 2*t^132 + 2*t^134 + 2*t^138 + t^140 + t^142 + t^148 + 2*t^156 + t^158 + 2*t^166 + 2*t^172 + 2*t^182 + 2*t^188 + t^190 + 2*t^196 + t^204 + 2*t^206 + 2*t^222 + t^228 + 2*t^230 + t^238 + t^244 + t^246 + 2*t^252 + t^260 + 2*t^278 + 2*t^284 + t^286 + 2*t^292 + t^294 + t^298 + t^302 + t^310 + t^314 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + t^406 + t^410 + t^412 + 2*t^418 + 2*t^420 + 2*t^426 + t^428 + t^430 + t^436 + 2*t^444 + t^454 + t^458 + 2*t^460 + 2*t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + z0^2 + z1^2 + 1 t^-28 + t^-24 + t^-20 + t^-12 + t^-8 + 1 + 2*t^12 + t^20 + 2*t^36 + t^44 + t^52 + 2*t^60 + t^68 + 2*t^76 + 2*t^84 + 2*t^92 + t^100 + 2*t^116 + 2*t^124 + 2*t^132 + t^156 + 2*t^164 + t^180 + 2*t^204 + 2*t^212 + t^220 + 2*t^236 + 2*t^244 + 2*t^252 + t^260 + t^268 + 2*t^276 + t^284 + 2*t^292 + 2*t^300 + 2*t^308 + t^316 + 2*t^404 + 2*t^412 + 2*t^420 + t^444 + 2*t^452 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 - z1^2 + z0 + z1 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-14 + t^-12 + t^-10 + 2*t^-8 + 2*t^-6 + t^-4 + 2*t^-2 + t^4 + t^6 + 2*t^10 + 2*t^20 + 2*t^22 + 2*t^28 + t^30 + t^36 + t^42 + t^44 + t^50 + 2*t^52 + t^58 + t^60 + t^66 + 2*t^74 + 2*t^76 + 2*t^82 + t^84 + 2*t^86 + t^92 + t^94 + 2*t^100 + t^102 + 2*t^106 + 2*t^108 + t^116 + 2*t^118 + 2*t^130 + 2*t^132 + t^134 + t^138 + 2*t^140 + 2*t^142 + 2*t^148 + 2*t^158 + t^164 + t^166 + t^172 + 2*t^180 + t^182 + t^188 + 2*t^190 + t^196 + t^206 + t^212 + 2*t^220 + t^222 + 2*t^228 + t^230 + t^236 + 2*t^238 + 2*t^246 + 2*t^252 + t^260 + 2*t^268 + t^276 + t^278 + 2*t^286 + 2*t^292 + 2*t^294 + 2*t^298 + t^300 + 2*t^302 + t^308 + 2*t^310 + 2*t^314 + 2*t^316 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + t^404 + 2*t^406 + 2*t^410 + t^418 + 2*t^420 + t^426 + 2*t^428 + 2*t^430 + 2*t^436 + t^452 + 2*t^454 + 2*t^458 + t^460 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 + z0^2 + z0*z1 + z1^2 + z1 + 1 t^-28 + t^-24 + 2*t^-20 + 2*t^-18 + t^-14 + t^-8 + 2*t^-6 + t^-4 + t^-2 + 2 + 2*t^2 + t^4 + 2*t^6 + t^12 + t^14 + t^20 + 2*t^28 + t^30 + 2*t^36 + t^38 + t^50 + t^52 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + 2*t^68 + t^74 + 2*t^82 + 2*t^84 + 2*t^92 + 2*t^94 + t^100 + t^102 + 2*t^108 + t^110 + 2*t^116 + t^124 + 2*t^126 + t^138 + 2*t^140 + t^142 + t^146 + 2*t^148 + 2*t^150 + 2*t^156 + 2*t^162 + 2*t^164 + 2*t^166 + t^172 + 2*t^174 + t^180 + t^188 + t^190 + t^196 + t^198 + t^204 + 2*t^212 + t^214 + t^220 + 2*t^222 + 2*t^228 + t^230 + 2*t^236 + t^238 + t^244 + 2*t^246 + 2*t^254 + t^268 + 2*t^270 + 2*t^276 + 2*t^284 + t^286 + 2*t^294 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + 2*t^310 + t^316 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + 2*t^404 + 2*t^406 + t^412 + 2*t^418 + t^426 + 2*t^428 + t^434 + 2*t^436 + 2*t^444 + t^450 + 2*t^452 + t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 - z1^2 + z0 - z1 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + 2*t^-18 + t^-10 + 2*t^-8 + t^-6 + 2*t^-4 + 1 + 2*t^2 + 2*t^4 + 2*t^10 + 2*t^12 + t^14 + 2*t^20 + 2*t^22 + t^28 + 2*t^30 + t^36 + t^38 + t^42 + 2*t^50 + 2*t^52 + 2*t^54 + 2*t^58 + t^60 + t^68 + t^82 + t^84 + 2*t^86 + t^92 + 2*t^100 + 2*t^102 + 2*t^106 + t^108 + t^110 + t^116 + 2*t^118 + 2*t^124 + 2*t^126 + 2*t^130 + t^134 + 2*t^138 + t^140 + t^146 + t^148 + 2*t^150 + t^156 + 2*t^158 + 2*t^162 + t^164 + 2*t^172 + 2*t^174 + 2*t^180 + t^182 + 2*t^188 + 2*t^196 + t^198 + 2*t^204 + t^206 + t^212 + t^214 + 2*t^220 + t^228 + 2*t^230 + t^236 + 2*t^244 + t^246 + 2*t^254 + 2*t^268 + 2*t^270 + t^276 + t^278 + t^284 + t^294 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + t^310 + 2*t^314 + 2*t^316 + t^324 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + t^404 + t^406 + 2*t^410 + 2*t^412 + 2*t^426 + t^428 + 2*t^430 + t^434 + t^436 + t^444 + t^450 + t^452 + 2*t^454 + 2*t^458 + 2*t^460 + 2*t^462 + O(t^464) +x^2*z1 - z0*z1^2 - z0 2*t^-26 + 2*t^-22 + 2*t^-18 + 2*t^-14 + 2*t^-10 + 2*t^-2 + 2*t^2 + t^6 + t^10 + t^14 + t^22 + t^38 + 2*t^42 + 2*t^54 + t^66 + 2*t^74 + t^86 + t^94 + t^106 + t^110 + t^118 + 2*t^126 + t^130 + 2*t^134 + 2*t^142 + t^146 + 2*t^150 + t^158 + 2*t^162 + t^166 + 2*t^174 + 2*t^182 + 2*t^190 + t^198 + 2*t^206 + t^214 + t^222 + 2*t^238 + 2*t^254 + 2*t^270 + 2*t^278 + 2*t^286 + t^298 + t^306 + t^314 + t^318 + t^322 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + t^410 + t^418 + t^430 + t^434 + t^450 + t^454 + t^458 + t^466 + O(t^470) +x^2*z1 - z0*z1^2 - z0^2 + z0 - 1 2*t^-26 + 2*t^-22 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-6 + 2*t^-2 + 2*t^2 + 2*t^4 + 2*t^10 + t^12 + t^14 + t^18 + 2*t^20 + 2*t^28 + 2*t^30 + 2*t^42 + t^46 + t^52 + 2*t^58 + t^60 + 2*t^66 + t^68 + 2*t^84 + t^86 + t^90 + 2*t^92 + t^94 + 2*t^100 + t^102 + t^106 + 2*t^108 + t^110 + 2*t^122 + t^126 + t^132 + 2*t^134 + 2*t^138 + 2*t^142 + t^148 + t^150 + t^154 + 2*t^156 + t^158 + t^164 + t^166 + t^172 + 2*t^196 + t^198 + t^204 + 2*t^206 + 2*t^212 + t^214 + 2*t^220 + 2*t^228 + t^230 + 2*t^238 + 2*t^246 + t^252 + 2*t^254 + t^262 + t^268 + t^276 + 2*t^278 + t^284 + 2*t^286 + 2*t^294 + t^298 + 2*t^300 + t^306 + 2*t^308 + t^310 + t^314 + 2*t^316 + t^322 + 2*t^324 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + t^410 + t^414 + t^418 + t^420 + t^426 + t^430 + t^434 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^452 + t^458 + t^460 + 2*t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 + z0*z1 + z1^2 - z0 + z1 t^-28 + t^-24 + 2*t^-20 + 2*t^-18 + t^-14 + 2*t^-12 + t^-8 + t^-6 + t^-4 + t^-2 + 2 + 2*t^2 + t^6 + t^10 + 2*t^12 + t^14 + t^18 + 2*t^22 + t^28 + 2*t^36 + t^46 + t^50 + 2*t^52 + 2*t^74 + 2*t^82 + t^84 + t^90 + t^92 + 2*t^94 + 2*t^102 + t^108 + t^110 + 2*t^116 + 2*t^118 + 2*t^122 + t^124 + t^126 + 2*t^130 + t^132 + 2*t^140 + t^142 + t^150 + t^154 + t^156 + 2*t^166 + 2*t^172 + t^180 + t^182 + t^188 + 2*t^190 + t^198 + 2*t^204 + t^212 + t^214 + t^222 + t^228 + 2*t^230 + 2*t^236 + t^238 + t^244 + t^246 + t^252 + 2*t^254 + t^262 + 2*t^268 + t^286 + t^294 + t^300 + 2*t^302 + t^306 + t^308 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + 2*t^404 + 2*t^406 + t^412 + t^414 + 2*t^418 + t^420 + 2*t^426 + 2*t^428 + t^434 + 2*t^442 + t^444 + 2*t^446 + 2*t^454 + 2*t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 - z1^2 - z1 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + 2*t^-18 + 2*t^-12 + t^-10 + 2*t^-8 + 2*t^-4 + 1 + 2*t^2 + t^4 + 2*t^6 + t^14 + t^18 + t^20 + t^22 + t^30 + t^36 + t^42 + t^46 + 2*t^50 + t^58 + 2*t^60 + t^66 + 2*t^68 + t^74 + t^82 + 2*t^86 + t^90 + t^100 + 2*t^106 + t^110 + t^116 + t^118 + 2*t^122 + 2*t^124 + t^126 + t^130 + t^132 + t^134 + t^138 + t^140 + 2*t^148 + t^150 + t^154 + 2*t^158 + 2*t^164 + 2*t^180 + 2*t^182 + 2*t^188 + t^190 + t^196 + t^198 + t^206 + t^214 + t^220 + 2*t^222 + t^236 + 2*t^244 + t^252 + 2*t^254 + t^262 + 2*t^276 + t^278 + 2*t^284 + 2*t^298 + t^302 + t^306 + 2*t^310 + 2*t^314 + t^316 + 2*t^318 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + t^404 + t^406 + 2*t^410 + 2*t^412 + t^414 + t^420 + t^428 + 2*t^430 + t^434 + 2*t^436 + 2*t^442 + 2*t^446 + 2*t^452 + t^454 + 2*t^458 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 - z0*z1 + z1^2 - z0 - z1 t^-28 + t^-24 + t^-18 + 2*t^-14 + t^-12 + t^-8 + 2*t^-4 + 2*t^-2 + t^2 + t^4 + t^10 + t^12 + 2*t^14 + t^18 + 2*t^22 + t^30 + 2*t^36 + t^38 + 2*t^44 + t^46 + 2*t^50 + 2*t^52 + 2*t^54 + t^58 + 2*t^66 + t^68 + t^76 + t^82 + t^84 + t^90 + t^92 + t^94 + 2*t^110 + 2*t^116 + 2*t^118 + 2*t^122 + 2*t^130 + 2*t^132 + t^138 + t^140 + 2*t^142 + t^146 + 2*t^148 + t^154 + 2*t^156 + 2*t^162 + t^166 + 2*t^174 + t^180 + t^182 + 2*t^188 + t^196 + 2*t^198 + t^204 + t^212 + 2*t^214 + 2*t^236 + 2*t^238 + 2*t^252 + t^254 + 2*t^260 + t^262 + 2*t^268 + 2*t^270 + t^284 + 2*t^286 + t^292 + t^300 + t^302 + 2*t^306 + t^308 + 2*t^310 + t^322 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + 2*t^404 + t^406 + t^414 + t^418 + 2*t^420 + t^428 + 2*t^434 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + 2*t^454 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 + z0^2 - z1^2 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + t^-18 + t^-14 + t^-12 + t^-10 + 2*t^-8 + 2*t^-6 + t^-2 + 2 + t^2 + 2*t^4 + t^6 + 2*t^12 + 2*t^14 + t^18 + t^20 + t^22 + 2*t^28 + 2*t^30 + t^36 + t^38 + t^42 + 2*t^44 + t^46 + 2*t^54 + 2*t^58 + 2*t^60 + 2*t^74 + t^76 + 2*t^86 + t^90 + 2*t^94 + t^100 + t^102 + 2*t^106 + 2*t^108 + 2*t^110 + t^116 + t^118 + 2*t^122 + t^124 + t^130 + 2*t^132 + t^134 + 2*t^138 + t^142 + t^146 + t^148 + t^154 + t^156 + 2*t^158 + 2*t^162 + 2*t^164 + 2*t^166 + t^172 + 2*t^174 + 2*t^180 + 2*t^182 + 2*t^190 + 2*t^196 + 2*t^198 + 2*t^204 + t^206 + 2*t^214 + t^220 + t^222 + 2*t^228 + t^230 + t^236 + t^238 + t^244 + 2*t^246 + 2*t^252 + t^254 + 2*t^260 + t^262 + 2*t^270 + 2*t^276 + t^278 + t^286 + t^292 + 2*t^294 + 2*t^298 + 2*t^306 + t^310 + 2*t^314 + t^316 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + t^404 + 2*t^410 + t^412 + t^414 + 2*t^418 + 2*t^420 + t^426 + 2*t^430 + 2*t^434 + t^436 + 2*t^442 + t^444 + 2*t^446 + t^450 + 2*t^452 + t^454 + 2*t^458 + t^460 + 2*t^462 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 + z0 + z1 - 1 2*t^-26 + 2*t^-22 + t^-20 + t^-18 + t^-12 + 2*t^-10 + t^-6 + t^-4 + 1 + t^2 + 2*t^6 + 2*t^10 + 2*t^14 + t^18 + 2*t^20 + t^28 + t^38 + 2*t^42 + 2*t^44 + t^46 + t^50 + t^52 + 2*t^54 + t^60 + t^66 + 2*t^68 + t^74 + t^76 + 2*t^82 + 2*t^84 + t^86 + t^90 + 2*t^92 + 2*t^100 + 2*t^102 + t^106 + t^108 + 2*t^110 + 2*t^122 + 2*t^124 + 2*t^132 + 2*t^134 + 2*t^140 + t^146 + t^154 + t^158 + 2*t^162 + t^164 + 2*t^172 + 2*t^174 + t^188 + t^190 + 2*t^198 + 2*t^206 + 2*t^212 + 2*t^214 + 2*t^220 + 2*t^222 + t^228 + 2*t^230 + 2*t^244 + t^246 + 2*t^252 + t^254 + 2*t^260 + t^262 + t^268 + 2*t^270 + t^276 + 2*t^278 + 2*t^284 + t^292 + t^294 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + t^314 + 2*t^316 + 2*t^318 + t^324 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + 2*t^406 + t^410 + 2*t^412 + t^414 + 2*t^420 + 2*t^426 + 2*t^428 + t^430 + 2*t^434 + 2*t^442 + 2*t^446 + t^450 + t^452 + t^458 + 2*t^460 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 - z1^2 + z1 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-14 + t^-10 + 2*t^-8 + t^-6 + t^-4 + 2*t^-2 + t^12 + t^18 + t^20 + t^22 + t^28 + t^36 + 2*t^38 + t^42 + t^44 + t^46 + t^50 + t^54 + 2*t^60 + 2*t^66 + t^68 + 2*t^76 + 2*t^82 + 2*t^86 + t^90 + t^94 + t^100 + 2*t^102 + 2*t^106 + t^108 + t^116 + t^118 + 2*t^122 + 2*t^126 + t^130 + t^134 + 2*t^140 + 2*t^142 + 2*t^146 + 2*t^150 + t^154 + 2*t^156 + 2*t^158 + t^162 + 2*t^164 + t^166 + 2*t^172 + t^174 + 2*t^180 + 2*t^182 + t^188 + t^204 + t^206 + t^220 + t^228 + 2*t^230 + t^236 + 2*t^238 + t^246 + t^260 + t^262 + t^270 + 2*t^276 + t^278 + t^284 + 2*t^286 + 2*t^292 + t^294 + 2*t^298 + 2*t^302 + 2*t^314 + t^316 + t^322 + t^324 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + t^404 + 2*t^406 + 2*t^410 + t^414 + t^418 + 2*t^426 + 2*t^428 + 2*t^430 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + 2*t^452 + t^454 + 2*t^458 + 2*t^460 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 + z0 - z1 - 1 2*t^-26 + 2*t^-22 + 2*t^-20 + t^-14 + 2*t^-10 + 2*t^-4 + t^-2 + 2 + t^4 + t^6 + 2*t^10 + 2*t^12 + t^18 + 2*t^20 + t^30 + 2*t^38 + 2*t^42 + t^44 + t^46 + 2*t^50 + t^52 + t^54 + t^58 + t^60 + 2*t^74 + 2*t^76 + t^82 + 2*t^84 + t^86 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + t^106 + 2*t^122 + t^124 + 2*t^126 + 2*t^134 + t^138 + t^140 + t^142 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + t^156 + t^158 + t^162 + t^164 + 2*t^166 + t^174 + 2*t^188 + 2*t^190 + t^196 + 2*t^204 + 2*t^206 + 2*t^212 + 2*t^220 + t^222 + t^238 + t^244 + t^260 + t^262 + t^268 + t^270 + t^276 + 2*t^278 + t^286 + 2*t^292 + t^298 + 2*t^300 + t^302 + 2*t^308 + 2*t^310 + t^314 + 2*t^316 + t^318 + 2*t^322 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + t^406 + t^410 + t^412 + t^414 + 2*t^418 + t^428 + t^430 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + t^452 + t^458 + t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + z1^2 - z0 t^-28 + t^-24 + t^-20 + t^-8 + 2*t^-6 + 1 + 2*t^4 + 2*t^6 + t^10 + t^18 + 2*t^22 + 2*t^28 + 2*t^30 + 2*t^36 + 2*t^38 + t^44 + t^46 + 2*t^52 + t^54 + 2*t^58 + t^66 + 2*t^68 + t^74 + 2*t^76 + t^84 + t^90 + t^92 + t^102 + 2*t^108 + 2*t^116 + 2*t^118 + 2*t^122 + 2*t^124 + 2*t^126 + 2*t^130 + 2*t^138 + 2*t^146 + t^148 + 2*t^150 + t^154 + t^162 + t^172 + t^174 + t^180 + t^182 + t^190 + 2*t^196 + t^212 + 2*t^222 + 2*t^228 + t^230 + 2*t^236 + 2*t^244 + 2*t^246 + t^260 + t^262 + 2*t^268 + t^270 + 2*t^284 + 2*t^292 + 2*t^294 + t^300 + t^308 + t^310 + 2*t^318 + 2*t^324 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + 2*t^404 + 2*t^412 + t^414 + t^426 + t^436 + 2*t^442 + 2*t^446 + 2*t^450 + 2*t^454 + t^460 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - z0^2 + z1^2 + z0 - 1 t^-28 + t^-24 + t^-20 + 2*t^-12 + t^-8 + t^-6 + 1 + t^4 + t^6 + 2*t^10 + t^12 + 2*t^18 + 2*t^20 + t^22 + t^28 + t^30 + 2*t^36 + t^38 + t^44 + 2*t^46 + 2*t^54 + t^58 + t^60 + 2*t^66 + 2*t^74 + 2*t^76 + 2*t^90 + 2*t^100 + 2*t^102 + t^108 + 2*t^116 + t^118 + t^122 + 2*t^124 + t^126 + t^130 + t^132 + t^138 + t^146 + 2*t^148 + t^150 + 2*t^154 + 2*t^156 + 2*t^162 + t^164 + 2*t^172 + 2*t^174 + t^180 + 2*t^182 + 2*t^190 + t^196 + t^204 + 2*t^220 + t^222 + t^228 + 2*t^230 + 2*t^236 + 2*t^244 + t^246 + t^252 + t^260 + 2*t^262 + 2*t^270 + t^276 + 2*t^292 + t^294 + 2*t^310 + 2*t^316 + t^318 + t^324 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + 2*t^404 + 2*t^412 + 2*t^414 + t^420 + 2*t^426 + 2*t^436 + t^442 + 2*t^444 + t^446 + t^450 + t^452 + t^454 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 + z0*z1 - z1^2 - z0 + z1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-14 + 2*t^-12 + t^-10 + 2*t^-8 + t^-4 + 2*t^-2 + 2*t^4 + 2*t^6 + t^10 + 2*t^12 + 2*t^18 + 2*t^30 + t^36 + t^38 + t^42 + t^44 + 2*t^46 + t^50 + t^52 + 2*t^54 + 2*t^58 + 2*t^68 + t^74 + 2*t^76 + 2*t^82 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + t^94 + 2*t^106 + t^116 + t^122 + t^126 + t^132 + t^134 + 2*t^138 + 2*t^140 + 2*t^142 + t^146 + t^148 + t^150 + 2*t^154 + t^156 + 2*t^158 + 2*t^162 + t^166 + 2*t^174 + 2*t^180 + t^188 + t^190 + 2*t^196 + 2*t^204 + t^206 + 2*t^212 + 2*t^222 + t^236 + 2*t^238 + t^252 + t^260 + 2*t^262 + t^268 + 2*t^270 + t^278 + 2*t^284 + 2*t^286 + 2*t^292 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + t^310 + 2*t^314 + 2*t^318 + t^322 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + t^404 + 2*t^406 + 2*t^410 + 2*t^414 + t^418 + t^420 + 2*t^428 + 2*t^430 + t^436 + t^442 + t^444 + t^446 + t^450 + 2*t^458 + 2*t^462 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 - z1 + 1 2*t^-26 + 2*t^-22 + 2*t^-20 + t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-6 + 2*t^-4 + t^-2 + 2 + 2*t^18 + t^20 + 2*t^22 + 2*t^28 + t^38 + 2*t^42 + t^44 + 2*t^46 + 2*t^50 + 2*t^52 + 2*t^54 + 2*t^60 + t^66 + t^68 + 2*t^76 + t^82 + t^84 + t^86 + 2*t^90 + t^92 + 2*t^94 + t^100 + t^102 + t^106 + 2*t^108 + 2*t^118 + t^122 + t^124 + t^126 + 2*t^130 + t^132 + 2*t^134 + t^140 + t^142 + t^146 + t^150 + 2*t^154 + t^158 + 2*t^162 + 2*t^164 + 2*t^166 + t^172 + 2*t^174 + t^182 + 2*t^188 + 2*t^206 + t^212 + t^220 + 2*t^228 + t^230 + t^238 + t^244 + 2*t^246 + t^252 + t^260 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + 2*t^278 + t^284 + t^286 + 2*t^292 + 2*t^294 + t^298 + t^300 + t^302 + t^308 + t^314 + t^316 + 2*t^322 + 2*t^324 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + t^406 + t^410 + t^412 + 2*t^414 + 2*t^418 + t^420 + t^426 + t^428 + t^430 + t^442 + t^446 + t^450 + 2*t^452 + 2*t^454 + t^458 + t^460 + 2*t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 - z0*z1 - z1^2 - z0 - z1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + 2*t^-18 + t^-12 + t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-4 + 1 + 2*t^2 + t^6 + t^10 + t^12 + t^14 + 2*t^18 + 2*t^28 + t^36 + 2*t^38 + t^42 + 2*t^46 + 2*t^50 + t^52 + t^54 + 2*t^66 + 2*t^74 + t^82 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + t^102 + 2*t^106 + 2*t^108 + t^110 + t^116 + t^122 + 2*t^124 + 2*t^132 + t^134 + t^140 + 2*t^146 + 2*t^154 + 2*t^156 + 2*t^158 + t^162 + t^172 + t^174 + 2*t^180 + 2*t^188 + 2*t^190 + t^198 + t^204 + t^206 + 2*t^212 + t^214 + t^222 + 2*t^228 + t^230 + t^236 + 2*t^244 + 2*t^246 + 2*t^252 + 2*t^254 + 2*t^262 + t^268 + t^270 + t^278 + 2*t^294 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + 2*t^314 + t^318 + 2*t^324 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + t^404 + t^406 + 2*t^410 + 2*t^412 + 2*t^414 + 2*t^420 + t^426 + t^428 + 2*t^430 + t^434 + t^442 + 2*t^444 + t^446 + 2*t^450 + 2*t^458 + t^460 + O(t^464) +x^2*z1 - z0*z1^2 + z0^2 + 1 2*t^-26 + 2*t^-22 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + t^-6 + 2*t^-2 + 2*t^2 + t^4 + 2*t^6 + 2*t^12 + t^14 + 2*t^18 + t^20 + 2*t^22 + t^28 + t^30 + 2*t^38 + 2*t^42 + 2*t^46 + 2*t^52 + t^54 + t^58 + 2*t^60 + 2*t^68 + t^74 + t^84 + t^86 + 2*t^90 + t^92 + t^94 + t^100 + 2*t^102 + t^106 + t^108 + t^110 + 2*t^118 + t^122 + 2*t^130 + 2*t^132 + 2*t^134 + t^138 + 2*t^142 + 2*t^146 + 2*t^148 + 2*t^154 + t^156 + t^158 + t^162 + 2*t^164 + t^166 + 2*t^172 + t^174 + t^182 + t^190 + t^196 + t^198 + 2*t^204 + 2*t^206 + t^212 + t^214 + t^220 + 2*t^222 + t^228 + 2*t^230 + 2*t^238 + t^246 + 2*t^252 + 2*t^254 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + 2*t^278 + 2*t^284 + 2*t^286 + t^294 + t^298 + t^300 + t^306 + t^308 + 2*t^310 + t^314 + t^316 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + t^410 + 2*t^414 + t^418 + 2*t^420 + 2*t^426 + t^430 + t^434 + 2*t^436 + t^442 + t^444 + t^446 + 2*t^450 + 2*t^452 + 2*t^454 + t^458 + 2*t^460 + t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 - z0^2 + z0*z1 + z1^2 + z0 + z1 - 1 t^-28 + t^-24 + 2*t^-20 + 2*t^-18 + t^-14 + t^-12 + t^-8 + t^-4 + t^-2 + 2 + 2*t^2 + 2*t^4 + 2*t^10 + t^14 + 2*t^18 + 2*t^20 + t^22 + 2*t^30 + 2*t^36 + 2*t^38 + 2*t^46 + t^50 + t^54 + 2*t^58 + t^60 + t^66 + t^68 + 2*t^82 + 2*t^90 + 2*t^94 + 2*t^100 + t^110 + 2*t^116 + t^118 + t^122 + t^124 + t^130 + 2*t^132 + 2*t^138 + 2*t^140 + t^142 + 2*t^146 + t^148 + 2*t^154 + t^162 + t^164 + 2*t^166 + t^174 + t^180 + 2*t^182 + t^188 + 2*t^196 + t^198 + t^214 + 2*t^220 + 2*t^236 + t^238 + t^244 + 2*t^252 + 2*t^254 + 2*t^262 + t^270 + t^276 + t^284 + t^286 + 2*t^302 + t^306 + t^310 + 2*t^316 + 2*t^322 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + 2*t^404 + 2*t^406 + t^412 + 2*t^414 + 2*t^418 + 2*t^420 + 2*t^428 + t^434 + t^436 + t^442 + t^446 + 2*t^450 + t^452 + t^454 + 2*t^462 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 + z1 + 1 2*t^-26 + 2*t^-22 + t^-20 + t^-18 + 2*t^-10 + t^-4 + 1 + t^2 + 2*t^4 + t^6 + t^12 + 2*t^14 + 2*t^18 + t^20 + 2*t^22 + 2*t^30 + 2*t^42 + 2*t^44 + 2*t^46 + t^50 + 2*t^52 + 2*t^58 + 2*t^60 + 2*t^66 + 2*t^74 + t^76 + 2*t^82 + t^84 + t^86 + 2*t^90 + t^92 + t^100 + t^106 + 2*t^110 + 2*t^118 + t^122 + 2*t^124 + 2*t^126 + 2*t^130 + 2*t^134 + 2*t^138 + 2*t^140 + t^148 + 2*t^150 + 2*t^154 + 2*t^156 + t^158 + 2*t^164 + t^182 + t^188 + 2*t^190 + 2*t^196 + 2*t^198 + t^204 + 2*t^206 + t^212 + 2*t^214 + t^220 + t^222 + 2*t^244 + t^254 + 2*t^260 + 2*t^262 + 2*t^268 + 2*t^276 + 2*t^278 + t^292 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + t^310 + t^314 + t^316 + t^318 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + 2*t^406 + t^410 + 2*t^412 + 2*t^414 + 2*t^428 + t^430 + 2*t^434 + t^436 + t^442 + 2*t^444 + t^446 + 2*t^452 + 2*t^454 + t^458 + 2*t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 - z0^2 - z0*z1 + z1^2 + z0 - z1 - 1 t^-28 + t^-24 + t^-18 + 2*t^-14 + t^-8 + 2*t^-6 + 2*t^-4 + 2*t^-2 + t^2 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + 2*t^18 + 2*t^20 + t^22 + 2*t^28 + 2*t^36 + 2*t^44 + 2*t^46 + 2*t^50 + t^60 + 2*t^68 + t^74 + t^76 + t^82 + 2*t^90 + t^94 + 2*t^100 + t^102 + 2*t^108 + 2*t^110 + 2*t^116 + t^118 + t^122 + 2*t^126 + t^130 + t^140 + 2*t^142 + 2*t^150 + 2*t^154 + t^156 + t^164 + t^166 + t^172 + t^180 + 2*t^182 + 2*t^188 + t^190 + 2*t^198 + 2*t^204 + 2*t^214 + 2*t^220 + 2*t^222 + 2*t^228 + t^230 + 2*t^236 + 2*t^238 + 2*t^246 + t^254 + 2*t^260 + 2*t^262 + t^276 + 2*t^284 + 2*t^286 + t^292 + 2*t^294 + t^302 + 2*t^306 + 2*t^316 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + 2*t^404 + t^406 + 2*t^414 + t^418 + t^426 + t^428 + 2*t^434 + t^442 + t^444 + t^446 + t^452 + t^454 + t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 - z1^2 - z0 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + t^-18 + t^-14 + t^-10 + 2*t^-8 + t^-6 + t^-2 + 2 + t^2 + t^4 + t^10 + 2*t^14 + 2*t^18 + t^28 + t^30 + t^36 + t^42 + 2*t^44 + 2*t^46 + t^52 + t^58 + t^66 + t^68 + t^76 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + 2*t^94 + 2*t^102 + 2*t^106 + t^108 + 2*t^110 + t^116 + t^122 + t^124 + 2*t^126 + t^134 + t^138 + t^142 + 2*t^148 + 2*t^150 + 2*t^154 + 2*t^158 + 2*t^166 + 2*t^172 + 2*t^180 + t^196 + 2*t^198 + t^206 + 2*t^212 + 2*t^214 + t^228 + 2*t^230 + t^236 + t^238 + t^244 + t^246 + t^254 + 2*t^260 + 2*t^262 + t^268 + t^278 + t^284 + t^286 + t^292 + t^294 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + 2*t^310 + 2*t^314 + 2*t^322 + t^324 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + t^404 + 2*t^410 + t^412 + 2*t^414 + 2*t^418 + 2*t^426 + 2*t^430 + 2*t^434 + 2*t^436 + t^442 + t^446 + 2*t^458 + 2*t^460 + t^462 + O(t^464) +-x^2*z0 + z0^2*z1 - x^2 - z0*z1 + z1 t^-20 + t^-18 + 2*t^-14 + 2*t^-12 + t^-6 + t^-4 + 2*t^-2 + 1 + t^2 + t^4 + t^6 + 2*t^12 + 2*t^14 + 2*t^28 + 2*t^30 + 2*t^38 + 2*t^44 + 2*t^50 + t^54 + 2*t^58 + t^66 + t^68 + 2*t^74 + t^76 + t^82 + t^94 + 2*t^102 + 2*t^108 + 2*t^110 + 2*t^124 + t^126 + t^132 + 2*t^138 + 2*t^140 + 2*t^142 + 2*t^146 + 2*t^148 + t^150 + t^156 + t^162 + t^166 + t^172 + t^174 + t^188 + 2*t^190 + t^196 + 2*t^198 + 2*t^204 + 2*t^214 + t^222 + 2*t^228 + 2*t^230 + 2*t^238 + 2*t^244 + t^246 + t^252 + t^254 + 2*t^260 + t^270 + t^284 + 2*t^286 + t^292 + t^294 + t^302 + 2*t^306 + t^310 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + t^406 + 2*t^412 + t^418 + t^420 + 2*t^426 + 2*t^428 + 2*t^434 + 2*t^436 + t^444 + 2*t^450 + t^460 + 2*t^462 + t^466 + 2*t^470 + 2*t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + z0^2 + z1^2 + z0 - z1 + 1 t^-28 + t^-26 + t^-24 + t^-22 + t^-18 + t^-14 + 2*t^-12 + t^-10 + t^-8 + 2*t^-4 + t^-2 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + 2*t^14 + t^20 + 2*t^22 + t^28 + 2*t^36 + 2*t^38 + t^42 + 2*t^44 + t^52 + t^54 + 2*t^60 + 2*t^66 + t^74 + t^76 + 2*t^84 + 2*t^86 + 2*t^92 + 2*t^94 + t^100 + 2*t^106 + t^108 + 2*t^110 + 2*t^116 + 2*t^118 + t^126 + 2*t^130 + t^132 + t^134 + t^140 + t^142 + 2*t^146 + t^148 + t^150 + 2*t^158 + t^162 + 2*t^164 + 2*t^166 + 2*t^172 + t^174 + t^180 + t^182 + 2*t^188 + t^190 + 2*t^196 + 2*t^198 + t^206 + 2*t^212 + 2*t^214 + t^220 + 2*t^222 + t^228 + 2*t^236 + t^238 + t^252 + t^254 + 2*t^260 + t^268 + t^270 + 2*t^276 + t^278 + t^286 + t^292 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + 2*t^314 + t^316 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + 2*t^404 + 2*t^410 + 2*t^418 + t^420 + t^428 + 2*t^430 + 2*t^434 + t^436 + 2*t^450 + 2*t^452 + 2*t^454 + 2*t^458 + 2*t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 - z1^2 - z0 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + 2*t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-6 + 2 + t^2 + t^10 + t^12 + 2*t^14 + 2*t^20 + t^22 + t^30 + t^36 + 2*t^38 + 2*t^42 + 2*t^44 + t^50 + 2*t^52 + t^54 + t^58 + t^60 + 2*t^68 + t^76 + 2*t^82 + t^84 + t^86 + t^92 + 2*t^100 + t^102 + t^106 + 2*t^110 + t^116 + t^118 + t^124 + t^126 + t^130 + t^132 + 2*t^134 + t^138 + 2*t^146 + t^150 + 2*t^156 + t^158 + t^162 + t^164 + t^174 + 2*t^180 + 2*t^182 + 2*t^198 + t^204 + 2*t^206 + t^212 + 2*t^214 + 2*t^220 + t^230 + t^236 + t^244 + 2*t^246 + t^252 + t^254 + 2*t^260 + 2*t^268 + t^270 + t^276 + 2*t^278 + 2*t^284 + t^292 + 2*t^294 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + 2*t^310 + t^314 + 2*t^316 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + t^404 + 2*t^406 + t^410 + t^412 + t^420 + t^426 + t^430 + 2*t^434 + 2*t^444 + 2*t^450 + t^452 + t^454 + t^458 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 + z1^2 + z0 + 1 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + 2*t^-14 + t^-12 + t^-10 + t^-8 + 2*t^-6 + 2*t^-2 + 1 + t^6 + 2*t^10 + 2*t^12 + t^20 + 2*t^22 + t^30 + 2*t^36 + t^42 + t^44 + t^50 + t^52 + t^58 + 2*t^60 + t^66 + t^68 + 2*t^74 + 2*t^76 + 2*t^82 + 2*t^84 + 2*t^86 + 2*t^92 + t^94 + t^100 + t^102 + 2*t^106 + 2*t^116 + 2*t^118 + 2*t^124 + 2*t^130 + 2*t^132 + t^134 + t^138 + 2*t^142 + t^156 + 2*t^158 + 2*t^164 + t^166 + t^180 + t^182 + 2*t^190 + 2*t^204 + t^206 + 2*t^212 + t^220 + t^222 + t^230 + 2*t^236 + 2*t^238 + 2*t^244 + 2*t^246 + 2*t^252 + t^260 + t^268 + 2*t^276 + t^278 + t^284 + 2*t^286 + 2*t^292 + 2*t^294 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + 2*t^310 + 2*t^314 + t^316 + t^318 + t^322 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + 2*t^404 + 2*t^406 + 2*t^410 + 2*t^412 + t^418 + 2*t^420 + t^426 + 2*t^430 + t^444 + 2*t^452 + 2*t^454 + 2*t^458 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 - z1^2 - z0 + z1 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-14 + t^-12 + 2*t^-10 + 2*t^-8 + t^-6 + t^-4 + t^-2 + t^4 + 2*t^6 + t^10 + 2*t^20 + t^22 + 2*t^28 + 2*t^30 + t^36 + 2*t^42 + t^44 + 2*t^50 + 2*t^52 + 2*t^58 + t^60 + 2*t^66 + t^74 + 2*t^76 + t^82 + t^84 + t^86 + t^92 + 2*t^94 + 2*t^100 + 2*t^102 + t^106 + 2*t^108 + t^116 + t^118 + t^130 + 2*t^132 + 2*t^134 + 2*t^138 + 2*t^140 + t^142 + 2*t^148 + t^158 + t^164 + 2*t^166 + t^172 + 2*t^180 + 2*t^182 + t^188 + t^190 + t^196 + 2*t^206 + t^212 + 2*t^220 + 2*t^222 + 2*t^228 + 2*t^230 + t^236 + t^238 + t^246 + 2*t^252 + t^260 + 2*t^268 + t^276 + 2*t^278 + t^286 + 2*t^292 + t^294 + t^298 + t^300 + t^302 + t^308 + t^310 + t^314 + 2*t^316 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + t^404 + t^406 + t^410 + 2*t^418 + 2*t^420 + 2*t^426 + 2*t^428 + t^430 + 2*t^436 + t^452 + t^454 + t^458 + t^460 + 2*t^462 + O(t^464) +x^2*z0 - z0^2*z1 - z1 2*t^-20 + t^-12 + 2*t^-4 + 2 + 2*t^4 + t^12 + t^28 + t^44 + 2*t^68 + 2*t^76 + t^108 + t^124 + 2*t^132 + t^140 + t^148 + 2*t^156 + 2*t^172 + 2*t^188 + 2*t^196 + t^204 + t^228 + t^244 + 2*t^252 + t^260 + 2*t^284 + 2*t^292 + t^324 + t^412 + 2*t^420 + t^428 + t^436 + 2*t^444 + 2*t^460 + O(t^476) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - z0^2 - z1^2 - z0 - z1 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-10 + 2*t^-8 + 2*t^-4 + 2*t^-2 + 1 + 2*t^2 + 2*t^4 + t^6 + t^10 + 2*t^12 + t^14 + 2*t^20 + t^22 + t^28 + t^36 + t^38 + 2*t^42 + 2*t^52 + 2*t^54 + t^60 + t^66 + t^68 + 2*t^74 + t^84 + t^86 + t^92 + t^94 + 2*t^100 + t^106 + t^108 + t^110 + t^116 + t^118 + 2*t^124 + 2*t^126 + t^130 + 2*t^134 + t^140 + 2*t^142 + t^146 + t^148 + 2*t^150 + t^156 + t^158 + 2*t^162 + t^164 + t^166 + 2*t^172 + 2*t^174 + 2*t^180 + 2*t^182 + 2*t^188 + 2*t^190 + 2*t^196 + t^198 + 2*t^204 + 2*t^206 + t^212 + t^214 + 2*t^220 + t^222 + t^228 + t^236 + 2*t^238 + 2*t^244 + 2*t^254 + 2*t^268 + 2*t^270 + t^276 + 2*t^278 + t^284 + 2*t^286 + t^298 + t^300 + t^306 + t^308 + t^314 + 2*t^316 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + t^404 + t^410 + 2*t^412 + t^418 + t^428 + t^430 + t^434 + t^436 + t^444 + t^450 + t^452 + t^454 + t^458 + 2*t^460 + O(t^464) +x^2 + z0*z1 2*t^-18 + t^-14 + 2*t^-6 + t^-2 + 2*t^2 + 2*t^6 + t^14 + t^30 + t^38 + t^50 + 2*t^54 + t^58 + 2*t^66 + t^74 + 2*t^82 + 2*t^94 + t^102 + t^110 + 2*t^126 + t^138 + t^142 + t^146 + 2*t^150 + 2*t^162 + 2*t^166 + 2*t^174 + t^190 + t^198 + t^214 + 2*t^222 + t^230 + t^238 + 2*t^246 + 2*t^254 + 2*t^270 + t^286 + 2*t^294 + 2*t^302 + t^306 + 2*t^310 + 2*t^318 + 2*t^322 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + 2*t^406 + 2*t^418 + t^426 + t^434 + t^450 + t^462 + 2*t^466 + t^470 + t^474 + O(t^482) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 + z1^2 + z0 + z1 + 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + 2*t^-18 + t^-10 + t^-8 + t^-6 + t^-4 + 2 + 2*t^2 + t^4 + 2*t^10 + t^12 + t^14 + t^20 + 2*t^22 + 2*t^28 + 2*t^30 + 2*t^36 + t^38 + t^42 + 2*t^50 + t^52 + 2*t^54 + 2*t^58 + 2*t^60 + 2*t^68 + t^82 + 2*t^84 + 2*t^86 + 2*t^92 + t^100 + 2*t^102 + 2*t^106 + 2*t^108 + t^110 + 2*t^116 + 2*t^118 + t^124 + 2*t^126 + 2*t^130 + t^134 + 2*t^138 + 2*t^140 + t^146 + 2*t^148 + 2*t^150 + 2*t^156 + 2*t^158 + 2*t^162 + 2*t^164 + t^172 + 2*t^174 + t^180 + t^182 + t^188 + t^196 + t^198 + t^204 + t^206 + 2*t^212 + t^214 + t^220 + 2*t^228 + 2*t^230 + 2*t^236 + t^244 + t^246 + 2*t^254 + t^268 + 2*t^270 + 2*t^276 + t^278 + 2*t^284 + t^294 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + t^310 + 2*t^314 + t^316 + 2*t^324 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + 2*t^404 + t^406 + 2*t^410 + t^412 + 2*t^426 + 2*t^428 + 2*t^430 + t^434 + 2*t^436 + 2*t^444 + t^450 + 2*t^452 + 2*t^454 + 2*t^458 + t^460 + 2*t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 - z0*z1 + z1^2 + z1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-12 + t^-10 + t^-8 + t^-4 + 2 + 2*t^2 + 2*t^6 + 2*t^12 + t^14 + t^18 + t^22 + t^28 + t^30 + 2*t^36 + t^42 + t^46 + 2*t^50 + 2*t^52 + t^58 + t^66 + t^74 + t^82 + t^84 + 2*t^86 + t^90 + t^92 + 2*t^106 + t^108 + t^110 + 2*t^116 + t^118 + 2*t^122 + t^124 + t^126 + t^130 + t^132 + t^134 + t^138 + 2*t^140 + t^150 + t^154 + t^156 + 2*t^158 + 2*t^172 + t^180 + 2*t^182 + t^188 + t^190 + t^198 + 2*t^204 + t^206 + t^212 + t^214 + 2*t^222 + t^228 + 2*t^236 + t^244 + t^252 + 2*t^254 + t^262 + 2*t^268 + t^278 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + 2*t^310 + 2*t^314 + 2*t^318 + t^324 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + 2*t^404 + t^406 + 2*t^410 + t^412 + t^414 + t^420 + 2*t^428 + 2*t^430 + t^434 + 2*t^442 + t^444 + 2*t^446 + t^454 + 2*t^458 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + z0^2 - z1^2 + z0 - z1 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 1 + 2*t^2 + t^4 + 2*t^10 + t^14 + t^18 + t^20 + 2*t^30 + t^36 + 2*t^42 + t^46 + 2*t^58 + 2*t^60 + 2*t^66 + 2*t^68 + t^86 + t^90 + t^94 + t^100 + t^102 + t^106 + t^110 + t^116 + 2*t^122 + 2*t^124 + t^126 + t^132 + 2*t^134 + 2*t^138 + t^140 + 2*t^142 + 2*t^148 + t^150 + t^154 + t^158 + 2*t^164 + t^166 + 2*t^180 + 2*t^188 + t^196 + t^198 + 2*t^206 + t^214 + t^220 + t^230 + t^236 + 2*t^238 + 2*t^244 + 2*t^246 + t^252 + 2*t^254 + t^262 + 2*t^276 + 2*t^278 + 2*t^284 + 2*t^286 + 2*t^294 + t^298 + t^306 + t^310 + t^314 + t^316 + t^322 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + t^404 + t^410 + 2*t^412 + t^414 + t^418 + t^420 + t^426 + t^428 + t^430 + t^434 + 2*t^436 + 2*t^442 + 2*t^446 + 2*t^452 + t^458 + 2*t^462 + O(t^464) +x^2 - z0^2 + z0*z1 - z0 - 1 2*t^-18 + t^-14 + 2*t^-12 + t^-6 + t^-2 + 2*t^2 + 2*t^4 + t^6 + t^10 + t^12 + t^14 + t^18 + 2*t^20 + 2*t^22 + 2*t^28 + t^46 + t^50 + t^52 + t^60 + t^68 + 2*t^74 + 2*t^82 + 2*t^84 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + 2*t^102 + 2*t^108 + t^110 + 2*t^118 + 2*t^122 + t^126 + 2*t^130 + t^132 + t^142 + t^148 + t^150 + t^154 + 2*t^156 + t^164 + 2*t^166 + t^172 + t^182 + 2*t^190 + 2*t^196 + t^198 + t^204 + 2*t^212 + t^214 + 2*t^220 + t^222 + 2*t^228 + 2*t^230 + t^238 + t^246 + t^252 + 2*t^254 + t^262 + t^268 + t^276 + t^284 + t^286 + t^294 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + 2*t^316 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + 2*t^406 + t^414 + 2*t^418 + t^420 + 2*t^426 + t^434 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^452 + 2*t^454 + t^460 + 2*t^466 + 2*t^474 + t^478 + O(t^482) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 - z1^2 + z0 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + t^-12 + 2*t^-10 + 2*t^-8 + t^-6 + 2 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + t^18 + t^20 + 2*t^28 + t^36 + t^38 + 2*t^42 + 2*t^44 + t^46 + t^50 + 2*t^54 + 2*t^60 + t^66 + t^74 + t^76 + 2*t^82 + t^86 + t^90 + t^100 + 2*t^102 + t^106 + 2*t^108 + 2*t^110 + t^116 + 2*t^122 + t^124 + 2*t^132 + 2*t^134 + t^146 + t^148 + t^154 + t^156 + t^158 + 2*t^162 + 2*t^164 + t^172 + 2*t^174 + 2*t^180 + t^190 + 2*t^196 + 2*t^198 + 2*t^204 + 2*t^206 + 2*t^214 + t^220 + 2*t^222 + 2*t^228 + 2*t^230 + t^236 + t^244 + t^246 + 2*t^252 + t^254 + 2*t^260 + t^262 + 2*t^270 + 2*t^276 + 2*t^278 + t^292 + t^294 + t^298 + 2*t^302 + 2*t^306 + t^314 + t^316 + 2*t^318 + 2*t^324 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + t^404 + 2*t^406 + t^410 + t^412 + t^414 + 2*t^420 + 2*t^426 + t^430 + 2*t^434 + t^436 + 2*t^442 + t^444 + 2*t^446 + t^450 + 2*t^452 + t^458 + t^460 + O(t^464) +-x^2*z0 + z0^2*z1 - x^2 - z0^2 - z0*z1 - z0 + z1 - 1 t^-20 + t^-18 + 2*t^-14 + t^-12 + t^-4 + 2*t^-2 + 1 + t^2 + t^10 + 2*t^14 + t^18 + 2*t^20 + 2*t^22 + t^28 + t^30 + t^38 + 2*t^44 + t^46 + 2*t^50 + t^52 + 2*t^54 + t^58 + t^60 + 2*t^66 + 2*t^68 + t^76 + t^82 + 2*t^84 + t^90 + 2*t^92 + t^94 + 2*t^100 + t^108 + 2*t^110 + 2*t^118 + 2*t^122 + 2*t^124 + 2*t^130 + 2*t^132 + t^138 + 2*t^140 + 2*t^142 + t^146 + t^154 + 2*t^162 + t^164 + t^166 + 2*t^172 + 2*t^174 + t^182 + t^188 + 2*t^198 + 2*t^212 + 2*t^214 + 2*t^220 + t^228 + 2*t^238 + 2*t^244 + 2*t^252 + t^254 + 2*t^260 + t^262 + t^268 + 2*t^270 + t^276 + 2*t^284 + 2*t^286 + t^292 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + 2*t^310 + 2*t^316 + t^322 + t^324 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + t^406 + 2*t^412 + t^414 + t^418 + 2*t^420 + 2*t^428 + 2*t^434 + 2*t^442 + 2*t^446 + t^450 + t^452 + 2*t^454 + 2*t^460 + t^462 + t^466 + t^470 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + z1^2 - z1 t^-28 + t^-26 + t^-24 + t^-22 + t^-18 + t^-14 + t^-12 + t^-10 + t^-8 + 2*t^-6 + 2*t^-4 + t^-2 + t^2 + t^4 + t^6 + t^12 + 2*t^14 + t^18 + t^22 + 2*t^30 + 2*t^36 + t^38 + t^42 + 2*t^44 + t^46 + 2*t^52 + 2*t^54 + 2*t^58 + t^68 + 2*t^74 + t^76 + t^84 + 2*t^86 + t^90 + t^92 + 2*t^94 + t^102 + 2*t^106 + 2*t^110 + 2*t^116 + t^118 + 2*t^122 + t^130 + 2*t^132 + t^134 + 2*t^138 + t^140 + t^142 + t^146 + 2*t^148 + t^154 + 2*t^156 + 2*t^158 + 2*t^162 + 2*t^166 + 2*t^174 + t^180 + 2*t^182 + 2*t^188 + 2*t^190 + t^196 + 2*t^198 + t^204 + t^206 + t^212 + 2*t^214 + t^222 + t^230 + 2*t^236 + t^238 + 2*t^246 + 2*t^252 + t^254 + 2*t^260 + t^262 + 2*t^268 + 2*t^270 + t^278 + t^284 + t^286 + t^292 + 2*t^294 + 2*t^298 + t^300 + 2*t^306 + t^308 + t^310 + 2*t^314 + t^318 + 2*t^322 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + 2*t^404 + 2*t^410 + t^414 + 2*t^418 + 2*t^420 + t^426 + t^428 + 2*t^430 + 2*t^434 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + t^454 + 2*t^458 + 2*t^462 + O(t^464) +x^2*z0 - z0^2*z1 - z0^2 - z0 - z1 - 1 2*t^-20 + 2*t^-6 + 2*t^-4 + 2 + t^4 + 2*t^6 + t^10 + 2*t^12 + t^18 + 2*t^20 + 2*t^22 + 2*t^30 + 2*t^38 + t^44 + t^46 + t^52 + t^54 + 2*t^58 + t^60 + t^66 + t^74 + 2*t^76 + 2*t^84 + t^90 + 2*t^92 + 2*t^100 + t^102 + 2*t^118 + 2*t^122 + t^124 + 2*t^126 + 2*t^130 + 2*t^138 + t^140 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + t^156 + t^162 + t^164 + t^174 + t^182 + 2*t^188 + t^190 + t^196 + 2*t^204 + 2*t^212 + 2*t^220 + 2*t^222 + t^230 + t^244 + 2*t^246 + t^260 + t^262 + t^268 + t^270 + t^276 + 2*t^292 + 2*t^294 + 2*t^300 + 2*t^308 + t^310 + 2*t^316 + 2*t^318 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + t^412 + t^414 + t^426 + t^428 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + t^452 + 2*t^454 + 2*t^462 + 2*t^470 + t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 + x^2 + z0*z1 + z1^2 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + 2*t^-14 + t^-10 + t^-8 + t^-6 + 2*t^-2 + 1 + 2*t^4 + t^18 + t^22 + 2*t^28 + 2*t^36 + 2*t^38 + t^42 + t^44 + t^46 + t^50 + 2*t^52 + t^54 + 2*t^66 + 2*t^68 + 2*t^76 + 2*t^82 + t^84 + 2*t^86 + t^90 + t^92 + t^94 + 2*t^102 + 2*t^106 + 2*t^108 + 2*t^116 + t^118 + 2*t^122 + 2*t^124 + 2*t^126 + t^130 + t^134 + 2*t^142 + 2*t^146 + t^148 + 2*t^150 + t^154 + 2*t^158 + t^162 + t^166 + t^172 + t^174 + t^180 + 2*t^182 + 2*t^196 + t^206 + t^212 + 2*t^228 + 2*t^230 + 2*t^236 + 2*t^238 + 2*t^244 + t^246 + t^260 + t^262 + 2*t^268 + t^270 + t^278 + 2*t^284 + 2*t^286 + 2*t^292 + t^294 + 2*t^298 + t^300 + 2*t^302 + t^308 + 2*t^314 + t^322 + 2*t^324 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + 2*t^404 + 2*t^406 + 2*t^410 + 2*t^412 + t^414 + t^418 + 2*t^426 + 2*t^430 + t^436 + 2*t^442 + 2*t^446 + 2*t^450 + t^454 + 2*t^458 + t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 - z1^2 + z0 + z1 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-14 + 2*t^-10 + 2*t^-8 + t^-4 + t^-2 + t^6 + 2*t^10 + t^12 + t^18 + t^20 + t^28 + t^30 + t^36 + 2*t^38 + 2*t^42 + t^44 + t^46 + 2*t^50 + t^54 + t^58 + 2*t^60 + t^68 + 2*t^74 + 2*t^76 + t^82 + t^86 + t^90 + 2*t^94 + t^100 + t^106 + t^108 + t^116 + 2*t^122 + 2*t^126 + 2*t^134 + t^138 + 2*t^140 + t^142 + 2*t^146 + 2*t^150 + t^154 + 2*t^156 + t^158 + t^162 + 2*t^164 + 2*t^166 + 2*t^172 + t^174 + 2*t^180 + t^188 + 2*t^190 + t^204 + 2*t^206 + t^220 + t^222 + t^228 + t^236 + t^238 + t^260 + t^262 + t^270 + 2*t^276 + 2*t^278 + t^284 + t^286 + 2*t^292 + t^298 + t^302 + 2*t^310 + t^314 + t^316 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + t^404 + t^406 + t^410 + t^414 + 2*t^418 + 2*t^428 + t^430 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + 2*t^452 + t^458 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 - z0*z1 - z1^2 + z1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-6 + t^-4 + t^-2 + 2*t^4 + 2*t^12 + 2*t^18 + 2*t^22 + t^36 + t^38 + 2*t^42 + t^44 + 2*t^46 + 2*t^50 + t^52 + 2*t^54 + t^66 + 2*t^68 + 2*t^76 + t^82 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + 2*t^94 + t^102 + t^106 + t^116 + 2*t^118 + t^122 + t^126 + 2*t^130 + t^132 + 2*t^134 + 2*t^140 + t^142 + t^146 + t^148 + t^150 + 2*t^154 + t^156 + t^158 + 2*t^162 + 2*t^166 + 2*t^174 + 2*t^180 + t^182 + t^188 + 2*t^196 + 2*t^204 + 2*t^206 + 2*t^212 + t^230 + t^236 + t^238 + 2*t^246 + t^252 + t^260 + 2*t^262 + t^268 + 2*t^270 + 2*t^278 + 2*t^284 + t^286 + 2*t^292 + 2*t^294 + t^298 + 2*t^300 + t^302 + 2*t^308 + t^314 + 2*t^322 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + t^404 + t^406 + t^410 + 2*t^414 + 2*t^418 + t^420 + t^426 + 2*t^428 + t^430 + t^436 + t^442 + t^444 + t^446 + t^450 + 2*t^454 + t^458 + O(t^464) +x^2*z0 - z0^2*z1 + z0^2 + z0 - z1 + 1 2*t^-20 + 2*t^-12 + t^-6 + 2*t^-4 + 2 + t^6 + 2*t^10 + 2*t^18 + t^20 + t^22 + 2*t^28 + t^30 + t^38 + t^44 + 2*t^46 + 2*t^52 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + t^68 + 2*t^74 + 2*t^76 + t^84 + 2*t^90 + t^92 + t^100 + 2*t^102 + 2*t^108 + t^118 + t^122 + t^124 + t^126 + t^130 + t^132 + t^138 + t^140 + t^146 + t^150 + 2*t^154 + 2*t^162 + 2*t^164 + t^172 + 2*t^174 + 2*t^182 + 2*t^188 + 2*t^190 + t^212 + t^220 + t^222 + 2*t^228 + 2*t^230 + t^244 + t^246 + t^252 + t^260 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + t^284 + 2*t^292 + t^294 + t^300 + t^308 + 2*t^310 + t^316 + t^318 + 2*t^324 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + t^412 + 2*t^414 + t^420 + 2*t^426 + t^428 + t^442 + t^446 + t^450 + 2*t^452 + t^454 + t^460 + t^462 + t^470 + 2*t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 - z0 - 1 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + 2*t^-14 + 2*t^-12 + t^-10 + t^-8 + 2*t^-2 + 1 + t^4 + 2*t^6 + t^10 + t^12 + 2*t^18 + 2*t^20 + t^28 + 2*t^30 + 2*t^36 + t^38 + t^42 + t^44 + 2*t^46 + t^50 + 2*t^54 + 2*t^58 + t^60 + t^74 + 2*t^76 + 2*t^82 + 2*t^86 + 2*t^90 + t^94 + 2*t^100 + 2*t^106 + t^108 + 2*t^116 + t^122 + 2*t^124 + t^126 + t^132 + t^134 + 2*t^138 + 2*t^142 + t^146 + 2*t^148 + t^150 + 2*t^154 + 2*t^156 + 2*t^158 + 2*t^162 + t^164 + t^166 + 2*t^172 + 2*t^174 + t^180 + t^190 + t^196 + t^204 + t^206 + 2*t^220 + 2*t^222 + t^228 + 2*t^236 + 2*t^238 + 2*t^244 + t^252 + t^260 + 2*t^262 + 2*t^270 + t^276 + t^278 + 2*t^286 + 2*t^292 + 2*t^298 + 2*t^302 + t^310 + 2*t^314 + 2*t^316 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + 2*t^404 + 2*t^406 + 2*t^410 + 2*t^412 + 2*t^414 + t^418 + t^420 + 2*t^430 + 2*t^436 + t^442 + 2*t^444 + t^446 + t^450 + t^452 + 2*t^458 + 2*t^460 + 2*t^462 + O(t^464) +x^2 + z0^2 + z0*z1 + z0 + 1 2*t^-18 + t^-14 + t^-12 + t^-2 + 2*t^2 + t^4 + 2*t^10 + 2*t^12 + t^14 + 2*t^18 + t^20 + t^22 + t^28 + 2*t^30 + 2*t^38 + 2*t^46 + t^50 + 2*t^52 + t^54 + 2*t^58 + 2*t^60 + t^66 + 2*t^68 + 2*t^82 + t^84 + 2*t^90 + t^92 + 2*t^94 + t^100 + t^108 + t^110 + t^118 + t^122 + t^130 + 2*t^132 + 2*t^138 + t^142 + 2*t^146 + 2*t^148 + 2*t^154 + t^156 + t^162 + 2*t^164 + 2*t^166 + 2*t^172 + t^174 + 2*t^182 + t^196 + t^198 + 2*t^204 + t^212 + t^214 + t^220 + t^228 + t^238 + 2*t^252 + 2*t^254 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + 2*t^284 + t^286 + t^300 + 2*t^302 + t^306 + t^308 + t^310 + t^316 + 2*t^322 + t^324 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + 2*t^406 + 2*t^414 + 2*t^418 + 2*t^420 + t^434 + 2*t^436 + t^442 + t^444 + t^446 + 2*t^450 + 2*t^452 + t^454 + 2*t^460 + 2*t^462 + 2*t^466 + 2*t^470 + 2*t^478 + O(t^482) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 + z1^2 - z0 + z1 - 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + 2*t^-18 + t^-12 + t^-10 + t^-8 + 2*t^-6 + t^-4 + 2 + 2*t^2 + 2*t^4 + t^6 + t^10 + t^14 + 2*t^18 + 2*t^20 + 2*t^36 + 2*t^38 + t^42 + 2*t^46 + 2*t^50 + t^54 + t^60 + 2*t^66 + t^68 + 2*t^74 + t^82 + 2*t^86 + 2*t^90 + 2*t^100 + t^102 + 2*t^106 + t^110 + 2*t^116 + t^122 + t^124 + 2*t^132 + t^134 + 2*t^140 + 2*t^146 + t^148 + 2*t^154 + 2*t^158 + t^162 + t^164 + t^174 + t^180 + t^188 + 2*t^190 + 2*t^196 + t^198 + t^206 + t^214 + 2*t^220 + t^222 + t^230 + 2*t^236 + t^244 + 2*t^246 + 2*t^252 + 2*t^254 + 2*t^262 + t^270 + t^276 + t^278 + t^284 + 2*t^294 + 2*t^298 + t^302 + t^306 + 2*t^314 + 2*t^316 + t^318 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + 2*t^404 + t^406 + 2*t^410 + t^412 + 2*t^414 + 2*t^420 + t^426 + 2*t^428 + 2*t^430 + t^434 + t^436 + t^442 + t^446 + 2*t^450 + t^452 + 2*t^458 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - z1^2 - z1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + 2*t^-8 + t^-6 + 2*t^-4 + 2*t^-2 + 1 + 2*t^2 + 2*t^6 + t^12 + t^14 + 2*t^18 + 2*t^22 + 2*t^28 + t^30 + t^36 + 2*t^38 + 2*t^42 + 2*t^46 + t^52 + t^54 + t^58 + t^74 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + t^94 + 2*t^102 + t^106 + 2*t^108 + t^110 + t^116 + 2*t^118 + t^122 + 2*t^124 + 2*t^130 + 2*t^132 + 2*t^134 + t^138 + t^140 + 2*t^142 + 2*t^146 + 2*t^154 + 2*t^156 + t^158 + t^162 + t^166 + t^172 + t^174 + 2*t^180 + t^182 + 2*t^188 + t^190 + t^198 + t^204 + 2*t^206 + 2*t^212 + t^214 + 2*t^222 + 2*t^228 + 2*t^230 + t^236 + 2*t^238 + 2*t^244 + t^246 + 2*t^252 + 2*t^254 + 2*t^262 + t^268 + t^270 + 2*t^278 + 2*t^286 + t^294 + t^298 + 2*t^300 + t^306 + 2*t^308 + 2*t^310 + t^314 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + t^404 + t^410 + 2*t^412 + 2*t^414 + t^418 + 2*t^420 + 2*t^426 + t^428 + t^430 + t^434 + t^442 + 2*t^444 + t^446 + 2*t^450 + 2*t^454 + t^458 + t^460 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - z0^2 + z1^2 - z0 - z1 - 1 t^-28 + t^-26 + t^-24 + t^-22 + t^-18 + t^-14 + t^-10 + t^-8 + t^-6 + 2*t^-4 + t^-2 + t^2 + t^10 + 2*t^12 + 2*t^14 + 2*t^18 + 2*t^20 + 2*t^28 + t^30 + 2*t^36 + t^42 + 2*t^44 + 2*t^46 + t^58 + t^60 + t^66 + 2*t^68 + t^76 + 2*t^86 + 2*t^90 + 2*t^94 + 2*t^100 + 2*t^102 + 2*t^106 + 2*t^108 + 2*t^110 + 2*t^116 + t^122 + 2*t^126 + t^134 + t^138 + t^140 + t^142 + 2*t^150 + 2*t^154 + t^156 + 2*t^158 + t^164 + 2*t^166 + t^172 + t^180 + 2*t^188 + 2*t^198 + 2*t^204 + t^206 + 2*t^214 + 2*t^220 + 2*t^228 + 2*t^230 + 2*t^236 + t^238 + t^246 + t^254 + 2*t^260 + 2*t^262 + t^276 + t^278 + 2*t^284 + t^286 + t^292 + t^294 + 2*t^298 + 2*t^306 + 2*t^310 + 2*t^314 + 2*t^316 + 2*t^322 + 2*t^324 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + 2*t^404 + 2*t^410 + 2*t^414 + 2*t^418 + 2*t^426 + t^428 + 2*t^430 + 2*t^434 + t^442 + t^444 + t^446 + t^452 + 2*t^458 + t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 + x^2 + z0*z1 - z1^2 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + 2*t^-10 + 2*t^-8 + 2 + t^2 + t^4 + t^6 + 2*t^14 + 2*t^18 + 2*t^22 + t^28 + 2*t^30 + t^36 + 2*t^42 + 2*t^44 + 2*t^46 + t^50 + t^52 + 2*t^58 + 2*t^66 + t^68 + 2*t^74 + t^76 + 2*t^82 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + t^106 + t^108 + 2*t^110 + t^116 + 2*t^118 + t^122 + t^124 + 2*t^126 + 2*t^130 + 2*t^134 + 2*t^138 + 2*t^148 + 2*t^150 + 2*t^154 + t^158 + 2*t^172 + 2*t^180 + t^182 + 2*t^190 + t^196 + 2*t^198 + 2*t^206 + 2*t^212 + 2*t^214 + t^222 + t^228 + t^236 + t^244 + t^254 + 2*t^260 + 2*t^262 + t^268 + 2*t^278 + t^284 + t^292 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + t^310 + t^314 + t^318 + t^324 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + t^404 + 2*t^406 + t^410 + t^412 + 2*t^414 + t^430 + 2*t^434 + 2*t^436 + t^442 + t^446 + 2*t^454 + t^458 + 2*t^460 + 2*t^462 + O(t^464) +-x^2*z0 + z0^2*z1 - x^2 + z0^2 - z0*z1 + z0 + z1 + 1 t^-20 + t^-18 + 2*t^-14 + 2*t^-6 + t^-4 + 2*t^-2 + 1 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + 2*t^18 + t^20 + t^22 + 2*t^44 + 2*t^46 + 2*t^50 + 2*t^52 + 2*t^60 + t^74 + t^76 + t^82 + t^84 + 2*t^90 + t^92 + t^94 + t^100 + t^102 + 2*t^110 + t^118 + t^122 + 2*t^124 + 2*t^126 + t^130 + 2*t^140 + 2*t^142 + t^148 + 2*t^150 + 2*t^154 + 2*t^156 + 2*t^164 + t^166 + 2*t^182 + t^188 + t^190 + 2*t^196 + 2*t^198 + t^204 + t^212 + 2*t^214 + t^220 + 2*t^222 + t^230 + 2*t^238 + 2*t^244 + 2*t^246 + t^254 + 2*t^260 + 2*t^262 + 2*t^268 + 2*t^276 + 2*t^286 + t^292 + 2*t^294 + t^300 + t^302 + 2*t^306 + t^308 + t^316 + 2*t^318 + t^322 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + t^406 + 2*t^412 + 2*t^414 + t^418 + t^426 + 2*t^428 + 2*t^434 + t^436 + t^442 + 2*t^444 + t^446 + 2*t^452 + t^454 + t^466 + t^474 + O(t^476) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 - z1^2 + z0 + z1 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-18 + t^-12 + t^-10 + 2*t^-8 + t^-6 + t^-4 + 2*t^2 + t^4 + 2*t^10 + t^14 + 2*t^20 + 2*t^22 + 2*t^28 + 2*t^30 + t^36 + t^38 + t^42 + t^44 + 2*t^50 + 2*t^52 + 2*t^54 + 2*t^58 + t^60 + 2*t^76 + t^82 + t^84 + 2*t^86 + t^92 + 2*t^100 + 2*t^102 + 2*t^106 + 2*t^108 + t^110 + t^116 + 2*t^118 + 2*t^126 + 2*t^130 + 2*t^132 + t^134 + 2*t^138 + 2*t^140 + t^146 + 2*t^148 + 2*t^150 + 2*t^158 + 2*t^162 + t^164 + t^172 + 2*t^174 + 2*t^180 + t^182 + t^188 + t^196 + t^198 + t^206 + t^212 + t^214 + 2*t^220 + 2*t^228 + 2*t^230 + t^236 + t^246 + 2*t^252 + 2*t^254 + t^260 + 2*t^268 + 2*t^270 + t^276 + t^278 + 2*t^292 + t^294 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + t^310 + 2*t^314 + 2*t^316 + 2*t^324 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + t^404 + t^406 + 2*t^410 + 2*t^420 + 2*t^426 + 2*t^428 + 2*t^430 + t^434 + 2*t^436 + t^450 + t^452 + 2*t^454 + 2*t^458 + t^460 + 2*t^462 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - z0 - z1 2*t^-26 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + 2*t^-4 + 2*t^-2 + 2 + 2*t^2 + 2*t^4 + t^6 + t^10 + t^12 + t^14 + t^22 + t^28 + t^38 + 2*t^42 + t^44 + 2*t^54 + t^66 + 2*t^68 + 2*t^74 + 2*t^76 + t^86 + t^94 + t^106 + t^108 + t^110 + t^118 + t^124 + 2*t^126 + t^130 + 2*t^132 + 2*t^134 + t^140 + 2*t^142 + t^146 + t^148 + 2*t^150 + 2*t^156 + t^158 + 2*t^162 + t^166 + 2*t^172 + 2*t^174 + 2*t^182 + 2*t^188 + 2*t^190 + 2*t^196 + t^198 + t^204 + 2*t^206 + t^214 + t^222 + t^228 + 2*t^238 + t^244 + 2*t^252 + 2*t^254 + t^260 + 2*t^270 + 2*t^278 + 2*t^284 + 2*t^286 + 2*t^292 + t^298 + t^306 + t^314 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + t^410 + t^412 + t^418 + 2*t^420 + t^428 + t^430 + t^434 + t^436 + 2*t^444 + t^450 + t^454 + t^458 + 2*t^460 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2 + z0^2 + z0*z1 + z1^2 + 1 t^-28 + t^-24 + t^-20 + 2*t^-18 + t^-14 + t^-12 + t^-8 + 2*t^-6 + t^-2 + 1 + 2*t^2 + 2*t^6 + 2*t^12 + t^14 + t^20 + t^30 + 2*t^36 + t^38 + t^44 + t^50 + t^52 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + t^68 + t^74 + 2*t^76 + 2*t^82 + 2*t^84 + 2*t^92 + 2*t^94 + t^100 + t^102 + t^110 + 2*t^116 + 2*t^124 + 2*t^126 + 2*t^132 + t^138 + t^142 + t^146 + 2*t^150 + t^156 + 2*t^162 + 2*t^164 + 2*t^166 + 2*t^174 + t^180 + t^190 + t^198 + 2*t^204 + 2*t^212 + t^214 + t^220 + 2*t^222 + t^230 + 2*t^236 + t^238 + 2*t^244 + 2*t^246 + 2*t^252 + 2*t^254 + t^260 + t^268 + 2*t^270 + 2*t^276 + t^284 + t^286 + 2*t^292 + 2*t^294 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + 2*t^310 + t^316 + 2*t^318 + 2*t^322 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + 2*t^404 + 2*t^406 + 2*t^412 + 2*t^418 + 2*t^420 + t^426 + t^434 + t^444 + t^450 + 2*t^452 + t^462 + O(t^464) +x^2*z1 - z0*z1^2 + x^2 + z0*z1 - z0 2*t^-26 + 2*t^-22 + t^-18 + 2*t^-10 + 2*t^-6 + t^2 + t^10 + 2*t^14 + t^22 + t^30 + 2*t^38 + 2*t^42 + t^50 + t^54 + t^58 + 2*t^82 + t^86 + t^102 + t^106 + 2*t^110 + t^118 + t^126 + t^130 + 2*t^134 + t^138 + 2*t^146 + t^150 + t^158 + t^162 + t^174 + 2*t^182 + 2*t^198 + 2*t^206 + 2*t^214 + t^230 + 2*t^246 + t^254 + t^270 + 2*t^278 + 2*t^294 + t^298 + 2*t^302 + 2*t^306 + 2*t^310 + t^314 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + 2*t^406 + t^410 + t^426 + t^430 + 2*t^434 + 2*t^450 + t^454 + t^458 + t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 - x^2 + z0^2 - z0*z1 + z1^2 + z1 + 1 t^-28 + t^-24 + 2*t^-20 + t^-18 + 2*t^-14 + t^-8 + t^-6 + t^-4 + 2*t^-2 + 2 + t^2 + t^4 + t^6 + t^12 + 2*t^14 + t^20 + 2*t^28 + 2*t^30 + 2*t^36 + 2*t^38 + 2*t^50 + t^52 + t^54 + 2*t^58 + 2*t^60 + t^66 + 2*t^68 + 2*t^74 + t^82 + 2*t^84 + 2*t^92 + t^94 + t^100 + 2*t^102 + 2*t^108 + 2*t^110 + 2*t^116 + t^124 + t^126 + 2*t^138 + 2*t^140 + 2*t^142 + 2*t^146 + 2*t^148 + t^150 + 2*t^156 + t^162 + 2*t^164 + t^166 + t^172 + t^174 + t^180 + t^188 + 2*t^190 + t^196 + 2*t^198 + t^204 + 2*t^212 + 2*t^214 + t^220 + t^222 + 2*t^228 + 2*t^230 + 2*t^236 + 2*t^238 + t^244 + t^246 + t^254 + t^268 + t^270 + 2*t^276 + 2*t^284 + 2*t^286 + t^294 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + t^310 + t^316 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + 2*t^404 + t^406 + t^412 + t^418 + 2*t^426 + 2*t^428 + 2*t^434 + 2*t^436 + 2*t^444 + 2*t^450 + 2*t^452 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - z0^2 - z1^2 + z0 - z1 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + t^-18 + t^-14 + t^-10 + 2*t^-8 + 2*t^-4 + t^-2 + 1 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + 2*t^20 + 2*t^22 + t^28 + t^36 + 2*t^38 + t^42 + 2*t^52 + t^54 + t^60 + 2*t^66 + t^68 + t^74 + t^84 + 2*t^86 + t^92 + 2*t^94 + 2*t^100 + 2*t^106 + t^108 + 2*t^110 + t^116 + 2*t^118 + 2*t^124 + t^126 + 2*t^130 + t^134 + t^140 + t^142 + 2*t^146 + t^148 + t^150 + t^156 + 2*t^158 + t^162 + t^164 + 2*t^166 + 2*t^172 + t^174 + 2*t^180 + t^182 + 2*t^188 + t^190 + 2*t^196 + 2*t^198 + 2*t^204 + t^206 + t^212 + 2*t^214 + 2*t^220 + 2*t^222 + t^228 + t^236 + t^238 + 2*t^244 + t^254 + 2*t^268 + t^270 + t^276 + t^278 + t^284 + t^286 + 2*t^298 + t^300 + 2*t^306 + t^308 + 2*t^314 + 2*t^316 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + t^404 + 2*t^410 + 2*t^412 + 2*t^418 + t^428 + 2*t^430 + 2*t^434 + t^436 + t^444 + 2*t^450 + t^452 + 2*t^454 + 2*t^458 + 2*t^460 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 + z0^2 + z1^2 - z1 + 1 t^-28 + t^-24 + 2*t^-12 + t^-8 + 2*t^-4 + 2*t^4 + t^20 + t^28 + 2*t^36 + 2*t^44 + t^52 + 2*t^60 + t^76 + 2*t^84 + 2*t^92 + t^100 + t^108 + 2*t^116 + t^132 + t^140 + t^148 + 2*t^164 + 2*t^172 + t^180 + 2*t^188 + 2*t^196 + 2*t^212 + t^220 + t^228 + 2*t^236 + t^252 + 2*t^260 + t^268 + 2*t^276 + t^292 + 2*t^300 + 2*t^308 + t^316 + t^324 + 2*t^404 + t^420 + t^428 + t^436 + 2*t^452 + 2*t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 - z1^2 + z0 - 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + 2*t^-14 + 2*t^-12 + t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-2 + 2 + t^6 + 2*t^10 + t^12 + 2*t^20 + 2*t^22 + t^30 + t^36 + t^42 + 2*t^44 + t^50 + 2*t^52 + t^58 + t^60 + t^66 + 2*t^68 + 2*t^74 + t^76 + 2*t^82 + t^84 + 2*t^86 + t^92 + t^94 + 2*t^100 + t^102 + 2*t^106 + t^116 + 2*t^118 + t^124 + 2*t^130 + t^132 + t^134 + t^138 + 2*t^142 + 2*t^156 + 2*t^158 + t^164 + t^166 + 2*t^180 + t^182 + 2*t^190 + t^204 + t^206 + t^212 + 2*t^220 + t^222 + t^230 + t^236 + 2*t^238 + t^244 + 2*t^246 + t^252 + 2*t^260 + 2*t^268 + t^276 + t^278 + 2*t^284 + 2*t^286 + t^292 + 2*t^294 + 2*t^298 + t^300 + 2*t^302 + t^308 + 2*t^310 + 2*t^314 + 2*t^316 + t^318 + t^322 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + t^404 + 2*t^406 + 2*t^410 + t^412 + t^418 + t^420 + t^426 + 2*t^430 + 2*t^444 + t^452 + 2*t^454 + 2*t^458 + t^462 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 - z0*z1 - z0 + z1 2*t^-26 + 2*t^-22 + t^-20 + t^-14 + 2*t^-12 + 2*t^-10 + t^-6 + t^-4 + t^-2 + 1 + t^4 + 2*t^6 + t^10 + 2*t^12 + t^22 + 2*t^28 + 2*t^30 + 2*t^42 + 2*t^44 + 2*t^50 + 2*t^58 + 2*t^66 + t^68 + t^74 + t^76 + t^82 + t^86 + 2*t^94 + 2*t^102 + t^106 + 2*t^108 + t^118 + 2*t^124 + t^130 + t^132 + 2*t^134 + 2*t^138 + 2*t^140 + t^142 + 2*t^148 + t^156 + t^158 + 2*t^166 + t^172 + 2*t^182 + t^188 + t^190 + t^196 + 2*t^204 + 2*t^206 + 2*t^222 + 2*t^228 + 2*t^230 + t^238 + 2*t^244 + t^246 + t^252 + 2*t^260 + 2*t^278 + t^284 + t^286 + t^292 + t^294 + t^298 + t^302 + t^310 + t^314 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + t^406 + t^410 + 2*t^412 + 2*t^418 + t^420 + 2*t^426 + 2*t^428 + t^430 + 2*t^436 + t^444 + t^454 + t^458 + t^460 + 2*t^462 + 2*t^466 + O(t^470) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 + z0 + z1 - 1 2*t^-26 + 2*t^-22 + t^-20 + t^-14 + t^-12 + 2*t^-10 + t^-4 + t^-2 + 1 + t^6 + 2*t^10 + t^18 + 2*t^20 + t^28 + t^30 + 2*t^38 + 2*t^42 + 2*t^44 + t^46 + 2*t^50 + t^52 + t^54 + t^58 + t^60 + 2*t^68 + 2*t^74 + t^76 + t^82 + 2*t^84 + t^86 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + t^106 + t^108 + 2*t^122 + 2*t^124 + 2*t^126 + 2*t^132 + 2*t^134 + t^138 + 2*t^140 + t^142 + 2*t^146 + 2*t^150 + t^154 + t^158 + t^162 + t^164 + 2*t^166 + 2*t^172 + t^174 + t^188 + 2*t^190 + 2*t^206 + 2*t^212 + 2*t^220 + t^222 + t^228 + t^238 + 2*t^244 + 2*t^252 + 2*t^260 + t^262 + t^268 + t^270 + t^276 + 2*t^278 + 2*t^284 + t^286 + t^292 + t^298 + 2*t^300 + t^302 + 2*t^308 + 2*t^310 + t^314 + 2*t^316 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + t^406 + t^410 + 2*t^412 + t^414 + 2*t^418 + 2*t^420 + 2*t^428 + t^430 + 2*t^442 + 2*t^446 + 2*t^450 + t^452 + t^458 + 2*t^460 + t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 + z1^2 - z0 - z1 t^-28 + t^-24 + t^-12 + t^-8 + 2*t^-6 + 2*t^-4 + t^4 + 2*t^6 + t^10 + t^12 + t^18 + 2*t^22 + 2*t^30 + 2*t^36 + 2*t^38 + 2*t^44 + t^46 + 2*t^52 + t^54 + 2*t^58 + t^66 + t^68 + t^74 + t^76 + t^84 + t^90 + t^92 + t^102 + 2*t^116 + 2*t^118 + 2*t^122 + 2*t^126 + 2*t^130 + 2*t^132 + 2*t^138 + t^140 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + 2*t^156 + t^162 + t^174 + t^180 + t^182 + 2*t^188 + t^190 + t^196 + t^204 + t^212 + 2*t^222 + t^230 + 2*t^236 + 2*t^246 + 2*t^252 + 2*t^260 + t^262 + 2*t^268 + t^270 + t^284 + t^292 + 2*t^294 + t^300 + t^308 + t^310 + 2*t^318 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + 2*t^404 + t^414 + 2*t^420 + t^426 + t^428 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + 2*t^454 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 - z1^2 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + 2*t^-14 + t^-12 + t^-10 + 2*t^-8 + t^-6 + 2*t^-2 + 2 + 2*t^4 + 2*t^12 + t^18 + t^20 + t^22 + 2*t^28 + t^36 + 2*t^38 + t^42 + 2*t^44 + t^46 + t^50 + t^54 + 2*t^60 + 2*t^66 + t^76 + 2*t^82 + 2*t^86 + t^90 + t^94 + t^100 + 2*t^102 + 2*t^106 + 2*t^108 + t^116 + t^118 + 2*t^122 + t^124 + 2*t^126 + t^130 + 2*t^132 + t^134 + 2*t^142 + 2*t^146 + t^148 + 2*t^150 + t^154 + t^156 + 2*t^158 + t^162 + 2*t^164 + t^166 + t^172 + t^174 + 2*t^180 + 2*t^182 + 2*t^196 + 2*t^204 + t^206 + t^220 + 2*t^228 + 2*t^230 + t^236 + 2*t^238 + t^244 + t^246 + 2*t^252 + 2*t^260 + t^262 + t^270 + 2*t^276 + t^278 + 2*t^286 + t^292 + t^294 + 2*t^298 + 2*t^302 + 2*t^314 + t^316 + t^322 + 2*t^324 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + t^404 + 2*t^406 + 2*t^410 + t^412 + t^414 + t^418 + 2*t^420 + 2*t^426 + 2*t^430 + t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + 2*t^452 + t^454 + 2*t^458 + t^460 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2 + z0*z1 + z1^2 - z0 t^-28 + t^-24 + t^-20 + 2*t^-18 + t^-14 + t^-8 + t^-6 + t^-2 + 1 + 2*t^2 + 2*t^4 + t^6 + t^10 + t^14 + t^18 + 2*t^22 + 2*t^28 + 2*t^36 + t^44 + t^46 + t^50 + 2*t^52 + 2*t^68 + 2*t^74 + 2*t^76 + 2*t^82 + t^84 + t^90 + t^92 + 2*t^94 + 2*t^102 + 2*t^108 + t^110 + 2*t^116 + 2*t^118 + 2*t^122 + 2*t^124 + t^126 + 2*t^130 + t^142 + t^148 + t^150 + t^154 + 2*t^166 + t^172 + t^180 + t^182 + 2*t^190 + 2*t^196 + t^198 + t^212 + t^214 + t^222 + 2*t^228 + 2*t^230 + 2*t^236 + t^238 + 2*t^244 + t^246 + 2*t^254 + t^260 + t^262 + 2*t^268 + 2*t^284 + t^286 + 2*t^292 + t^294 + t^300 + 2*t^302 + t^306 + t^308 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + 2*t^404 + 2*t^406 + 2*t^412 + t^414 + 2*t^418 + 2*t^426 + t^434 + t^436 + 2*t^442 + 2*t^446 + 2*t^454 + t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 - z1^2 + z1 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-18 + t^-10 + 2*t^-8 + t^-4 + 2*t^2 + 2*t^6 + t^12 + t^14 + t^18 + t^20 + t^22 + t^28 + t^30 + t^36 + t^42 + t^44 + t^46 + 2*t^50 + t^58 + 2*t^60 + t^66 + t^68 + t^74 + 2*t^76 + t^82 + 2*t^86 + t^90 + t^100 + 2*t^106 + t^108 + t^110 + t^116 + t^118 + 2*t^122 + t^126 + t^130 + t^134 + t^138 + 2*t^140 + t^150 + t^154 + 2*t^156 + 2*t^158 + 2*t^164 + 2*t^172 + 2*t^180 + 2*t^182 + t^188 + t^190 + t^198 + t^204 + t^206 + t^214 + t^220 + 2*t^222 + t^228 + t^236 + 2*t^254 + t^260 + t^262 + 2*t^276 + t^278 + t^284 + 2*t^292 + 2*t^298 + t^302 + t^306 + 2*t^310 + 2*t^314 + t^316 + 2*t^318 + t^324 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + t^404 + t^406 + 2*t^410 + t^414 + 2*t^428 + 2*t^430 + t^434 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^452 + t^454 + 2*t^458 + 2*t^460 + t^462 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - z0^2 + z0 - z1 - 1 2*t^-26 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-10 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 2 + 2*t^2 + t^4 + 2*t^10 + 2*t^12 + t^14 + t^18 + 2*t^20 + 2*t^30 + 2*t^42 + t^44 + t^46 + t^52 + 2*t^58 + t^60 + 2*t^66 + 2*t^76 + 2*t^84 + t^86 + t^90 + 2*t^92 + t^94 + 2*t^100 + t^102 + t^106 + t^110 + 2*t^122 + t^124 + t^126 + 2*t^134 + 2*t^138 + t^140 + 2*t^142 + 2*t^148 + t^150 + t^154 + t^156 + t^158 + t^164 + t^166 + 2*t^188 + t^196 + t^198 + 2*t^204 + 2*t^206 + 2*t^212 + t^214 + 2*t^220 + t^230 + 2*t^238 + t^244 + 2*t^246 + 2*t^254 + t^260 + t^262 + t^268 + t^276 + 2*t^278 + 2*t^286 + 2*t^292 + 2*t^294 + t^298 + 2*t^300 + t^306 + 2*t^308 + t^310 + t^314 + 2*t^316 + t^322 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + t^410 + t^412 + t^414 + t^418 + t^426 + t^428 + t^430 + t^434 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + t^452 + t^458 + 2*t^462 + t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + z0^2 - z1^2 - z1 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + t^-18 + t^-14 + 2*t^-12 + t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-4 + t^-2 + 1 + t^2 + t^4 + t^6 + 2*t^14 + t^18 + t^20 + t^22 + 2*t^30 + t^36 + t^38 + t^42 + t^46 + 2*t^54 + 2*t^58 + 2*t^60 + 2*t^68 + 2*t^74 + 2*t^86 + t^90 + 2*t^94 + t^100 + t^102 + 2*t^106 + 2*t^110 + t^116 + t^118 + 2*t^122 + 2*t^124 + t^130 + t^132 + t^134 + 2*t^138 + t^140 + t^142 + t^146 + 2*t^148 + t^154 + 2*t^158 + 2*t^162 + 2*t^164 + 2*t^166 + 2*t^174 + 2*t^180 + 2*t^182 + 2*t^188 + 2*t^190 + t^196 + 2*t^198 + t^206 + 2*t^214 + t^220 + t^222 + t^230 + t^236 + t^238 + 2*t^244 + 2*t^246 + t^252 + t^254 + t^262 + 2*t^270 + 2*t^276 + t^278 + 2*t^284 + t^286 + 2*t^294 + 2*t^298 + 2*t^306 + t^310 + 2*t^314 + t^316 + t^318 + 2*t^322 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + t^404 + 2*t^410 + 2*t^412 + t^414 + 2*t^418 + t^420 + t^426 + t^428 + 2*t^430 + 2*t^434 + 2*t^436 + 2*t^442 + 2*t^446 + t^450 + 2*t^452 + t^454 + 2*t^458 + 2*t^462 + O(t^464) +x^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 + z0 - 1 2*t^-26 + 2*t^-22 + t^-18 + 2*t^-12 + 2*t^-10 + t^-6 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + t^18 + 2*t^20 + 2*t^28 + t^38 + 2*t^42 + t^46 + t^50 + t^52 + 2*t^54 + t^60 + t^66 + t^68 + t^74 + 2*t^82 + 2*t^84 + t^86 + t^90 + 2*t^92 + 2*t^100 + 2*t^102 + t^106 + 2*t^108 + 2*t^110 + 2*t^122 + t^132 + 2*t^134 + t^146 + t^148 + t^154 + 2*t^156 + t^158 + 2*t^162 + t^164 + t^172 + 2*t^174 + t^190 + 2*t^196 + 2*t^198 + t^204 + 2*t^206 + 2*t^212 + 2*t^214 + 2*t^220 + 2*t^222 + 2*t^228 + 2*t^230 + t^246 + t^252 + t^254 + t^262 + t^268 + 2*t^270 + t^276 + 2*t^278 + t^284 + t^294 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + t^314 + 2*t^316 + 2*t^318 + 2*t^324 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + 2*t^406 + t^410 + t^414 + t^420 + 2*t^426 + t^430 + 2*t^434 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + t^452 + t^458 + t^460 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 - x^2 - z0*z1 + z1^2 - z0 + z1 t^-28 + t^-24 + 2*t^-20 + t^-18 + 2*t^-14 + 2*t^-12 + t^-8 + t^-4 + 2*t^-2 + 2 + t^2 + t^10 + 2*t^12 + 2*t^14 + t^18 + 2*t^22 + t^28 + t^30 + 2*t^36 + t^38 + t^46 + 2*t^50 + 2*t^52 + 2*t^54 + t^58 + 2*t^66 + t^82 + t^84 + t^90 + t^92 + t^94 + t^108 + 2*t^110 + 2*t^116 + 2*t^118 + 2*t^122 + t^124 + 2*t^130 + t^132 + t^138 + 2*t^140 + 2*t^142 + t^146 + t^154 + t^156 + 2*t^162 + t^166 + 2*t^172 + 2*t^174 + t^180 + t^182 + t^188 + 2*t^198 + 2*t^204 + t^212 + 2*t^214 + t^228 + 2*t^236 + 2*t^238 + t^244 + t^252 + t^254 + t^262 + 2*t^268 + 2*t^270 + 2*t^286 + t^300 + t^302 + 2*t^306 + t^308 + 2*t^310 + t^322 + t^324 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + 2*t^404 + t^406 + t^412 + t^414 + t^418 + t^420 + 2*t^428 + 2*t^434 + 2*t^442 + t^444 + 2*t^446 + t^450 + 2*t^454 + 2*t^460 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 - x^2 - z0^2 - z0*z1 + z1^2 + z0 + z1 - 1 t^-28 + t^-24 + 2*t^-20 + t^-18 + 2*t^-14 + t^-12 + t^-8 + 2*t^-6 + t^-4 + 2*t^-2 + 2 + t^2 + 2*t^4 + 2*t^6 + 2*t^10 + 2*t^14 + 2*t^18 + 2*t^20 + t^22 + 2*t^36 + 2*t^46 + 2*t^50 + t^60 + t^68 + t^74 + t^82 + 2*t^90 + t^94 + 2*t^100 + t^102 + 2*t^110 + 2*t^116 + t^118 + t^122 + t^124 + 2*t^126 + t^130 + 2*t^132 + 2*t^140 + 2*t^142 + t^148 + 2*t^150 + 2*t^154 + t^164 + t^166 + t^180 + 2*t^182 + t^188 + t^190 + 2*t^196 + 2*t^198 + 2*t^214 + 2*t^220 + 2*t^222 + t^230 + 2*t^236 + 2*t^238 + t^244 + 2*t^246 + 2*t^252 + t^254 + 2*t^262 + t^276 + t^284 + 2*t^286 + 2*t^294 + t^302 + 2*t^306 + 2*t^316 + 2*t^318 + t^322 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + 2*t^404 + t^406 + t^412 + 2*t^414 + t^418 + 2*t^420 + t^426 + 2*t^428 + 2*t^434 + t^436 + t^442 + t^446 + t^452 + t^454 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - z1^2 - z0 - z1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + t^-18 + t^-14 + t^-12 + t^-10 + 2*t^-8 + t^-6 + 2*t^-4 + t^-2 + 1 + t^2 + t^10 + t^12 + 2*t^14 + 2*t^18 + 2*t^28 + t^30 + t^36 + t^42 + 2*t^46 + t^52 + t^58 + t^66 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + 2*t^94 + 2*t^102 + 2*t^106 + 2*t^108 + 2*t^110 + t^116 + t^122 + 2*t^124 + 2*t^126 + 2*t^132 + t^134 + t^138 + t^140 + t^142 + 2*t^150 + 2*t^154 + 2*t^156 + 2*t^158 + 2*t^166 + t^172 + 2*t^180 + 2*t^188 + 2*t^198 + t^204 + t^206 + 2*t^212 + 2*t^214 + 2*t^228 + 2*t^230 + t^236 + t^238 + 2*t^244 + t^246 + 2*t^252 + t^254 + 2*t^262 + t^268 + t^278 + t^286 + t^294 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + 2*t^310 + 2*t^314 + 2*t^322 + 2*t^324 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + t^404 + 2*t^410 + 2*t^412 + 2*t^414 + 2*t^418 + 2*t^420 + 2*t^426 + t^428 + 2*t^430 + 2*t^434 + t^442 + 2*t^444 + t^446 + 2*t^458 + t^460 + t^462 + O(t^464) +x^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 + 1 2*t^-26 + 2*t^-22 + t^-18 + t^-12 + 2*t^-10 + t^2 + t^4 + t^6 + 2*t^12 + 2*t^14 + 2*t^18 + t^20 + 2*t^22 + t^28 + 2*t^30 + 2*t^42 + 2*t^46 + t^50 + 2*t^52 + 2*t^58 + 2*t^60 + 2*t^66 + 2*t^68 + 2*t^74 + 2*t^82 + t^84 + t^86 + 2*t^90 + t^92 + t^100 + t^106 + t^108 + 2*t^110 + 2*t^118 + t^122 + 2*t^126 + 2*t^130 + 2*t^132 + 2*t^134 + 2*t^138 + 2*t^148 + 2*t^150 + 2*t^154 + t^156 + t^158 + 2*t^164 + 2*t^172 + t^182 + 2*t^190 + t^196 + 2*t^198 + 2*t^204 + 2*t^206 + t^212 + 2*t^214 + t^220 + t^222 + t^228 + 2*t^252 + t^254 + 2*t^262 + 2*t^268 + 2*t^276 + 2*t^278 + 2*t^284 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + t^310 + t^314 + t^316 + t^318 + t^324 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + 2*t^406 + t^410 + 2*t^414 + 2*t^420 + t^430 + 2*t^434 + 2*t^436 + t^442 + t^444 + t^446 + 2*t^452 + 2*t^454 + t^458 + 2*t^460 + 2*t^462 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 + x^2 + z0*z1 - z1^2 - z0 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + 2*t^-14 + t^-10 + 2*t^-8 + 2*t^-2 + 2 + t^4 + 2*t^6 + t^10 + 2*t^18 + t^28 + 2*t^30 + t^36 + t^38 + t^42 + 2*t^44 + 2*t^46 + t^50 + t^52 + 2*t^54 + 2*t^58 + t^68 + t^74 + t^76 + 2*t^82 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + t^94 + 2*t^106 + t^108 + t^116 + t^122 + t^124 + t^126 + t^134 + 2*t^138 + 2*t^142 + t^146 + 2*t^148 + t^150 + 2*t^154 + 2*t^158 + 2*t^162 + t^166 + 2*t^172 + 2*t^174 + 2*t^180 + t^190 + t^196 + t^206 + 2*t^212 + 2*t^222 + t^228 + t^236 + 2*t^238 + t^244 + 2*t^260 + 2*t^262 + t^268 + 2*t^270 + t^278 + t^284 + 2*t^286 + t^292 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + t^310 + 2*t^314 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + t^404 + 2*t^406 + 2*t^410 + t^412 + 2*t^414 + t^418 + 2*t^430 + 2*t^436 + t^442 + t^446 + t^450 + 2*t^458 + 2*t^460 + 2*t^462 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 + z1 + 1 2*t^-26 + 2*t^-22 + t^-20 + t^-14 + 2*t^-10 + 2*t^-6 + t^-4 + t^-2 + 1 + 2*t^4 + t^12 + 2*t^18 + t^20 + 2*t^22 + t^38 + 2*t^42 + 2*t^44 + 2*t^46 + 2*t^50 + 2*t^52 + 2*t^54 + 2*t^60 + t^66 + t^76 + t^82 + t^84 + t^86 + 2*t^90 + t^92 + 2*t^94 + t^100 + t^102 + t^106 + 2*t^118 + t^122 + 2*t^124 + t^126 + 2*t^130 + 2*t^134 + 2*t^140 + t^142 + t^146 + t^148 + t^150 + 2*t^154 + 2*t^156 + t^158 + 2*t^162 + 2*t^164 + 2*t^166 + 2*t^174 + t^182 + t^188 + 2*t^196 + t^204 + 2*t^206 + t^212 + t^220 + t^230 + t^238 + 2*t^244 + 2*t^246 + 2*t^260 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + 2*t^278 + t^286 + t^292 + 2*t^294 + t^298 + t^300 + t^302 + t^308 + t^314 + t^316 + 2*t^322 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + t^406 + t^410 + 2*t^412 + 2*t^414 + 2*t^418 + t^426 + 2*t^428 + t^430 + t^436 + t^442 + 2*t^444 + t^446 + t^450 + 2*t^452 + 2*t^454 + t^458 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 - z0^2 + z1^2 + z0 - z1 - 1 t^-28 + t^-24 + t^-8 + t^-6 + 2*t^-4 + t^6 + 2*t^10 + 2*t^12 + 2*t^18 + 2*t^20 + t^22 + 2*t^28 + t^30 + 2*t^36 + t^38 + 2*t^44 + 2*t^46 + 2*t^54 + t^58 + t^60 + 2*t^66 + 2*t^68 + 2*t^74 + t^76 + 2*t^90 + 2*t^100 + 2*t^102 + 2*t^108 + 2*t^116 + t^118 + t^122 + t^126 + t^130 + t^138 + t^140 + t^146 + t^150 + 2*t^154 + t^156 + 2*t^162 + t^164 + t^172 + 2*t^174 + t^180 + 2*t^182 + 2*t^188 + 2*t^190 + 2*t^204 + 2*t^220 + t^222 + 2*t^228 + 2*t^230 + 2*t^236 + t^246 + 2*t^260 + 2*t^262 + 2*t^270 + t^276 + 2*t^284 + t^292 + t^294 + 2*t^310 + 2*t^316 + t^318 + 2*t^324 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + 2*t^404 + 2*t^414 + 2*t^426 + t^428 + t^442 + t^444 + t^446 + t^450 + t^452 + t^454 + t^460 + t^462 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + z0^2 - z1 + 1 2*t^-26 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + t^-6 + 2*t^-4 + 2*t^-2 + 2 + 2*t^2 + 2*t^6 + t^14 + 2*t^18 + t^20 + 2*t^22 + 2*t^28 + t^30 + 2*t^38 + 2*t^42 + t^44 + 2*t^46 + 2*t^52 + t^54 + t^58 + 2*t^60 + t^68 + t^74 + 2*t^76 + t^84 + t^86 + 2*t^90 + t^92 + t^94 + t^100 + 2*t^102 + t^106 + 2*t^108 + t^110 + 2*t^118 + t^122 + t^124 + 2*t^130 + t^132 + 2*t^134 + t^138 + t^140 + 2*t^142 + 2*t^146 + 2*t^154 + t^158 + t^162 + 2*t^164 + t^166 + t^172 + t^174 + t^182 + 2*t^188 + t^190 + t^198 + 2*t^206 + t^212 + t^214 + t^220 + 2*t^222 + 2*t^228 + 2*t^230 + 2*t^238 + t^244 + t^246 + t^252 + 2*t^254 + t^260 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + 2*t^278 + t^284 + 2*t^286 + 2*t^292 + t^294 + t^298 + t^300 + t^306 + t^308 + 2*t^310 + t^314 + t^316 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + t^410 + t^412 + 2*t^414 + t^418 + t^420 + 2*t^426 + t^428 + t^430 + t^434 + t^442 + t^446 + 2*t^450 + 2*t^452 + 2*t^454 + t^458 + t^460 + t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 + z0 - 1 t^-28 + t^-24 + t^-20 + 2*t^-18 + t^-14 + 2*t^-12 + t^-8 + t^-2 + 1 + 2*t^2 + t^4 + 2*t^10 + t^12 + t^14 + 2*t^18 + 2*t^20 + t^22 + t^28 + 2*t^30 + 2*t^36 + 2*t^38 + t^44 + 2*t^46 + t^50 + t^54 + 2*t^58 + t^60 + t^66 + 2*t^76 + 2*t^82 + 2*t^90 + 2*t^94 + 2*t^100 + t^108 + t^110 + 2*t^116 + t^118 + t^122 + 2*t^124 + t^130 + t^132 + 2*t^138 + t^142 + 2*t^146 + 2*t^148 + 2*t^154 + 2*t^156 + t^162 + t^164 + 2*t^166 + 2*t^172 + t^174 + t^180 + 2*t^182 + t^196 + t^198 + t^204 + t^214 + 2*t^220 + t^228 + 2*t^236 + t^238 + 2*t^244 + t^252 + 2*t^254 + t^260 + 2*t^262 + t^270 + t^276 + t^286 + 2*t^292 + 2*t^302 + t^306 + t^310 + 2*t^316 + 2*t^322 + t^324 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + 2*t^404 + 2*t^406 + 2*t^412 + 2*t^414 + 2*t^418 + t^420 + t^434 + 2*t^436 + t^442 + 2*t^444 + t^446 + 2*t^450 + t^452 + t^454 + 2*t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 - z0*z1 - z1^2 - z0 + z1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-18 + 2*t^-12 + t^-10 + 2*t^-8 + 2*t^-6 + t^-4 + 2*t^2 + 2*t^4 + t^6 + t^10 + 2*t^12 + t^14 + 2*t^18 + t^36 + 2*t^38 + t^42 + t^44 + 2*t^46 + 2*t^50 + t^52 + t^54 + 2*t^66 + 2*t^68 + 2*t^74 + 2*t^76 + t^82 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + t^102 + 2*t^106 + t^110 + t^116 + t^122 + t^132 + t^134 + 2*t^140 + 2*t^146 + t^148 + 2*t^154 + t^156 + 2*t^158 + t^162 + t^174 + 2*t^180 + t^188 + 2*t^190 + 2*t^196 + t^198 + 2*t^204 + t^206 + 2*t^212 + t^214 + t^222 + t^230 + t^236 + 2*t^246 + t^252 + 2*t^254 + t^260 + 2*t^262 + t^268 + t^270 + t^278 + 2*t^284 + 2*t^292 + 2*t^294 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + 2*t^314 + t^318 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + t^404 + t^406 + 2*t^410 + 2*t^414 + t^420 + t^426 + 2*t^428 + 2*t^430 + t^434 + t^436 + t^442 + t^444 + t^446 + 2*t^450 + 2*t^458 + O(t^464) +x^2*z0 - z0^2*z1 + x^2 + z0*z1 - z1 2*t^-20 + 2*t^-18 + t^-14 + t^-12 + 2*t^-6 + 2*t^-4 + t^-2 + 2 + 2*t^2 + 2*t^4 + 2*t^6 + t^12 + t^14 + t^28 + t^30 + t^38 + t^44 + t^50 + 2*t^54 + t^58 + 2*t^66 + 2*t^68 + t^74 + 2*t^76 + 2*t^82 + 2*t^94 + t^102 + t^108 + t^110 + t^124 + 2*t^126 + 2*t^132 + t^138 + t^140 + t^142 + t^146 + t^148 + 2*t^150 + 2*t^156 + 2*t^162 + 2*t^166 + 2*t^172 + 2*t^174 + 2*t^188 + t^190 + 2*t^196 + t^198 + t^204 + t^214 + 2*t^222 + t^228 + t^230 + t^238 + t^244 + 2*t^246 + 2*t^252 + 2*t^254 + t^260 + 2*t^270 + 2*t^284 + t^286 + 2*t^292 + 2*t^294 + 2*t^302 + t^306 + 2*t^310 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + 2*t^406 + t^412 + 2*t^418 + 2*t^420 + t^426 + t^428 + t^434 + t^436 + 2*t^444 + t^450 + 2*t^460 + t^462 + 2*t^466 + t^470 + t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 + z1^2 + z0 + 1 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + 2*t^-18 + t^-12 + t^-10 + t^-8 + t^-6 + 1 + 2*t^2 + 2*t^10 + 2*t^12 + t^14 + t^20 + 2*t^22 + 2*t^30 + 2*t^36 + t^38 + t^42 + t^44 + 2*t^50 + t^52 + 2*t^54 + 2*t^58 + 2*t^60 + t^68 + 2*t^76 + t^82 + 2*t^84 + 2*t^86 + 2*t^92 + t^100 + 2*t^102 + 2*t^106 + t^110 + 2*t^116 + 2*t^118 + 2*t^124 + 2*t^126 + 2*t^130 + 2*t^132 + t^134 + 2*t^138 + t^146 + 2*t^150 + t^156 + 2*t^158 + 2*t^162 + 2*t^164 + 2*t^174 + t^180 + t^182 + t^198 + 2*t^204 + t^206 + 2*t^212 + t^214 + t^220 + 2*t^230 + 2*t^236 + 2*t^244 + t^246 + 2*t^252 + 2*t^254 + t^260 + t^268 + 2*t^270 + 2*t^276 + t^278 + t^284 + 2*t^292 + t^294 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + t^310 + 2*t^314 + t^316 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + 2*t^404 + t^406 + 2*t^410 + 2*t^412 + 2*t^420 + 2*t^426 + 2*t^430 + t^434 + t^444 + t^450 + 2*t^452 + 2*t^454 + 2*t^458 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - z0^2 - z1^2 - z0 + z1 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + 2*t^-8 + t^-4 + 2*t^-2 + 2*t^2 + t^4 + t^6 + t^10 + t^14 + 2*t^20 + t^22 + 2*t^28 + t^36 + t^38 + 2*t^42 + t^44 + 2*t^52 + 2*t^54 + t^60 + t^66 + 2*t^74 + 2*t^76 + t^84 + t^86 + t^92 + t^94 + 2*t^100 + t^106 + 2*t^108 + t^110 + t^116 + t^118 + 2*t^126 + t^130 + 2*t^132 + 2*t^134 + 2*t^140 + 2*t^142 + t^146 + 2*t^148 + 2*t^150 + t^158 + 2*t^162 + t^164 + t^166 + t^172 + 2*t^174 + 2*t^180 + 2*t^182 + t^188 + 2*t^190 + t^196 + t^198 + 2*t^206 + t^212 + t^214 + 2*t^220 + t^222 + 2*t^228 + t^236 + 2*t^238 + 2*t^252 + 2*t^254 + t^260 + 2*t^268 + 2*t^270 + t^276 + 2*t^278 + 2*t^286 + 2*t^292 + t^298 + t^300 + t^306 + t^308 + t^314 + 2*t^316 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + t^404 + t^410 + t^418 + 2*t^420 + 2*t^428 + t^430 + t^434 + 2*t^436 + t^450 + t^452 + t^454 + t^458 + t^460 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + z0^2 + z1^2 + z0 + z1 + 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + t^-18 + t^-14 + t^-10 + t^-8 + t^-4 + t^-2 + 2 + t^2 + t^4 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + t^20 + 2*t^22 + 2*t^28 + 2*t^36 + 2*t^38 + t^42 + t^52 + t^54 + 2*t^60 + 2*t^66 + 2*t^68 + t^74 + 2*t^84 + 2*t^86 + 2*t^92 + 2*t^94 + t^100 + 2*t^106 + 2*t^108 + 2*t^110 + 2*t^116 + 2*t^118 + t^124 + t^126 + 2*t^130 + t^134 + 2*t^140 + t^142 + 2*t^146 + 2*t^148 + t^150 + 2*t^156 + 2*t^158 + t^162 + 2*t^164 + 2*t^166 + t^172 + t^174 + t^180 + t^182 + t^188 + t^190 + t^196 + 2*t^198 + t^204 + t^206 + 2*t^212 + 2*t^214 + t^220 + 2*t^222 + 2*t^228 + 2*t^236 + t^238 + t^244 + t^254 + t^268 + t^270 + 2*t^276 + t^278 + 2*t^284 + t^286 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + 2*t^314 + t^316 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + 2*t^404 + 2*t^410 + t^412 + 2*t^418 + 2*t^428 + 2*t^430 + 2*t^434 + 2*t^436 + 2*t^444 + 2*t^450 + 2*t^452 + 2*t^454 + 2*t^458 + t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 - z1^2 - z0 - z1 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + t^-18 + 2*t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-4 + 1 + t^2 + 2*t^4 + t^10 + 2*t^12 + 2*t^14 + 2*t^20 + t^22 + t^28 + t^30 + t^36 + 2*t^38 + 2*t^42 + t^50 + 2*t^52 + t^54 + t^58 + t^60 + t^68 + 2*t^82 + t^84 + t^86 + t^92 + 2*t^100 + t^102 + t^106 + t^108 + 2*t^110 + t^116 + t^118 + 2*t^124 + t^126 + t^130 + 2*t^134 + t^138 + t^140 + 2*t^146 + t^148 + t^150 + t^156 + t^158 + t^162 + t^164 + 2*t^172 + t^174 + 2*t^180 + 2*t^182 + 2*t^188 + 2*t^196 + 2*t^198 + 2*t^204 + 2*t^206 + t^212 + 2*t^214 + 2*t^220 + t^228 + t^230 + t^236 + 2*t^244 + 2*t^246 + t^254 + 2*t^268 + t^270 + t^276 + 2*t^278 + t^284 + 2*t^294 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + 2*t^310 + t^314 + 2*t^316 + t^324 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + t^404 + 2*t^406 + t^410 + 2*t^412 + t^426 + t^428 + t^430 + 2*t^434 + t^436 + t^444 + 2*t^450 + t^452 + t^454 + t^458 + 2*t^460 + t^462 + O(t^464) +-x^2 - z0*z1 t^-18 + 2*t^-14 + t^-6 + 2*t^-2 + t^2 + t^6 + 2*t^14 + 2*t^30 + 2*t^38 + 2*t^50 + t^54 + 2*t^58 + t^66 + 2*t^74 + t^82 + t^94 + 2*t^102 + 2*t^110 + t^126 + 2*t^138 + 2*t^142 + 2*t^146 + t^150 + t^162 + t^166 + t^174 + 2*t^190 + 2*t^198 + 2*t^214 + t^222 + 2*t^230 + 2*t^238 + t^246 + t^254 + t^270 + 2*t^286 + t^294 + t^302 + 2*t^306 + t^310 + t^318 + t^322 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + t^406 + t^418 + 2*t^426 + 2*t^434 + 2*t^450 + 2*t^462 + t^466 + 2*t^470 + 2*t^474 + O(t^482) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 - z1^2 - z0 - 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-8 + t^-6 + t^-2 + 2 + 2*t^6 + t^10 + t^12 + 2*t^20 + t^22 + 2*t^30 + t^36 + 2*t^42 + 2*t^44 + 2*t^50 + 2*t^52 + 2*t^58 + t^60 + 2*t^66 + 2*t^68 + t^74 + t^76 + t^82 + t^84 + t^86 + t^92 + 2*t^94 + 2*t^100 + 2*t^102 + t^106 + t^116 + t^118 + t^124 + t^130 + t^132 + 2*t^134 + 2*t^138 + t^142 + 2*t^156 + t^158 + t^164 + 2*t^166 + 2*t^180 + 2*t^182 + t^190 + t^204 + 2*t^206 + t^212 + 2*t^220 + 2*t^222 + 2*t^230 + t^236 + t^238 + t^244 + t^246 + t^252 + 2*t^260 + 2*t^268 + t^276 + 2*t^278 + 2*t^284 + t^286 + t^292 + t^294 + t^298 + t^300 + t^302 + t^308 + t^310 + t^314 + 2*t^316 + 2*t^318 + 2*t^322 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + t^404 + t^406 + t^410 + t^412 + 2*t^418 + t^420 + 2*t^426 + t^430 + 2*t^444 + t^452 + t^454 + t^458 + 2*t^462 + O(t^464) +-x^2*z0 + z0^2*z1 + z1 t^-20 + 2*t^-12 + t^-4 + 1 + t^4 + 2*t^12 + 2*t^28 + 2*t^44 + t^68 + t^76 + 2*t^108 + 2*t^124 + t^132 + 2*t^140 + 2*t^148 + t^156 + t^172 + t^188 + t^196 + 2*t^204 + 2*t^228 + 2*t^244 + t^252 + 2*t^260 + t^284 + t^292 + 2*t^324 + 2*t^412 + t^420 + 2*t^428 + 2*t^436 + t^444 + t^460 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 + z1^2 + z0 - z1 + 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-14 + 2*t^-12 + t^-10 + t^-8 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 2*t^4 + t^6 + 2*t^10 + t^20 + 2*t^22 + t^28 + t^30 + 2*t^36 + t^42 + 2*t^44 + t^50 + t^52 + t^58 + 2*t^60 + t^66 + 2*t^74 + t^76 + 2*t^82 + 2*t^84 + 2*t^86 + 2*t^92 + t^94 + t^100 + t^102 + 2*t^106 + t^108 + 2*t^116 + 2*t^118 + 2*t^130 + t^132 + t^134 + t^138 + t^140 + 2*t^142 + t^148 + 2*t^158 + 2*t^164 + t^166 + 2*t^172 + t^180 + t^182 + 2*t^188 + 2*t^190 + 2*t^196 + t^206 + 2*t^212 + t^220 + t^222 + t^228 + t^230 + 2*t^236 + 2*t^238 + 2*t^246 + t^252 + 2*t^260 + t^268 + 2*t^276 + t^278 + 2*t^286 + t^292 + 2*t^294 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + 2*t^310 + 2*t^314 + t^316 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + 2*t^404 + 2*t^406 + 2*t^410 + t^418 + t^420 + t^426 + t^428 + 2*t^430 + t^436 + 2*t^452 + 2*t^454 + 2*t^458 + 2*t^460 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 + z0*z1 + z1^2 - z1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-14 + t^-12 + t^-10 + t^-8 + t^-6 + 2*t^-4 + 2*t^-2 + t^4 + t^12 + t^18 + t^22 + 2*t^36 + 2*t^38 + t^42 + 2*t^44 + t^46 + t^50 + 2*t^52 + t^54 + 2*t^66 + t^68 + t^76 + 2*t^82 + t^84 + 2*t^86 + t^90 + t^92 + t^94 + 2*t^102 + 2*t^106 + 2*t^116 + t^118 + 2*t^122 + 2*t^126 + t^130 + 2*t^132 + t^134 + t^140 + 2*t^142 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + 2*t^156 + 2*t^158 + t^162 + t^166 + t^174 + t^180 + 2*t^182 + 2*t^188 + t^196 + t^204 + t^206 + t^212 + 2*t^230 + 2*t^236 + 2*t^238 + t^246 + 2*t^252 + 2*t^260 + t^262 + 2*t^268 + t^270 + t^278 + t^284 + 2*t^286 + t^292 + t^294 + 2*t^298 + t^300 + 2*t^302 + t^308 + 2*t^314 + t^322 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + 2*t^404 + 2*t^406 + 2*t^410 + t^414 + t^418 + 2*t^420 + 2*t^426 + t^428 + 2*t^430 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + t^454 + 2*t^458 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 - z1^2 + z0 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + t^-14 + t^-12 + 2*t^-10 + 2*t^-8 + t^-2 + 2 + 2*t^4 + t^6 + 2*t^10 + 2*t^12 + t^18 + t^20 + 2*t^28 + t^30 + t^36 + 2*t^38 + 2*t^42 + 2*t^44 + t^46 + 2*t^50 + t^54 + t^58 + 2*t^60 + 2*t^74 + t^76 + t^82 + t^86 + t^90 + 2*t^94 + t^100 + t^106 + 2*t^108 + t^116 + 2*t^122 + t^124 + 2*t^126 + 2*t^132 + 2*t^134 + t^138 + t^142 + 2*t^146 + t^148 + 2*t^150 + t^154 + t^156 + t^158 + t^162 + 2*t^164 + 2*t^166 + t^172 + t^174 + 2*t^180 + 2*t^190 + 2*t^196 + 2*t^204 + 2*t^206 + t^220 + t^222 + 2*t^228 + t^236 + t^238 + t^244 + 2*t^252 + 2*t^260 + t^262 + t^270 + 2*t^276 + 2*t^278 + t^286 + t^292 + t^298 + t^302 + 2*t^310 + t^314 + t^316 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + t^404 + t^406 + t^410 + t^412 + t^414 + 2*t^418 + 2*t^420 + t^430 + t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + 2*t^452 + t^458 + t^460 + t^462 + O(t^464) +-x^2*z0 + z0^2*z1 - z0^2 - z0 + z1 - 1 t^-20 + t^-12 + 2*t^-6 + t^-4 + 1 + 2*t^6 + t^10 + t^18 + 2*t^20 + 2*t^22 + t^28 + 2*t^30 + 2*t^38 + 2*t^44 + t^46 + t^52 + t^54 + 2*t^58 + t^60 + t^66 + 2*t^68 + t^74 + t^76 + 2*t^84 + t^90 + 2*t^92 + 2*t^100 + t^102 + t^108 + 2*t^118 + 2*t^122 + 2*t^124 + 2*t^126 + 2*t^130 + 2*t^132 + 2*t^138 + 2*t^140 + 2*t^146 + 2*t^150 + t^154 + t^162 + t^164 + 2*t^172 + t^174 + t^182 + t^188 + t^190 + 2*t^212 + 2*t^220 + 2*t^222 + t^228 + t^230 + 2*t^244 + 2*t^246 + 2*t^252 + 2*t^260 + t^262 + t^268 + t^270 + t^276 + 2*t^284 + t^292 + 2*t^294 + 2*t^300 + 2*t^308 + t^310 + 2*t^316 + 2*t^318 + t^324 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + 2*t^412 + t^414 + 2*t^420 + t^426 + 2*t^428 + 2*t^442 + 2*t^446 + 2*t^450 + t^452 + 2*t^454 + 2*t^460 + 2*t^462 + 2*t^470 + t^474 + O(t^476) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + z0^2 - z1^2 + z0 + z1 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-18 + 2*t^-14 + 2*t^-10 + 2*t^-8 + 2*t^-6 + t^-4 + 2*t^-2 + 2*t^2 + 2*t^10 + t^12 + t^14 + t^18 + t^20 + t^28 + 2*t^30 + t^36 + 2*t^42 + t^44 + t^46 + 2*t^58 + 2*t^60 + 2*t^66 + t^68 + 2*t^76 + t^86 + t^90 + t^94 + t^100 + t^102 + t^106 + t^108 + t^110 + t^116 + 2*t^122 + t^126 + 2*t^134 + 2*t^138 + 2*t^140 + 2*t^142 + t^150 + t^154 + 2*t^156 + t^158 + 2*t^164 + t^166 + 2*t^172 + 2*t^180 + t^188 + t^198 + t^204 + 2*t^206 + t^214 + t^220 + t^228 + t^230 + t^236 + 2*t^238 + 2*t^246 + 2*t^254 + t^260 + t^262 + 2*t^276 + 2*t^278 + t^284 + 2*t^286 + 2*t^292 + 2*t^294 + t^298 + t^306 + t^310 + t^314 + t^316 + t^322 + t^324 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + t^404 + t^410 + t^414 + t^418 + t^426 + 2*t^428 + t^430 + t^434 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^452 + t^458 + 2*t^460 + 2*t^462 + O(t^464) +x^2*z0 - z0^2*z1 + x^2 - z0^2 + z0*z1 - z0 - z1 - 1 2*t^-20 + 2*t^-18 + t^-14 + t^-6 + 2*t^-4 + t^-2 + 2 + 2*t^2 + t^4 + t^6 + t^10 + 2*t^12 + t^14 + t^18 + 2*t^20 + 2*t^22 + t^44 + t^46 + t^50 + t^52 + t^60 + 2*t^74 + 2*t^76 + 2*t^82 + 2*t^84 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + 2*t^102 + t^110 + 2*t^118 + 2*t^122 + t^124 + t^126 + 2*t^130 + t^140 + t^142 + 2*t^148 + t^150 + t^154 + t^156 + t^164 + 2*t^166 + t^182 + 2*t^188 + 2*t^190 + t^196 + t^198 + 2*t^204 + 2*t^212 + t^214 + 2*t^220 + t^222 + 2*t^230 + t^238 + t^244 + t^246 + 2*t^254 + t^260 + t^262 + t^268 + t^276 + t^286 + 2*t^292 + t^294 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + 2*t^316 + t^318 + 2*t^322 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + 2*t^406 + t^412 + t^414 + 2*t^418 + 2*t^426 + t^428 + t^434 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + t^452 + 2*t^454 + 2*t^466 + 2*t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 - x^2 - z0*z1 + z1^2 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + 2*t^-18 + t^-10 + t^-8 + 1 + 2*t^2 + 2*t^4 + 2*t^6 + t^14 + t^18 + t^22 + 2*t^28 + t^30 + 2*t^36 + t^42 + t^44 + t^46 + 2*t^50 + 2*t^52 + t^58 + t^66 + 2*t^68 + t^74 + 2*t^76 + t^82 + t^84 + 2*t^86 + t^90 + t^92 + 2*t^106 + 2*t^108 + t^110 + 2*t^116 + t^118 + 2*t^122 + 2*t^124 + t^126 + t^130 + t^134 + t^138 + t^148 + t^150 + t^154 + 2*t^158 + t^172 + t^180 + 2*t^182 + t^190 + 2*t^196 + t^198 + t^206 + t^212 + t^214 + 2*t^222 + 2*t^228 + 2*t^236 + 2*t^244 + 2*t^254 + t^260 + t^262 + 2*t^268 + t^278 + 2*t^284 + 2*t^292 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + 2*t^310 + 2*t^314 + 2*t^318 + 2*t^324 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + 2*t^404 + t^406 + 2*t^410 + 2*t^412 + t^414 + 2*t^430 + t^434 + t^436 + 2*t^442 + 2*t^446 + t^454 + 2*t^458 + t^460 + t^462 + O(t^464) +-x^2 - z0^2 - z0*z1 - z0 - 1 t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-2 + t^2 + 2*t^4 + t^10 + t^12 + 2*t^14 + t^18 + 2*t^20 + 2*t^22 + 2*t^28 + t^30 + t^38 + t^46 + 2*t^50 + t^52 + 2*t^54 + t^58 + t^60 + 2*t^66 + t^68 + t^82 + 2*t^84 + t^90 + 2*t^92 + t^94 + 2*t^100 + 2*t^108 + 2*t^110 + 2*t^118 + 2*t^122 + 2*t^130 + t^132 + t^138 + 2*t^142 + t^146 + t^148 + t^154 + 2*t^156 + 2*t^162 + t^164 + t^166 + t^172 + 2*t^174 + t^182 + 2*t^196 + 2*t^198 + t^204 + 2*t^212 + 2*t^214 + 2*t^220 + 2*t^228 + 2*t^238 + t^252 + t^254 + t^262 + t^268 + 2*t^270 + t^276 + t^284 + 2*t^286 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + 2*t^310 + 2*t^316 + t^322 + 2*t^324 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + t^406 + t^414 + t^418 + t^420 + 2*t^434 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + t^452 + 2*t^454 + t^460 + t^462 + t^466 + t^470 + t^478 + O(t^482) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + z1^2 + z1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + t^-18 + t^-14 + 2*t^-12 + t^-10 + t^-8 + 2*t^-6 + t^-4 + t^-2 + 2 + t^2 + t^6 + 2*t^12 + 2*t^14 + t^18 + t^22 + t^28 + 2*t^30 + 2*t^36 + t^38 + t^42 + t^46 + 2*t^52 + 2*t^54 + 2*t^58 + 2*t^74 + t^84 + 2*t^86 + t^90 + t^92 + 2*t^94 + t^102 + 2*t^106 + t^108 + 2*t^110 + 2*t^116 + t^118 + 2*t^122 + t^124 + t^130 + t^132 + t^134 + 2*t^138 + 2*t^140 + t^142 + t^146 + t^154 + t^156 + 2*t^158 + 2*t^162 + 2*t^166 + 2*t^172 + 2*t^174 + t^180 + 2*t^182 + t^188 + 2*t^190 + 2*t^198 + 2*t^204 + t^206 + t^212 + 2*t^214 + t^222 + t^228 + t^230 + 2*t^236 + t^238 + t^244 + 2*t^246 + t^252 + t^254 + t^262 + 2*t^268 + 2*t^270 + t^278 + t^286 + 2*t^294 + 2*t^298 + t^300 + 2*t^306 + t^308 + t^310 + 2*t^314 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + 2*t^404 + 2*t^410 + t^412 + t^414 + 2*t^418 + t^420 + t^426 + 2*t^428 + 2*t^430 + 2*t^434 + 2*t^442 + t^444 + 2*t^446 + t^450 + t^454 + 2*t^458 + 2*t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 - z1^2 + z0 - z1 + 1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + t^-18 + 2*t^-12 + 2*t^-10 + 2*t^-8 + t^-6 + 2*t^-4 + 1 + t^2 + t^4 + 2*t^6 + 2*t^10 + 2*t^14 + t^18 + t^20 + t^36 + t^38 + 2*t^42 + t^46 + t^50 + 2*t^54 + 2*t^60 + t^66 + 2*t^68 + t^74 + 2*t^82 + t^86 + t^90 + t^100 + 2*t^102 + t^106 + 2*t^110 + t^116 + 2*t^122 + 2*t^124 + t^132 + 2*t^134 + t^140 + t^146 + 2*t^148 + t^154 + t^158 + 2*t^162 + 2*t^164 + 2*t^174 + 2*t^180 + 2*t^188 + t^190 + t^196 + 2*t^198 + 2*t^206 + 2*t^214 + t^220 + 2*t^222 + 2*t^230 + t^236 + 2*t^244 + t^246 + t^252 + t^254 + t^262 + 2*t^270 + 2*t^276 + 2*t^278 + 2*t^284 + t^294 + t^298 + 2*t^302 + 2*t^306 + t^314 + t^316 + 2*t^318 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + t^404 + 2*t^406 + t^410 + 2*t^412 + t^414 + t^420 + 2*t^426 + t^428 + t^430 + 2*t^434 + 2*t^436 + 2*t^442 + 2*t^446 + t^450 + 2*t^452 + t^458 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + x^2 + z0*z1 - z1^2 - z1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + t^-20 + t^-18 + t^-12 + 2*t^-10 + 2*t^-8 + 2*t^-4 + 1 + t^2 + t^6 + t^12 + 2*t^14 + 2*t^18 + 2*t^22 + 2*t^28 + 2*t^30 + t^36 + 2*t^42 + 2*t^46 + t^50 + t^52 + 2*t^58 + 2*t^66 + 2*t^74 + 2*t^82 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + t^106 + 2*t^108 + 2*t^110 + t^116 + 2*t^118 + t^122 + 2*t^124 + 2*t^126 + 2*t^130 + 2*t^132 + 2*t^134 + 2*t^138 + t^140 + 2*t^150 + 2*t^154 + 2*t^156 + t^158 + t^172 + 2*t^180 + t^182 + 2*t^188 + 2*t^190 + 2*t^198 + t^204 + 2*t^206 + 2*t^212 + 2*t^214 + t^222 + 2*t^228 + t^236 + 2*t^244 + 2*t^252 + t^254 + 2*t^262 + t^268 + 2*t^278 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + t^310 + t^314 + t^318 + 2*t^324 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + t^404 + 2*t^406 + t^410 + 2*t^412 + 2*t^414 + 2*t^420 + t^428 + t^430 + 2*t^434 + t^442 + 2*t^444 + t^446 + 2*t^454 + t^458 + t^460 + 2*t^462 + O(t^464) +-x^2 + z0^2 - z0*z1 + z0 + 1 t^-18 + 2*t^-14 + t^-12 + 2*t^-6 + 2*t^-2 + t^2 + t^4 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + 2*t^18 + t^20 + t^22 + t^28 + 2*t^46 + 2*t^50 + 2*t^52 + 2*t^60 + 2*t^68 + t^74 + t^82 + t^84 + 2*t^90 + t^92 + t^94 + t^100 + t^102 + t^108 + 2*t^110 + t^118 + t^122 + 2*t^126 + t^130 + 2*t^132 + 2*t^142 + 2*t^148 + 2*t^150 + 2*t^154 + t^156 + 2*t^164 + t^166 + 2*t^172 + 2*t^182 + t^190 + t^196 + 2*t^198 + 2*t^204 + t^212 + 2*t^214 + t^220 + 2*t^222 + t^228 + t^230 + 2*t^238 + 2*t^246 + 2*t^252 + t^254 + 2*t^262 + 2*t^268 + 2*t^276 + 2*t^284 + 2*t^286 + 2*t^294 + t^300 + t^302 + 2*t^306 + t^308 + t^316 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + t^406 + 2*t^414 + t^418 + 2*t^420 + t^426 + 2*t^434 + 2*t^436 + t^442 + t^444 + t^446 + 2*t^452 + t^454 + 2*t^460 + t^466 + t^474 + 2*t^478 + O(t^482) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - z0^2 + z1^2 - z0 + z1 - 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-20 + t^-18 + t^-14 + t^-12 + t^-10 + t^-8 + t^-6 + t^-4 + t^-2 + 2 + t^2 + 2*t^4 + t^10 + 2*t^14 + 2*t^18 + 2*t^20 + t^30 + 2*t^36 + t^42 + 2*t^46 + t^58 + t^60 + t^66 + t^68 + 2*t^86 + 2*t^90 + 2*t^94 + 2*t^100 + 2*t^102 + 2*t^106 + 2*t^110 + 2*t^116 + t^122 + t^124 + 2*t^126 + 2*t^132 + t^134 + t^138 + 2*t^140 + t^142 + t^148 + 2*t^150 + 2*t^154 + 2*t^158 + t^164 + 2*t^166 + t^180 + t^188 + 2*t^196 + 2*t^198 + t^206 + 2*t^214 + 2*t^220 + 2*t^230 + 2*t^236 + t^238 + t^244 + t^246 + 2*t^252 + t^254 + 2*t^262 + t^276 + t^278 + t^284 + t^286 + t^294 + 2*t^298 + 2*t^306 + 2*t^310 + 2*t^314 + 2*t^316 + 2*t^322 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + 2*t^404 + 2*t^410 + t^412 + 2*t^414 + 2*t^418 + 2*t^420 + 2*t^426 + 2*t^428 + 2*t^430 + 2*t^434 + t^436 + t^442 + t^446 + t^452 + 2*t^458 + t^462 + O(t^464) +-x^2*z0 + z0^2*z1 + z0^2 + z0 + z1 + 1 t^-20 + t^-6 + t^-4 + 1 + 2*t^4 + t^6 + 2*t^10 + t^12 + 2*t^18 + t^20 + t^22 + t^30 + t^38 + 2*t^44 + 2*t^46 + 2*t^52 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + 2*t^74 + t^76 + t^84 + 2*t^90 + t^92 + t^100 + 2*t^102 + t^118 + t^122 + 2*t^124 + t^126 + t^130 + t^138 + 2*t^140 + t^146 + t^148 + t^150 + 2*t^154 + 2*t^156 + 2*t^162 + 2*t^164 + 2*t^174 + 2*t^182 + t^188 + 2*t^190 + 2*t^196 + t^204 + t^212 + t^220 + t^222 + 2*t^230 + 2*t^244 + t^246 + 2*t^260 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + t^292 + t^294 + t^300 + t^308 + 2*t^310 + t^316 + t^318 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + 2*t^412 + 2*t^414 + 2*t^426 + 2*t^428 + t^436 + t^442 + 2*t^444 + t^446 + t^450 + 2*t^452 + t^454 + t^462 + t^470 + 2*t^474 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 - z0 - z1 - 1 t^-28 + t^-26 + t^-24 + t^-22 + 2*t^-14 + t^-10 + t^-8 + 2*t^-4 + 2*t^-2 + 2*t^6 + t^10 + 2*t^12 + 2*t^18 + 2*t^20 + 2*t^28 + 2*t^30 + 2*t^36 + t^38 + t^42 + 2*t^44 + 2*t^46 + t^50 + 2*t^54 + 2*t^58 + t^60 + 2*t^68 + t^74 + t^76 + 2*t^82 + 2*t^86 + 2*t^90 + t^94 + 2*t^100 + 2*t^106 + 2*t^108 + 2*t^116 + t^122 + t^126 + t^134 + 2*t^138 + t^140 + 2*t^142 + t^146 + t^150 + 2*t^154 + t^156 + 2*t^158 + 2*t^162 + t^164 + t^166 + t^172 + 2*t^174 + t^180 + 2*t^188 + t^190 + 2*t^204 + t^206 + 2*t^220 + 2*t^222 + 2*t^228 + 2*t^236 + 2*t^238 + 2*t^260 + 2*t^262 + 2*t^270 + t^276 + t^278 + 2*t^284 + 2*t^286 + t^292 + 2*t^298 + 2*t^302 + t^310 + 2*t^314 + 2*t^316 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + 2*t^404 + 2*t^406 + 2*t^410 + 2*t^414 + t^418 + t^428 + 2*t^430 + t^442 + t^444 + t^446 + t^450 + t^452 + 2*t^458 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z1 - z0*z1^2 - x^2 - z0*z1 - z1^2 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-20 + t^-14 + 2*t^-10 + 2*t^-8 + 2*t^-6 + t^-2 + 2 + t^4 + 2*t^18 + 2*t^22 + t^28 + t^36 + t^38 + 2*t^42 + 2*t^44 + 2*t^46 + 2*t^50 + t^52 + 2*t^54 + t^66 + t^68 + t^76 + t^82 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + 2*t^94 + t^102 + t^106 + t^108 + t^116 + 2*t^118 + t^122 + t^124 + t^126 + 2*t^130 + 2*t^134 + t^142 + t^146 + 2*t^148 + t^150 + 2*t^154 + t^158 + 2*t^162 + 2*t^166 + 2*t^172 + 2*t^174 + 2*t^180 + t^182 + t^196 + 2*t^206 + 2*t^212 + t^228 + t^230 + t^236 + t^238 + t^244 + 2*t^246 + 2*t^260 + 2*t^262 + t^268 + 2*t^270 + 2*t^278 + t^284 + t^286 + t^292 + 2*t^294 + t^298 + 2*t^300 + t^302 + 2*t^308 + t^314 + 2*t^322 + t^324 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + t^404 + t^406 + t^410 + t^412 + 2*t^414 + 2*t^418 + t^426 + t^430 + 2*t^436 + t^442 + t^446 + t^450 + 2*t^454 + t^458 + 2*t^460 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 + z1^2 - z0 - 1 t^-28 + t^-26 + t^-24 + t^-22 + t^-20 + 2*t^-18 + 2*t^-12 + t^-10 + t^-8 + 2*t^-6 + 1 + 2*t^2 + t^4 + t^6 + t^10 + t^12 + t^14 + 2*t^18 + 2*t^20 + t^28 + 2*t^36 + 2*t^38 + t^42 + t^44 + 2*t^46 + 2*t^50 + t^54 + t^60 + 2*t^66 + 2*t^74 + 2*t^76 + t^82 + 2*t^86 + 2*t^90 + 2*t^100 + t^102 + 2*t^106 + t^108 + t^110 + 2*t^116 + t^122 + 2*t^124 + t^132 + t^134 + 2*t^146 + 2*t^148 + 2*t^154 + 2*t^156 + 2*t^158 + t^162 + t^164 + 2*t^172 + t^174 + t^180 + 2*t^190 + t^196 + t^198 + t^204 + t^206 + t^214 + 2*t^220 + t^222 + t^228 + t^230 + 2*t^236 + 2*t^244 + 2*t^246 + t^252 + 2*t^254 + t^260 + 2*t^262 + t^270 + t^276 + t^278 + 2*t^292 + 2*t^294 + 2*t^298 + t^302 + t^306 + 2*t^314 + 2*t^316 + t^318 + t^324 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + 2*t^404 + t^406 + 2*t^410 + 2*t^412 + 2*t^414 + t^420 + t^426 + 2*t^430 + t^434 + 2*t^436 + t^442 + 2*t^444 + t^446 + 2*t^450 + t^452 + 2*t^458 + 2*t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - z1^2 + z1 2*t^-28 + 2*t^-26 + 2*t^-24 + 2*t^-22 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-8 + t^-6 + t^-4 + 2*t^-2 + 2*t^2 + 2*t^4 + 2*t^6 + 2*t^12 + t^14 + 2*t^18 + 2*t^22 + t^30 + t^36 + 2*t^38 + 2*t^42 + t^44 + 2*t^46 + t^52 + t^54 + t^58 + 2*t^68 + t^74 + 2*t^76 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + t^94 + 2*t^102 + t^106 + t^110 + t^116 + 2*t^118 + t^122 + 2*t^130 + t^132 + 2*t^134 + t^138 + 2*t^140 + 2*t^142 + 2*t^146 + t^148 + 2*t^154 + t^156 + t^158 + t^162 + t^166 + t^174 + 2*t^180 + t^182 + t^188 + t^190 + 2*t^196 + t^198 + 2*t^204 + 2*t^206 + 2*t^212 + t^214 + 2*t^222 + 2*t^230 + t^236 + 2*t^238 + t^246 + t^252 + 2*t^254 + t^260 + 2*t^262 + t^268 + t^270 + 2*t^278 + 2*t^284 + 2*t^286 + 2*t^292 + t^294 + t^298 + 2*t^300 + t^306 + 2*t^308 + 2*t^310 + t^314 + 2*t^318 + t^322 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + t^404 + t^410 + 2*t^414 + t^418 + t^420 + 2*t^426 + 2*t^428 + t^430 + t^434 + t^436 + t^442 + t^444 + t^446 + 2*t^450 + 2*t^454 + t^458 + t^462 + O(t^464) +x^2*z0 - z0^2*z1 + x^2 + z0^2 + z0*z1 + z0 - z1 + 1 2*t^-20 + 2*t^-18 + t^-14 + 2*t^-12 + 2*t^-4 + t^-2 + 2 + 2*t^2 + 2*t^10 + t^14 + 2*t^18 + t^20 + t^22 + 2*t^28 + 2*t^30 + 2*t^38 + t^44 + 2*t^46 + t^50 + 2*t^52 + t^54 + 2*t^58 + 2*t^60 + t^66 + t^68 + 2*t^76 + 2*t^82 + t^84 + 2*t^90 + t^92 + 2*t^94 + t^100 + 2*t^108 + t^110 + t^118 + t^122 + t^124 + t^130 + t^132 + 2*t^138 + t^140 + t^142 + 2*t^146 + 2*t^154 + t^162 + 2*t^164 + 2*t^166 + t^172 + t^174 + 2*t^182 + 2*t^188 + t^198 + t^212 + t^214 + t^220 + 2*t^228 + t^238 + t^244 + t^252 + 2*t^254 + t^260 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + t^284 + t^286 + 2*t^292 + t^300 + 2*t^302 + t^306 + t^308 + t^310 + t^316 + 2*t^322 + 2*t^324 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + 2*t^406 + t^412 + 2*t^414 + 2*t^418 + t^420 + t^428 + t^434 + t^442 + t^446 + 2*t^450 + 2*t^452 + t^454 + t^460 + 2*t^462 + 2*t^466 + 2*t^470 + O(t^476) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 + z0^2 + z1^2 - z0 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + t^-8 + 2*t^-2 + 1 + 2*t^2 + t^6 + t^10 + 2*t^12 + t^14 + t^20 + t^22 + 2*t^36 + t^38 + 2*t^42 + t^44 + t^52 + 2*t^54 + 2*t^60 + t^66 + t^68 + 2*t^74 + 2*t^76 + 2*t^84 + t^86 + 2*t^92 + t^94 + t^100 + t^106 + t^110 + 2*t^116 + t^118 + 2*t^124 + 2*t^126 + t^130 + 2*t^132 + 2*t^134 + 2*t^142 + t^146 + 2*t^150 + t^156 + t^158 + 2*t^162 + 2*t^164 + t^166 + 2*t^174 + t^180 + 2*t^182 + 2*t^190 + t^198 + 2*t^204 + 2*t^206 + 2*t^212 + t^214 + t^220 + t^222 + 2*t^236 + 2*t^238 + 2*t^244 + 2*t^252 + 2*t^254 + t^260 + t^268 + 2*t^270 + 2*t^276 + 2*t^278 + t^284 + 2*t^286 + 2*t^292 + t^298 + 2*t^300 + t^306 + 2*t^308 + t^314 + t^316 + t^318 + t^322 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + 2*t^404 + t^410 + 2*t^412 + t^418 + 2*t^420 + t^430 + t^434 + t^444 + t^450 + 2*t^452 + t^454 + t^458 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 - z0^2 + z0*z1 - z1^2 + z1 - 1 2*t^-28 + 2*t^-24 + 2*t^-18 + t^-14 + t^-12 + 2*t^-8 + 2*t^-6 + t^-4 + t^-2 + 2*t^2 + t^4 + 2*t^6 + t^14 + 2*t^20 + 2*t^28 + t^30 + t^36 + t^38 + t^44 + t^50 + 2*t^52 + 2*t^54 + t^58 + t^60 + 2*t^66 + t^74 + 2*t^76 + 2*t^82 + t^84 + t^92 + 2*t^94 + 2*t^100 + t^102 + 2*t^108 + t^110 + t^116 + 2*t^126 + 2*t^132 + t^138 + 2*t^140 + t^142 + t^146 + 2*t^148 + 2*t^150 + 2*t^162 + t^164 + 2*t^166 + t^172 + 2*t^174 + 2*t^180 + t^188 + t^190 + t^196 + t^198 + t^212 + t^214 + 2*t^220 + 2*t^222 + 2*t^228 + t^230 + t^236 + t^238 + 2*t^246 + 2*t^252 + 2*t^254 + t^260 + 2*t^268 + 2*t^270 + t^276 + t^286 + 2*t^292 + 2*t^294 + t^300 + 2*t^302 + t^306 + t^308 + 2*t^310 + 2*t^316 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + t^404 + 2*t^406 + 2*t^418 + 2*t^420 + t^426 + 2*t^428 + t^434 + 2*t^436 + t^450 + t^452 + t^460 + t^462 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 - z0*z1 + z0 - z1 t^-26 + t^-22 + 2*t^-20 + 2*t^-18 + t^-12 + t^-10 + t^-6 + 2*t^-4 + 2 + 2*t^2 + 2*t^4 + 2*t^10 + t^12 + t^14 + 2*t^22 + t^28 + 2*t^30 + t^38 + t^42 + t^44 + 2*t^50 + 2*t^54 + 2*t^58 + 2*t^68 + 2*t^76 + t^82 + 2*t^86 + 2*t^102 + 2*t^106 + t^108 + t^110 + 2*t^118 + t^124 + 2*t^126 + 2*t^130 + 2*t^132 + t^134 + 2*t^138 + t^140 + t^146 + t^148 + 2*t^150 + 2*t^156 + 2*t^158 + 2*t^162 + 2*t^172 + 2*t^174 + t^182 + 2*t^188 + 2*t^196 + t^198 + t^204 + t^206 + t^214 + t^228 + 2*t^230 + t^244 + t^246 + 2*t^252 + 2*t^254 + t^260 + 2*t^270 + t^278 + 2*t^284 + 2*t^292 + t^294 + 2*t^298 + t^302 + t^306 + t^310 + 2*t^314 + t^324 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + t^406 + 2*t^410 + t^412 + 2*t^420 + 2*t^426 + t^428 + 2*t^430 + t^434 + t^436 + 2*t^444 + t^450 + 2*t^454 + 2*t^458 + 2*t^460 + 2*t^462 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 - z0^2 - z0*z1 - z1^2 - z1 - 1 2*t^-28 + 2*t^-24 + t^-20 + t^-18 + 2*t^-14 + 2*t^-8 + t^-6 + 2*t^-4 + 2*t^-2 + 1 + t^2 + 2*t^4 + t^6 + 2*t^12 + 2*t^14 + 2*t^20 + t^28 + 2*t^30 + t^36 + 2*t^38 + 2*t^50 + 2*t^52 + t^54 + 2*t^58 + t^60 + t^66 + t^68 + 2*t^74 + t^82 + t^84 + t^92 + t^94 + 2*t^100 + 2*t^102 + t^108 + 2*t^110 + t^116 + 2*t^124 + t^126 + 2*t^138 + t^140 + 2*t^142 + 2*t^146 + t^148 + t^150 + t^156 + t^162 + t^164 + t^166 + 2*t^172 + t^174 + 2*t^180 + 2*t^188 + 2*t^190 + 2*t^196 + 2*t^198 + 2*t^204 + t^212 + 2*t^214 + 2*t^220 + t^222 + t^228 + 2*t^230 + t^236 + 2*t^238 + 2*t^244 + t^246 + t^254 + 2*t^268 + t^270 + t^276 + t^284 + 2*t^286 + t^294 + t^300 + t^302 + 2*t^306 + t^308 + t^310 + 2*t^316 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + t^404 + t^406 + 2*t^412 + t^418 + 2*t^426 + t^428 + 2*t^434 + t^436 + t^444 + 2*t^450 + t^452 + 2*t^460 + 2*t^462 + O(t^464) +-x^2*z1 + z0*z1^2 + z0 t^-26 + t^-22 + t^-18 + t^-14 + t^-10 + t^-2 + t^2 + 2*t^6 + 2*t^10 + 2*t^14 + 2*t^22 + 2*t^38 + t^42 + t^54 + 2*t^66 + t^74 + 2*t^86 + 2*t^94 + 2*t^106 + 2*t^110 + 2*t^118 + t^126 + 2*t^130 + t^134 + t^142 + 2*t^146 + t^150 + 2*t^158 + t^162 + 2*t^166 + t^174 + t^182 + t^190 + 2*t^198 + t^206 + 2*t^214 + 2*t^222 + t^238 + t^254 + t^270 + t^278 + t^286 + 2*t^298 + 2*t^306 + 2*t^314 + 2*t^318 + 2*t^322 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + 2*t^410 + 2*t^418 + 2*t^430 + 2*t^434 + 2*t^450 + 2*t^454 + 2*t^458 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 + z1^2 - z0 + z1 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + 2*t^-10 + t^-8 + 2*t^-6 + t^-4 + 2 + t^2 + t^4 + t^10 + t^12 + 2*t^14 + t^20 + t^22 + 2*t^28 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + t^50 + t^52 + t^54 + t^58 + 2*t^60 + 2*t^68 + 2*t^82 + 2*t^84 + t^86 + 2*t^92 + t^100 + t^102 + t^106 + 2*t^108 + 2*t^110 + 2*t^116 + t^118 + t^124 + t^126 + t^130 + 2*t^134 + t^138 + 2*t^140 + 2*t^146 + 2*t^148 + t^150 + 2*t^156 + t^158 + t^162 + 2*t^164 + t^172 + t^174 + t^180 + 2*t^182 + t^188 + t^196 + 2*t^198 + t^204 + 2*t^206 + 2*t^212 + 2*t^214 + t^220 + 2*t^228 + t^230 + 2*t^236 + t^244 + 2*t^246 + t^254 + t^268 + t^270 + 2*t^276 + 2*t^278 + 2*t^284 + 2*t^294 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + 2*t^310 + t^314 + t^316 + 2*t^324 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + 2*t^404 + 2*t^406 + t^410 + t^412 + t^426 + 2*t^428 + t^430 + 2*t^434 + 2*t^436 + 2*t^444 + 2*t^450 + 2*t^452 + t^454 + t^458 + t^460 + t^462 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 + z0*z1 + z0 + z1 t^-26 + t^-22 + t^-20 + 2*t^-14 + 2*t^-12 + t^-10 + 2*t^-6 + t^-4 + 2*t^-2 + 1 + t^4 + t^6 + 2*t^10 + 2*t^12 + 2*t^22 + 2*t^28 + t^30 + t^42 + 2*t^44 + t^50 + t^58 + t^66 + t^68 + 2*t^74 + t^76 + 2*t^82 + 2*t^86 + t^94 + t^102 + 2*t^106 + 2*t^108 + 2*t^118 + 2*t^124 + 2*t^130 + t^132 + t^134 + t^138 + 2*t^140 + 2*t^142 + 2*t^148 + t^156 + 2*t^158 + t^166 + t^172 + t^182 + t^188 + 2*t^190 + t^196 + 2*t^204 + t^206 + t^222 + 2*t^228 + t^230 + 2*t^238 + 2*t^244 + 2*t^246 + t^252 + 2*t^260 + t^278 + t^284 + 2*t^286 + t^292 + 2*t^294 + 2*t^298 + 2*t^302 + 2*t^310 + 2*t^314 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + 2*t^406 + 2*t^410 + 2*t^412 + t^418 + t^420 + t^426 + 2*t^428 + 2*t^430 + 2*t^436 + t^444 + 2*t^454 + 2*t^458 + t^460 + t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 + z1^2 - z0 - z1 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-14 + 2*t^-12 + 2*t^-10 + t^-8 + t^-6 + 2*t^-4 + t^-2 + 2*t^4 + 2*t^6 + t^10 + t^20 + t^22 + t^28 + 2*t^30 + 2*t^36 + 2*t^42 + 2*t^44 + 2*t^50 + t^52 + 2*t^58 + 2*t^60 + 2*t^66 + t^74 + t^76 + t^82 + 2*t^84 + t^86 + 2*t^92 + 2*t^94 + t^100 + 2*t^102 + t^106 + t^108 + 2*t^116 + t^118 + t^130 + t^132 + 2*t^134 + 2*t^138 + t^140 + t^142 + t^148 + t^158 + 2*t^164 + 2*t^166 + 2*t^172 + t^180 + 2*t^182 + 2*t^188 + t^190 + 2*t^196 + 2*t^206 + 2*t^212 + t^220 + 2*t^222 + t^228 + 2*t^230 + 2*t^236 + t^238 + t^246 + t^252 + 2*t^260 + t^268 + 2*t^276 + 2*t^278 + t^286 + t^292 + t^294 + t^298 + 2*t^300 + t^302 + 2*t^308 + t^310 + t^314 + t^316 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + 2*t^404 + t^406 + t^410 + 2*t^418 + t^420 + 2*t^426 + t^428 + t^430 + t^436 + 2*t^452 + t^454 + t^458 + 2*t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - z0^2 - z1^2 - 1 2*t^-28 + 2*t^-24 + 2*t^-20 + 2*t^-12 + 2*t^-8 + 2 + t^12 + 2*t^20 + t^36 + 2*t^44 + 2*t^52 + t^60 + 2*t^68 + t^76 + t^84 + t^92 + 2*t^100 + t^116 + t^124 + t^132 + 2*t^156 + t^164 + 2*t^180 + t^204 + t^212 + 2*t^220 + t^236 + t^244 + t^252 + 2*t^260 + 2*t^268 + t^276 + 2*t^284 + t^292 + t^300 + t^308 + 2*t^316 + t^404 + t^412 + t^420 + 2*t^444 + t^452 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + z0^2 - z1^2 - z0 + 1 2*t^-28 + 2*t^-24 + 2*t^-20 + t^-12 + 2*t^-8 + 2*t^-6 + 2 + 2*t^4 + 2*t^6 + t^10 + 2*t^12 + t^18 + t^20 + 2*t^22 + 2*t^28 + 2*t^30 + t^36 + 2*t^38 + 2*t^44 + t^46 + t^54 + 2*t^58 + 2*t^60 + t^66 + t^74 + t^76 + t^90 + t^100 + t^102 + 2*t^108 + t^116 + 2*t^118 + 2*t^122 + t^124 + 2*t^126 + 2*t^130 + 2*t^132 + 2*t^138 + 2*t^146 + t^148 + 2*t^150 + t^154 + t^156 + t^162 + 2*t^164 + t^172 + t^174 + 2*t^180 + t^182 + t^190 + 2*t^196 + 2*t^204 + t^220 + 2*t^222 + 2*t^228 + t^230 + t^236 + t^244 + 2*t^246 + 2*t^252 + 2*t^260 + t^262 + t^270 + 2*t^276 + t^292 + 2*t^294 + t^310 + t^316 + 2*t^318 + 2*t^324 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + t^404 + t^412 + t^414 + 2*t^420 + t^426 + t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + 2*t^452 + 2*t^454 + t^460 + 2*t^462 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 + z1 - 1 t^-26 + t^-22 + t^-20 + 2*t^-14 + t^-12 + t^-10 + t^-6 + t^-4 + 2*t^-2 + 1 + t^18 + 2*t^20 + t^22 + t^28 + 2*t^38 + t^42 + 2*t^44 + t^46 + t^50 + t^52 + t^54 + t^60 + 2*t^66 + 2*t^68 + t^76 + 2*t^82 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + t^94 + 2*t^100 + 2*t^102 + 2*t^106 + t^108 + t^118 + 2*t^122 + 2*t^124 + 2*t^126 + t^130 + 2*t^132 + t^134 + 2*t^140 + 2*t^142 + 2*t^146 + 2*t^150 + t^154 + 2*t^158 + t^162 + t^164 + t^166 + 2*t^172 + t^174 + 2*t^182 + t^188 + t^206 + 2*t^212 + 2*t^220 + t^228 + 2*t^230 + 2*t^238 + 2*t^244 + t^246 + 2*t^252 + 2*t^260 + t^262 + t^268 + t^270 + t^276 + t^278 + 2*t^284 + 2*t^286 + t^292 + t^294 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + 2*t^314 + 2*t^316 + t^322 + t^324 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + 2*t^406 + 2*t^410 + 2*t^412 + t^414 + t^418 + 2*t^420 + 2*t^426 + 2*t^428 + 2*t^430 + 2*t^442 + 2*t^446 + 2*t^450 + t^452 + t^454 + 2*t^458 + 2*t^460 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 - z0*z1 + z1^2 + z0 - z1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-14 + t^-12 + 2*t^-10 + t^-8 + 2*t^-4 + t^-2 + t^4 + t^6 + 2*t^10 + t^12 + t^18 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + 2*t^44 + t^46 + 2*t^50 + 2*t^52 + t^54 + t^58 + t^68 + 2*t^74 + t^76 + t^82 + t^84 + t^86 + t^90 + t^92 + 2*t^94 + t^106 + 2*t^116 + 2*t^122 + 2*t^126 + 2*t^132 + 2*t^134 + t^138 + t^140 + t^142 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + 2*t^156 + t^158 + t^162 + 2*t^166 + t^174 + t^180 + 2*t^188 + 2*t^190 + t^196 + t^204 + 2*t^206 + t^212 + t^222 + 2*t^236 + t^238 + 2*t^252 + 2*t^260 + t^262 + 2*t^268 + t^270 + 2*t^278 + t^284 + t^286 + t^292 + t^298 + t^300 + t^302 + t^308 + 2*t^310 + t^314 + t^318 + 2*t^322 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + 2*t^404 + t^406 + t^410 + t^414 + 2*t^418 + 2*t^420 + t^428 + t^430 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + t^458 + t^462 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 - z1 - 1 t^-26 + t^-22 + 2*t^-20 + 2*t^-18 + t^-10 + 2*t^-4 + 2 + 2*t^2 + t^4 + 2*t^6 + 2*t^12 + t^14 + t^18 + 2*t^20 + t^22 + t^30 + t^42 + t^44 + t^46 + 2*t^50 + t^52 + t^58 + t^60 + t^66 + t^74 + 2*t^76 + t^82 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + 2*t^100 + 2*t^106 + t^110 + t^118 + 2*t^122 + t^124 + t^126 + t^130 + t^134 + t^138 + t^140 + 2*t^148 + t^150 + t^154 + t^156 + 2*t^158 + t^164 + 2*t^182 + 2*t^188 + t^190 + t^196 + t^198 + 2*t^204 + t^206 + 2*t^212 + t^214 + 2*t^220 + 2*t^222 + t^244 + 2*t^254 + t^260 + t^262 + t^268 + t^276 + t^278 + 2*t^292 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + 2*t^310 + 2*t^314 + 2*t^316 + 2*t^318 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + t^406 + 2*t^410 + t^412 + t^414 + t^428 + 2*t^430 + t^434 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + t^452 + t^454 + 2*t^458 + t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 + z1^2 + z0 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-10 + t^-8 + 2*t^-6 + 2*t^-2 + 1 + 2*t^2 + 2*t^4 + 2*t^10 + t^14 + t^18 + 2*t^28 + 2*t^30 + 2*t^36 + 2*t^42 + t^44 + t^46 + 2*t^52 + 2*t^58 + 2*t^66 + 2*t^68 + 2*t^76 + t^84 + t^86 + t^90 + t^92 + t^94 + t^102 + t^106 + 2*t^108 + t^110 + 2*t^116 + 2*t^122 + 2*t^124 + t^126 + 2*t^134 + 2*t^138 + 2*t^142 + t^148 + t^150 + t^154 + t^158 + t^166 + t^172 + t^180 + 2*t^196 + t^198 + 2*t^206 + t^212 + t^214 + 2*t^228 + t^230 + 2*t^236 + 2*t^238 + 2*t^244 + 2*t^246 + 2*t^254 + t^260 + t^262 + 2*t^268 + 2*t^278 + 2*t^284 + 2*t^286 + 2*t^292 + 2*t^294 + t^298 + t^300 + t^306 + t^308 + t^310 + t^314 + t^322 + 2*t^324 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + 2*t^404 + t^410 + 2*t^412 + t^414 + t^418 + t^426 + t^430 + t^434 + t^436 + 2*t^442 + 2*t^446 + t^458 + t^460 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 + z0^2 + z0*z1 - z1^2 - z0 + z1 + 1 2*t^-28 + 2*t^-24 + 2*t^-18 + t^-14 + 2*t^-8 + t^-6 + t^-4 + t^-2 + 2*t^2 + t^6 + t^10 + t^12 + t^14 + t^18 + t^20 + 2*t^22 + t^28 + t^36 + t^44 + t^46 + t^50 + 2*t^60 + t^68 + 2*t^74 + 2*t^76 + 2*t^82 + t^90 + 2*t^94 + t^100 + 2*t^102 + t^108 + t^110 + t^116 + 2*t^118 + 2*t^122 + t^126 + 2*t^130 + 2*t^140 + t^142 + t^150 + t^154 + 2*t^156 + 2*t^164 + 2*t^166 + 2*t^172 + 2*t^180 + t^182 + t^188 + 2*t^190 + t^198 + t^204 + t^214 + t^220 + t^222 + t^228 + 2*t^230 + t^236 + t^238 + t^246 + 2*t^254 + t^260 + t^262 + 2*t^276 + t^284 + t^286 + 2*t^292 + t^294 + 2*t^302 + t^306 + t^316 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + t^404 + 2*t^406 + t^414 + 2*t^418 + 2*t^426 + 2*t^428 + t^434 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^452 + 2*t^454 + 2*t^460 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 + z0*z1 + z1^2 + z0 + z1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + 2*t^-12 + 2*t^-10 + t^-8 + t^-6 + t^-4 + 2 + t^2 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + t^18 + t^28 + 2*t^36 + t^38 + 2*t^42 + t^46 + t^50 + 2*t^52 + 2*t^54 + t^66 + t^74 + 2*t^82 + t^84 + t^86 + t^90 + t^92 + 2*t^102 + t^106 + t^108 + 2*t^110 + 2*t^116 + 2*t^122 + t^124 + t^132 + 2*t^134 + 2*t^140 + t^146 + t^154 + t^156 + t^158 + 2*t^162 + 2*t^172 + 2*t^174 + t^180 + t^188 + t^190 + 2*t^198 + 2*t^204 + 2*t^206 + t^212 + 2*t^214 + 2*t^222 + t^228 + 2*t^230 + 2*t^236 + t^244 + t^246 + t^252 + t^254 + t^262 + 2*t^268 + 2*t^270 + 2*t^278 + t^294 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + t^314 + 2*t^318 + t^324 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + 2*t^404 + 2*t^406 + t^410 + t^412 + t^414 + t^420 + 2*t^426 + 2*t^428 + t^430 + 2*t^434 + 2*t^442 + t^444 + 2*t^446 + t^450 + t^458 + 2*t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 + z0^2 - z0*z1 - z1^2 - z0 - z1 + 1 2*t^-28 + 2*t^-24 + t^-20 + t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-8 + 2*t^-4 + 2*t^-2 + 1 + t^2 + t^4 + t^10 + 2*t^14 + t^18 + t^20 + 2*t^22 + t^30 + t^36 + t^38 + t^46 + 2*t^50 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + 2*t^68 + t^82 + t^90 + t^94 + t^100 + 2*t^110 + t^116 + 2*t^118 + 2*t^122 + 2*t^124 + 2*t^130 + t^132 + t^138 + t^140 + 2*t^142 + t^146 + 2*t^148 + t^154 + 2*t^162 + 2*t^164 + t^166 + 2*t^174 + 2*t^180 + t^182 + 2*t^188 + t^196 + 2*t^198 + 2*t^214 + t^220 + t^236 + 2*t^238 + 2*t^244 + t^252 + t^254 + t^262 + 2*t^270 + 2*t^276 + 2*t^284 + 2*t^286 + t^302 + 2*t^306 + 2*t^310 + t^316 + t^322 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + t^404 + t^406 + 2*t^412 + t^414 + t^418 + t^420 + t^428 + 2*t^434 + 2*t^436 + 2*t^442 + 2*t^446 + t^450 + 2*t^452 + 2*t^454 + t^462 + O(t^464) +-x^2*z1 + z0*z1^2 - z0^2 - 1 t^-26 + t^-22 + t^-18 + t^-14 + 2*t^-12 + t^-10 + 2*t^-6 + t^-2 + t^2 + 2*t^4 + t^6 + t^12 + 2*t^14 + t^18 + 2*t^20 + t^22 + 2*t^28 + 2*t^30 + t^38 + t^42 + t^46 + t^52 + 2*t^54 + 2*t^58 + t^60 + t^68 + 2*t^74 + 2*t^84 + 2*t^86 + t^90 + 2*t^92 + 2*t^94 + 2*t^100 + t^102 + 2*t^106 + 2*t^108 + 2*t^110 + t^118 + 2*t^122 + t^130 + t^132 + t^134 + 2*t^138 + t^142 + t^146 + t^148 + t^154 + 2*t^156 + 2*t^158 + 2*t^162 + t^164 + 2*t^166 + t^172 + 2*t^174 + 2*t^182 + 2*t^190 + 2*t^196 + 2*t^198 + t^204 + t^206 + 2*t^212 + 2*t^214 + 2*t^220 + t^222 + 2*t^228 + t^230 + t^238 + 2*t^246 + t^252 + t^254 + t^262 + t^268 + 2*t^270 + t^276 + t^278 + t^284 + t^286 + 2*t^294 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + t^310 + 2*t^314 + 2*t^316 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + 2*t^410 + t^414 + 2*t^418 + t^420 + t^426 + 2*t^430 + 2*t^434 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + t^452 + t^454 + 2*t^458 + t^460 + 2*t^462 + 2*t^466 + O(t^470) +-x^2*z1 + z0*z1^2 + z0^2 - z0 + 1 t^-26 + t^-22 + t^-18 + t^-14 + t^-12 + t^-10 + t^-6 + t^-2 + t^2 + t^4 + t^10 + 2*t^12 + 2*t^14 + 2*t^18 + t^20 + t^28 + t^30 + t^42 + 2*t^46 + 2*t^52 + t^58 + 2*t^60 + t^66 + 2*t^68 + t^84 + 2*t^86 + 2*t^90 + t^92 + 2*t^94 + t^100 + 2*t^102 + 2*t^106 + t^108 + 2*t^110 + t^122 + 2*t^126 + 2*t^132 + t^134 + t^138 + t^142 + 2*t^148 + 2*t^150 + 2*t^154 + t^156 + 2*t^158 + 2*t^164 + 2*t^166 + 2*t^172 + t^196 + 2*t^198 + 2*t^204 + t^206 + t^212 + 2*t^214 + t^220 + t^228 + 2*t^230 + t^238 + t^246 + 2*t^252 + t^254 + 2*t^262 + 2*t^268 + 2*t^276 + t^278 + 2*t^284 + t^286 + t^294 + 2*t^298 + t^300 + 2*t^306 + t^308 + 2*t^310 + 2*t^314 + t^316 + 2*t^322 + t^324 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + 2*t^410 + 2*t^414 + 2*t^418 + 2*t^420 + 2*t^426 + 2*t^430 + 2*t^434 + 2*t^436 + t^442 + t^444 + t^446 + 2*t^452 + 2*t^458 + 2*t^460 + t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 + z1 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + t^-12 + 2*t^-10 + t^-8 + t^-4 + 2 + t^2 + 2*t^4 + t^6 + 2*t^14 + 2*t^18 + 2*t^20 + 2*t^22 + 2*t^30 + 2*t^36 + 2*t^42 + 2*t^46 + t^50 + 2*t^58 + t^60 + 2*t^66 + t^68 + 2*t^74 + 2*t^82 + t^86 + 2*t^90 + 2*t^100 + t^106 + 2*t^110 + 2*t^116 + 2*t^118 + t^122 + t^124 + 2*t^126 + 2*t^130 + 2*t^132 + 2*t^134 + 2*t^138 + 2*t^140 + t^148 + 2*t^150 + 2*t^154 + t^158 + t^164 + t^180 + t^182 + t^188 + 2*t^190 + 2*t^196 + 2*t^198 + 2*t^206 + 2*t^214 + 2*t^220 + t^222 + 2*t^236 + t^244 + 2*t^252 + t^254 + 2*t^262 + t^276 + 2*t^278 + t^284 + t^298 + 2*t^302 + 2*t^306 + t^310 + t^314 + 2*t^316 + t^318 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + 2*t^404 + 2*t^406 + t^410 + t^412 + 2*t^414 + 2*t^420 + 2*t^428 + t^430 + 2*t^434 + t^436 + t^442 + t^446 + t^452 + 2*t^454 + t^458 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 - z0*z1 - z1^2 + z0 - z1 2*t^-28 + 2*t^-24 + t^-20 + t^-18 + 2*t^-14 + t^-12 + 2*t^-8 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 1 + t^2 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + 2*t^18 + t^22 + 2*t^28 + t^36 + 2*t^46 + 2*t^50 + t^52 + t^74 + t^82 + 2*t^84 + 2*t^90 + 2*t^92 + t^94 + t^102 + 2*t^108 + 2*t^110 + t^116 + t^118 + t^122 + 2*t^124 + 2*t^126 + t^130 + 2*t^132 + t^140 + 2*t^142 + 2*t^150 + 2*t^154 + 2*t^156 + t^166 + t^172 + 2*t^180 + 2*t^182 + 2*t^188 + t^190 + 2*t^198 + t^204 + 2*t^212 + 2*t^214 + 2*t^222 + 2*t^228 + t^230 + t^236 + 2*t^238 + 2*t^244 + 2*t^246 + 2*t^252 + t^254 + 2*t^262 + t^268 + 2*t^286 + 2*t^294 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + t^404 + t^406 + 2*t^412 + 2*t^414 + t^418 + 2*t^420 + t^426 + t^428 + 2*t^434 + t^442 + 2*t^444 + t^446 + t^454 + t^460 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 + z1^2 - z1 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-14 + 2*t^-10 + t^-8 + 2*t^-6 + 2*t^-4 + t^-2 + 2*t^12 + 2*t^18 + 2*t^20 + 2*t^22 + 2*t^28 + 2*t^36 + t^38 + 2*t^42 + 2*t^44 + 2*t^46 + 2*t^50 + 2*t^54 + t^60 + t^66 + 2*t^68 + t^76 + t^82 + t^86 + 2*t^90 + 2*t^94 + 2*t^100 + t^102 + t^106 + 2*t^108 + 2*t^116 + 2*t^118 + t^122 + t^126 + 2*t^130 + 2*t^134 + t^140 + t^142 + t^146 + t^150 + 2*t^154 + t^156 + t^158 + 2*t^162 + t^164 + 2*t^166 + t^172 + 2*t^174 + t^180 + t^182 + 2*t^188 + 2*t^204 + 2*t^206 + 2*t^220 + 2*t^228 + t^230 + 2*t^236 + t^238 + 2*t^246 + 2*t^260 + 2*t^262 + 2*t^270 + t^276 + 2*t^278 + 2*t^284 + t^286 + t^292 + 2*t^294 + t^298 + t^302 + t^314 + 2*t^316 + 2*t^322 + 2*t^324 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + 2*t^404 + t^406 + t^410 + 2*t^414 + 2*t^418 + t^426 + t^428 + t^430 + t^442 + t^444 + t^446 + t^450 + t^452 + 2*t^454 + t^458 + t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - z1^2 + z0 2*t^-28 + 2*t^-24 + 2*t^-20 + 2*t^-8 + t^-6 + 2 + t^4 + t^6 + 2*t^10 + 2*t^18 + t^22 + t^28 + t^30 + t^36 + t^38 + 2*t^44 + 2*t^46 + t^52 + 2*t^54 + t^58 + 2*t^66 + t^68 + 2*t^74 + t^76 + 2*t^84 + 2*t^90 + 2*t^92 + 2*t^102 + t^108 + t^116 + t^118 + t^122 + t^124 + t^126 + t^130 + t^138 + t^146 + 2*t^148 + t^150 + 2*t^154 + 2*t^162 + 2*t^172 + 2*t^174 + 2*t^180 + 2*t^182 + 2*t^190 + t^196 + 2*t^212 + t^222 + t^228 + 2*t^230 + t^236 + t^244 + t^246 + 2*t^260 + 2*t^262 + t^268 + 2*t^270 + t^284 + t^292 + t^294 + 2*t^300 + 2*t^308 + 2*t^310 + t^318 + t^324 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + t^404 + t^412 + 2*t^414 + 2*t^426 + 2*t^436 + t^442 + t^446 + t^450 + t^454 + 2*t^460 + t^462 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 - z0 + z1 + 1 t^-26 + t^-22 + t^-20 + 2*t^-14 + t^-10 + t^-4 + 2*t^-2 + 1 + 2*t^4 + 2*t^6 + t^10 + t^12 + 2*t^18 + t^20 + 2*t^30 + t^38 + t^42 + 2*t^44 + 2*t^46 + t^50 + 2*t^52 + 2*t^54 + 2*t^58 + 2*t^60 + t^74 + t^76 + 2*t^82 + t^84 + 2*t^86 + 2*t^90 + t^92 + t^94 + t^100 + 2*t^106 + t^122 + 2*t^124 + t^126 + t^134 + 2*t^138 + 2*t^140 + 2*t^142 + t^146 + t^148 + t^150 + 2*t^154 + 2*t^156 + 2*t^158 + 2*t^162 + 2*t^164 + t^166 + 2*t^174 + t^188 + t^190 + 2*t^196 + t^204 + t^206 + t^212 + t^220 + 2*t^222 + 2*t^238 + 2*t^244 + 2*t^260 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^276 + t^278 + 2*t^286 + t^292 + 2*t^298 + t^300 + 2*t^302 + t^308 + t^310 + 2*t^314 + t^316 + 2*t^318 + t^322 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + 2*t^406 + 2*t^410 + 2*t^412 + 2*t^414 + t^418 + 2*t^428 + 2*t^430 + t^436 + t^442 + 2*t^444 + t^446 + t^450 + 2*t^452 + 2*t^458 + 2*t^462 + t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 + z0*z1 - z1^2 + z0 + z1 2*t^-28 + 2*t^-24 + 2*t^-18 + t^-14 + 2*t^-12 + 2*t^-8 + t^-4 + t^-2 + 2*t^2 + 2*t^4 + 2*t^10 + 2*t^12 + t^14 + 2*t^18 + t^22 + 2*t^30 + t^36 + 2*t^38 + t^44 + 2*t^46 + t^50 + t^52 + t^54 + 2*t^58 + t^66 + 2*t^68 + 2*t^76 + 2*t^82 + 2*t^84 + 2*t^90 + 2*t^92 + 2*t^94 + t^110 + t^116 + t^118 + t^122 + t^130 + t^132 + 2*t^138 + 2*t^140 + t^142 + 2*t^146 + t^148 + 2*t^154 + t^156 + t^162 + 2*t^166 + t^174 + 2*t^180 + 2*t^182 + t^188 + 2*t^196 + t^198 + 2*t^204 + 2*t^212 + t^214 + t^236 + t^238 + t^252 + 2*t^254 + t^260 + 2*t^262 + t^268 + t^270 + 2*t^284 + t^286 + 2*t^292 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + t^310 + 2*t^322 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + t^404 + 2*t^406 + 2*t^414 + 2*t^418 + t^420 + 2*t^428 + t^434 + t^436 + t^442 + t^444 + t^446 + 2*t^450 + t^454 + 2*t^462 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 - z0 - z1 + 1 t^-26 + t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-12 + t^-10 + 2*t^-6 + 2*t^-4 + 2 + 2*t^2 + t^6 + t^10 + t^14 + 2*t^18 + t^20 + 2*t^28 + 2*t^38 + t^42 + t^44 + 2*t^46 + 2*t^50 + 2*t^52 + t^54 + 2*t^60 + 2*t^66 + t^68 + 2*t^74 + 2*t^76 + t^82 + t^84 + 2*t^86 + 2*t^90 + t^92 + t^100 + t^102 + 2*t^106 + 2*t^108 + t^110 + t^122 + t^124 + t^132 + t^134 + t^140 + 2*t^146 + 2*t^154 + 2*t^158 + t^162 + 2*t^164 + t^172 + t^174 + 2*t^188 + 2*t^190 + t^198 + t^206 + t^212 + t^214 + t^220 + t^222 + 2*t^228 + t^230 + t^244 + 2*t^246 + t^252 + 2*t^254 + t^260 + 2*t^262 + 2*t^268 + t^270 + 2*t^276 + t^278 + t^284 + 2*t^292 + 2*t^294 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + 2*t^314 + t^316 + t^318 + 2*t^324 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + t^406 + 2*t^410 + t^412 + 2*t^414 + t^420 + t^426 + t^428 + 2*t^430 + t^434 + t^442 + t^446 + 2*t^450 + 2*t^452 + 2*t^458 + t^460 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 - z0^2 + z1^2 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + t^-8 + t^-6 + 2*t^-2 + 1 + 2*t^2 + t^4 + 2*t^6 + t^12 + t^14 + 2*t^18 + 2*t^20 + 2*t^22 + t^28 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + t^44 + 2*t^46 + t^54 + t^58 + t^60 + t^74 + 2*t^76 + t^86 + 2*t^90 + t^94 + 2*t^100 + 2*t^102 + t^106 + t^108 + t^110 + 2*t^116 + 2*t^118 + t^122 + 2*t^124 + 2*t^130 + t^132 + 2*t^134 + t^138 + 2*t^142 + 2*t^146 + 2*t^148 + 2*t^154 + 2*t^156 + t^158 + t^162 + t^164 + t^166 + 2*t^172 + t^174 + t^180 + t^182 + t^190 + t^196 + t^198 + t^204 + 2*t^206 + t^214 + 2*t^220 + 2*t^222 + t^228 + 2*t^230 + 2*t^236 + 2*t^238 + 2*t^244 + t^246 + t^252 + 2*t^254 + t^260 + 2*t^262 + t^270 + t^276 + 2*t^278 + 2*t^286 + 2*t^292 + t^294 + t^298 + t^306 + 2*t^310 + t^314 + 2*t^316 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + 2*t^404 + t^410 + 2*t^412 + 2*t^414 + t^418 + t^420 + 2*t^426 + t^430 + t^434 + 2*t^436 + t^442 + 2*t^444 + t^446 + 2*t^450 + t^452 + 2*t^454 + t^458 + 2*t^460 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 + z1^2 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-10 + t^-8 + t^-6 + 2*t^-2 + 1 + 2*t^2 + 2*t^4 + 2*t^6 + t^14 + 2*t^18 + 2*t^22 + 2*t^28 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + t^44 + 2*t^46 + 2*t^52 + t^54 + t^58 + 2*t^68 + t^74 + 2*t^76 + t^84 + t^86 + 2*t^90 + t^92 + t^94 + 2*t^102 + t^106 + 2*t^108 + t^110 + 2*t^116 + 2*t^118 + t^122 + 2*t^124 + 2*t^130 + 2*t^134 + t^138 + 2*t^142 + 2*t^146 + t^148 + 2*t^154 + t^158 + t^162 + t^166 + t^172 + t^174 + t^180 + t^182 + t^190 + 2*t^196 + t^198 + 2*t^206 + t^212 + t^214 + 2*t^222 + 2*t^228 + 2*t^230 + 2*t^236 + 2*t^238 + 2*t^244 + t^246 + 2*t^254 + t^260 + 2*t^262 + 2*t^268 + t^270 + 2*t^278 + 2*t^284 + 2*t^286 + 2*t^292 + t^294 + t^298 + t^300 + t^306 + t^308 + 2*t^310 + t^314 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + 2*t^404 + t^410 + 2*t^412 + 2*t^414 + t^418 + 2*t^426 + t^430 + t^434 + t^436 + t^442 + t^446 + 2*t^450 + 2*t^454 + t^458 + t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 + z0^2 + z0*z1 - z1^2 + z0 + z1 + 1 2*t^-28 + 2*t^-24 + 2*t^-18 + t^-14 + 2*t^-8 + t^-4 + t^-2 + 2*t^2 + 2*t^10 + t^12 + t^14 + 2*t^18 + t^20 + t^22 + t^28 + 2*t^30 + t^36 + 2*t^38 + t^44 + 2*t^46 + t^50 + t^54 + 2*t^58 + 2*t^60 + t^66 + t^68 + 2*t^76 + 2*t^82 + 2*t^90 + 2*t^94 + t^100 + t^108 + t^110 + t^116 + t^118 + t^122 + t^130 + 2*t^138 + 2*t^140 + t^142 + 2*t^146 + 2*t^154 + 2*t^156 + t^162 + 2*t^164 + 2*t^166 + 2*t^172 + t^174 + 2*t^180 + 2*t^182 + t^188 + t^198 + t^204 + t^214 + t^220 + t^228 + t^236 + t^238 + 2*t^254 + t^260 + 2*t^262 + t^270 + 2*t^276 + t^284 + t^286 + 2*t^292 + 2*t^302 + t^306 + t^310 + t^316 + 2*t^322 + t^324 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + t^404 + 2*t^406 + 2*t^414 + 2*t^418 + 2*t^428 + t^434 + t^442 + 2*t^444 + t^446 + 2*t^450 + 2*t^452 + t^454 + 2*t^460 + 2*t^462 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 - z0^2 - z0*z1 - z0 - z1 - 1 t^-26 + t^-22 + 2*t^-20 + 2*t^-18 + t^-10 + 2*t^-6 + 2*t^-4 + 2 + 2*t^2 + t^4 + t^6 + t^10 + 2*t^12 + t^14 + 2*t^18 + 2*t^20 + 2*t^38 + t^42 + t^44 + 2*t^46 + 2*t^50 + t^52 + t^54 + t^60 + 2*t^66 + 2*t^74 + 2*t^76 + t^82 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + 2*t^100 + t^102 + 2*t^106 + t^110 + t^122 + t^124 + t^134 + t^140 + 2*t^146 + 2*t^148 + 2*t^154 + t^156 + 2*t^158 + t^162 + t^164 + t^174 + 2*t^188 + 2*t^190 + t^196 + t^198 + 2*t^204 + t^206 + 2*t^212 + t^214 + 2*t^220 + t^222 + t^230 + t^244 + 2*t^246 + 2*t^254 + t^260 + 2*t^262 + t^268 + t^270 + t^276 + t^278 + 2*t^292 + 2*t^294 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + 2*t^314 + 2*t^316 + t^318 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + t^406 + 2*t^410 + t^412 + 2*t^414 + t^426 + t^428 + 2*t^430 + t^434 + 2*t^436 + t^442 + t^444 + t^446 + 2*t^450 + t^452 + 2*t^458 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 + z0^2 - z0*z1 - z1^2 + z0 - z1 + 1 2*t^-28 + 2*t^-24 + t^-20 + t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-8 + 2*t^-6 + 2*t^-4 + 2*t^-2 + 1 + t^2 + t^4 + 2*t^6 + 2*t^10 + 2*t^14 + 2*t^18 + t^20 + t^22 + t^36 + 2*t^46 + 2*t^50 + 2*t^60 + 2*t^68 + t^74 + t^82 + 2*t^90 + t^94 + t^100 + t^102 + 2*t^110 + t^116 + t^118 + t^122 + 2*t^124 + 2*t^126 + t^130 + t^132 + t^140 + 2*t^142 + 2*t^148 + 2*t^150 + 2*t^154 + 2*t^164 + t^166 + 2*t^180 + 2*t^182 + 2*t^188 + t^190 + t^196 + 2*t^198 + 2*t^214 + t^220 + 2*t^222 + t^230 + t^236 + 2*t^238 + 2*t^244 + 2*t^246 + t^252 + t^254 + 2*t^262 + 2*t^276 + 2*t^284 + 2*t^286 + 2*t^294 + t^302 + 2*t^306 + t^316 + 2*t^318 + t^322 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + t^404 + t^406 + 2*t^412 + 2*t^414 + t^418 + t^420 + t^426 + t^428 + 2*t^434 + 2*t^436 + t^442 + t^446 + 2*t^452 + t^454 + O(t^464) +-x^2*z1 + z0*z1^2 - z0^2 - z0 - 1 t^-26 + t^-22 + t^-18 + t^-14 + 2*t^-12 + t^-10 + t^-6 + t^-2 + t^2 + 2*t^4 + t^10 + t^12 + 2*t^14 + 2*t^18 + 2*t^20 + 2*t^28 + t^30 + t^42 + 2*t^46 + t^52 + t^58 + t^60 + t^66 + t^68 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + 2*t^94 + 2*t^100 + 2*t^102 + 2*t^106 + 2*t^108 + 2*t^110 + t^122 + 2*t^126 + t^132 + t^134 + t^138 + t^142 + t^148 + 2*t^150 + 2*t^154 + 2*t^156 + 2*t^158 + t^164 + 2*t^166 + t^172 + 2*t^196 + 2*t^198 + t^204 + t^206 + 2*t^212 + 2*t^214 + 2*t^220 + 2*t^228 + 2*t^230 + t^238 + t^246 + t^252 + t^254 + 2*t^262 + t^268 + t^276 + t^278 + t^284 + t^286 + t^294 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + 2*t^310 + 2*t^314 + 2*t^316 + 2*t^322 + 2*t^324 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + 2*t^410 + 2*t^414 + 2*t^418 + t^420 + 2*t^426 + 2*t^430 + 2*t^434 + t^436 + t^442 + 2*t^444 + t^446 + t^452 + 2*t^458 + t^460 + t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 + z0*z1 + z1^2 + z1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + 2*t^-12 + 2*t^-10 + t^-8 + t^-4 + 2 + t^2 + t^6 + 2*t^12 + 2*t^14 + 2*t^18 + 2*t^22 + t^28 + 2*t^30 + 2*t^36 + 2*t^42 + 2*t^46 + t^50 + 2*t^52 + 2*t^58 + 2*t^66 + 2*t^74 + 2*t^82 + t^84 + t^86 + 2*t^90 + t^92 + t^106 + t^108 + 2*t^110 + 2*t^116 + 2*t^118 + t^122 + t^124 + 2*t^126 + 2*t^130 + t^132 + 2*t^134 + 2*t^138 + 2*t^140 + 2*t^150 + 2*t^154 + t^156 + t^158 + 2*t^172 + t^180 + t^182 + t^188 + 2*t^190 + 2*t^198 + 2*t^204 + 2*t^206 + t^212 + 2*t^214 + t^222 + t^228 + 2*t^236 + t^244 + t^252 + t^254 + 2*t^262 + 2*t^268 + 2*t^278 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + t^310 + t^314 + t^318 + t^324 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + 2*t^404 + 2*t^406 + t^410 + t^412 + 2*t^414 + t^420 + 2*t^428 + t^430 + 2*t^434 + t^442 + t^444 + t^446 + 2*t^454 + t^458 + 2*t^460 + 2*t^462 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 - z0^2 + z0*z1 - z0 + z1 - 1 t^-26 + t^-22 + t^-20 + 2*t^-14 + t^-12 + t^-10 + t^-4 + 2*t^-2 + 1 + 2*t^6 + t^10 + 2*t^18 + 2*t^20 + t^28 + 2*t^30 + t^38 + t^42 + 2*t^44 + 2*t^46 + t^50 + t^52 + 2*t^54 + 2*t^58 + t^60 + 2*t^68 + t^74 + t^76 + 2*t^82 + 2*t^84 + 2*t^86 + 2*t^90 + 2*t^92 + t^94 + 2*t^100 + 2*t^106 + t^108 + t^122 + 2*t^124 + t^126 + 2*t^132 + t^134 + 2*t^138 + 2*t^140 + 2*t^142 + t^146 + t^150 + 2*t^154 + 2*t^158 + 2*t^162 + t^164 + t^166 + 2*t^172 + 2*t^174 + t^188 + t^190 + t^206 + 2*t^212 + 2*t^220 + 2*t^222 + t^228 + 2*t^238 + 2*t^244 + 2*t^252 + 2*t^260 + 2*t^262 + t^268 + 2*t^270 + t^276 + t^278 + 2*t^284 + 2*t^286 + t^292 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + t^310 + 2*t^314 + 2*t^316 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + 2*t^406 + 2*t^410 + 2*t^412 + 2*t^414 + t^418 + 2*t^420 + 2*t^428 + 2*t^430 + t^442 + t^446 + t^450 + t^452 + 2*t^458 + 2*t^460 + 2*t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 - z0*z1 + z1^2 - z1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-14 + t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + 2*t^-4 + t^-2 + t^4 + t^12 + 2*t^18 + 2*t^22 + 2*t^36 + t^38 + 2*t^42 + 2*t^44 + 2*t^46 + 2*t^50 + 2*t^52 + 2*t^54 + t^66 + t^68 + t^76 + t^82 + t^84 + t^86 + 2*t^90 + t^92 + 2*t^94 + t^102 + t^106 + 2*t^116 + 2*t^118 + t^122 + t^126 + 2*t^130 + 2*t^132 + 2*t^134 + t^140 + t^142 + t^146 + 2*t^148 + t^150 + 2*t^154 + 2*t^156 + t^158 + 2*t^162 + 2*t^166 + 2*t^174 + t^180 + t^182 + 2*t^188 + t^196 + t^204 + 2*t^206 + t^212 + t^230 + 2*t^236 + t^238 + 2*t^246 + 2*t^252 + 2*t^260 + 2*t^262 + 2*t^268 + 2*t^270 + 2*t^278 + t^284 + t^286 + t^292 + 2*t^294 + t^298 + t^300 + t^302 + t^308 + t^314 + 2*t^322 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + 2*t^404 + t^406 + t^410 + 2*t^414 + 2*t^418 + 2*t^420 + t^426 + t^428 + t^430 + 2*t^436 + t^442 + 2*t^444 + t^446 + t^450 + 2*t^454 + t^458 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + z0^2 - z1^2 + z0 + 1 2*t^-28 + 2*t^-24 + 2*t^-20 + t^-12 + 2*t^-8 + t^-6 + 2 + 2*t^4 + t^6 + 2*t^10 + 2*t^12 + 2*t^18 + t^20 + t^22 + 2*t^28 + t^30 + t^36 + t^38 + 2*t^44 + 2*t^46 + 2*t^54 + t^58 + 2*t^60 + 2*t^66 + 2*t^74 + t^76 + 2*t^90 + t^100 + 2*t^102 + 2*t^108 + t^116 + t^118 + t^122 + t^124 + t^126 + t^130 + 2*t^132 + t^138 + t^146 + t^148 + t^150 + 2*t^154 + t^156 + 2*t^162 + 2*t^164 + t^172 + 2*t^174 + 2*t^180 + 2*t^182 + 2*t^190 + 2*t^196 + 2*t^204 + t^220 + t^222 + 2*t^228 + 2*t^230 + t^236 + t^244 + t^246 + 2*t^252 + 2*t^260 + 2*t^262 + 2*t^270 + 2*t^276 + t^292 + t^294 + 2*t^310 + t^316 + t^318 + 2*t^324 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + t^404 + t^412 + 2*t^414 + 2*t^420 + 2*t^426 + t^436 + t^442 + t^444 + t^446 + t^450 + 2*t^452 + t^454 + t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - z1^2 2*t^-28 + 2*t^-24 + 2*t^-20 + 2*t^-8 + 2 + t^4 + t^28 + t^36 + 2*t^44 + t^52 + t^68 + t^76 + 2*t^84 + 2*t^92 + t^108 + t^116 + t^124 + 2*t^148 + 2*t^172 + 2*t^180 + t^196 + 2*t^212 + t^228 + t^236 + t^244 + 2*t^260 + t^268 + t^284 + t^292 + 2*t^300 + 2*t^308 + t^324 + t^404 + t^412 + 2*t^436 + 2*t^460 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 + z0 + z1 + 1 t^-26 + t^-22 + t^-20 + 2*t^-14 + t^-10 + 2*t^-6 + t^-4 + 2*t^-2 + 1 + 2*t^4 + t^6 + 2*t^10 + t^12 + t^20 + 2*t^22 + t^30 + t^42 + 2*t^44 + t^50 + 2*t^52 + t^58 + 2*t^60 + t^66 + 2*t^74 + t^76 + 2*t^82 + t^84 + 2*t^86 + t^92 + t^94 + t^100 + t^102 + 2*t^106 + 2*t^118 + 2*t^124 + 2*t^130 + t^134 + t^138 + 2*t^140 + 2*t^142 + t^148 + 2*t^156 + 2*t^158 + 2*t^164 + t^166 + t^182 + t^188 + 2*t^190 + 2*t^196 + t^204 + t^206 + t^212 + t^220 + t^222 + t^230 + 2*t^238 + 2*t^244 + 2*t^246 + 2*t^260 + 2*t^268 + 2*t^276 + t^278 + 2*t^286 + t^292 + 2*t^294 + 2*t^298 + t^300 + 2*t^302 + t^308 + 2*t^310 + 2*t^314 + t^316 + t^318 + t^322 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + 2*t^406 + 2*t^410 + 2*t^412 + t^418 + t^426 + 2*t^428 + 2*t^430 + t^436 + 2*t^444 + 2*t^452 + 2*t^454 + 2*t^458 + t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 + z1^2 - z0 - z1 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-14 + 2*t^-10 + t^-8 + t^-6 + 2*t^-4 + t^-2 + 2*t^6 + t^10 + 2*t^12 + 2*t^20 + t^22 + 2*t^28 + 2*t^30 + 2*t^36 + 2*t^42 + 2*t^44 + 2*t^50 + 2*t^58 + t^60 + 2*t^66 + 2*t^68 + t^74 + t^76 + t^82 + t^86 + 2*t^94 + 2*t^100 + 2*t^102 + t^106 + 2*t^108 + 2*t^116 + t^118 + t^130 + 2*t^134 + 2*t^138 + t^140 + t^142 + t^156 + t^158 + t^164 + 2*t^166 + t^172 + t^180 + 2*t^182 + 2*t^188 + t^190 + 2*t^204 + 2*t^206 + 2*t^220 + 2*t^222 + 2*t^228 + 2*t^230 + 2*t^236 + t^238 + t^246 + 2*t^260 + t^276 + 2*t^278 + 2*t^284 + t^286 + t^292 + t^294 + t^298 + t^302 + t^310 + t^314 + 2*t^316 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + 2*t^404 + t^406 + t^410 + 2*t^418 + 2*t^426 + t^428 + t^430 + t^444 + t^452 + t^454 + t^458 + t^460 + 2*t^462 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 + z0 - z1 + 1 t^-26 + t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-12 + t^-10 + t^-6 + 2*t^-4 + 2 + 2*t^2 + 2*t^10 + t^14 + t^20 + 2*t^22 + 2*t^28 + 2*t^30 + t^38 + t^42 + t^44 + 2*t^50 + 2*t^52 + 2*t^54 + 2*t^58 + 2*t^60 + t^68 + 2*t^76 + t^82 + t^84 + 2*t^86 + t^92 + t^100 + 2*t^102 + 2*t^106 + 2*t^108 + t^110 + 2*t^118 + t^124 + 2*t^126 + 2*t^130 + t^132 + t^134 + 2*t^138 + t^140 + t^146 + 2*t^150 + 2*t^158 + 2*t^162 + 2*t^164 + t^172 + 2*t^174 + t^182 + 2*t^188 + t^198 + t^206 + t^212 + t^214 + t^220 + 2*t^228 + 2*t^230 + t^244 + t^246 + t^252 + 2*t^254 + t^260 + 2*t^268 + 2*t^270 + 2*t^276 + t^278 + t^284 + 2*t^292 + t^294 + 2*t^298 + t^300 + t^302 + t^306 + t^308 + t^310 + 2*t^314 + t^316 + 2*t^324 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + t^406 + 2*t^410 + t^412 + t^420 + 2*t^426 + t^428 + 2*t^430 + t^434 + t^450 + 2*t^452 + 2*t^454 + 2*t^458 + t^460 + 2*t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 - z0^2 + z1^2 - z0 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + t^-8 + 2*t^-2 + 1 + 2*t^2 + t^4 + t^6 + t^10 + t^12 + t^14 + 2*t^20 + t^22 + t^28 + 2*t^36 + t^38 + 2*t^42 + t^44 + 2*t^54 + t^60 + t^66 + 2*t^74 + 2*t^76 + t^86 + t^94 + 2*t^100 + t^106 + t^108 + t^110 + 2*t^116 + t^118 + 2*t^124 + 2*t^126 + t^130 + t^132 + 2*t^134 + 2*t^142 + t^146 + 2*t^148 + 2*t^150 + 2*t^156 + t^158 + 2*t^162 + t^164 + t^166 + 2*t^172 + 2*t^174 + t^180 + 2*t^182 + 2*t^190 + t^196 + t^198 + t^204 + 2*t^206 + t^214 + 2*t^220 + t^222 + t^228 + 2*t^236 + 2*t^238 + 2*t^244 + t^252 + 2*t^254 + t^260 + 2*t^270 + t^276 + 2*t^278 + 2*t^286 + 2*t^292 + t^298 + t^306 + t^314 + 2*t^316 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + 2*t^404 + t^410 + 2*t^412 + t^418 + t^420 + t^430 + t^434 + 2*t^436 + 2*t^444 + t^450 + t^452 + t^454 + t^458 + 2*t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 + z0*z1 - z1^2 + z1 2*t^-28 + 2*t^-24 + 2*t^-18 + t^-14 + 2*t^-12 + 2*t^-8 + 2*t^-6 + t^-4 + t^-2 + 2*t^2 + 2*t^4 + 2*t^6 + 2*t^12 + t^14 + t^30 + t^36 + t^38 + t^44 + t^50 + t^52 + 2*t^54 + t^58 + 2*t^66 + 2*t^68 + t^74 + 2*t^76 + 2*t^82 + 2*t^84 + 2*t^92 + 2*t^94 + t^102 + t^110 + t^116 + 2*t^126 + t^132 + t^138 + 2*t^140 + t^142 + t^146 + t^148 + 2*t^150 + t^156 + 2*t^162 + 2*t^166 + 2*t^174 + 2*t^180 + t^188 + t^190 + 2*t^196 + t^198 + 2*t^204 + 2*t^212 + t^214 + 2*t^222 + t^230 + t^236 + t^238 + 2*t^246 + t^252 + 2*t^254 + t^260 + t^268 + 2*t^270 + 2*t^284 + t^286 + 2*t^292 + 2*t^294 + 2*t^300 + 2*t^302 + t^306 + 2*t^308 + 2*t^310 + 2*t^318 + 2*t^322 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + t^404 + 2*t^406 + 2*t^418 + t^420 + t^426 + 2*t^428 + t^434 + t^436 + t^444 + t^450 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 - z0 + z1 - 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + t^-4 + 2 + t^2 + 2*t^4 + t^10 + 2*t^14 + 2*t^20 + t^22 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + t^50 + t^54 + t^58 + t^60 + t^68 + 2*t^82 + t^86 + 2*t^100 + t^102 + t^106 + 2*t^110 + 2*t^116 + t^118 + t^124 + t^126 + t^130 + 2*t^132 + 2*t^134 + t^138 + 2*t^140 + 2*t^146 + t^148 + t^150 + t^158 + t^162 + t^164 + t^174 + t^180 + 2*t^182 + t^188 + 2*t^196 + 2*t^198 + 2*t^206 + 2*t^214 + 2*t^220 + t^230 + 2*t^236 + t^244 + 2*t^246 + 2*t^252 + t^254 + t^270 + t^276 + 2*t^278 + t^284 + 2*t^294 + t^298 + 2*t^302 + 2*t^306 + 2*t^310 + t^314 + 2*t^316 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + 2*t^404 + 2*t^406 + t^410 + t^412 + 2*t^420 + t^426 + 2*t^428 + t^430 + 2*t^434 + t^436 + 2*t^450 + t^452 + t^454 + t^458 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 - z0*z1 - z1^2 - z1 2*t^-28 + 2*t^-24 + t^-20 + t^-18 + 2*t^-14 + t^-12 + 2*t^-8 + t^-6 + 2*t^-4 + 2*t^-2 + 1 + t^2 + t^6 + t^12 + 2*t^14 + 2*t^28 + 2*t^30 + t^36 + 2*t^38 + 2*t^50 + t^52 + t^54 + 2*t^58 + t^66 + 2*t^74 + t^82 + 2*t^84 + 2*t^92 + t^94 + 2*t^102 + 2*t^108 + 2*t^110 + t^116 + 2*t^124 + t^126 + 2*t^132 + 2*t^138 + t^140 + 2*t^142 + 2*t^146 + t^150 + 2*t^156 + t^162 + t^166 + t^172 + t^174 + 2*t^180 + 2*t^188 + 2*t^190 + 2*t^198 + t^204 + 2*t^212 + 2*t^214 + t^222 + 2*t^228 + 2*t^230 + t^236 + 2*t^238 + 2*t^244 + t^246 + 2*t^252 + t^254 + t^268 + t^270 + 2*t^286 + t^294 + 2*t^300 + t^302 + 2*t^306 + 2*t^308 + t^310 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + t^334 + t^338 + t^354 + t^358 + t^362 + 2*t^366 + 2*t^378 + 2*t^382 + t^390 + 2*t^398 + t^404 + t^406 + 2*t^412 + t^418 + 2*t^420 + 2*t^426 + t^428 + 2*t^434 + 2*t^444 + 2*t^450 + t^460 + 2*t^462 + O(t^464) +-x^2*z1 + z0*z1^2 + z0^2 + z0 + 1 t^-26 + t^-22 + t^-18 + t^-14 + t^-12 + t^-10 + t^-2 + t^2 + t^4 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + t^20 + 2*t^22 + t^28 + 2*t^38 + t^42 + 2*t^52 + t^54 + 2*t^60 + 2*t^66 + 2*t^68 + t^74 + t^84 + 2*t^86 + t^92 + 2*t^94 + t^100 + 2*t^106 + t^108 + 2*t^110 + 2*t^118 + t^126 + 2*t^130 + 2*t^132 + t^134 + t^142 + 2*t^146 + 2*t^148 + t^150 + t^156 + 2*t^158 + t^162 + 2*t^164 + 2*t^166 + 2*t^172 + t^174 + t^182 + t^190 + t^196 + 2*t^198 + 2*t^204 + t^206 + t^212 + 2*t^214 + t^220 + 2*t^222 + t^228 + t^238 + 2*t^252 + t^254 + 2*t^268 + t^270 + 2*t^276 + t^278 + 2*t^284 + t^286 + 2*t^298 + t^300 + 2*t^306 + t^308 + 2*t^314 + t^316 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + 2*t^410 + 2*t^418 + 2*t^420 + 2*t^430 + 2*t^434 + 2*t^436 + t^444 + 2*t^450 + 2*t^452 + 2*t^454 + 2*t^458 + 2*t^460 + 2*t^466 + O(t^470) +-x^2*z1 + z0*z1^2 t^-26 + t^-22 + t^-18 + t^-14 + t^-10 + 2*t^-6 + t^-2 + t^2 + t^6 + 2*t^14 + t^18 + t^22 + 2*t^30 + t^38 + t^42 + t^46 + 2*t^54 + 2*t^58 + 2*t^74 + 2*t^86 + t^90 + 2*t^94 + t^102 + 2*t^106 + 2*t^110 + t^118 + 2*t^122 + t^130 + t^134 + 2*t^138 + t^142 + t^146 + t^154 + 2*t^158 + 2*t^162 + 2*t^166 + 2*t^174 + 2*t^182 + 2*t^190 + 2*t^198 + t^206 + 2*t^214 + t^222 + t^230 + t^238 + 2*t^246 + t^254 + t^262 + 2*t^270 + t^278 + t^286 + 2*t^294 + 2*t^298 + 2*t^306 + t^310 + 2*t^314 + t^318 + 2*t^322 + t^326 + 2*t^330 + t^338 + 2*t^346 + 2*t^350 + t^354 + t^358 + 2*t^362 + 2*t^370 + t^378 + 2*t^382 + 2*t^398 + 2*t^410 + t^414 + 2*t^418 + t^426 + 2*t^430 + 2*t^434 + 2*t^442 + 2*t^446 + t^450 + t^454 + 2*t^458 + 2*t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 + z1^2 + z0 + z1 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + 2*t^-20 + t^-18 + 2*t^-10 + t^-8 + t^-6 + t^-4 + 2 + t^2 + t^4 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + t^18 + t^20 + 2*t^28 + 2*t^36 + t^38 + 2*t^42 + t^46 + t^50 + t^52 + 2*t^54 + 2*t^60 + t^66 + 2*t^68 + t^74 + 2*t^82 + 2*t^84 + t^86 + t^90 + 2*t^92 + t^100 + 2*t^102 + t^106 + 2*t^108 + 2*t^110 + 2*t^116 + 2*t^122 + t^124 + 2*t^134 + 2*t^140 + t^146 + 2*t^148 + t^154 + 2*t^156 + t^158 + 2*t^162 + 2*t^164 + t^172 + 2*t^174 + t^180 + t^188 + t^190 + t^196 + 2*t^198 + t^204 + 2*t^206 + 2*t^212 + 2*t^214 + t^220 + 2*t^222 + 2*t^228 + 2*t^230 + 2*t^236 + t^244 + t^246 + t^254 + t^262 + t^268 + 2*t^270 + 2*t^276 + 2*t^278 + 2*t^284 + t^294 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + t^314 + t^316 + 2*t^318 + 2*t^324 + t^330 + t^338 + t^350 + t^358 + 2*t^362 + 2*t^370 + t^374 + t^378 + t^390 + t^398 + 2*t^404 + 2*t^406 + t^410 + t^412 + t^414 + 2*t^426 + 2*t^428 + t^430 + 2*t^434 + 2*t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^450 + 2*t^452 + t^458 + t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - z0^2*z1 - x^2 - z0^2 - z0*z1 - z1^2 - z0 - z1 - 1 2*t^-28 + 2*t^-24 + t^-20 + t^-18 + 2*t^-14 + 2*t^-8 + 2*t^-4 + 2*t^-2 + 1 + t^2 + 2*t^4 + t^10 + 2*t^12 + 2*t^14 + t^18 + 2*t^20 + 2*t^22 + t^28 + t^30 + t^36 + t^38 + t^46 + 2*t^50 + 2*t^52 + 2*t^54 + t^58 + t^60 + 2*t^66 + t^68 + t^82 + t^84 + t^90 + t^92 + t^94 + 2*t^100 + t^108 + 2*t^110 + t^116 + 2*t^118 + 2*t^122 + 2*t^124 + 2*t^130 + t^138 + t^140 + 2*t^142 + t^146 + t^148 + t^154 + t^156 + 2*t^162 + t^164 + t^166 + 2*t^172 + 2*t^174 + 2*t^180 + t^182 + 2*t^188 + 2*t^196 + 2*t^198 + 2*t^204 + t^212 + 2*t^214 + 2*t^220 + t^228 + t^236 + 2*t^238 + 2*t^244 + t^254 + t^262 + 2*t^268 + 2*t^270 + t^276 + t^284 + 2*t^286 + t^300 + t^302 + 2*t^306 + t^308 + 2*t^310 + 2*t^316 + t^322 + t^324 + 2*t^326 + t^338 + t^346 + 2*t^354 + t^358 + 2*t^362 + 2*t^370 + 2*t^374 + t^378 + t^382 + 2*t^390 + t^404 + t^406 + 2*t^412 + t^414 + t^418 + t^428 + 2*t^434 + t^436 + 2*t^442 + t^444 + 2*t^446 + t^450 + t^452 + 2*t^454 + 2*t^460 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 + z1^2 + z0 - z1 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-14 + 2*t^-12 + 2*t^-10 + t^-8 + 2*t^-4 + t^-2 + 2*t^4 + t^6 + 2*t^10 + t^18 + t^20 + t^28 + t^30 + 2*t^36 + 2*t^38 + 2*t^42 + 2*t^44 + t^46 + 2*t^50 + t^52 + t^54 + t^58 + 2*t^60 + 2*t^74 + t^76 + t^82 + 2*t^84 + t^86 + t^90 + 2*t^92 + 2*t^94 + t^100 + t^106 + t^108 + 2*t^116 + 2*t^122 + 2*t^126 + t^132 + 2*t^134 + t^138 + t^140 + t^142 + 2*t^146 + t^148 + 2*t^150 + t^154 + t^158 + t^162 + 2*t^164 + 2*t^166 + 2*t^172 + t^174 + t^180 + 2*t^188 + 2*t^190 + 2*t^196 + 2*t^206 + 2*t^212 + t^220 + t^222 + t^228 + 2*t^236 + t^238 + t^252 + 2*t^260 + t^262 + t^268 + t^270 + 2*t^276 + 2*t^278 + t^286 + t^292 + t^298 + 2*t^300 + t^302 + 2*t^308 + 2*t^310 + t^314 + t^316 + t^318 + 2*t^322 + t^324 + t^326 + 2*t^330 + 2*t^334 + t^350 + 2*t^354 + t^362 + t^366 + 2*t^370 + t^374 + 2*t^378 + t^382 + 2*t^398 + 2*t^404 + t^406 + t^410 + t^414 + 2*t^418 + t^420 + t^428 + t^430 + t^436 + 2*t^442 + 2*t^446 + 2*t^450 + 2*t^452 + t^458 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - z0^2 - z1^2 - z0 - 1 2*t^-28 + 2*t^-24 + 2*t^-20 + 2*t^-12 + 2*t^-8 + 2*t^-6 + 2 + 2*t^6 + t^10 + t^12 + t^18 + 2*t^20 + 2*t^22 + 2*t^30 + t^36 + 2*t^38 + 2*t^44 + t^46 + 2*t^52 + t^54 + 2*t^58 + t^60 + t^66 + 2*t^68 + t^74 + t^76 + t^84 + t^90 + t^92 + 2*t^100 + t^102 + t^116 + 2*t^118 + 2*t^122 + t^124 + 2*t^126 + 2*t^130 + t^132 + 2*t^138 + 2*t^146 + 2*t^150 + t^154 + 2*t^156 + t^162 + t^164 + t^174 + 2*t^180 + t^182 + t^190 + t^204 + t^212 + 2*t^220 + 2*t^222 + t^230 + t^236 + t^244 + 2*t^246 + t^252 + 2*t^260 + t^262 + 2*t^268 + t^270 + t^276 + 2*t^284 + t^292 + 2*t^294 + t^300 + t^308 + t^310 + 2*t^316 + 2*t^318 + t^330 + 2*t^334 + t^346 + t^354 + t^362 + t^366 + 2*t^370 + 2*t^374 + 2*t^378 + 2*t^382 + t^390 + t^398 + t^404 + t^412 + t^414 + t^420 + t^426 + 2*t^442 + 2*t^444 + 2*t^446 + 2*t^450 + t^452 + 2*t^454 + 2*t^462 + O(t^464) +-x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 + x^2 + z0*z1 + z1 t^-26 + t^-22 + t^-20 + 2*t^-14 + 2*t^-12 + t^-10 + t^-6 + t^-4 + 2*t^-2 + 1 + t^4 + 2*t^12 + t^18 + t^22 + 2*t^28 + 2*t^38 + t^42 + 2*t^44 + t^46 + t^50 + t^54 + 2*t^66 + t^68 + t^76 + 2*t^82 + 2*t^86 + t^90 + t^94 + 2*t^102 + 2*t^106 + 2*t^108 + t^118 + 2*t^122 + 2*t^124 + 2*t^126 + t^130 + t^132 + t^134 + 2*t^140 + 2*t^142 + 2*t^146 + 2*t^148 + 2*t^150 + t^154 + t^156 + 2*t^158 + t^162 + t^166 + t^172 + t^174 + 2*t^182 + t^188 + t^196 + 2*t^204 + t^206 + 2*t^228 + 2*t^230 + 2*t^238 + 2*t^244 + t^246 + t^252 + 2*t^260 + t^262 + t^270 + t^278 + t^284 + 2*t^286 + t^292 + t^294 + 2*t^298 + 2*t^302 + 2*t^314 + t^322 + 2*t^324 + 2*t^326 + 2*t^334 + 2*t^346 + 2*t^350 + t^362 + t^366 + 2*t^370 + 2*t^378 + 2*t^390 + 2*t^406 + 2*t^410 + 2*t^412 + t^414 + t^418 + t^420 + 2*t^426 + 2*t^428 + 2*t^430 + 2*t^436 + 2*t^442 + t^444 + 2*t^446 + 2*t^450 + t^454 + 2*t^458 + t^460 + t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 + z0^2*z1 + x^2 - z0^2 + z0*z1 - z1^2 - z0 + z1 - 1 2*t^-28 + 2*t^-24 + 2*t^-18 + t^-14 + t^-12 + 2*t^-8 + t^-6 + t^-4 + t^-2 + 2*t^2 + t^4 + t^6 + t^10 + t^14 + t^18 + 2*t^20 + 2*t^22 + 2*t^28 + t^36 + t^44 + t^46 + t^50 + 2*t^52 + t^60 + 2*t^74 + 2*t^76 + 2*t^82 + t^84 + t^90 + t^92 + 2*t^94 + 2*t^100 + 2*t^102 + 2*t^108 + t^110 + t^116 + 2*t^118 + 2*t^122 + t^126 + 2*t^130 + 2*t^132 + 2*t^140 + t^142 + 2*t^148 + t^150 + t^154 + t^164 + 2*t^166 + t^172 + 2*t^180 + t^182 + t^188 + 2*t^190 + t^196 + t^198 + t^212 + t^214 + 2*t^220 + t^222 + 2*t^228 + 2*t^230 + t^236 + t^238 + t^246 + 2*t^252 + 2*t^254 + t^260 + t^262 + 2*t^268 + t^276 + t^286 + 2*t^292 + t^294 + t^300 + 2*t^302 + t^306 + t^308 + 2*t^316 + t^318 + 2*t^322 + 2*t^324 + t^326 + 2*t^330 + t^334 + 2*t^338 + t^346 + 2*t^358 + 2*t^366 + 2*t^370 + 2*t^374 + 2*t^398 + t^404 + 2*t^406 + t^414 + 2*t^418 + 2*t^420 + 2*t^426 + 2*t^428 + t^434 + 2*t^436 + 2*t^442 + 2*t^446 + t^452 + 2*t^454 + t^460 + O(t^464) +x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - x^2 - z0*z1 - z1 t^-26 + t^-22 + 2*t^-20 + 2*t^-18 + t^-12 + t^-10 + 2*t^-4 + 2 + 2*t^2 + 2*t^4 + 2*t^6 + t^12 + t^14 + t^18 + t^22 + t^28 + t^30 + t^42 + t^44 + t^46 + 2*t^50 + t^58 + t^66 + 2*t^68 + t^74 + 2*t^76 + t^82 + 2*t^86 + t^90 + 2*t^106 + t^108 + t^110 + t^118 + 2*t^122 + t^124 + t^126 + t^130 + 2*t^132 + t^134 + t^138 + t^140 + t^148 + t^150 + t^154 + 2*t^156 + 2*t^158 + 2*t^172 + 2*t^182 + 2*t^188 + t^190 + 2*t^196 + t^198 + t^204 + t^206 + t^214 + 2*t^222 + t^228 + t^244 + 2*t^252 + 2*t^254 + t^260 + t^262 + t^278 + 2*t^284 + 2*t^292 + 2*t^298 + t^302 + t^306 + 2*t^310 + 2*t^314 + 2*t^318 + t^324 + t^330 + t^334 + 2*t^338 + 2*t^346 + 2*t^350 + 2*t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^382 + t^390 + t^398 + t^406 + 2*t^410 + t^412 + t^414 + 2*t^420 + t^428 + 2*t^430 + t^434 + t^436 + 2*t^442 + 2*t^444 + 2*t^446 + t^454 + 2*t^458 + 2*t^460 + t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z1 - z0*z1^2 + z0^2 + z1^2 + z0 + 1 t^-28 + 2*t^-26 + t^-24 + 2*t^-22 + t^-20 + 2*t^-18 + 2*t^-14 + t^-12 + 2*t^-10 + t^-8 + 2*t^-6 + 2*t^-2 + 1 + 2*t^2 + 2*t^10 + 2*t^12 + t^14 + t^18 + t^20 + 2*t^30 + 2*t^36 + 2*t^42 + t^44 + t^46 + t^52 + 2*t^58 + 2*t^60 + 2*t^66 + t^68 + 2*t^76 + 2*t^84 + t^86 + t^90 + 2*t^92 + t^94 + t^100 + t^102 + t^106 + t^110 + 2*t^116 + 2*t^122 + 2*t^124 + t^126 + 2*t^132 + 2*t^134 + 2*t^138 + 2*t^142 + t^150 + t^154 + t^156 + t^158 + 2*t^164 + t^166 + t^180 + t^198 + 2*t^204 + 2*t^206 + 2*t^212 + t^214 + t^220 + t^230 + 2*t^236 + 2*t^238 + 2*t^244 + 2*t^246 + 2*t^252 + 2*t^254 + t^260 + t^262 + t^268 + 2*t^276 + 2*t^278 + t^284 + 2*t^286 + 2*t^292 + 2*t^294 + t^298 + 2*t^300 + t^306 + 2*t^308 + t^310 + t^314 + t^316 + t^322 + 2*t^326 + t^334 + 2*t^338 + t^350 + t^354 + 2*t^358 + 2*t^366 + 2*t^370 + t^374 + 2*t^382 + 2*t^390 + 2*t^404 + t^410 + 2*t^412 + t^414 + t^418 + 2*t^420 + t^426 + t^430 + t^434 + 2*t^442 + t^444 + 2*t^446 + 2*t^452 + t^458 + 2*t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 + z0^2 - z0*z1 - z1^2 - z0 + z1 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-18 + t^-10 + 2*t^-8 + 2*t^-6 + t^-4 + 2*t^2 + t^6 + t^10 + t^12 + t^14 + 2*t^18 + t^20 + t^28 + t^36 + 2*t^38 + t^42 + t^44 + 2*t^46 + 2*t^50 + t^54 + 2*t^60 + 2*t^66 + t^68 + 2*t^74 + 2*t^76 + t^82 + 2*t^86 + 2*t^90 + t^100 + t^102 + 2*t^106 + t^108 + t^110 + t^116 + t^122 + t^134 + 2*t^140 + 2*t^146 + 2*t^154 + 2*t^156 + 2*t^158 + t^162 + 2*t^164 + 2*t^172 + t^174 + 2*t^180 + t^188 + 2*t^190 + t^198 + t^204 + t^206 + t^214 + t^220 + t^222 + t^228 + t^230 + t^236 + 2*t^246 + 2*t^254 + t^260 + 2*t^262 + t^270 + 2*t^276 + t^278 + t^284 + 2*t^292 + 2*t^294 + 2*t^298 + t^302 + t^306 + 2*t^314 + t^316 + t^318 + t^324 + 2*t^330 + 2*t^338 + 2*t^350 + 2*t^358 + t^362 + t^370 + 2*t^374 + 2*t^378 + 2*t^390 + 2*t^398 + t^404 + t^406 + 2*t^410 + 2*t^414 + t^426 + 2*t^428 + 2*t^430 + t^434 + t^442 + 2*t^444 + t^446 + 2*t^450 + 2*t^452 + 2*t^458 + 2*t^460 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 - z0^2 - z1 - 1 2*t^-26 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-10 + t^-6 + 2*t^-4 + 2*t^-2 + 2 + 2*t^2 + t^4 + 2*t^6 + 2*t^12 + t^14 + 2*t^18 + 2*t^20 + 2*t^22 + t^30 + 2*t^38 + 2*t^42 + t^44 + 2*t^46 + t^52 + t^54 + t^58 + t^60 + t^74 + 2*t^76 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + t^94 + 2*t^100 + 2*t^102 + t^106 + t^110 + 2*t^118 + t^122 + t^124 + 2*t^130 + 2*t^134 + t^138 + t^140 + 2*t^142 + 2*t^146 + 2*t^148 + 2*t^154 + t^156 + t^158 + t^162 + t^164 + t^166 + t^174 + t^182 + 2*t^188 + t^190 + t^196 + t^198 + 2*t^204 + 2*t^206 + 2*t^212 + t^214 + 2*t^220 + 2*t^222 + 2*t^230 + 2*t^238 + t^244 + t^246 + 2*t^254 + t^260 + 2*t^262 + t^268 + t^270 + t^276 + 2*t^278 + 2*t^286 + 2*t^292 + t^294 + t^298 + 2*t^300 + t^306 + 2*t^308 + 2*t^310 + t^314 + 2*t^316 + 2*t^318 + t^322 + 2*t^326 + t^330 + 2*t^338 + t^346 + t^350 + 2*t^354 + 2*t^358 + t^362 + t^370 + 2*t^378 + t^382 + t^398 + t^410 + t^412 + 2*t^414 + t^418 + 2*t^426 + t^428 + t^430 + t^434 + 2*t^436 + t^442 + t^444 + t^446 + 2*t^450 + t^452 + 2*t^454 + t^458 + t^462 + t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2 + z0*z1 + z1^2 + z0 t^-28 + t^-24 + t^-20 + 2*t^-18 + t^-14 + t^-8 + t^-2 + 1 + 2*t^2 + 2*t^4 + 2*t^10 + t^14 + 2*t^18 + t^22 + 2*t^28 + 2*t^30 + 2*t^36 + 2*t^38 + t^44 + 2*t^46 + t^50 + 2*t^52 + t^54 + 2*t^58 + t^66 + 2*t^68 + 2*t^76 + 2*t^82 + t^84 + 2*t^90 + t^92 + 2*t^94 + 2*t^108 + t^110 + 2*t^116 + t^118 + t^122 + 2*t^124 + t^130 + 2*t^138 + t^142 + 2*t^146 + t^148 + 2*t^154 + t^162 + 2*t^166 + t^172 + t^174 + t^180 + 2*t^182 + 2*t^196 + t^198 + t^212 + t^214 + 2*t^228 + 2*t^236 + t^238 + 2*t^244 + 2*t^254 + t^260 + 2*t^262 + 2*t^268 + t^270 + 2*t^284 + t^286 + 2*t^292 + t^300 + 2*t^302 + t^306 + t^308 + t^310 + 2*t^322 + 2*t^324 + t^326 + 2*t^338 + 2*t^346 + t^354 + 2*t^358 + t^362 + t^370 + t^374 + 2*t^378 + 2*t^382 + t^390 + 2*t^404 + 2*t^406 + 2*t^412 + 2*t^414 + 2*t^418 + t^434 + t^436 + t^442 + t^446 + 2*t^450 + t^454 + t^460 + 2*t^462 + O(t^464) +x^2*z1 - z0*z1^2 + x^2 - z0^2 + z0*z1 - 1 2*t^-26 + 2*t^-22 + t^-18 + 2*t^-12 + 2*t^-10 + t^2 + 2*t^4 + t^6 + t^12 + 2*t^14 + 2*t^18 + 2*t^20 + 2*t^22 + 2*t^28 + 2*t^30 + 2*t^42 + 2*t^46 + t^50 + t^52 + 2*t^58 + t^60 + 2*t^66 + t^68 + 2*t^74 + 2*t^82 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + 2*t^100 + t^106 + 2*t^108 + 2*t^110 + 2*t^118 + t^122 + 2*t^126 + 2*t^130 + t^132 + 2*t^134 + 2*t^138 + t^148 + 2*t^150 + 2*t^154 + 2*t^156 + t^158 + t^164 + t^172 + t^182 + 2*t^190 + 2*t^196 + 2*t^198 + t^204 + 2*t^206 + 2*t^212 + 2*t^214 + 2*t^220 + t^222 + 2*t^228 + t^252 + t^254 + 2*t^262 + t^268 + t^276 + 2*t^278 + t^284 + t^298 + 2*t^300 + 2*t^302 + 2*t^306 + 2*t^308 + t^310 + t^314 + 2*t^316 + t^318 + 2*t^324 + 2*t^330 + 2*t^334 + t^338 + t^346 + t^350 + t^354 + t^358 + t^366 + t^370 + 2*t^382 + 2*t^390 + 2*t^398 + 2*t^406 + t^410 + 2*t^414 + t^420 + t^430 + 2*t^434 + t^436 + t^442 + 2*t^444 + t^446 + t^452 + 2*t^454 + t^458 + t^460 + 2*t^462 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 - x^2*z0 + z0^2*z1 - x^2 - z0*z1 + z1^2 + z0 + z1 t^-28 + t^-24 + 2*t^-20 + t^-18 + 2*t^-14 + 2*t^-12 + t^-8 + 2*t^-6 + t^-4 + 2*t^-2 + 2 + t^2 + 2*t^6 + 2*t^10 + 2*t^12 + 2*t^14 + 2*t^18 + t^22 + t^28 + 2*t^36 + 2*t^46 + 2*t^50 + 2*t^52 + t^74 + t^82 + t^84 + 2*t^90 + t^92 + t^94 + t^102 + t^108 + 2*t^110 + 2*t^116 + t^118 + t^122 + t^124 + 2*t^126 + t^130 + t^132 + 2*t^140 + 2*t^142 + 2*t^150 + 2*t^154 + t^156 + t^166 + 2*t^172 + t^180 + 2*t^182 + t^188 + t^190 + 2*t^198 + 2*t^204 + t^212 + 2*t^214 + 2*t^222 + t^228 + t^230 + 2*t^236 + 2*t^238 + t^244 + 2*t^246 + t^252 + t^254 + 2*t^262 + 2*t^268 + 2*t^286 + 2*t^294 + t^300 + t^302 + 2*t^306 + t^308 + 2*t^318 + t^322 + t^324 + 2*t^326 + t^330 + 2*t^334 + t^338 + 2*t^346 + t^358 + t^366 + t^370 + t^374 + t^398 + 2*t^404 + t^406 + t^412 + 2*t^414 + t^418 + t^420 + t^426 + 2*t^428 + 2*t^434 + t^442 + t^444 + t^446 + t^454 + 2*t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 + z0^2 - z1^2 - z0 - z1 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + t^-18 + t^-14 + 2*t^-12 + t^-10 + 2*t^-8 + t^-6 + 2*t^-4 + t^-2 + 1 + t^2 + t^4 + t^10 + 2*t^14 + 2*t^18 + t^20 + t^30 + t^36 + t^42 + 2*t^46 + t^58 + 2*t^60 + t^66 + 2*t^68 + 2*t^86 + 2*t^90 + 2*t^94 + t^100 + 2*t^102 + 2*t^106 + 2*t^110 + t^116 + t^122 + 2*t^124 + 2*t^126 + t^132 + t^134 + t^138 + t^140 + t^142 + 2*t^148 + 2*t^150 + 2*t^154 + 2*t^158 + 2*t^164 + 2*t^166 + 2*t^180 + 2*t^188 + t^196 + 2*t^198 + t^206 + 2*t^214 + t^220 + 2*t^230 + t^236 + t^238 + 2*t^244 + t^246 + t^252 + t^254 + 2*t^262 + 2*t^276 + t^278 + 2*t^284 + t^286 + t^294 + 2*t^298 + 2*t^306 + 2*t^310 + 2*t^314 + t^316 + 2*t^322 + t^326 + 2*t^334 + t^338 + 2*t^350 + 2*t^354 + t^358 + t^366 + t^370 + 2*t^374 + t^382 + t^390 + t^404 + 2*t^410 + 2*t^412 + 2*t^414 + 2*t^418 + t^420 + 2*t^426 + t^428 + 2*t^430 + 2*t^434 + 2*t^436 + t^442 + t^446 + 2*t^452 + 2*t^458 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 + z1^2 + z0 - z1 t^-28 + t^-24 + t^-12 + t^-8 + t^-6 + 2*t^-4 + t^4 + t^6 + 2*t^10 + t^12 + 2*t^18 + t^22 + t^30 + 2*t^36 + t^38 + 2*t^44 + 2*t^46 + 2*t^52 + 2*t^54 + t^58 + 2*t^66 + t^68 + 2*t^74 + t^76 + t^84 + 2*t^90 + t^92 + 2*t^102 + 2*t^116 + t^118 + t^122 + t^126 + t^130 + 2*t^132 + t^138 + t^140 + t^146 + 2*t^148 + t^150 + 2*t^154 + 2*t^156 + 2*t^162 + 2*t^174 + t^180 + 2*t^182 + 2*t^188 + 2*t^190 + t^196 + t^204 + t^212 + t^222 + 2*t^230 + 2*t^236 + t^246 + 2*t^252 + 2*t^260 + 2*t^262 + 2*t^268 + 2*t^270 + t^284 + t^292 + t^294 + t^300 + t^308 + 2*t^310 + t^318 + 2*t^330 + t^334 + 2*t^346 + 2*t^354 + 2*t^362 + 2*t^366 + t^370 + t^374 + t^378 + t^382 + 2*t^390 + 2*t^398 + 2*t^404 + 2*t^414 + 2*t^420 + 2*t^426 + t^428 + 2*t^436 + t^442 + 2*t^444 + t^446 + t^450 + t^454 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 + x^2 + z0^2 + z0*z1 - z1^2 - z0 + 1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + 2*t^-14 + t^-12 + t^-10 + 2*t^-8 + 2*t^-2 + 2 + 2*t^4 + 2*t^6 + t^10 + 2*t^12 + 2*t^18 + t^20 + 2*t^28 + 2*t^30 + t^36 + t^38 + t^42 + 2*t^44 + 2*t^46 + t^50 + 2*t^54 + 2*t^58 + 2*t^60 + t^74 + t^76 + 2*t^82 + 2*t^86 + 2*t^90 + t^94 + t^100 + 2*t^106 + 2*t^108 + t^116 + t^122 + t^124 + t^126 + 2*t^132 + t^134 + 2*t^138 + 2*t^142 + t^146 + t^148 + t^150 + 2*t^154 + t^156 + 2*t^158 + 2*t^162 + 2*t^164 + t^166 + t^172 + 2*t^174 + 2*t^180 + t^190 + 2*t^196 + 2*t^204 + t^206 + t^220 + 2*t^222 + 2*t^228 + t^236 + 2*t^238 + t^244 + 2*t^252 + 2*t^260 + 2*t^262 + 2*t^270 + 2*t^276 + t^278 + 2*t^286 + t^292 + 2*t^298 + 2*t^302 + t^310 + 2*t^314 + t^316 + 2*t^318 + t^322 + 2*t^324 + 2*t^326 + t^330 + t^334 + 2*t^350 + t^354 + 2*t^362 + 2*t^366 + t^370 + 2*t^374 + t^378 + 2*t^382 + t^398 + t^404 + 2*t^406 + 2*t^410 + t^412 + 2*t^414 + t^418 + 2*t^420 + 2*t^430 + t^436 + t^442 + t^444 + t^446 + t^450 + 2*t^452 + 2*t^458 + t^460 + 2*t^462 + O(t^464) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 - z0^2 - z0*z1 + z1 - 1 2*t^-26 + 2*t^-22 + t^-20 + t^-14 + t^-12 + 2*t^-10 + 2*t^-6 + t^-4 + t^-2 + 1 + 2*t^18 + 2*t^20 + 2*t^22 + t^28 + t^38 + 2*t^42 + 2*t^44 + 2*t^46 + 2*t^50 + t^52 + 2*t^54 + t^60 + t^66 + 2*t^68 + t^76 + t^82 + 2*t^84 + t^86 + 2*t^90 + 2*t^92 + 2*t^94 + 2*t^100 + t^102 + t^106 + t^108 + 2*t^118 + t^122 + 2*t^124 + t^126 + 2*t^130 + 2*t^132 + 2*t^134 + 2*t^140 + t^142 + t^146 + t^150 + 2*t^154 + t^158 + 2*t^162 + t^164 + 2*t^166 + 2*t^172 + 2*t^174 + t^182 + t^188 + 2*t^206 + 2*t^212 + 2*t^220 + t^228 + t^230 + t^238 + 2*t^244 + 2*t^246 + 2*t^252 + 2*t^260 + 2*t^262 + t^268 + 2*t^270 + t^276 + 2*t^278 + 2*t^284 + t^286 + t^292 + 2*t^294 + t^298 + 2*t^300 + t^302 + 2*t^308 + t^314 + 2*t^316 + 2*t^322 + t^324 + t^326 + t^334 + t^346 + t^350 + 2*t^362 + 2*t^366 + t^370 + t^378 + t^390 + t^406 + t^410 + 2*t^412 + 2*t^414 + 2*t^418 + 2*t^420 + t^426 + 2*t^428 + t^430 + t^442 + t^446 + t^450 + t^452 + 2*t^454 + t^458 + 2*t^460 + 2*t^466 + O(t^470) +-x^2*z0 + x^2*z1 + z0^2*z1 - z0*z1^2 - x^2 + z0^2 - z0*z1 - z0 + z1 + 1 2*t^-26 + 2*t^-22 + t^-20 + t^-14 + 2*t^-10 + t^-6 + t^-4 + t^-2 + 1 + 2*t^4 + 2*t^6 + t^10 + t^12 + t^20 + t^22 + 2*t^30 + 2*t^42 + 2*t^44 + 2*t^50 + 2*t^52 + 2*t^58 + 2*t^60 + 2*t^66 + t^74 + t^76 + t^82 + t^84 + t^86 + t^92 + 2*t^94 + t^100 + 2*t^102 + t^106 + t^118 + 2*t^124 + t^130 + 2*t^134 + 2*t^138 + 2*t^140 + t^142 + t^148 + 2*t^156 + t^158 + 2*t^164 + 2*t^166 + 2*t^182 + t^188 + t^190 + 2*t^196 + t^204 + 2*t^206 + t^212 + t^220 + 2*t^222 + 2*t^230 + t^238 + 2*t^244 + t^246 + 2*t^260 + 2*t^268 + 2*t^276 + 2*t^278 + t^286 + t^292 + t^294 + t^298 + t^300 + t^302 + t^308 + t^310 + t^314 + t^316 + 2*t^318 + 2*t^322 + t^326 + t^330 + 2*t^346 + t^350 + t^354 + 2*t^374 + 2*t^382 + 2*t^390 + t^398 + t^406 + t^410 + 2*t^412 + 2*t^418 + 2*t^426 + 2*t^428 + t^430 + t^436 + 2*t^444 + 2*t^452 + t^454 + t^458 + 2*t^462 + 2*t^466 + O(t^470) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2*z0 - z0^2*z1 - z0^2 + z1^2 - z1 - 1 t^-28 + t^-24 + t^-8 + 2*t^-4 + 2*t^12 + 2*t^20 + 2*t^28 + 2*t^36 + 2*t^44 + t^60 + 2*t^68 + t^76 + 2*t^100 + 2*t^108 + 2*t^116 + t^140 + t^156 + t^164 + t^172 + t^180 + 2*t^188 + 2*t^204 + 2*t^220 + 2*t^228 + 2*t^236 + 2*t^260 + t^276 + 2*t^284 + t^292 + 2*t^316 + 2*t^324 + 2*t^404 + t^428 + t^444 + t^452 + t^460 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z1 + z0*z1^2 + x^2 + z0*z1 - z1^2 + z0 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-20 + 2*t^-14 + t^-10 + 2*t^-8 + 2*t^-6 + 2*t^-2 + 2 + t^4 + t^6 + 2*t^10 + 2*t^22 + t^28 + t^30 + t^36 + t^42 + 2*t^44 + t^50 + t^52 + t^58 + t^66 + t^68 + 2*t^74 + t^76 + 2*t^82 + 2*t^84 + 2*t^86 + 2*t^92 + t^94 + t^102 + 2*t^106 + t^108 + t^116 + 2*t^118 + t^124 + 2*t^130 + t^134 + t^138 + 2*t^142 + 2*t^148 + 2*t^158 + t^166 + 2*t^172 + 2*t^180 + t^182 + 2*t^190 + t^196 + t^206 + 2*t^212 + t^222 + t^228 + t^230 + t^236 + 2*t^238 + t^244 + 2*t^246 + 2*t^260 + t^268 + t^278 + t^284 + 2*t^286 + t^292 + 2*t^294 + 2*t^298 + 2*t^300 + 2*t^302 + 2*t^308 + 2*t^310 + 2*t^314 + t^318 + t^322 + t^324 + 2*t^326 + 2*t^330 + t^346 + 2*t^350 + 2*t^354 + t^374 + t^382 + t^390 + 2*t^398 + t^404 + 2*t^406 + 2*t^410 + t^412 + t^418 + t^426 + 2*t^430 + 2*t^436 + 2*t^454 + 2*t^458 + 2*t^460 + t^462 + O(t^464) +x^4 + x^2*z0*z1 + z0^2*z1^2 + x^2 - z0^2 + z0*z1 + z1^2 - 1 t^-28 + t^-24 + t^-20 + 2*t^-18 + t^-14 + 2*t^-12 + t^-8 + 2*t^-6 + t^-2 + 1 + 2*t^2 + t^4 + 2*t^6 + t^12 + t^14 + 2*t^20 + t^28 + t^30 + 2*t^36 + t^38 + t^44 + t^50 + 2*t^54 + t^58 + t^60 + 2*t^66 + t^74 + 2*t^76 + 2*t^82 + 2*t^94 + 2*t^100 + t^102 + t^108 + t^110 + 2*t^116 + 2*t^124 + 2*t^126 + t^132 + t^138 + t^142 + t^146 + 2*t^148 + 2*t^150 + 2*t^156 + 2*t^162 + t^164 + 2*t^166 + 2*t^172 + 2*t^174 + t^180 + t^190 + t^196 + t^198 + t^204 + t^214 + 2*t^220 + 2*t^222 + t^228 + t^230 + 2*t^236 + t^238 + 2*t^244 + 2*t^246 + t^252 + 2*t^254 + t^260 + 2*t^270 + t^276 + t^286 + 2*t^292 + 2*t^294 + 2*t^302 + t^306 + 2*t^310 + 2*t^316 + 2*t^318 + 2*t^322 + t^324 + t^326 + t^330 + 2*t^334 + 2*t^338 + 2*t^354 + 2*t^358 + 2*t^362 + t^366 + t^378 + t^382 + 2*t^390 + t^398 + 2*t^404 + 2*t^406 + 2*t^412 + 2*t^418 + t^420 + t^426 + t^434 + 2*t^436 + 2*t^444 + t^450 + t^452 + 2*t^460 + t^462 + O(t^464) +-x^4 - x^2*z0*z1 - z0^2*z1^2 - x^2*z0 - x^2*z1 + z0^2*z1 + z0*z1^2 - x^2 - z0*z1 - z1^2 + z0 + z1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + 2*t^-18 + 2*t^-12 + t^-10 + 2*t^-8 + t^-6 + t^-4 + 2*t^2 + 2*t^4 + 2*t^10 + 2*t^12 + t^14 + 2*t^22 + 2*t^30 + t^36 + t^38 + t^42 + t^44 + 2*t^50 + t^52 + 2*t^54 + 2*t^58 + 2*t^68 + 2*t^76 + t^82 + 2*t^84 + 2*t^86 + 2*t^92 + 2*t^102 + 2*t^106 + t^110 + t^116 + 2*t^118 + 2*t^126 + 2*t^130 + t^132 + t^134 + 2*t^138 + 2*t^140 + t^146 + t^148 + 2*t^150 + t^156 + 2*t^158 + 2*t^162 + 2*t^174 + 2*t^180 + t^182 + t^188 + 2*t^196 + t^198 + 2*t^204 + t^206 + 2*t^212 + t^214 + 2*t^230 + t^236 + t^246 + t^252 + 2*t^254 + t^260 + t^268 + 2*t^270 + t^278 + 2*t^284 + 2*t^292 + t^294 + 2*t^298 + 2*t^300 + t^302 + t^306 + 2*t^308 + t^310 + 2*t^314 + 2*t^334 + 2*t^338 + t^346 + 2*t^350 + t^354 + 2*t^358 + 2*t^362 + t^366 + t^374 + t^378 + 2*t^382 + t^404 + t^406 + 2*t^410 + t^420 + 2*t^426 + 2*t^428 + 2*t^430 + t^434 + t^436 + t^444 + t^450 + 2*t^454 + 2*t^458 + 2*t^462 + O(t^464) +x^2*z0 + x^2*z1 - z0^2*z1 - z0*z1^2 + z0^2 - z0 - z1 + 1 2*t^-26 + 2*t^-22 + 2*t^-20 + 2*t^-18 + 2*t^-14 + 2*t^-12 + 2*t^-10 + 2*t^-4 + 2*t^-2 + 2 + 2*t^2 + t^6 + t^10 + t^14 + t^20 + t^22 + 2*t^28 + t^38 + 2*t^42 + t^44 + 2*t^52 + 2*t^54 + 2*t^60 + t^66 + t^68 + 2*t^74 + 2*t^76 + t^84 + t^86 + t^92 + t^94 + t^100 + t^106 + 2*t^108 + t^110 + t^118 + t^124 + 2*t^126 + t^130 + t^132 + 2*t^134 + t^140 + 2*t^142 + t^146 + 2*t^150 + t^158 + 2*t^162 + 2*t^164 + t^166 + t^172 + 2*t^174 + 2*t^182 + 2*t^188 + 2*t^190 + t^198 + 2*t^206 + t^212 + t^214 + t^220 + t^222 + 2*t^228 + 2*t^238 + t^244 + t^252 + 2*t^254 + t^260 + 2*t^268 + 2*t^270 + 2*t^276 + 2*t^278 + t^284 + 2*t^286 + 2*t^292 + t^298 + t^300 + t^306 + t^308 + t^314 + t^316 + t^318 + t^322 + 2*t^324 + 2*t^326 + 2*t^330 + 2*t^334 + 2*t^338 + 2*t^346 + t^350 + 2*t^358 + 2*t^362 + t^366 + 2*t^374 + t^378 + t^390 + 2*t^398 + t^410 + t^412 + t^418 + t^420 + t^428 + t^430 + t^434 + t^450 + 2*t^452 + t^454 + t^458 + t^460 + t^466 + O(t^470) +-x^4 - x^2*z0*z1 - z0^2*z1^2 + x^2*z0 - x^2*z1 - z0^2*z1 + z0*z1^2 - z1^2 + z0 - z1 2*t^-28 + t^-26 + 2*t^-24 + t^-22 + t^-20 + t^-18 + t^-14 + t^-12 + t^-10 + 2*t^-8 + 2*t^-4 + t^-2 + 1 + t^2 + 2*t^6 + 2*t^10 + t^12 + 2*t^14 + 2*t^22 + 2*t^28 + t^36 + 2*t^38 + t^42 + t^52 + t^54 + 2*t^66 + t^74 + 2*t^84 + 2*t^86 + 2*t^92 + 2*t^94 + 2*t^106 + 2*t^108 + 2*t^110 + t^116 + 2*t^118 + 2*t^124 + t^126 + 2*t^130 + 2*t^132 + t^134 + t^140 + t^142 + 2*t^146 + t^150 + 2*t^156 + 2*t^158 + t^162 + 2*t^166 + t^172 + t^174 + 2*t^180 + t^182 + 2*t^188 + t^190 + 2*t^198 + t^204 + t^206 + 2*t^212 + 2*t^214 + 2*t^222 + 2*t^228 + t^236 + t^238 + 2*t^244 + 2*t^252 + t^254 + t^268 + t^270 + t^278 + t^286 + 2*t^298 + 2*t^300 + 2*t^306 + 2*t^308 + 2*t^314 + 2*t^318 + 2*t^322 + 2*t^324 + t^326 + t^330 + t^334 + t^338 + t^346 + 2*t^350 + t^358 + t^362 + 2*t^366 + t^374 + 2*t^378 + 2*t^390 + t^398 + t^404 + 2*t^410 + 2*t^412 + 2*t^418 + 2*t^420 + t^428 + 2*t^430 + 2*t^434 + 2*t^444 + 2*t^450 + 2*t^454 + 2*t^458 + t^460 + O(t^464) +x^2*z1 - z0*z1^2 + x^2 + z0^2 + z0*z1 - z0 + 1 2*t^-26 + 2*t^-22 + t^-18 + t^-12 + 2*t^-10 + 2*t^-6 + t^2 + t^4 + t^10 + 2*t^12 + 2*t^14 + t^20 + t^22 + t^28 + t^30 + 2*t^38 + 2*t^42 + t^50 + 2*t^52 + t^54 + t^58 + 2*t^60 + 2*t^68 + 2*t^82 + t^84 + t^86 + t^92 + t^100 + t^102 + t^106 + t^108 + 2*t^110 + t^118 + t^126 + t^130 + 2*t^132 + 2*t^134 + t^138 + 2*t^146 + 2*t^148 + t^150 + t^156 + t^158 + t^162 + 2*t^164 + 2*t^172 + t^174 + 2*t^182 + t^196 + 2*t^198 + 2*t^204 + 2*t^206 + t^212 + 2*t^214 + t^220 + t^228 + t^230 + 2*t^246 + 2*t^252 + t^254 + 2*t^268 + t^270 + 2*t^276 + 2*t^278 + 2*t^284 + 2*t^294 + t^298 + t^300 + 2*t^302 + 2*t^306 + t^308 + 2*t^310 + t^314 + t^316 + t^324 + t^334 + t^338 + 2*t^346 + t^350 + 2*t^354 + t^358 + t^362 + 2*t^366 + 2*t^374 + 2*t^378 + t^382 + 2*t^406 + t^410 + 2*t^420 + t^426 + t^430 + 2*t^434 + 2*t^436 + t^444 + 2*t^450 + 2*t^452 + t^454 + t^458 + 2*t^460 + t^462 + O(t^470) +^C--------------------------------------------------------------------------- +KeyboardInterrupt Traceback (most recent call last) +Input In [36], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :54, in  + +File :20, in __add__(self, other) + +File src/cysignals/signals.pyx:310, in cysignals.signals.python_check_interrupt() + +KeyboardInterrupt: +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 + +[8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 6, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 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8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 3, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 6, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 6, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 0] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lattach('init.sage')[?7h[?12l[?25h[?25l[?7l += arrow((1, 2, 1), (1-2*s, 2+s, 1-2*s), color = "yellow")[?7h[?12l[?25h[?25l[?7l= plot3d4-(x+y), (x, 5, 5), (y, 5, 5), pacity = 0.80)[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7l....: , 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1 +....: , 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8 +....: , 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8 +....: , 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1 +....: , 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8 +....: , 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8 +....: , 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8 +....: , 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3 +....: , 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8 +....: , 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3 +....: , 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 3 +....: , 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8 +....: , 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8 +....: , 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8 +....: , 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8 +....: , 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1 +....: , 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8 +....: , 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8 +....: , 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8 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1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8 +....: , 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8 +....: , 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 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8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8 +....: , 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1 +....: , 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8 +....: , 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8 +....: , 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8 +....: , 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1 +....: , 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8 +....: , 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8 +....: , 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3 +....: , 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 6, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 3, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 6, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8 +....: , 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8 +....: , 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8 +....: , 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 3, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7 +....: , 8, 8, 8, 8, 6, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1 +....: , 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7 +....: , 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8 +....: , 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8 +....: , 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 6, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 0] +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: a = [8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 6, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1 +....: , 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8 +....: , 7, 8, 0, 8, 8, 8, 8, 7, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8 +....: , 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8 +....: , 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 6, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 3, 8, 8, 1, 8, 1, 8, 1 +....: , 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8 +....: , 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8 +....: , 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8 +....: , 8, 8, 1, 8, 1, 8, 1, 8, 8, 6, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 3, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 6, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8 +....: , 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8 +....: , 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8 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1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1 +....: , 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3 +....: , 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8 +....: , 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1 +....: , 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8 +....: , 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8 +....: , 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1 +....: , 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8 +....: , 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8 +....: , 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1 +....: , 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1 +....: , 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1 +....: , 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8 +....: , 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1 +....: , 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8 +....: , 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8 +....: , 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8 +....: , 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3 +....: , 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8 +....: , 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3 +....: , 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8 +....: , 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1 [?7h[?12l[?25h[?25l[?7l.show() +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: a.sort() +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + [?7h[?12l[?25h[?25l[?7la.sort()[?7h[?12l[?25h[?25l[?7l = [8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 6, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1 +....: , 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8 +....: , 7, 8, 0, 8, 8, 8, 8, 7, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8 +....: , 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8 +....: , 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 6, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 6, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 3, 8, 8, 1, 8, 1, 8, 1 +....: , 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8 +....: , 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 7, 8, 8, 8, 8, 0, 8, 7, 8, 8, 8, 7, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8 +....: , 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8 +....: , 8, 8, 1, 8, 1, 8, 1, 8, 8, 6, 8, 8, 8, 8, 7, 8, 7, 8, 8, 8, 7, 8, 3, 8, 7, 8, 8, 8, 7, 8, 7, 8, 8, 8, 8, 6, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8 +....: , 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8 +....: , 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8 +....: , 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8 +....: , 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8 +....: , 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8 +....: , 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1 +....: , 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3 +....: , 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8 +....: , 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1 +....: , 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8 +....: , 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8 +....: , 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1 +....: , 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8 +....: , 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8 +....: , 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8 +....: , 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1 +....: , 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1 +....: , 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1 +....: , 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8 +....: , 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1 +....: , 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1 +....: , 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8 +....: , 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8 +....: , 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1 +....: , 8, 1, 8, 1, 8, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8 +....: , 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3 +....: , 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8 +....: , 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3 +....: , 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 8, 8, 3, 8, 3, 8, 3, 8, 8, 8, 3, 8, 3, 8, 8, 8, 8, 3, 3, 8, 8, 8, 8, 3, 8, 3, 8, 8 +....: , 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 1, 8, 8, 7, 8, 8, 8, 8, 7, 8, 0, 8, 8, 8, 0, 8, 7, 8, 7, 8, 8, 8, 7, 8, 0, 8, 8, 8, 8, 7, 8, 8, 1, 8, 1, 8, 1, 8, 8, 8, 1, 8, 1, 8, 8, 8, 8, 1, 1, 8, 8, 8, 8, 1 [?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7lS +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: a = Set(a) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + [?7h[?12l[?25h[?25l[?7la = Set(a)[?7h[?12l[?25h[?25l[?7lsage: a +[?7h[?12l[?25h[?2004l[?7h{0, 1, 3, 6, 7, 8} +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + [?7h[?12l[?25h]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ sage +┌────────────────────────────────────────────────────────────────────┐ +│ SageMath version 9.7, Release Date: 2022-09-19 │ +│ Using Python 3.10.5. Type "help()" for help. │ +└────────────────────────────────────────────────────────────────────┘ +]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + [?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l'[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7l + i image init.sage integral inverse_jacobi_cn inverse_jacobi_sn is_integrally_closed is_pseudoprime_power  + icosahedron imaginary initial_seed integral_closure inverse_jacobi_cs inverse_laplace is_iterator is_real_place  + id implicit_multiplication input integral_numerical inverse_jacobi_dc inverse_mod is_odd is_square  + ideal implicit_plot install_dict integrate inverse_jacobi_dn is is_pAdicField is_squarefree  + identity_matrix implicit_plot3d install_doc interacts inverse_jacobi_ds is_ProductProjectiveSpaces is_pAdicRing is_triangular_number  + if import install_scripts interfaces inverse_jacobi_nc is_ProjectiveSpace is_package_installed isinstance  + igusa_clebsch_invariants import_statements installed_packages interval inverse_jacobi_nd is_commutative is_power_of_two isogeny_codomain_from_kernel + %iload in int invariant_theory inverse_jacobi_ns is_even is_prime isqrt  + imag infinity integer_ceil inverse_jacobi inverse_jacobi_sc is_field is_prime_power issubclass  + imag_part infix_operator integer_floor inverse_jacobi_cd inverse_jacobi_sd is_fundamental_discriminant is_pseudoprime iter [?7h[?12l[?25h[?25l[?7l(nit.sage') + + + + + + + + + +[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + [?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l('init.sage')[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7ld.sage')[?7h[?12l[?25h[?25l[?7lr.sage')[?7h[?12l[?25h[?25l[?7la.sage')[?7h[?12l[?25h[?25l[?7lf.sage')[?7h[?12l[?25h[?25l[?7ld.sage')[?7h[?12l[?25h[?25l[?7lt.sage')[?7h[?12l[?25h[?25l[?7lr.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7l.sage')[?7h[?12l[?25h[?25l[?7lt.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^3 + +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [2], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :16, in  + +File :17, in dual_elt(AS, zmag) + +File :82, in group_action(self, ZN_tuple) + +File :82, in (.0) + +IndexError: tuple index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + [?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + [?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^3 + +--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [4], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :16, in  + +File :24, in dual_elt(AS, zmag) + +NameError: name 'group_elts' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l^Csage/rings/polynomial/polynomial_zmod_flint.pyx:7: DeprecationWarning: invalid escape sequence '\Z' + """ +sage/rings/polynomial/polynomial_zmod_flint.pyx:7: DeprecationWarning: invalid escape sequence '\Z' + """ +--------------------------------------------------------------------------- +KeyboardInterrupt Traceback (most recent call last) +Input In [5], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :13, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +File :158, in artin_schreier_transform(power_series, prec) + +File :12, in new_reverse(power_series, prec) + +File /ext/sage/9.7/src/sage/rings/laurent_series_ring_element.pyx:1831, in sage.rings.laurent_series_ring_element.LaurentSeries.__call__() + 1829 if x: + 1830 raise ValueError("must not specify %s keyword and positional argument" % name) +-> 1831 a = self(kwds[name]) + 1832 del kwds[name] + 1833 try: + +File /ext/sage/9.7/src/sage/rings/laurent_series_ring_element.pyx:1852, in sage.rings.laurent_series_ring_element.LaurentSeries.__call__() + 1850 x = x[0] + 1851 +-> 1852 return self.__u(*x)*(x[0]**self.__n) + 1853 + 1854 def __pari__(self): + +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:365, in sage.rings.power_series_poly.PowerSeries_poly.__call__() + 363 x[0] = a + 364 x = tuple(x) +--> 365 return self.__f(x) + 366 + 367 def _unsafe_mutate(self, i, value): + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_zmod_flint.pyx:332, in sage.rings.polynomial.polynomial_zmod_flint.Polynomial_zmod_flint.__call__() + 330 nmod_poly_compose(&t.x, &self.x, &y.x) + 331 return t +--> 332 return Polynomial.__call__(self, *x, **kwds) + 333 + 334 @coerce_binop + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_element.pyx:898, in sage.rings.polynomial.polynomial_element.Polynomial.__call__() + 896 return result + 897 pol._compiled = CompiledPolynomialFunction(pol.list()) +--> 898 return pol._compiled.eval(a) + 899 + 900 def compose_trunc(self, Polynomial other, long n): + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_compiled.pyx:125, in sage.rings.polynomial.polynomial_compiled.CompiledPolynomialFunction.eval() + 123 cdef object temp + 124 try: +--> 125 pd_eval(self._dag, x, self._coeffs) #see further down + 126 temp = self._dag.value #for an explanation + 127 pd_clean(self._dag) #of these 3 lines + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_compiled.pyx:353, in sage.rings.polynomial.polynomial_compiled.pd_eval() + 351 cdef inline int pd_eval(generic_pd pd, object vars, object coeffs) except -2: + 352 if pd.value is None: +--> 353 pd.eval(vars, coeffs) + 354 pd.hits += 1 + 355 + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_compiled.pyx:507, in sage.rings.polynomial.polynomial_compiled.abc_pd.eval() + 505 + 506 cdef int eval(abc_pd self, object vars, object coeffs) except -2: +--> 507 pd_eval(self.left, vars, coeffs) + 508 pd_eval(self.right, vars, coeffs) + 509 self.value = self.left.value * self.right.value + coeffs[self.index] + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_compiled.pyx:353, in sage.rings.polynomial.polynomial_compiled.pd_eval() + 351 cdef inline int pd_eval(generic_pd pd, object vars, object coeffs) except -2: + 352 if pd.value is None: +--> 353 pd.eval(vars, coeffs) + 354 pd.hits += 1 + 355 + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_compiled.pyx:507, in sage.rings.polynomial.polynomial_compiled.abc_pd.eval() + 505 + 506 cdef int eval(abc_pd self, object vars, object coeffs) except -2: +--> 507 pd_eval(self.left, vars, coeffs) + 508 pd_eval(self.right, vars, coeffs) + 509 self.value = self.left.value * self.right.value + coeffs[self.index] + + [... skipping similar frames: sage.rings.polynomial.polynomial_compiled.pd_eval at line 353 (24 times), sage.rings.polynomial.polynomial_compiled.abc_pd.eval at line 507 (23 times)] + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_compiled.pyx:507, in sage.rings.polynomial.polynomial_compiled.abc_pd.eval() + 505 + 506 cdef int eval(abc_pd self, object vars, object coeffs) except -2: +--> 507 pd_eval(self.left, vars, coeffs) + 508 pd_eval(self.right, vars, coeffs) + 509 self.value = self.left.value * self.right.value + coeffs[self.index] + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_compiled.pyx:353, in sage.rings.polynomial.polynomial_compiled.pd_eval() + 351 cdef inline int pd_eval(generic_pd pd, object vars, object coeffs) except -2: + 352 if pd.value is None: +--> 353 pd.eval(vars, coeffs) + 354 pd.hits += 1 + 355 + +File /ext/sage/9.7/src/sage/rings/polynomial/polynomial_compiled.pyx:509, in sage.rings.polynomial.polynomial_compiled.abc_pd.eval() + 507 pd_eval(self.left, vars, coeffs) + 508 pd_eval(self.right, vars, coeffs) +--> 509 self.value = self.left.value * self.right.value + coeffs[self.index] + 510 pd_clean(self.left) + 511 pd_clean(self.right) + +File /ext/sage/9.7/src/sage/structure/element.pyx:1514, in sage.structure.element.Element.__mul__() + 1512 cdef int cl = classify_elements(left, right) + 1513 if HAVE_SAME_PARENT(cl): +-> 1514 return (left)._mul_(right) + 1515 if BOTH_ARE_ELEMENT(cl): + 1516 return coercion_model.bin_op(left, right, mul) + +File /ext/sage/9.7/src/sage/rings/laurent_series_ring_element.pyx:913, in sage.rings.laurent_series_ring_element.LaurentSeries._mul_() + 911 cdef LaurentSeries right = right_r + 912 return type(self)(self._parent, +--> 913 self.__u * right.__u, + 914 self.__n + right.__n) + 915 + +File /ext/sage/9.7/src/sage/structure/element.pyx:1514, in sage.structure.element.Element.__mul__() + 1512 cdef int cl = classify_elements(left, right) + 1513 if HAVE_SAME_PARENT(cl): +-> 1514 return (left)._mul_(right) + 1515 if BOTH_ARE_ELEMENT(cl): + 1516 return coercion_model.bin_op(left, right, mul) + +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:540, in sage.rings.power_series_poly.PowerSeries_poly._mul_() + 538 """ + 539 prec = self._mul_prec(right_r) +--> 540 return PowerSeries_poly(self._parent, + 541 self.__f * (right_r).__f, + 542 prec=prec, + +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:44, in sage.rings.power_series_poly.PowerSeries_poly.__init__() + 42 ValueError: series has negative valuation + 43 """ +---> 44 R = parent._poly_ring() + 45 if isinstance(f, Element): + 46 if (f)._parent is R: + +File /ext/sage/9.7/src/sage/rings/power_series_ring.py:961, in PowerSeriesRing_generic._poly_ring(self) + 958 pass + 959 return False +--> 961 def _poly_ring(self): + 962 """ + 963  Return the underlying polynomial ring used to represent elements of + 964  this power series ring. + (...) + 970  Univariate Polynomial Ring in t over Integer Ring + 971  """ + 972 return self.__poly_ring + +File src/cysignals/signals.pyx:310, in cysignals.signals.python_check_interrupt() + +KeyboardInterrupt: +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7linit.sage')[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load('init.sage') +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ldraft.sage')[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^3 + +86 +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [7], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :104, in  + +File :104, in (.0) + +IndexError: tuple index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.genus() +[?7h[?12l[?25h[?2004l[?7h30 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.genus()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lb[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lh[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lomorphic_differentials_basis[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.holomorphic_differentials_basis() +[?7h[?12l[?25h[?2004l[?7h[(1) * dx, + (z2) * dx, + (z2^2) * dx, + (z1) * dx, + (x^3 - x^2*z2 + z1*z2) * dx, + (x^4 + x^2*z0^2 + x^3*z2 - x*z0^2*z2 + x^2*z2^2 + x^2*z0 - x^2*z1 + z1*z2^2) * dx, + (x^4 - x^2*z0^2 + x^3*z2 + x*z0^2*z2 + x^2*z2^2 + z1^2) * dx, + (x^3*z0^2 + x^2*z0^2*z2 + x*z0^2*z2^2 + x^3*z0 - x^3*z1 - x^2*z0*z2 - x^2*z1*z2 - x*z1*z2^2 + x^3 - x*z0*z1 - x*z1^2 + z1^2*z2) * dx, + (x^4*z0 + x^2*z0^2*z1 + x^3*z0*z2 + x*z0^2*z1*z2 + x^2*z0*z2^2 + z0^2*z1*z2^2 + x^4 + x^2*z0^2 + x^2*z1^2 + x^3*z2 + x*z0^2*z2 + x*z1^2*z2 + x^2*z2^2 + z1^2*z2^2 + x^2*z0 - x^2*z1 - z0*z1^2) * dx, + (z0) * dx, + (z0*z2) * dx, + (-x^2*z0 + z0*z2^2) * dx, + (z0*z1) * dx, + (x^3 - x*z0*z1 - x^2*z2 + z0*z1*z2) * dx, + (x^4 + x^2*z0^2 + x^2*z0*z1 + x^3*z2 - x*z0^2*z2 + x*z0*z1*z2 + x^2*z2^2 + z0*z1*z2^2 - x^2*z0) * dx, + (z0^2) * dx, + (x^3 - x^2*z2 + z0^2*z2) * dx, + (x^2*z0^2 + x*z0^2*z2 + z0^2*z2^2) * dx, + (-x^4 + x^2*z0^2 - x^3*z2 - x*z0^2*z2 - x^2*z2^2 + x^2*z0 + z0^2*z1) * dx, + (-x^3*z0^2 - x^2*z0^2*z2 - x*z0^2*z2^2 + x^3*z0 + x^3*z1 - x*z0^2*z1 - x^2*z0*z2 + x^2*z1*z2 + z0^2*z1*z2 + x*z1*z2^2 - x^3 + x*z0*z1) * dx, + (x) * dx, + (x*z2) * dx, + (x^3 + x^2*z2 + x*z2^2) * dx, + (x^3 - x^2*z2 + x*z1) * dx, + (-x^4 - x^2*z0^2 - x^3*z2 + x*z0^2*z2 - x^2*z2^2 - x^2*z0 - x^2*z1 + x*z1*z2) * dx, + (x*z0) * dx, + (-x^2*z0 + x*z0*z2) * dx, + (x^3*z0 + x^2*z0*z2 + x*z0*z2^2 + x^3 - x^2*z2) * dx, + (x^3 + x*z0^2 - x^2*z2) * dx, + (x^2) * dx] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.holomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lgenus()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^3 + +^C--------------------------------------------------------------------------- +KeyboardInterrupt Traceback (most recent call last) +Input In [10], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :16, in  + +File :17, in dual_elt(AS, zmag) + +File :128, in trace2(self) + +File :84, in group_action(self, ZN_tuple) + +File /ext/sage/9.7/src/sage/structure/element.pyx:943, in sage.structure.element.Element.substitute() + 941 5 + 942 """ +--> 943 return self.subs(in_dict,**kwds) + 944 + 945 cpdef _act_on_(self, x, bint self_on_left): + +File /ext/sage/9.7/src/sage/structure/element.pyx:834, in sage.structure.element.Element.subs() + 832 else: + 833 variables.append(gen) +--> 834 return self(*variables) + 835 + 836 def numerical_approx(self, prec=None, digits=None, algorithm=None): + +File /ext/sage/9.7/src/sage/rings/fraction_field_element.pyx:449, in sage.rings.fraction_field_element.FractionFieldElement.__call__() + 447 (-2*x1*x2 + x1 + 1)/(x1 + x2) + 448 """ +--> 449 return self.__numerator(*x, **kwds) / self.__denominator(*x, **kwds) + 450 + 451 def _is_atomic(self): + +File /ext/sage/9.7/src/sage/structure/element.pyx:1737, in sage.structure.element.Element.__truediv__() + 1735 cdef int cl = classify_elements(left, right) + 1736 if HAVE_SAME_PARENT(cl): +-> 1737 return (left)._div_(right) + 1738 if BOTH_ARE_ELEMENT(cl): + 1739 return coercion_model.bin_op(left, right, truediv) + +File /ext/sage/9.7/src/sage/rings/polynomial/multi_polynomial_libsingular.pyx:2339, in sage.rings.polynomial.multi_polynomial_libsingular.MPolynomial_libsingular._div_() + 2337 if p_IsConstant(right._poly, right._parent_ring): + 2338 if is_field: +-> 2339 singular_polynomial_div_coeff(&p, left._poly, right._poly, right._parent_ring) + 2340 return new_MP(left._parent, p) + 2341 else: + +File /ext/sage/9.7/src/sage/libs/singular/polynomial.pyx:344, in sage.libs.singular.polynomial.singular_polynomial_div_coeff() + 342 if q == NULL: + 343 raise ZeroDivisionError +--> 344 sig_on() + 345 cdef number *n = p_GetCoeff(q, r) + 346 n = r.cf.cfInvers(n,r.cf) + +KeyboardInterrupt: +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lAS.holomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [11], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :104, in  + +File :104, in (.0) + +IndexError: tuple index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lzdual = dual_elt(AS, zmag)[?7h[?12l[?25h[?25l[?7lmag = (AS.magical_eleent())[0][?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: zmag +[?7h[?12l[?25h[?2004l[?7hx^6*z0^2 + x^6*z1 + x^4*z0*z1^2 + x^5*z0*z2 + x^3*z0^2*z1*z2 - x^6 + x^2*z0^2*z1^2 - x^3*z0^2*z2 + x^3*z1^2*z2 + x^4*z2^2 + x^2*z0*z1*z2^2 + z0^2*z1^2*z2^2 + x^4*z0 + x^3*z1*z2 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.holomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lzmag[?7h[?12l[?25h[?25l[?7llod('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [13], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :115, in  + +File :40, in __mul__(self, other) + +AttributeError: 'superelliptic_form' object has no attribute 'function' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lzmg[?7h[?12l[?25h[?25l[?7llod('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [14], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :117, in  + +File :40, in __mul__(self, other) + +AttributeError: 'as_form' object has no attribute 'function' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [15], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :116, in  + +File :23, in __add__(self, other) + +AttributeError: 'as_form' object has no attribute 'function' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [16], in () +----> 1 load('draft.sage') + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :117, in  + +NameError: name 'val' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +0 -117 -117 +Infinity +0 -117 -117 +Infinity +0 -117 -117 +Infinity +0 -117 -117 +Infinity +0 -117 -117 +Infinity +0 -117 -117 +Infinity +0 -117 -117 +Infinity +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity ++Infinity +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lzmag[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: zmag +[?7h[?12l[?25h[?2004l[?7hx^6*z0^2 + x^6*z1 + x^4*z0*z1^2 + x^5*z0*z2 + x^3*z0^2*z1*z2 - x^6 + x^2*z0^2*z1^2 - x^3*z0^2*z2 + x^3*z1^2*z2 + x^4*z2^2 + x^2*z0*z1*z2^2 + z0^2*z1^2*z2^2 + x^4*z0 + x^3*z1*z2 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lw1.expansion_at_infty()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: w +[?7h[?12l[?25h[?2004l[?7hx^3*z0^2 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lw[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lsion_at_infty[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: w.expansion_at_infty() +[?7h[?12l[?25h[?2004l[?7ht^-117 + t^-99 + t^-69 + t^-39 + 2*t^-35 + t^-27 + t^-15 + t^-9 + t^-5 + 2*t^-3 + 2*t^3 + 2*t^15 + t^21 + t^27 + t^29 + 2*t^31 + t^33 + 2*t^39 + 2*t^49 + 2*t^55 + 2*t^65 + 2*t^69 + t^73 + t^75 + 2*t^83 + t^87 + t^93 + 2*t^97 + 2*t^101 + 2*t^103 + t^105 + 2*t^109 + t^111 + t^117 + t^123 + 2*t^131 + 2*t^133 + 2*t^135 + 2*t^137 + t^139 + 2*t^141 + 2*t^145 + 2*t^147 + t^151 + t^153 + 2*t^157 + 2*t^165 + 2*t^167 + 2*t^171 + t^173 + 2*t^177 + t^181 + t^185 + t^189 + 2*t^195 + 2*t^201 + t^205 + t^207 + t^209 + t^213 + t^219 + 2*t^225 + t^229 + 2*t^231 + t^239 + t^241 + 2*t^243 + t^245 + t^247 + t^249 + 2*t^253 + 2*t^259 + t^263 + 2*t^265 + 2*t^267 + 2*t^269 + t^273 + t^275 + t^281 + 2*t^283 + t^285 + t^289 + 2*t^291 + t^297 + 2*t^299 + 2*t^301 + t^303 + t^307 + t^313 + 2*t^315 + t^319 + t^321 + 2*t^335 + t^337 + t^345 + 2*t^347 + t^349 + t^353 + t^355 + 2*t^357 + 2*t^361 + 2*t^363 + t^367 + 2*t^369 + 2*t^371 + t^373 + 2*t^375 + t^377 + 2*t^379 + t^381 + t^383 + t^389 + 2*t^391 + 2*t^393 + t^397 + t^401 + t^405 + 2*t^407 + 2*t^409 + t^411 + 2*t^421 + t^423 + t^433 + t^435 + t^441 + 2*t^443 + t^445 + 2*t^453 + 2*t^455 + 2*t^457 + t^459 + t^463 + 2*t^469 + 2*t^471 + t^475 + t^477 + t^481 + t^485 + t^487 + 2*t^491 + 2*t^495 + 2*t^497 + t^499 + 2*t^501 + t^507 + 2*t^511 + 2*t^515 + 2*t^517 + 2*t^523 + t^531 + 2*t^533 + t^539 + 2*t^541 + t^543 + 2*t^545 + 2*t^547 + t^551 + t^553 + 2*t^555 + 2*t^559 + t^565 + t^567 + 2*t^569 + 2*t^577 + 2*t^581 + 2*t^589 + 2*t^591 + t^595 + 2*t^597 + 2*t^599 + 2*t^603 + t^607 + t^615 + t^617 + t^619 + 2*t^623 + 2*t^625 + t^627 + 2*t^633 + t^639 + t^643 + t^645 + 2*t^647 + t^655 + 2*t^657 + 2*t^659 + 2*t^663 + t^667 + 2*t^671 + 2*t^675 + 2*t^677 + t^679 + 2*t^681 + 2*t^683 + 2*t^685 + t^689 + 2*t^693 + t^695 + 2*t^697 + 2*t^699 + 2*t^701 + t^705 + t^709 + 2*t^711 + t^713 + t^715 + 2*t^721 + t^725 + t^729 + 2*t^733 + t^735 + t^743 + 2*t^749 + 2*t^753 + 2*t^755 + 2*t^759 + t^765 + 2*t^767 + 2*t^769 + t^771 + t^775 + t^779 + t^781 + t^783 + t^785 + t^789 + t^791 + t^793 + t^795 + 2*t^801 + t^805 + 2*t^811 + 2*t^815 + 2*t^817 + 2*t^819 + t^821 + t^823 + t^829 + 2*t^835 + 2*t^837 + t^839 + 2*t^845 + 2*t^849 + 2*t^851 + t^853 + t^855 + t^859 + 2*t^861 + t^863 + t^867 + 2*t^869 + t^875 + t^879 + O(t^883) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lzmag[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lmag[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7l.expansion_at_infty()[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lnsion_at_infty[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: zmag.expansion_at_infty() +[?7h[?12l[?25h[?2004l[?7ht^-118 + t^-114 + t^-112 + 2*t^-108 + t^-106 + 2*t^-102 + t^-96 + t^-94 + 2*t^-90 + t^-88 + 2*t^-86 + 2*t^-78 + t^-76 + 2*t^-74 + 2*t^-72 + t^-68 + 2*t^-66 + t^-62 + 2*t^-60 + t^-58 + 2*t^-56 + 2*t^-54 + t^-52 + t^-50 + t^-40 + 2*t^-38 + t^-36 + 2*t^-34 + t^-32 + 2*t^-28 + t^-26 + t^-24 + 2*t^-20 + t^-18 + t^-12 + t^-6 + 2*t^-4 + 2*t^-2 + 1 + t^2 + t^4 + 2*t^8 + t^10 + t^14 + 2*t^16 + t^18 + 2*t^22 + t^30 + 2*t^32 + t^36 + t^38 + t^40 + 2*t^46 + t^48 + t^50 + t^52 + t^54 + 2*t^56 + t^58 + t^60 + t^62 + 2*t^66 + t^68 + 2*t^70 + 2*t^76 + t^78 + 2*t^80 + 2*t^88 + 2*t^92 + 2*t^94 + t^96 + t^98 + 2*t^100 + 2*t^102 + 2*t^104 + t^106 + t^108 + 2*t^110 + 2*t^112 + 2*t^114 + t^118 + 2*t^120 + t^122 + 2*t^126 + t^132 + 2*t^136 + 2*t^138 + t^140 + t^142 + t^146 + 2*t^150 + 2*t^152 + t^154 + t^156 + 2*t^168 + t^170 + t^174 + t^178 + 2*t^180 + 2*t^184 + 2*t^188 + 2*t^192 + t^198 + t^200 + t^204 + t^206 + 2*t^208 + 2*t^210 + 2*t^212 + 2*t^214 + 2*t^218 + t^220 + t^222 + 2*t^226 + 2*t^232 + 2*t^236 + t^242 + 2*t^244 + t^246 + 2*t^250 + 2*t^252 + t^254 + t^256 + 2*t^260 + 2*t^262 + 2*t^266 + 2*t^270 + 2*t^272 + 2*t^274 + t^276 + 2*t^286 + t^288 + t^290 + t^294 + 2*t^302 + 2*t^306 + 2*t^312 + t^314 + t^316 + 2*t^318 + t^320 + t^322 + t^324 + t^326 + 2*t^328 + 2*t^332 + t^334 + 2*t^338 + 2*t^340 + t^342 + t^344 + t^346 + 2*t^350 + 2*t^354 + 2*t^360 + t^362 + t^364 + t^366 + t^368 + t^372 + 2*t^374 + t^378 + 2*t^380 + 2*t^382 + t^384 + 2*t^386 + t^388 + 2*t^392 + 2*t^396 + 2*t^398 + 2*t^404 + t^406 + t^408 + 2*t^410 + t^412 + 2*t^416 + t^418 + t^424 + t^426 + t^428 + t^430 + 2*t^434 + t^440 + t^448 + 2*t^460 + t^462 + 2*t^464 + 2*t^466 + t^468 + t^474 + 2*t^478 + t^486 + 2*t^490 + t^492 + 2*t^494 + 2*t^496 + 2*t^498 + 2*t^502 + t^504 + t^506 + 2*t^508 + t^510 + 2*t^512 + 2*t^514 + t^516 + t^518 + t^524 + 2*t^526 + 2*t^528 + 2*t^530 + t^532 + t^534 + 2*t^540 + t^542 + 2*t^544 + t^546 + t^548 + t^550 + 2*t^552 + 2*t^554 + t^558 + t^560 + 2*t^562 + 2*t^564 + t^566 + 2*t^572 + 2*t^574 + 2*t^576 + 2*t^582 + 2*t^584 + t^586 + 2*t^588 + t^590 + 2*t^592 + 2*t^594 + 2*t^596 + t^600 + 2*t^602 + 2*t^606 + 2*t^608 + t^612 + t^616 + t^618 + t^624 + 2*t^632 + 2*t^634 + t^638 + 2*t^640 + 2*t^646 + t^652 + t^654 + t^656 + t^658 + 2*t^660 + 2*t^662 + t^668 + t^678 + 2*t^688 + 2*t^690 + t^692 + 2*t^694 + 2*t^696 + t^698 + 2*t^700 + 2*t^702 + t^704 + 2*t^708 + 2*t^710 + 2*t^714 + t^716 + 2*t^722 + t^728 + 2*t^732 + 2*t^736 + 2*t^738 + t^740 + t^742 + 2*t^754 + t^756 + t^758 + t^760 + t^762 + 2*t^764 + 2*t^766 + t^770 + t^772 + 2*t^778 + 2*t^786 + 2*t^790 + 2*t^792 + 2*t^798 + t^800 + O(t^802) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.holomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.holomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.holomorphic_differentials_basis() +[?7h[?12l[?25h[?2004l[?7h[(1) * dx, + (z2) * dx, + (z2^2) * dx, + (z1) * dx, + (z1*z2) * dx, + (x^2*z1^2 + x^3*z2 + z1*z2^2) * dx, + (z1^2) * dx, + (x^3*z0^2 + x^2*z0*z2 + z1^2*z2) * dx, + (x^6 + x^4*z0*z1 + x^2*z0^2*z1^2 + x^3*z0^2*z2 + x^3*z1*z2 + x*z0*z1^2*z2 + x^2*z0*z2^2 + z0^2*z1*z2^2 + z1^2*z2^2) * dx, + (z0) * dx, + (z0*z2) * dx, + (-x^2*z0*z1 + z0*z2^2) * dx, + (z0*z1) * dx, + (-x^3*z0 + z0*z1*z2) * dx, + (x^4*z0^2 - x^4*z1 - x^2*z0*z1^2 - x*z0^2*z1*z2 + x^4 - x^2*z0*z1 + x^2*z2^2 + z0*z1*z2^2) * dx, + (z0*z1^2) * dx, + (-x^5 - x^3*z0*z1 - x*z0^2*z1^2 + x^2*z0^2*z2 + x^2*z1*z2 + z0*z1^2*z2) * dx, + (z0^2) * dx, + (z0^2*z2) * dx, + (-x^2*z0^2*z1 - x^2*z1^2 + x^3*z2 + z0^2*z2^2) * dx, + (z0^2*z1) * dx, + (x^3*z1 + x^2*z0*z2 + z0^2*z1*z2) * dx, + (x^4 + x^2*z0*z1 + z0^2*z1^2) * dx, + (x^3*z0^2*z1 - x^3*z0^2 - x^3*z1^2 - x^4*z2 + z0^2*z1^2*z2 + x*z0^2*z2^2 - x^3*z1 - x^2*z0*z2 - x*z1*z2^2) * dx, + (x) * dx, + (x*z2) * dx, + (-x^3*z0^2 + x^3*z1 - x^2*z0*z2 + x*z2^2) * dx, + (x*z1) * dx, + (-x^4 + x*z1*z2) * dx, + (-x^3*z0 + x*z1^2) * dx, + (x^4*z0^2 + x^2*z0*z1^2 - x^3*z0*z2 - x*z0^2*z1*z2 + x^4 - x^2*z0*z1 + x*z1^2*z2 - x^2*z2^2) * dx, + (x*z0) * dx, + (x*z0*z2) * dx, + (x^5 - x^3*z0*z1 + x*z0^2*z1^2 - x^2*z0^2*z2 - x^2*z1*z2 + x*z0*z2^2) * dx, + (x*z0*z1) * dx, + (-x^4*z0 + x^2*z1^2 - x^3*z2 + x*z0*z1*z2) * dx, + (-x^3*z0^2 - x^3*z1 + x*z0*z1^2 + x^2*z0*z2) * dx, + (x*z0^2) * dx, + (x^4 + x^2*z0*z1 + x*z0^2*z2) * dx, + (-x^3*z0 + x*z0^2*z1) * dx, + (x^2) * dx, + (-x^3*z0 + x^2*z2) * dx, + (x^2*z1) * dx, + (x^2*z0) * dx, + (x^2*z0^2) * dx, + (x^3) * dx] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.holomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lzmag.expansionat_infty()[?7h[?12l[?25h[?25l[?7lw.expansion_atinfty()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lzmag[?7h[?12l[?25h[?25l[?7llod('draft.sage')[?7h[?12l[?25h[?25l[?7lzmg[?7h[?12l[?25h[?25l[?7llod('draft.sage')[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +9 +9 +9 +9 +9 +9 +9 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +36 +36 +36 +36 ++Infinity ++Infinity ++Infinity +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lw.expansion_at_infty().valuation() - zmag.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: w.expansion_at_infty().valuation() - zmag.expansion_at_infty().valuation() +[?7h[?12l[?25h[?2004l[?7h1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lw.expansion_at_infty().valuation() - zmag.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lAS.holomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lsage: load('draft.sage') +[?7h[?12l[?25h[?2004l(Z/p)^3-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^2 +z1^3 - z1 = x^4 +z2^3 - z2 = x^5 + +118 +27 1 +27 1 ++Infinity 1 ++Infinity 1 ++Infinity 1 ++Infinity 1 ++Infinity 1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ sqaage +┌────────────────────────────────────────────────────────────────────┐ +│ SageMath version 9.7, Release Date: 2022-09-19 │ +│ Using Python 3.10.5. Type "help()" for help. │ +└────────────────────────────────────────────────────────────────────┘ +]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('draft.sage')[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l"[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l"[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[1] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[1, -z0^2 + z1, z0, x] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l8 False +14 False +16 False +17 False +20 False +22 False +23 False +25 False +26 False +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l^C--------------------------------------------------------------------------- +KeyboardInterrupt Traceback (most recent call last) +Input In [6], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File :176, in at_most_poles(self, pole_order, threshold) + +File :190, in holomorphic_combinations_fcts(S, pole_order) + +File src/cysignals/signals.pyx:310, in cysignals.signals.python_check_interrupt() + +KeyboardInterrupt: +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 [1] +2 [1] +3 [1] +4 [1] +5 [1] +6 [1, z0] +7 [1, z0] +8 [1, -z0^2 + z1, z0] +8 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.holomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7ljumps[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AS.jumps +[?7h[?12l[?25h[?2004l[?7h[[2, 8]] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lno 12 -th root; divide by 3 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [9], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :12, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lno 8 -th root; divide by 2 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [10], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :12, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lno 22 -th root; divide by 2 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [11], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :12, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 [1] +2 [1] +3 [1] +4 [1] +5 [1] +6 [1] +7 [1] +8 [1] +9 [1] +10 [1, z0] +11 [1, z0] +12 [1, z0] +13 [1, z0] +14 [1, z0] +15 [1, z1, z0] +16 [1, z1, z0] +17 [1, z1, z0, z0*z1 - x] +17 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lj[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AS.jumps +[?7h[?12l[?25h[?2004l[?7h[[2, 7]] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lexponent_of_different_prim() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lponent_of_different_prim() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l() - (p^2 - 1)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.exponent_of_different_prim() +[?7h[?12l[?25h[?2004l[?7h68 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l6[?7h[?12l[?25h[?25l[?7l8[?7h[?12l[?25h[?25l[?7l%[?7h[?12l[?25h[?25l[?7l9[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: 68%p +[?7h[?12l[?25h[?2004l[?7h3 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l68%p[?7h[?12l[?25h[?25l[?7l8[?7h[?12l[?25h[?25l[?7l%[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7l^[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: 68%p^2 +[?7h[?12l[?25h[?2004l[?7h18 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l68%p^2[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim()[?7h[?12l[?25h[?25l[?7ljumps[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 [1] +2 [1] +3 [1] +4 [1] +5 [1] +6 [1, z0] +7 [1, z0] +8 [1, -z0^2 + z1, z0] +8 1 8 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 [1] +2 [1] +3 [1] +4 [1] +5 [1] +6 [1, z0] +7 [1, z0] +8 [1, -z0^2 + z1, z0] +8 1 1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 [1] +2 [1] +3 [1] +4 [1] +5 [1] +6 [1] +7 [1] +8 [1] +9 [1, x] +10 [1, x] +11 [1, x] +12 [1, z1, x] +13 [1, z1, -x*z1 + z0, x] +13 5 5 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l68%p^2[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 [1] +2 [1] +3 [1] +4 [1] +5 [1] +6 [1] +7 [1] +8 [1] +9 [1] +10 [1] +11 [1] +12 [1] +13 [1] +14 [1] +15 [1] +16 [1] +17 [1] +18 [1, z2] +19 [1, z2] +20 [1, z2] +21 [1, z2] +22 [1, z2] +23 [1, z2] +24 [1, z2, z2^2 - z1] +25 [1, z2, z2^2 - z1] +26 [1, z2, z2^2 - z1] +27 [1, z2, z2^2 - z1, x] +28 [1, z2, z2^2 - z1, x] +29 [1, z2, z2^2 - z1, x] +30 [1, z2, z2^2 - z1, x] +31 [1, z2, z2^2 - z1, x] +32 [1, z2, z2^2 - z1, x] +33 [1, z2, z2^2 - z1, x] +34 [1, z2, z2^2 - z1, x] +35 [1, z2, z2^2 - z1, x] +36 [1, z2, z2^2, z1, x] +37 [1, z2, z2^2, z1, x] +38 [1, z2, z2^2, z1, x] +39 [1, z2, z2^2, z1, -x*z1 + z0, x] +40 [1, z2, z2^2, z1, -x*z1 + z0, x] +41 [1, z2, z2^2, z1, -x*z1 + z0, x] +42 [1, z2, z2^2, z1, -x^2 + z1*z2, -x*z1 + z0, x] +43 [1, z2, z2^2, z1, -x^2 + z1*z2, -x*z1 + z0, x] +44 [1, z2, z2^2, z1, -x^2 + z1*z2, -x*z1 + z0, x] +45 [1, z2, z2^2, z1, -x^2 + z1*z2, -x*z1 + z0, x, x*z2] +46 [1, z2, z2^2, z1, -x^2 + z1*z2, -x*z1 + z0, x, x*z2] +47 [1, z2, z2^2, z1, -x^2 + z1*z2, -x*z1 + z0, x, x*z2] +48 [1, z2, z2^2, z1, -x^2 + z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2] +49 [1, z2, z2^2, z1, -x^2 + z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2] +50 [1, z2, z2^2, z1, -x^2 + z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2] +51 [1, z2, z2^2, z1, -x^2 + z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2, x*z2^2 - x*z1] +52 [1, z2, z2^2, z1, -x^2 + z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2, x*z2^2 - x*z1] +53 [1, z2, z2^2, z1, -x^2 + z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2, x*z2^2 - x*z1] +54 [1, z2, z2^2, z1, z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2, x*z2^2 - x*z1, x^2] +55 [1, z2, z2^2, z1, z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2, x*z2^2 - x*z1, x^2] +56 [1, z2, z2^2, z1, z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, x, x*z2, x*z2^2 - x*z1, x^2] +57 [1, z2, z2^2, z1, z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, -x*z1*z2 + z0*z2, x, x*z2, x*z2^2 - x*z1, x^2] +58 [1, z2, z2^2, z1, z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, -x*z1*z2 + z0*z2, x, x*z2, x*z2^2 - x*z1, x^2] +59 [1, z2, z2^2, z1, z1*z2, x^2*z2 + z1*z2^2 + z1^2, -x*z1 + z0, -x*z1*z2 + z0*z2, -x*z1*z2^2 + x*z1^2 + z0*z2^2 - x*z1 - z0*z1, x, x*z2, x*z2^2 - x*z1, x^2] +59 22 19 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.exponent_of_different_prim()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l_[?7h[?12l[?25h[?25l[?7lsage: AS.at_most_poles + AS.at_most_poles  + AS.at_most_poles_forms + + + [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l + AS.at_most_poles  + + [?7h[?12l[?25h[?25l[?7l + + +[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l3[?7h[?12l[?25h[?25l[?7l8[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7lh[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lh[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l3[?7h[?12l[?25h[?25l[?7l0[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.at_most_poles(38, threshold = 30)[?7h[?12l[?25h[?25l[?7lsage: AS.at_most_poles(38, threshold = 30) +[?7h[?12l[?25h[?2004l[?7h[1, z2, z2^2, z1, x] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + [?7h[?12l[?25h[?25l[?7lAS.at_most_poles(38, threshold = 30)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l0)[?7h[?12l[?25h[?25l[?7l50)[?7h[?12l[?25h[?25l[?7lsage: AS.at_most_poles(38, threshold = 50)[?7h[?12l[?25h[?25l[?7lsage: AS.at_most_poles(38, threshold = 50) +[?7h[?12l[?25h[?2004l[?7h[1, z2, z2^2, z1, x] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + [?7h[?12l[?25h[?25l[?7lAS.at_most_poles(38, threshold = 50)[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7ljumps[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lsage: AS.jumps[?7h[?12l[?25h[?25l[?7lsage: AS.jumps +[?7h[?12l[?25h[?2004l[?7h[[7, 4, 2]] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lat_most_poles(38, threshold = 50)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l0)[?7h[?12l[?25h[?25l[?7l10)[?7h[?12l[?25h[?25l[?7l0)[?7h[?12l[?25h[?25l[?7lsage: AS.at_most_poles(38, threshold = 100) +[?7h[?12l[?25h[?2004l[?7h[1, z2, z2^2, z1, x] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.at_most_poles(38, threshold = 100)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l, threshold = 10)[?7h[?12l[?25h[?25l[?7l, threshold = 10)[?7h[?12l[?25h[?25l[?7l5, threshold = 10)[?7h[?12l[?25h[?25l[?7l9, threshold = 10)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AS.at_most_poles(59, threshold = 100) +[?7h[?12l[?25h[?2004l[?7h[1, + z2, + z2^2, + z1, + z1*z2, + x^2*z2 + z1*z2^2 + z1^2, + -x*z1 + z0, + -x*z1*z2 + z0*z2, + -x*z1*z2^2 + x*z1^2 + z0*z2^2 - x*z1 - z0*z1, + x, + x*z2, + x*z2^2 - x*z1, + x^2] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7len(lll)[?7h[?12l[?25h[?25l[?7llen[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lAS1.at_most_poles_forms(1))[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l(1.at_most_poles_forms(1))[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l(())[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l(1))[?7h[?12l[?25h[?25l[?7l(1))[?7h[?12l[?25h[?25l[?7l(1))[?7h[?12l[?25h[?25l[?7l(1))[?7h[?12l[?25h[?25l[?7l(1))[?7h[?12l[?25h[?25l[?7l(1))[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l))[?7h[?12l[?25h[?25l[?7l5))[?7h[?12l[?25h[?25l[?7l9))[?7h[?12l[?25h[?25l[?7l,))[?7h[?12l[?25h[?25l[?7l ))[?7h[?12l[?25h[?25l[?7lt))[?7h[?12l[?25h[?25l[?7lh))[?7h[?12l[?25h[?25l[?7lr))[?7h[?12l[?25h[?25l[?7le))[?7h[?12l[?25h[?25l[?7ls))[?7h[?12l[?25h[?25l[?7lh))[?7h[?12l[?25h[?25l[?7lo))[?7h[?12l[?25h[?25l[?7ll))[?7h[?12l[?25h[?25l[?7ld))[?7h[?12l[?25h[?25l[?7l ))[?7h[?12l[?25h[?25l[?7l-))[?7h[?12l[?25h[?25l[?7l=))[?7h[?12l[?25h[?25l[?7l))[?7h[?12l[?25h[?25l[?7l))[?7h[?12l[?25h[?25l[?7l))[?7h[?12l[?25h[?25l[?7l ))[?7h[?12l[?25h[?25l[?7l=))[?7h[?12l[?25h[?25l[?7l ))[?7h[?12l[?25h[?25l[?7l1))[?7h[?12l[?25h[?25l[?7l0))[?7h[?12l[?25h[?25l[?7l0))[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: len(AS1.at_most_poles(59, threshold = 100)) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [26], in () +----> 1 len(AS1.at_most_poles(Integer(59), threshold = Integer(100))) + +NameError: name 'AS1' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7llen(AS1.at_most_poles(59, threshold = 100))[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l(())[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l.at_most_poles(59, threshold = 10)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: len(AS.at_most_poles(59, threshold = 100)) +[?7h[?12l[?25h[?2004l[?7h13 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.at_most_poles(59, threshold = 100)[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lgenus()[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.genus() +[?7h[?12l[?25h[?2004l[?7h64 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lAS.genus()[?7h[?12l[?25h[?25l[?7llen(AS.at_most_poles(59, threshold = 100))[?7h[?12l[?25h[?25l[?7l1.at_most_poles(59, threshold = 10))[?7h[?12l[?25h[?25l[?7lAS.at_mosples(59, threshold = 100)[?7h[?12l[?25h[?25l[?7l38[?7h[?12l[?25h[?25l[?7ljumps[?7h[?12l[?25h[?25l[?7lat_most_poles(38, threshold = 50)[?7h[?12l[?25h[?25l[?7l3[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h------------------------------------------------------------------------ +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/python3.10/site-packages/cysignals/signals.cpython-310-x86_64-linux-gnu.so(+0x7e34)[0x7f787543ae34] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/python3.10/site-packages/cysignals/signals.cpython-310-x86_64-linux-gnu.so(+0x8009)[0x7f787543b009] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/python3.10/site-packages/cysignals/signals.cpython-310-x86_64-linux-gnu.so(+0xa322)[0x7f787543d322] +/lib/x86_64-linux-gnu/libc.so.6(+0x43090)[0x7f7875acb090] +/lib/x86_64-linux-gnu/libc.so.6(kill+0xb)[0x7f7875acb3db] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x1ed72a)[0x7f7875ea472a] 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+/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x5b12)[0x7f7875d27742] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0xd5369)[0x7f7875d8c369] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0xd64d9)[0x7f7875d8d4d9] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0xcd31a)[0x7f7875d8431a] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x7155)[0x7f7875d28d85] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x19d9bd)[0x7f7875e549bd] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x100901)[0x7f7875db7901] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(PyVectorcall_Call+0x72)[0x7f7875d7a322] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x1793)[0x7f7875d233c3] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0xc6090)[0x7f7875d7d090] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x5b12)[0x7f7875d27742] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0xc6090)[0x7f7875d7d090] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(PyVectorcall_Call+0xca)[0x7f7875d7a37a] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x1793)[0x7f7875d233c3] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyEval_EvalFrameDefault+0x6791)[0x7f7875d283c1] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x189ef8)[0x7f7875e40ef8] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(PyEval_EvalCode+0x96)[0x7f7875e410b6] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x1c551a)[0x7f7875e7c51a] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x1c55f7)[0x7f7875e7c5f7] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(+0x1c56cf)[0x7f7875e7c6cf] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyRun_SimpleFileObject+0x11e)[0x7f7875e7e7be] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(_PyRun_AnyFileObject+0x3f)[0x7f7875e7ec8f] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(Py_RunMain+0x726)[0x7f7875e9ac56] +/ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/libpython3.10.so.1.0(Py_BytesMain+0x3d)[0x7f7875e9b13d] +/lib/x86_64-linux-gnu/libc.so.6(__libc_start_main+0xf3)[0x7f7875aac083] +python3(_start+0x2e)[0x55fbd130909e] +------------------------------------------------------------------------ +Quit (core dumped) +]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ Attaching gdb to process id 598. +^C +]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ sage +GNU gdb (Ubuntu 9.2-0ubuntu1~20.04.1) 9.2 +Copyright (C) 2020 Free Software Foundation, Inc. +License GPLv3+: GNU GPL version 3 or later +This is free software: you are free to change and redistribute it. +There is NO WARRANTY, to the extent permitted by law. +Type "show copying" and "show warranty" for details. +This GDB was configured as "x86_64-linux-gnu". +Type "show configuration" for configuration details. +For bug reporting instructions, please see: +. +Find the GDB manual and other documentation resources online at: + . + +For help, type "help". +Type "apropos word" to search for commands related to "word". +[New LWP 669] +[New LWP 2062] +[Thread debugging using libthread_db enabled] +Using host libthread_db library "/lib/x86_64-linux-gnu/libthread_db.so.1". +0x00007f7875b6ac7f in __GI___wait4 (pid=2072, stat_loc=stat_loc@entry=0x0, + options=options@entry=0, usage=usage@entry=0x0) + at ../sysdeps/unix/sysv/linux/wait4.c:27 + +Stack backtrace +--------------- + options=options@entry=0, usage=usage@entry=0x0) + at ../sysdeps/unix/sysv/linux/wait4.c:27 + resultvar = 18446744073709551104 + sc_cancel_oldtype = 0 + sc_ret = +#1 0x00007f7875b6abfb in __GI___waitpid (pid=, + stat_loc=stat_loc@entry=0x0, options=options@entry=0) at waitpid.c:38 +No locals. +#2 0x00007f787543af04 in print_enhanced_backtrace () + at build/src/cysignals/implementation.c:586 + parent_pid = 598 + pid = +#3 0x00007f787543b046 in sigdie (sig=sig@entry=3, s=s@entry=0x0) + at build/src/cysignals/implementation.c:612 +No locals. +#4 0x00007f787543d322 in sigdie_for_sig (inside=, sig=3) + at build/src/cysignals/implementation.c:167 +No locals. +#5 cysigs_signal_handler (sig=3) at build/src/cysignals/implementation.c:278 + inside = +#6 +No locals. +#7 0x00007f7875acb3db in kill () at ../sysdeps/unix/syscall-template.S:78 +No locals. +#8 0x00007f7875ea472a in os_kill_impl (module=, signal=3, + pid=0) at ./Modules/posixmodule.c:7926 +No locals. +#9 os_kill (module=, args=, + nargs=) at ./Modules/clinic/posixmodule.c.h:3580 + return_value = 0x0 + pid = 0 + signal = 3 +#10 0x00007f7875db7a83 in cfunction_vectorcall_FASTCALL (func=0x7f7875901350, + args=0x55fbd5cca590, nargsf=, kwnames=) + at Objects/methodobject.c:430 + tstate = + nargs = + meth = + result = +#11 0x00007f7875d2978c in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x55fbd5cca590, callable=0x7f7875901350, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#12 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x55fbd5cca590, callable=0x7f7875901350) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#13 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be7440, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f7875901350 + w = + nkwargs = 0 + nargs = + pfunc = 0x55fbd5cca588 + x = + stack = 0x55fbd5cca590 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#14 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4181 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 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+ 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 501061072, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, + lo_next = 0x7f , + limit = 0x55fbd5cca410 "\001"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be7630}} + prev_cframe = +#15 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x55fbd5cca410, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#16 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781ecd8440, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x55fbd5cca410 + retval = +#17 0x00007f7875d2978c in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f781ddd95d0, callable=0x7f781ecd8430, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#18 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f781ddd95d0, callable=0x7f781ecd8430) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#19 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be7600, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781ecd8430 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f781ddd95c8 + x = + stack = 0x7f781ddd95d0 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#20 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4181 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 1977075444, + ar_end = 32632, ar_line = 491736416, opaque = { + computed_line = 1977879156, lo_next = 0x0, + limit = 0x7f781ddd9430 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be77f0}} + prev_cframe = +#21 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781ddd9430, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#22 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f249130, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781ddd9430 + retval = +#23 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x55fbd58edc48, callable=0x7f781f249120, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#24 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x55fbd58edc48, callable=0x7f781f249120) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#25 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be77c0, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781f249120 + w = + nkwargs = 0 + nargs = + pfunc = 0x55fbd58edc40 + x = + stack = 0x55fbd58edc48 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#26 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 502094320, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, + lo_next = 0x8000000000000000 , limit = 0x55fbd58eda80 "\002"}}, cframe = { + use_tracing = 0, previous = 0x7fff27be7a40}} + prev_cframe = +#27 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x55fbd58eda80, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#28 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f24ab10, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x55fbd58eda80 + retval = +#29 0x00007f7875d7d090 in _PyObject_VectorcallTstate (kwnames=0x7f781f260430, + nargsf=2, args=0x7f781ded59f0, callable=0x7f781f24ab00, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#30 method_vectorcall (method=, args=0x7f781ded59f8, + nargsf=, kwnames=0x7f781f260430) at Objects/classobject.c:53 + newargs = 0x7f781ded59f0 + tmp = 0x7f781c508f80 + tstate = 0x55fbd2484740 + self = 0x7f781dd1fe50 + func = 0x7f781f24ab00 + nargs = 2 + result = +#31 0x00007f7875d27742 in _PyObject_VectorcallTstate (kwnames=0x7f781f260430, + nargsf=, args=, callable=0x7f781c508f80, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#32 PyObject_Vectorcall (kwnames=0x7f781f260430, nargsf=, + args=, callable=) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#33 call_function (kwnames=0x7f781f260430, oparg=, + pp_stack=, trace_info=0x7fff27be7a10, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = + w = + nkwargs = + nargs = + pfunc = 0x7f781ded59f0 + x = + stack = + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#34 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4231 + sp = 0x7f781ded5a08 + res = + names = 0x7f781f260430 + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = 0x7f781ded5a08 + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 500301488, + ar_end = 32632, ar_line = 502622400, opaque = { + computed_line = 666794656, lo_next = 0x7f781f47e320 "\001", + limit = 0x7f781f250ef0 "\n"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be7c70}} + prev_cframe = +#35 0x00007f7875d8c369 in _PyEval_EvalFrame (throwflag=, + f=0x7f781ded5840, tstate=0x55fbd2484740) + at ./Include/internal/pycore_ceval.h:46 +No locals. +#36 gen_send_ex2 (gen=gen@entry=0x7f781f5428f0, arg=0x7f781d0f9900, + presult=presult@entry=0x7fff27be7b30, exc=, + closing=) at Objects/genobject.c:213 + tstate = 0x55fbd2484740 + f = 0x7f781ded5840 + result = 0x7f781d0f9900 +#37 0x00007f7875d8d4d9 in gen_send_ex (gen=0x7f781f5428f0, + arg=, exc=, closing=) + at Objects/genobject.c:279 + result = 0x0 +#38 0x00007f7875d8431a in method_vectorcall_O (func=0x7f7875854590, + args=0x7f781ded67e8, nargsf=, kwnames=0x0) + at Objects/descrobject.c:460 + tstate = 0x55fbd2484740 + nargs = + meth = + result = +#39 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f781ded67e8, callable=0x7f7875854590, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#40 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f781ded67e8, callable=0x7f7875854590) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#41 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be7c40, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f7875854590 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f781ded67e0 + x = + stack = 0x7f781ded67e8 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#42 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 1977075444, + ar_end = 32632, ar_line = 502374768, opaque = { + computed_line = 1977879156, lo_next = 0x7f781dd1fe50 "\n", + limit = 0x7f781ded6640 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be7e30}} + prev_cframe = +#43 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781ded6640, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#44 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f24a9f0, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781ded6640 + retval = +#45 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f781dddca90, callable=0x7f781f24a9e0, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#46 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f781dddca90, callable=0x7f781f24a9e0) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#47 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be7e00, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781f24a9e0 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f781dddca88 + x = + stack = 0x7f781dddca90 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#48 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 500801576, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x55fbd585a960 "\005", + limit = 0x7f781dddc900 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be7ff0}} + prev_cframe = +#49 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781dddc900, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#50 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781dd53b60, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781dddc900 + retval = +#51 0x00007f7875d28d85 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f781dd9a028, callable=0x7f781dd53b50, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#52 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f781dd9a028, callable=0x7f781dd53b50) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#53 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be7fc0, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781dd53b50 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f781dd9a020 + x = + stack = 0x7f781dd9a028 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#54 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4213 + sp = + res = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 475266384, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x0, + limit = 0x7f781dd99ea0 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be8260}} + prev_cframe = +#55 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781dd99ea0, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#56 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781c6f2840, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781dd99ea0 + retval = +#57 0x00007f7875e549bd in _PyObject_VectorcallTstate (kwnames=0x0, nargsf=0, + args=, callable=0x7f781c6f2830, tstate=0x55fbd2484740) + at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#58 context_run (self=0x7f781c612880, args=, nargs=1, + kwnames=0x0) at Python/context.c:665 + ts = 0x55fbd2484740 + call_result = +#59 0x00007f7875db7901 in cfunction_vectorcall_FASTCALL_KEYWORDS ( + func=0x7f781d06db70, args=0x7f781c53fd48, nargsf=, + kwnames=) at Objects/methodobject.c:446 + tstate = 0x55fbd2484740 + nargs = + meth = + result = +#60 0x00007f7875d7a322 in PyVectorcall_Call (callable=0x7f781d06db70, + tuple=, kwargs=) at Objects/call.c:255 + tstate = 0x55fbd2484740 + func = 0x7f7875db78b0 + offset = + nargs = 1 + args = + kwnames = 0x7f781cf88000 + result = +#61 0x00007f7875d233c3 in do_call_core (kwdict=0x0, callargs=0x7f781c53fd30, + func=0x7f781d06db70, trace_info=0x7fff27be8230, tstate=0x55fbd2484740) + at Python/ceval.c:5921 + result = + result = + nargs = + self = +#62 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4277 + func = 0x7f781d06db70 + callargs = 0x7f781c53fd30 + kwargs = 0x0 + result = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 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} + stack_pointer = 0x7f781dfbe0d0 + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = -715227456, + ar_end = 22011, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x7f78758080f0 "\233X", + limit = 0x7f781dfbdf40 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be8420}} + prev_cframe = +#63 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781dfbdf40, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#64 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f6167b0, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781dfbdf40 + retval = +#65 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x55fbd55e7ec0, callable=0x7f781f6167a0, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#66 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x55fbd55e7ec0, callable=0x7f781f6167a0) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#67 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be83f0, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781f6167a0 + w = + nkwargs = 0 + nargs = + pfunc = 0x55fbd55e7eb8 + x = + stack = 0x55fbd55e7ec0 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#68 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a 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<_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 500680952, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, + lo_next = 0x7f7875ff4fc0 <_Py_FalseStruct> "\n*", + limit = 0x55fbd55e7cf0 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be85e0}} + prev_cframe = +#69 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x55fbd55e7cf0, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#70 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f47fa40, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x55fbd55e7cf0 + retval = +#71 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f781dd7c8f8, callable=0x7f781f47fa30, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#72 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f781dd7c8f8, callable=0x7f781f47fa30) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#73 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be85b0, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781f47fa30 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f781dd7c8f0 + x = + stack = 0x7f781dd7c8f8 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#74 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e 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0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 500571136, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x55fbd4ca3a80 "\f", + limit = 0x7f781dd7c780 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be87a0}} + prev_cframe = +#75 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781dd7c780, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#76 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f47df40, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781dd7c780 + retval = +#77 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f781dd61c00, callable=0x7f781f47df30, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#78 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f781dd61c00, callable=0x7f781f47df30) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#79 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be8770, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781f47df30 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f781dd61bf8 + x = + stack = 0x7f781dd61c00 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#80 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 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0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 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0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = -766774648, + ar_end = 22011, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x7f781f17e050 "\001", + limit = 0x7f781dd61a80 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be8960}} + prev_cframe = +#81 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781dd61a80, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#82 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f47dfd0, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781dd61a80 + retval = +#83 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x55fbd24bf288, callable=0x7f781f47dfc0, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#84 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x55fbd24bf288, callable=0x7f781f47dfc0) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#85 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be8930, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781f47dfc0 + w = + nkwargs = 0 + nargs = + pfunc = 0x55fbd24bf280 + x = + stack = 0x55fbd24bf288 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#86 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 1977075444, + ar_end = 32632, ar_line = 491747936, opaque = { + computed_line = 1977879156, lo_next = 0x7f781f52d480 "\003", + limit = 0x55fbd24bf0c0 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be8bb0}} + prev_cframe = +#87 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x55fbd24bf0c0, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#88 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f17e0f0, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x55fbd24bf0c0 + retval = +#89 0x00007f7875d7d090 in _PyObject_VectorcallTstate (kwnames=0x7f781f1e7640, + nargsf=1, args=0x55fbd5410738, callable=0x7f781f17e0e0, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#90 method_vectorcall (method=, args=0x55fbd5410740, + nargsf=, kwnames=0x7f781f1e7640) at Objects/classobject.c:53 + newargs = 0x55fbd5410738 + tmp = 0x7f781c509e40 + tstate = 0x55fbd2484740 + self = 0x7f781deda710 + func = 0x7f781f17e0e0 + nargs = 1 + result = +#91 0x00007f7875d27742 in _PyObject_VectorcallTstate (kwnames=0x7f781f1e7640, + nargsf=, args=, callable=0x7f781c509e40, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#92 PyObject_Vectorcall (kwnames=0x7f781f1e7640, nargsf=, + args=, callable=) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#93 call_function (kwnames=0x7f781f1e7640, oparg=, + pp_stack=, trace_info=0x7fff27be8b80, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = + w = + nkwargs = + nargs = + pfunc = 0x55fbd5410738 + x = + stack = + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#94 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4231 + sp = 0x55fbd5410750 + res = + names = 0x7f781f1e7640 + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e 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0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = 0x55fbd5410750 + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 522073728, + ar_end = 32632, ar_line = -717159296, opaque = { + computed_line = 1977879047, lo_next = 0x7f781f4a8870 "\207", + limit = 0x55fbd5410480 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be8e50}} + prev_cframe = +#95 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x55fbd5410480, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#96 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781f1ed9a0, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x55fbd5410480 + retval = +#97 0x00007f7875d7d090 in _PyObject_VectorcallTstate (kwnames=0x7f781c85fd80, + nargsf=1, args=0x7f781d498080, callable=0x7f781f1ed990, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#98 method_vectorcall (method=, args=0x7f781d498088, + nargsf=, kwnames=0x7f781c85fd80) at Objects/classobject.c:53 + newargs = 0x7f781d498080 + tmp = 0x7f781d4981c0 + tstate = 0x55fbd2484740 + self = 0x7f781deab1c0 + func = 0x7f781f1ed990 + nargs = 1 + result = +#99 0x00007f7875d7a37a in PyVectorcall_Call (callable=0x7f781df27cc0, + tuple=, kwargs=) at Objects/call.c:267 + tstate = 0x55fbd2484740 + func = 0x7f7875d7cf10 + offset = + nargs = 0 + args = 0x7f781d498088 + kwnames = 0x7f781c85fd80 + result = +#100 0x00007f7875d233c3 in do_call_core (kwdict=0x7f7815243040, + callargs=0x7f787580c070, func=0x7f781df27cc0, trace_info=0x7fff27be8e20, + tstate=0x55fbd2484740) at Python/ceval.c:5921 + result = + result = + nargs = + self = +#101 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4277 + func = 0x7f781df27cc0 + callargs = 0x7f787580c070 + kwargs = 0x7f7815243040 + result = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d 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0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = 0x7f781dfbdb08 + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 504315272, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x0, + limit = 0x7f781dfbd970 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be9010}} + prev_cframe = +#102 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781dfbd970, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#103 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781ecdb260, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781dfbd970 + retval = +#104 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f781e0f3d88, callable=0x7f781ecdb250, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#105 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f781e0f3d88, callable=0x7f781ecdb250) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#106 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be8fe0, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781ecdb250 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f781e0f3d80 + x = + stack = 0x7f781e0f3d88 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#107 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = -720827352, + ar_end = 22011, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x55fbd4eadc30 "\005", + limit = 0x7f781e0f3c10 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be91d0}} + prev_cframe = +#108 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781e0f3c10, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#109 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781ecdb650, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781e0f3c10 + retval = +#110 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x55fbd5090c28, callable=0x7f781ecdb640, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#111 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x55fbd5090c28, callable=0x7f781ecdb640) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#112 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be91a0, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781ecdb640 + w = + nkwargs = 0 + nargs = + pfunc = 0x55fbd5090c20 + x = + stack = 0x55fbd5090c28 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#113 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 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0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d 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0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf 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0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 519201440, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x55fbd4eadc30 "\005", + limit = 0x55fbd5090ab0 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be9390}} + prev_cframe = +#114 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x55fbd5090ab0, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#115 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781ecdb6e0, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x55fbd5090ab0 + retval = +#116 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f781ef262a0, callable=0x7f781ecdb6d0, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#117 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f781ef262a0, callable=0x7f781ecdb6d0) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#118 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be9360, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781ecdb6d0 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f781ef26298 + x = + stack = 0x7f781ef262a0 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#119 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 1971526568, + ar_end = 32632, ar_line = 1979641056, opaque = { + computed_line = 1977877688, lo_next = 0x55fbd4eaf6b0 "\b", + limit = 0x7f781ef26130 "\002"}}, cframe = {use_tracing = 0, + previous = 0x7fff27be9550}} + prev_cframe = +#120 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f781ef26130, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#121 _PyEval_Vector (tstate=0x55fbd2484740, con=0x7f781ed8c4d0, + locals=, args=, argcount=, + kwnames=) at Python/ceval.c:5065 + f = 0x7f781ef26130 + retval = +#122 0x00007f7875d283c1 in _PyObject_VectorcallTstate (kwnames=0x0, + nargsf=, args=0x7f7875831ba8, callable=0x7f781ed8c4c0, + tstate=0x55fbd2484740) at ./Include/cpython/abstract.h:114 + func = + res = + func = + res = + nargs = +#123 PyObject_Vectorcall (kwnames=0x0, nargsf=, + args=0x7f7875831ba8, callable=0x7f781ed8c4c0) + at ./Include/cpython/abstract.h:123 + tstate = 0x55fbd2484740 + tstate = +#124 call_function (kwnames=0x0, oparg=, + pp_stack=, trace_info=0x7fff27be9520, + tstate=0x55fbd2484740) at Python/ceval.c:5869 + func = 0x7f781ed8c4c0 + w = + nkwargs = 0 + nargs = + pfunc = 0x7f7875831ba0 + x = + stack = 0x7f7875831ba8 + pfunc = + func = + x = + w = + nkwargs = + nargs = + stack = +#125 _PyEval_EvalFrameDefault (tstate=, f=, + throwflag=) at Python/ceval.c:4198 + sp = + res = + meth = + __func__ = "_PyEval_EvalFrameDefault" + opcode_targets = {0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25929 <_PyEval_EvalFrameDefault+15609>, + 0x7f7875d26b93 <_PyEval_EvalFrameDefault+20323>, + 0x7f7875d26d63 <_PyEval_EvalFrameDefault+20787>, + 0x7f7875d26f76 <_PyEval_EvalFrameDefault+21318>, + 0x7f7875d26ec2 <_PyEval_EvalFrameDefault+21138>, + 0x7f7875d26f1a <_PyEval_EvalFrameDefault+21226>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c53 <_PyEval_EvalFrameDefault+20515>, + 0x7f7875d25ad8 <_PyEval_EvalFrameDefault+16040>, + 0x7f7875d2481f <_PyEval_EvalFrameDefault+11247>, + 0x7f7875d2479f <_PyEval_EvalFrameDefault+11119>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2472e <_PyEval_EvalFrameDefault+11006>, + 0x7f7875d26426 <_PyEval_EvalFrameDefault+18422>, + 0x7f7875d244d5 <_PyEval_EvalFrameDefault+10405>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d24441 <_PyEval_EvalFrameDefault+10257>, + 0x7f7875d26977 <_PyEval_EvalFrameDefault+19783>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25886 <_PyEval_EvalFrameDefault+15446>, + 0x7f7875d25e03 <_PyEval_EvalFrameDefault+16851>, + 0x7f7875d257f6 <_PyEval_EvalFrameDefault+15302>, + 0x7f7875d24233 <_PyEval_EvalFrameDefault+9731>, + 0x7f7875d241a6 <_PyEval_EvalFrameDefault+9590>, + 0x7f7875d24119 <_PyEval_EvalFrameDefault+9449>, + 0x7f7875d2408c <_PyEval_EvalFrameDefault+9308>, + 0x7f7875d26399 <_PyEval_EvalFrameDefault+18281>, + 0x7f7875d26328 <_PyEval_EvalFrameDefault+18168>, + 0x7f7875d26db7 <_PyEval_EvalFrameDefault+20871>, + 0x7f7875d26bdf <_PyEval_EvalFrameDefault+20399>, + 0x7f7875d264b3 <_PyEval_EvalFrameDefault+18563>, + 0x7f7875d22737 <_PyEval_EvalFrameDefault+2823>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> , + 0x7f7875d22648 <_PyEval_EvalFrameDefault+2584>, + 0x7f7875d260dd <_PyEval_EvalFrameDefault+17581>, + 0x7f7875d26207 <_PyEval_EvalFrameDefault+17879>, + 0x7f7875d251f4 <_PyEval_EvalFrameDefault+13764>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d253a6 <_PyEval_EvalFrameDefault+14198>, + 0x7f7875d25303 <_PyEval_EvalFrameDefault+14035>, + 0x7f7875d23823 <_PyEval_EvalFrameDefault+7155>, + 0x7f7875d23796 <_PyEval_EvalFrameDefault+7014>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25d04 <_PyEval_EvalFrameDefault+16596>, + 0x7f7875d25c60 <_PyEval_EvalFrameDefault+16432>, + 0x7f7875d2663e <_PyEval_EvalFrameDefault+18958>, + 0x7f7875d25bd3 <_PyEval_EvalFrameDefault+16291>, + 0x7f7875d24b6a <_PyEval_EvalFrameDefault+12090>, + 0x7f7875d24add <_PyEval_EvalFrameDefault+11949>, + 0x7f7875d24a50 <_PyEval_EvalFrameDefault+11808>, + 0x7f7875d249c3 <_PyEval_EvalFrameDefault+11667>, + 0x7f7875d266c4 <_PyEval_EvalFrameDefault+19092>, + 0x7f7875d262b7 <_PyEval_EvalFrameDefault+18055>, + 0x7f7875d25666 <_PyEval_EvalFrameDefault+14902>, + 0x7f7875d2556d <_PyEval_EvalFrameDefault+14653>, + 0x7f7875d23e47 <_PyEval_EvalFrameDefault+8727>, + 0x7f7875d23d09 <_PyEval_EvalFrameDefault+8409>, + 0x7f7875d23c84 <_PyEval_EvalFrameDefault+8276>, + 0x7f7875d26e6e <_PyEval_EvalFrameDefault+21054>, + 0x7f7875d23bf7 <_PyEval_EvalFrameDefault+8135>, + 0x7f7875d26aff <_PyEval_EvalFrameDefault+20175>, + 0x7f7875d268ea <_PyEval_EvalFrameDefault+19642>, + 0x7f7875d26a72 <_PyEval_EvalFrameDefault+20034>, + 0x7f7875d259e4 <_PyEval_EvalFrameDefault+15796>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26a04 <_PyEval_EvalFrameDefault+19924>, + 0x7f7875d26ce7 <_PyEval_EvalFrameDefault+20663>, + 0x7f7875d26758 <_PyEval_EvalFrameDefault+19240>, + 0x7f7875d25023 <_PyEval_EvalFrameDefault+13299>, + 0x7f7875d24fb6 <_PyEval_EvalFrameDefault+13190>, + 0x7f7875d26009 <_PyEval_EvalFrameDefault+17369>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25f53 <_PyEval_EvalFrameDefault+17187>, + 0x7f7875d2604d <_PyEval_EvalFrameDefault+17437>, + 0x7f7875d23665 <_PyEval_EvalFrameDefault+6709>, + 0x7f7875d25ea6 <_PyEval_EvalFrameDefault+17014>, + 0x7f7875d25d91 <_PyEval_EvalFrameDefault+16737>, + 0x7f7875d24f26 <_PyEval_EvalFrameDefault+13046>, + 0x7f7875d24e8e <_PyEval_EvalFrameDefault+12894>, + 0x7f7875d243c1 <_PyEval_EvalFrameDefault+10129>, + 0x7f7875d2433c <_PyEval_EvalFrameDefault+9996>, + 0x7f7875d2597f <_PyEval_EvalFrameDefault+15695>, + 0x7f7875d242c0 <_PyEval_EvalFrameDefault+9872>, + 0x7f7875d28f27 <_PyEval_EvalFrameDefault+29431>, + 0x7f7875d25b49 <_PyEval_EvalFrameDefault+16153>, + 0x7f7875d254de <_PyEval_EvalFrameDefault+14510>, + 0x7f7875d24931 <_PyEval_EvalFrameDefault+11521>, + 0x7f7875d24890 <_PyEval_EvalFrameDefault+11360>, + 0x7f7875d23b58 <_PyEval_EvalFrameDefault+7976>, + 0x7f7875d23a36 <_PyEval_EvalFrameDefault+7686>, + 0x7f7875d25450 <_PyEval_EvalFrameDefault+14368>, + 0x7f7875d238b0 <_PyEval_EvalFrameDefault+7296>, + 0x7f7875d24cdf <_PyEval_EvalFrameDefault+12463>, + 0x7f7875d26e2b <_PyEval_EvalFrameDefault+20987>, + 0x7f7875d24c55 <_PyEval_EvalFrameDefault+12325>, + 0x7f7875d25772 <_PyEval_EvalFrameDefault+15170>, + 0x7f7875d24bf7 <_PyEval_EvalFrameDefault+12231>, + 0x7f7875d23ff8 <_PyEval_EvalFrameDefault+9160>, + 0x7f7875d23f5e <_PyEval_EvalFrameDefault+9006>, + 0x7f7875d256f1 <_PyEval_EvalFrameDefault+15041>, + 0x7f7875d23ed4 <_PyEval_EvalFrameDefault+8868>, + 0x7f7875d245fb <_PyEval_EvalFrameDefault+10699>, + 0x7f7875d245bc <_PyEval_EvalFrameDefault+10636>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d2512c <_PyEval_EvalFrameDefault+13564>, + 0x7f7875d24562 <_PyEval_EvalFrameDefault+10546>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d25a71 <_PyEval_EvalFrameDefault+15937>, + 0x7f7875d250bf <_PyEval_EvalFrameDefault+13455>, + 0x7f7875d23729 <_PyEval_EvalFrameDefault+6905>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d236d3 <_PyEval_EvalFrameDefault+6819>, + 0x7f7875d2309e <_PyEval_EvalFrameDefault+5230>, + 0x7f7875d22ee4 <_PyEval_EvalFrameDefault+4788>, + 0x7f7875d22df2 <_PyEval_EvalFrameDefault+4546>, + 0x7f7875d22d2e <_PyEval_EvalFrameDefault+4350>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d26c91 <_PyEval_EvalFrameDefault+20577>, + 0x7f7875d235fa <_PyEval_EvalFrameDefault+6602>, + 0x7f7875d2346a <_PyEval_EvalFrameDefault+6202>, + 0x7f7875d2358b <_PyEval_EvalFrameDefault+6491>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22c8d <_PyEval_EvalFrameDefault+4189>, + 0x7f7875d232c0 <_PyEval_EvalFrameDefault+5776>, + 0x7f7875d23160 <_PyEval_EvalFrameDefault+5424>, + 0x7f7875d2356b <_PyEval_EvalFrameDefault+6459>, + 0x7f7875d230e1 <_PyEval_EvalFrameDefault+5297>, + 0x7f7875d22aa2 <_PyEval_EvalFrameDefault+3698>, + 0x7f7875d22a0c <_PyEval_EvalFrameDefault+3548>, + 0x7f7875d234d9 <_PyEval_EvalFrameDefault+6313>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d228f6 <_PyEval_EvalFrameDefault+3270>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d23031 <_PyEval_EvalFrameDefault+5121>, + 0x7f7875d22f50 <_PyEval_EvalFrameDefault+4896>, + 0x7f7875d22bc0 <_PyEval_EvalFrameDefault+3984>, + 0x7f7875d22b21 <_PyEval_EvalFrameDefault+3825>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224>, + 0x7f7875d22863 <_PyEval_EvalFrameDefault+3123>, + 0x7f7875d227de <_PyEval_EvalFrameDefault+2990>, + 0x7f7875d246b0 <_PyEval_EvalFrameDefault+10880>, + 0x7f7875d26188 <_PyEval_EvalFrameDefault+17752>, + 0x7f7875d24e0f <_PyEval_EvalFrameDefault+12767>, + 0x7f7875d225d8 <_PyEval_EvalFrameDefault+2472>, + 0x7f7875d224e0 <_PyEval_EvalFrameDefault+2224> } + stack_pointer = + next_instr = + opcode = + oparg = + fastlocals = + freevars = + retval = 0x0 + eval_breaker = + co = + first_instr = + names = + consts = + co_opcache = + trace_info = {code = 0x0, bounds = {ar_start = 0, ar_end = 0, + ar_line = -766111072, opaque = {computed_line = 1977877688, + lo_next = 0x7f787581fa30 "\003", + limit = 0x7f7875831a40 "\002"}}, cframe = {use_tracing = 0, + previous = 0x55fbd2484848}} + prev_cframe = +#126 0x00007f7875e40ef8 in _PyEval_EvalFrame (throwflag=0, f=0x7f7875831a40, + tstate=0x55fbd2484740) at ./Include/internal/pycore_ceval.h:46 +No locals. +#127 _PyEval_Vector (tstate=tstate@entry=0x55fbd2484740, + con=con@entry=0x7fff27be9620, locals=locals@entry=0x7f787574a3c0, + args=args@entry=0x0, argcount=argcount@entry=0, kwnames=kwnames@entry=0x0) + at Python/ceval.c:5065 + f = 0x7f7875831a40 + retval = +#128 0x00007f7875e410b6 in PyEval_EvalCode (co=co@entry=0x7f7875747470, + globals=globals@entry=0x7f787574a3c0, locals=locals@entry=0x7f787574a3c0) + at Python/ceval.c:1134 + tstate = 0x55fbd2484740 + builtins = + desc = {fc_globals = 0x7f787574a3c0, fc_builtins = 0x7f787589af80, + fc_name = 0x7f7875750ef0, fc_qualname = 0x7f7875750ef0, + fc_code = 0x7f7875747470, fc_defaults = 0x0, fc_kwdefaults = 0x0, + fc_closure = 0x0} +#129 0x00007f7875e7c51a in run_eval_code_obj ( + tstate=tstate@entry=0x55fbd2484740, co=co@entry=0x7f7875747470, + globals=globals@entry=0x7f787574a3c0, locals=locals@entry=0x7f787574a3c0) + at Python/pythonrun.c:1291 + v = +#130 0x00007f7875e7c5f7 in run_mod (mod=mod@entry=0x55fbd25612a0, + filename=filename@entry=0x7f7875776910, + globals=globals@entry=0x7f787574a3c0, locals=locals@entry=0x7f787574a3c0, + flags=flags@entry=0x7fff27be9818, arena=arena@entry=0x7f787580bb50) + at Python/pythonrun.c:1312 + tstate = 0x55fbd2484740 + co = 0x7f7875747470 + v = +#131 0x00007f7875e7c6cf in pyrun_file (fp=fp@entry=0x55fbd2483370, + filename=filename@entry=0x7f7875776910, start=start@entry=257, + globals=globals@entry=0x7f787574a3c0, locals=locals@entry=0x7f787574a3c0, + closeit=closeit@entry=1, flags=0x7fff27be9818) at Python/pythonrun.c:1208 + arena = 0x7f787580bb50 + mod = 0x55fbd25612a0 + ret = +#132 0x00007f7875e7e7be in _PyRun_SimpleFileObject ( + fp=fp@entry=0x55fbd2483370, filename=filename@entry=0x7f7875776910, + closeit=closeit@entry=1, flags=flags@entry=0x7fff27be9818) + at Python/pythonrun.c:456 + m = 0x7f78757374c0 + d = 0x7f787574a3c0 + v = + set_file_name = 1 + ret = -1 + pyc = +#133 0x00007f7875e7ec8f in _PyRun_AnyFileObject (fp=0x55fbd2483370, + filename=filename@entry=0x7f7875776910, closeit=closeit@entry=1, + flags=flags@entry=0x7fff27be9818) at Python/pythonrun.c:90 + decref_filename = 0 + res = +#134 0x00007f7875e9ac56 in pymain_run_file_obj (skip_source_first_line=0, + filename=0x7f7875776910, program_name=0x7f7875751c70) at Modules/main.c:353 + fp = + sb = {st_dev = 216, st_ino = 44626547, st_nlink = 1, st_mode = 33261, + st_uid = 1000, st_gid = 1000, __pad0 = 0, st_rdev = 0, + st_size = 360, st_blksize = 1048576, st_blocks = 8, st_atim = { + tv_sec = 1668008911, tv_nsec = 660490364}, st_mtim = { + tv_sec = 1663627098, tv_nsec = 0}, st_ctim = {tv_sec = 1663928508, + tv_nsec = 756903203}, __glibc_reserved = {0, 0, 0}} + cf = {cf_flags = 0, cf_feature_version = 10} + run = + fp = + sb = + cf = + run = + ch = +#135 pymain_run_file (config=0x55fbd2486770) at Modules/main.c:372 + filename = 0x7f7875776910 + program_name = 0x7f7875751c70 + res = + filename = + program_name = + res = +#136 pymain_run_python (exitcode=0x7fff27be9814) at Modules/main.c:587 + interp = + config = 0x55fbd2486770 + main_importer_path = + interp = + config = + main_importer_path = + path0 = + res = +#137 Py_RunMain () at Modules/main.c:666 + exitcode = +#138 0x00007f7875e9b058 in pymain_main (args=args@entry=0x7fff27be98f0) + at Modules/main.c:696 + status = { + _type = (_PyStatus_TYPE_ERROR | _PyStatus_TYPE_EXIT | unknown: 756903200), func = , err_msg = , exitcode = 0} +#139 0x00007f7875e9b13d in Py_BytesMain (argc=, + argv=) at Modules/main.c:720 + args = {argc = 3, use_bytes_argv = 1, bytes_argv = 0x7fff27be9a18, + wchar_argv = 0x0} +#140 0x00007f7875aac083 in __libc_start_main (main=0x55fbd1309060
, + argc=3, argv=0x7fff27be9a18, init=, fini=, + rtld_fini=, stack_end=0x7fff27be9a08) + at ../csu/libc-start.c:308 + self = + result = + unwind_buf = {cancel_jmp_buf = {{jmp_buf = {94540034773344, + -6720708044021107631, 94540034773104, 140733860190736, 0, 0, + 6720902098367738961, 6650643409741345873}, + mask_was_saved = 0}}, priv = {pad = {0x0, 0x0, 0x3, + 0x7fff27be9a18}, data = {prev = 0x0, cleanup = 0x0, + canceltype = 3}}} + not_first_call = +#141 0x000055fbd130909e in _start () +No symbol table info available. +>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> + + +Cython backtrace +---------------- +#0 0x00007f7875b6ac20 in __GI___wait4 () at /build/glibc-SzIz7B/glibc-2.31/posix/../sysdeps/unix/sysv/linux/wait4.c:27 +#1 0x00007f7875b6abf0 in __GI___waitpid () at /build/glibc-SzIz7B/glibc-2.31/posix/waitpid.c:38 +#2 0x00007f787543ae90 in print_enhanced_backtrace () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/cysignals-1.11.2/src/build/src/cysignals/implementation.c:586 +#3 0x00007f787543afd0 in sigdie () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/cysignals-1.11.2/src/build/src/cysignals/implementation.c:612 +#4 0x00007f787543d142 in sigdie_for_sig () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/cysignals-1.11.2/src/build/src/cysignals/implementation.c:167 +#5 0x00007f787543d120 in cysigs_signal_handler () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/cysignals-1.11.2/src/build/src/cysignals/implementation.c:278 +#6 0x00007f787604e3e0 in __restore_rt () +#7 0x00007f7875acb3d0 in kill () at /build/glibc-SzIz7B/glibc-2.31/signal/../sysdeps/unix/syscall-template.S:78 +#8 0x00007f7875ea4703 in os_kill_impl () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Modules/posixmodule.c:7926 +#9 0x00007f7875ea46c0 in os_kill () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Modules/clinic/posixmodule.c.h:3580 +#10 0x00007f7875db7a20 in cfunction_vectorcall_FASTCALL () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/methodobject.c:430 +#11 0x00007f7875d29749 in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#12 0x00007f7875d29744 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#13 0x00007f7875d28e29 in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#14 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4181 +#15 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#16 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#17 0x00007f7875d29749 in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#18 0x00007f7875d29744 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#19 0x00007f7875d28e29 in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#20 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4181 +#21 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#22 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#23 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#24 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#25 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#26 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#27 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#28 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#29 0x00007f7875d7d070 in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#30 0x00007f7875d7cf10 in method_vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/classobject.c:53 +#31 0x00007f7875d276f2 in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#32 0x00007f7875d276ed in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#33 0x00007f7875d22c9c in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#34 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4231 +#35 0x00007f7875d8c357 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#36 0x00007f7875d8c190 in gen_send_ex2 () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/genobject.c:213 +#37 0x00007f7875d8d4b0 in gen_send_ex () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/genobject.c:279 +#38 0x00007f7875d84290 in method_vectorcall_O () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/descrobject.c:460 +#39 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#40 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#41 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#42 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#43 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#44 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#45 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#46 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#47 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#48 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#49 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#50 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#51 0x00007f7875d28d42 in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#52 0x00007f7875d28d3d in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#53 0x00007f7875d22eeb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#54 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4213 +#55 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#56 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#57 0x00007f7875e5499a in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#58 0x00007f7875e54950 in context_run () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/context.c:665 +#59 0x00007f7875db78b0 in cfunction_vectorcall_FASTCALL_KEYWORDS () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/methodobject.c:446 +#60 0x00007f7875d7a2b0 in PyVectorcall_Call () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/call.c:255 +#61 0x00007f7875d23381 in do_call_core () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5921 +#62 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4277 +#63 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#64 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#65 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#66 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#67 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#68 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#69 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#70 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#71 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#72 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#73 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#74 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#75 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#76 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#77 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#78 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#79 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#80 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#81 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#82 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#83 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#84 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#85 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#86 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#87 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#88 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#89 0x00007f7875d7d070 in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#90 0x00007f7875d7cf10 in method_vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/classobject.c:53 +#91 0x00007f7875d276f2 in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#92 0x00007f7875d276ed in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#93 0x00007f7875d22c9c in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#94 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4231 +#95 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#96 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#97 0x00007f7875d7d070 in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#98 0x00007f7875d7cf10 in method_vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/classobject.c:53 +#99 0x00007f7875d7a2b0 in PyVectorcall_Call () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Objects/call.c:267 +#100 0x00007f7875d23381 in do_call_core () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5921 +#101 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4277 +#102 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#103 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#104 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#105 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#106 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#107 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#108 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#109 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#110 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#111 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#112 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#113 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#114 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#115 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#116 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#117 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#118 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#119 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#120 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#121 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#122 0x00007f7875d2837e in _PyObject_VectorcallTstate () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:114 +#123 0x00007f7875d28379 in PyObject_Vectorcall () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/cpython/abstract.h:123 +#124 0x00007f7875d227fb in call_function () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5869 +#125 0x00007f7875d21c30 in _PyEval_EvalFrameDefault () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:4198 +#126 0x00007f7875e40ee6 in _PyEval_EvalFrame () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/./Include/internal/pycore_ceval.h:46 +#127 0x00007f7875e40eb0 in _PyEval_Vector () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:5065 +#128 0x00007f7875e41020 in PyEval_EvalCode () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/ceval.c:1134 +#129 0x00007f7875e7c4d0 in run_eval_code_obj () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/pythonrun.c:1291 +#130 0x00007f7875e7c590 in run_mod () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/pythonrun.c:1312 +#131 0x00007f7875e7c650 in pyrun_file () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/pythonrun.c:1208 +#132 0x00007f7875e7e6a0 in _PyRun_SimpleFileObject () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/pythonrun.c:456 +#133 0x00007f7875e7ec50 in _PyRun_AnyFileObject () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Python/pythonrun.c:90 +#134 0x00007f7875e9abaa in pymain_run_file_obj () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Modules/main.c:353 +#135 0x00007f7875e9ab70 in pymain_run_file () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Modules/main.c:372 +#136 0x00007f7875e9a556 in pymain_run_python () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Modules/main.c:587 +#137 0x00007f7875e9a530 in Py_RunMain () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Modules/main.c:666 +#138 0x00007f7875e9b010 in pymain_main () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Modules/main.c:696 +#139 0x00007f7875e9b100 in Py_BytesMain () at /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/var/tmp/sage/build/python3-3.10.5/src/Modules/main.c:720 +#140 0x00007f7875aabf90 in __libc_start_main () at /build/glibc-SzIz7B/glibc-2.31/csu/../csu/libc-start.c:308 +#141 0x000055fbd1309070 in _start () + +[Inferior 1 (process 598) detached] +27 ../sysdeps/unix/sysv/linux/wait4.c: No such file or directory. +Saved trace to /home/user/.sage/crash_logs/crash_jacmhybu.log +------------------------------------------------------------------------ +┌────────────────────────────────────────────────────────────────────┐ +│ SageMath version 9.7, Release Date: 2022-09-19 │ +│ Using Python 3.10.5. Type "help()" for help. │ +└────────────────────────────────────────────────────────────────────┘ +]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lrep_jumps(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lsage: rep_jumps(AS, threshold = 30) +[?7h[?12l[?25h[?2004l[?7h[] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lrep_jumps(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l^C--------------------------------------------------------------------------- +KeyboardInterrupt Traceback (most recent call last) +Input In [3], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :32, in  + +File :24, in rep_jumps(AS, threshold) + +File :173, in at_most_poles(self, pole_order, threshold) + +File :69, in expansion_at_infty(self, i) + +File /ext/sage/9.7/src/sage/structure/element.pyx:943, in sage.structure.element.Element.substitute() + 941 5 + 942 """ +--> 943 return self.subs(in_dict,**kwds) + 944 + 945 cpdef _act_on_(self, x, bint self_on_left): + +File /ext/sage/9.7/src/sage/structure/element.pyx:834, in sage.structure.element.Element.subs() + 832 else: + 833 variables.append(gen) +--> 834 return self(*variables) + 835 + 836 def numerical_approx(self, prec=None, digits=None, algorithm=None): + +File /ext/sage/9.7/src/sage/rings/fraction_field_element.pyx:449, in sage.rings.fraction_field_element.FractionFieldElement.__call__() + 447 (-2*x1*x2 + x1 + 1)/(x1 + x2) + 448 """ +--> 449 return self.__numerator(*x, **kwds) / self.__denominator(*x, **kwds) + 450 + 451 def _is_atomic(self): + +File /ext/sage/9.7/src/sage/structure/element.pyx:1739, in sage.structure.element.Element.__truediv__() + 1737 return (left)._div_(right) + 1738 if BOTH_ARE_ELEMENT(cl): +-> 1739 return coercion_model.bin_op(left, right, truediv) + 1740 + 1741 try: + +File /ext/sage/9.7/src/sage/structure/coerce.pyx:1196, in sage.structure.coerce.CoercionModel.bin_op() + 1194 return (action)._act_(x, y) + 1195 else: +-> 1196 return (action)._act_(y, x) + 1197 + 1198 # Now coerce to a common parent and do the operation there + +File /ext/sage/9.7/src/sage/categories/action.pyx:407, in sage.categories.action.InverseAction._act_() + 405 if self.S_precomposition is not None: + 406 x = self.S_precomposition(x) +--> 407 return self._action._act_(~g, x) + 408 + 409 def codomain(self): + +File /ext/sage/9.7/src/sage/structure/coerce_actions.pyx:645, in sage.structure.coerce_actions.RightModuleAction._act_() + 643 if self.extended_base is not None: + 644 a = self.extended_base(a) +--> 645 return (a)._lmul_(g) # a * g + 646 + 647 + +File /ext/sage/9.7/src/sage/rings/laurent_series_ring_element.pyx:920, in sage.rings.laurent_series_ring_element.LaurentSeries._lmul_() + 918 + 919 cpdef _lmul_(self, Element c): +--> 920 return type(self)(self._parent, self.__u._lmul_(c), self.__n) + 921 + 922 def __pow__(_self, r, dummy): + +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:569, in sage.rings.power_series_poly.PowerSeries_poly._lmul_() + 567 2 + 6*t^4 + O(t^120) + 568 """ +--> 569 return PowerSeries_poly(self._parent, c * self.__f, self._prec, check=False) + 570 + 571 def __lshift__(PowerSeries_poly self, n): + +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:44, in sage.rings.power_series_poly.PowerSeries_poly.__init__() + 42 ValueError: series has negative valuation + 43 """ +---> 44 R = parent._poly_ring() + 45 if isinstance(f, Element): + 46 if (f)._parent is R: + +File /ext/sage/9.7/src/sage/rings/power_series_ring.py:961, in PowerSeriesRing_generic._poly_ring(self) + 958 pass + 959 return False +--> 961 def _poly_ring(self): + 962 """ + 963  Return the underlying polynomial ring used to represent elements of + 964  this power series ring. + (...) + 970  Univariate Polynomial Ring in t over Integer Ring + 971  """ + 972 return self.__poly_ring + +File src/cysignals/signals.pyx:310, in cysignals.signals.python_check_interrupt() + +KeyboardInterrupt: +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[9, 12, 13] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lpretty_print(M)[?7h[?12l[?25h[?25l[?7lsage: p +[?7h[?12l[?25h[?2004l[?7h3 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.genus()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7ljump[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lsage: AS.jumps +[?7h[?12l[?25h[?2004l[?7h[[7, 4]] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AS +[?7h[?12l[?25h[?2004l[?7h(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^7 +z1^3 - z1 = x^4 + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.jumps[?7h[?12l[?25h[?25l[?7lpseudo_magical_element()[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l*[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7lsage: 2*AS.genus() - 1 +[?7h[?12l[?25h[?2004l[?7h41 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lzmag.expansion_at_infty()[?7h[?12l[?25h[?25l[?7l[[?7h[?12l[?25h[?25l[?7l0[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7lsage: z[0] +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [9], in () +----> 1 z[Integer(0)] + +NameError: name 'z' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: n = AS.height +....: variable_names = 'x, y' +....: for i in range(n): +....:  variable_names += ', z' + str(i) +....: Rxyz = PolynomialRing(F, n+2, variable_names) +....: x, y = Rxyz.gens()[:2] +....: z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7lsage: n = AS.height +....: variable_names = 'x, y' +....: for i in range(n): +....:  variable_names += ', z' + str(i) +....: Rxyz = PolynomialRing(F, n+2, variable_names) +....: x, y = Rxyz.gens()[:2] +....: z = Rxyz.gens()[2:] +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: n = AS.height +....: variable_names = 'x, y' +....: for i in range(n): +....:  variable_names += ', z' + str(i) +....: Rxyz = PolynomialRing(F, n+2, variable_names) +....: x, y = Rxyz.gens()[:2] +....: z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l +[?7h[?12l[?25h[?25l[?7l +[][?7h[?12l[?25h[?25l[?7l +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lz = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[0][?7h[?12l[?25h[?25l[?7l0[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[].[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l_[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l_[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7ly[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7laz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7lsz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7l_z[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7lfz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7luz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7lnz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7lcz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7ltz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7liz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7loz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7lnz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7l(z[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7lAz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7lSz[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7l,z[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7l z[0].expansion_at_infty[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l][?7h[?12l[?25h[?25l[?7l([]).expansion_at_infty[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l().[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: as_function(AS, z[0]).expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lsage: as_function(AS, z[0]).expansion_at_infty().valuation() +[?7h[?12l[?25h[?2004l[?7h-21 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + [?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lsage: p[?7h[?12l[?25h[?25l[?7lsage: p +[?7h[?12l[?25h[?2004l[?7h3 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + [?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7las_function(AS, z[0]).expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l([])[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l([])[?7h[?12l[?25h[?25l[?7l([])[?7h[?12l[?25h[?25l[?7l]).expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7l1]).expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lsage: as_function(AS, z[1]).expansion_at_infty().valuation() +[?7h[?12l[?25h[?2004l[?7h-12 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7las_function(AS, z[1]).expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7las_function(AS, z[1]).expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7las_function(AS, z[0]).expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lsage: n = AS.height +....: variable_names = 'x, y' +....: for i in range(n): +....:  variable_names += ', z' + str(i) +....: Rxyz = PolynomialRing(F, n+2, variable_names) +....: x, y = Rxyz.gens()[:2] +....: z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lz[0] +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7l2*AS.genus() - 1[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7l.jumps[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + [?7h[?12l[?25h[?25l[?7lany_non_div(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lsage: any_non_div(AS, threshold = 30) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [15], in () +----> 1 any_non_div(AS, threshold = Integer(30)) + +File :44, in any_non_div(AS, threshold) + +AttributeError: 'as_function' object has no attribute 'valuation' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lany_non_div(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lany_non_div(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lsage: any_non_div(AS, threshold = 30) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [17], in () +----> 1 any_non_div(AS, threshold = Integer(30)) + +File :44, in any_non_div(AS, threshold) + +AttributeError: 'as_function' object has no attribute 'valuation' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lany_non_div(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lany_non_div(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lsage: any_non_div(AS, threshold = 30) +[?7h[?12l[?25h[?2004l[?7h-199 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx, y = Rxyz.gens()[:2][?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l6[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l9[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: xgcd(6, 9) +[?7h[?12l[?25h[?2004l[?7h(3, -1, 1) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lxgcd(6, 9)[?7h[?12l[?25h[?25l[?7lany_non_div(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lxgc6, 9)[?7h[?12l[?25h[?25l[?7lany_non_div(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: any_non_div(AS, threshold = 30) +[?7h[?12l[?25h[?2004l[?7h1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lany_non_div(AS, threshold = 30)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lxgc6, 9)[?7h[?12l[?25h[?25l[?7lloa"init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7li = 6[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7lh[?7h[?12l[?25h[?25l[?7l_[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lmification_gp[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l,)[?7h[?12l[?25h[?25l[?7l )[?7h[?12l[?25h[?25l[?7l2)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: ith_ramification_gp(AS, 2) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [24], in () +----> 1 ith_ramification_gp(AS, Integer(2)) + +File :54, in ith_ramification_gp(AS, i) + +AttributeError: 'int' object has no attribute 'group_action' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lith_ramification_gp(AS, 2)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [25], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :65, in  + +File :55, in ith_ramification_gp(AS, i) + +TypeError: IntegerMod_int.valuation() takes exactly one argument (0 given) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.jumps[?7h[?12l[?25h[?25l[?7lgenu()[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lsage: AS.group +[?7h[?12l[?25h[?2004l[?7h[(0, 0), (0, 1), (0, 2), (1, 0), (1, 1), (1, 2), (2, 0), (2, 1), (2, 2)] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.group[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lith_ramification_gp(AS, 2)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ sage +┌────────────────────────────────────────────────────────────────────┐ +│ SageMath version 9.7, Release Date: 2022-09-19 │ +│ Using Python 3.10.5. Type "help()" for help. │ +└────────────────────────────────────────────────────────────────────┘ +]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004lWARNING: your terminal doesn't support cursor position requests (CPR). +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfor i in range(n):[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7las[?7h[?12l[?25h[?25l[?7las_[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: fx = as_function(AS, x) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l = as_function(AS, x)[?7h[?12l[?25h[?25l[?7ly = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l = as_function(AS, x)[?7h[?12l[?25h[?25l[?7lz = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l0 = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7lz)[?7h[?12l[?25h[?25l[?7l[)[?7h[?12l[?25h[?25l[?7l0)[?7h[?12l[?25h[?25l[?7l])[?7h[?12l[?25h[?25l[?7lsage: fz0 = as_function(AS, z[0]) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [3], in () +----> 1 fz0 = as_function(AS, z[Integer(0)]) + +NameError: name 'z' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: p = AS.characteristic +....:  n = AS.height +....:  variable_names = 'x, y' +....:  for i in range(n): +....:  variable_names += ', z' + str(i) +....:  Rxyz = PolynomialRing(F, n+2, variable_names) +....:  x, y = Rxyz.gens()[:2] +....:  z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7lsage: p = AS.characteristic +....:  n = AS.height +....:  variable_names = 'x, y' +....:  for i in range(n): +....:  variable_names += ', z' + str(i) +....:  Rxyz = PolynomialRing(F, n+2, variable_names) +....:  x, y = Rxyz.gens()[:2] +....:  z = Rxyz.gens()[2:] +[?7h[?12l[?25h[?2004l Input In [4] + n = AS.height + ^ +IndentationError: unexpected indent + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: p = AS.characteristic +....: n = AS.height +....: variable_names = 'x, y' +....: for i in range(n): +....: ^Ivariable_names += ', z' + str(i) +....: Rxyz = PolynomialRing(F, n+2, variable_names) +....: x, y = Rxyz.gens()[:2] +....: z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7lsage: p = AS.characteristic +....: n = AS.height +....: variable_names = 'x, y' +....: for i in range(n): +....: ^Ivariable_names += ', z' + str(i) +....: Rxyz = PolynomialRing(F, n+2, variable_names) +....: x, y = Rxyz.gens()[:2] +....: z = Rxyz.gens()[2:] +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: p = AS.characteristic +....: n = AS.height +....: variable_names = 'x, y' +....: for i in range(n): +....: ^Ivariable_names += ', z' + str(i) +....: Rxyz = PolynomialRing(F, n+2, variable_names) +....: x, y = Rxyz.gens()[:2] +....: z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l +  n = AS.eight + variable_names = 'x, y' + for i in range(n): + varible_names +=', z' + str(i) + Rxyz = PlynomalRing(F, n+2, variable_names) +  x,y = Rxyz.gens()[:2] +  z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz0= as_funion(AS, z[0]) +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7lsage: fz0 = as_function(AS, z[0]) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + [?7h[?12l[?25h[?25l[?7lfz0 = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7l0[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: fz0.valuation() +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [7], in () +----> 1 fz0.valuation() + +AttributeError: 'as_function' object has no attribute 'valuation' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz0.valuation()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7levaluation()[?7h[?12l[?25h[?25l[?7lxvaluation()[?7h[?12l[?25h[?25l[?7lpvaluation()[?7h[?12l[?25h[?25l[?7lavaluation()[?7h[?12l[?25h[?25l[?7lnvaluation()[?7h[?12l[?25h[?25l[?7lsvaluation()[?7h[?12l[?25h[?25l[?7livaluation()[?7h[?12l[?25h[?25l[?7lovaluation()[?7h[?12l[?25h[?25l[?7lnvaluation()[?7h[?12l[?25h[?25l[?7l_valuation()[?7h[?12l[?25h[?25l[?7lavaluation()[?7h[?12l[?25h[?25l[?7ltvaluation()[?7h[?12l[?25h[?25l[?7l_valuation()[?7h[?12l[?25h[?25l[?7livaluation()[?7h[?12l[?25h[?25l[?7lnvaluation()[?7h[?12l[?25h[?25l[?7lfvaluation()[?7h[?12l[?25h[?25l[?7ltvaluation()[?7h[?12l[?25h[?25l[?7lyvaluation()[?7h[?12l[?25h[?25l[?7l(valuation()[?7h[?12l[?25h[?25l[?7l()valuation()[?7h[?12l[?25h[?25l[?7l().valuation()[?7h[?12l[?25h[?25l[?7lsage: fz0.expansion_at_infty().valuation() +[?7h[?12l[?25h[?2004l[?7h-21 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lp = AS.characteristic[?7h[?12l[?25h[?25l[?7lsage: p +[?7h[?12l[?25h[?2004l[?7h3 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lfz0.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx, y = Rxyz.gens()[:2][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz0.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l/[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lon_at_infty[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l().[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: fx.expansion_at_infty().valuation() +[?7h[?12l[?25h[?2004l[?7h-9 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfx.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7l^[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7lsage: fx^2 +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [11], in () +----> 1 fx**Integer(2) + +File /ext/sage/9.7/src/sage/rings/integer.pyx:2195, in sage.rings.integer.Integer.__pow__() + 2193 return coercion_model.bin_op(left, right, operator.pow) + 2194 # left is a non-Element: do the powering with a Python int +-> 2195 return left ** int(right) + 2196 + 2197 cpdef _pow_(self, other): + +TypeError: unsupported operand type(s) for ** or pow(): 'as_function' and 'int' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfx^2[?7h[?12l[?25h[?25l[?7l.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lfx.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7l^2[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") + load %load_ext loads  + load_attach_mode load_session  + load_attach_path %loadpy  + + [?7h[?12l[?25h[?25l[?7l("init.sage") + + +[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + [?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lfx^2[?7h[?12l[?25h[?25l[?7l.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lfz0.expansion_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lvaluat()[?7h[?12l[?25h[?25l[?7l = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7lp =AS.charaeristic +....: n = AS.height +....: variable_names = 'x, y' +....: for i in range(n): +....: ^Ivariable_names += ', z' + str(i) +....: Rxyz = PolynomialRing(F, n+2, variable_names) +....: x, y = Rxyz.gens()[:2] +....: z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l +  n = AS.eight + variable_names = 'x, y' + for i in range(n): + varible_names +=', z' + str(i) + Rxyz = PlynomalRing(F, n+2, variable_names) +  x,y = Rxyz.gens()[:2] +  z = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz0= as_funion(AS, z[0]) +  +  +  +  +  +  + [?7h[?12l[?25h[?25l[?7lx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7lsage: fx = as_function(AS, x) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + + [?7h[?12l[?25h[?25l[?7lfx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7lz)[?7h[?12l[?25h[?25l[?7l[)[?7h[?12l[?25h[?25l[?7l0)[?7h[?12l[?25h[?25l[?7l])[?7h[?12l[?25h[?25l[?7l([])[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7lz = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7l0 = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7lsage: fz0 = as_function(AS, z[0]) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + + + [?7h[?12l[?25h[?25l[?7lfz0 = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7lx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7l0[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l(fx - fz0[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l().[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l^ - fz0).valuation()[?7h[?12l[?25h[?25l[?7l7 - fz0).valuation()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l^).valuation()[?7h[?12l[?25h[?25l[?7l3).valuation()[?7h[?12l[?25h[?25l[?7lsage: (fx^7 - fz0^3).valuation()[?7h[?12l[?25h[?25l[?7lsage: (fx^7 - fz0^3).valuation() +[?7h[?12l[?25h[?2004l[?7h-21 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lsage:  + + + [?7h[?12l[?25h[?25l[?7l2*AS.genus() - 1[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz0 = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7lx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l.expansion_at_infty(.valuation()[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()*[?7h[?12l[?25h[?25l[?7l7[?7h[?12l[?25h[?25l[?7lsage: fx.valuation()*7 +[?7h[?12l[?25h[?2004l[?7h-63 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l'[?7h[?12l[?25h[?25l[?7lsage: ' + [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfx.valuation()*7[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l.valuation()*7[?7h[?12l[?25h[?25l[?7lz.valuation()*7[?7h[?12l[?25h[?25l[?7l0.valuation()*7[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l3[?7h[?12l[?25h[?25l[?7lsage: fz0.valuation()*3[?7h[?12l[?25h[?25l[?7lsage: fz0.valuation()*3 +[?7h[?12l[?25h[?2004l[?7h-63 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz0.valuation()*3[?7h[?12l[?25h[?25l[?7lx.valuation()*7[?7h[?12l[?25h[?25l[?7l(fx^7 - fz0^3.valuation()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l2fz0^3).valuation()[?7h[?12l[?25h[?25l[?7l*fz0^3).valuation()[?7h[?12l[?25h[?25l[?7lsage: (fx^7 - 2*fz0^3).valuation() +[?7h[?12l[?25h[?2004l[?7h-63 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l(fx^7 - 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- fz0^3.valuation()[?7h[?12l[?25h[?25l[?7lfz0 =as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l([])[?7h[?12l[?25h[?25l[?7l])[?7h[?12l[?25h[?25l[?7l1])[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l = as_function(AS, z[1])[?7h[?12l[?25h[?25l[?7l1 = as_function(AS, z[1])[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: fz1 = as_function(AS, z[1]) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz1 = as_function(AS, z[1])[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: fz1.valuation() +[?7h[?12l[?25h[?2004l[?7h-12 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz1.valuation()[?7h[?12l[?25h[?25l[?7l = as_function(AS, z[1])[?7h[?12l[?25h[?25l[?7l(fx^7- 2*fz0^3).valuation()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l^3).valuation()[?7h[?12l[?25h[?25l[?7l1^3).valuation()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l^7 - 2*fz1^3).valuation()[?7h[?12l[?25h[?25l[?7lz^7 - 2*fz1^3).valuation()[?7h[?12l[?25h[?25l[?7l0^7 - 2*fz1^3).valuation()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTraceback (most recent call last): + + File /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/python3.10/site-packages/IPython/core/interactiveshell.py:3398 in run_code + exec(code_obj, self.user_global_ns, self.user_ns) + + Input In [21] in  + load("init.sage") + + File sage/misc/persist.pyx:175 in sage.misc.persist.load + sage.repl.load.load(filename, globals()) + + File /ext/sage/9.7/src/sage/repl/load.py:272 in load + exec(preparse_file(f.read()) + "\n", globals) + + File :18 in  + + File sage/misc/persist.pyx:175 in sage.misc.persist.load + sage.repl.load.load(filename, globals()) + + File /ext/sage/9.7/src/sage/repl/load.py:272 in load + exec(preparse_file(f.read()) + "\n", globals) + + File :74 + for i in range(n): + ^ +IndentationError: unexpected indent + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [22], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :83, in  + +NameError: name 'vz0' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +60 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [26], in () +----> 1 uniformizer2(AS) + +File :109, in uniformizer2(AS, threshold) + +TypeError: Rational.valuation() takes exactly one argument (0 given) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [27], in () +----> 1 uniformizer2(AS) + +File :109, in uniformizer2(AS, threshold) + +TypeError: Rational.valuation() takes exactly one argument (0 given) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS) +[?7h[?12l[?25h[?2004l[?7h'error' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [31], in () +----> 1 uniformizer2(AS) + +File :110, in uniformizer2(AS, threshold) + +File :142, in valuation(self, i) + +TypeError: IntegerMod_int.valuation() takes exactly one argument (0 given) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS) +[?7h[?12l[?25h[?2004l[(z1^7 - z0^4)/(z0^4*z1^7), (z1^7 - z0^4)/(z0^4*z1^7), (z1^7 - z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7)] +[?7h'error' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS) +[?7h[?12l[?25h[?2004l[(z1^7 - z0^4)/(z0^4*z1^7), (z1^7 - z0^4)/(z0^4*z1^7), (z1^7 - z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7)] +[92, 92, 92, 92, 92, 92] +[?7h'error' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS) +[?7h[?12l[?25h[?2004l[x, z0, z1, (-z1^7 + z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7)] +[-9, -21, -12, 92, 92, 92] +[?7hz0^16*z1^28/(x^41*z1^28 - x^41*z0^4*z1^21 - x^41*z0^12*z1^7 + x^41*z0^16) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7launiformizer2(AS)[?7h[?12l[?25h[?25l[?7l uniformizer2(AS)[?7h[?12l[?25h[?25l[?7l=uniformizer2(AS)[?7h[?12l[?25h[?25l[?7l uniformizer2(AS)[?7h[?12l[?25h[?25l[?7lsage: a = uniformizer2(AS) +[?7h[?12l[?25h[?2004l[x, z0, z1, (-z1^7 + z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7), (-z1^7 + z0^4)/(z0^4*z1^7)] +[-9, -21, -12, 92, 92, 92] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7la = uniformizer2(AS)[?7h[?12l[?25h[?25l[?7l.sort()[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: a.valuation() +[?7h[?12l[?25h[?2004l[?7h1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.group[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l1 = as_cover(C_super, [f1, f2], prec=500)[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lC[?7h[?12l[?25h[?25l[?7l = superelliptic((x^3 - x)^2 + 1, 4)[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7lsuperelliptic((x^3 - x)^2 + 1, 4)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l2)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsuper[?7h[?12l[?25h[?25l[?7lsupe[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lRxyz = PolynomialRing(F, n+2, variable_names)[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7l.= PolynomialRing(F)[?7h[?12l[?25h[?25l[?7l<[?7h[?12l[?25h[?25l[?7l>[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx>[?7h[?12l[?25h[?25l[?7l = PolynomialRing(F)[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7lPolynomialRing(F)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7lG)[?7h[?12l[?25h[?25l[?7lF)[?7h[?12l[?25h[?25l[?7l(()[?7h[?12l[?25h[?25l[?7lp)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l5)[?7h[?12l[?25h[?25l[?7l(())[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: Rx. = PolynomialRing(GF(5)) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lC[?7h[?12l[?25h[?25l[?7l = superelliptic((x^3 - x)^2 + 1, 4)[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lrelliptic((x^3 - x)^2 + 1, 4)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l2)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l(), 2)[?7h[?12l[?25h[?25l[?7l(, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7l(, 2)[?7h[?12l[?25h[?25l[?7lx, 2)[?7h[?12l[?25h[?25l[?7l^, 2)[?7h[?12l[?25h[?25l[?7l3, 2)[?7h[?12l[?25h[?25l[?7l , 2)[?7h[?12l[?25h[?25l[?7l+, 2)[?7h[?12l[?25h[?25l[?7l , 2)[?7h[?12l[?25h[?25l[?7l1, 2)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: C = superelliptic(x^3 + 1, 2) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.group[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7lC[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7las[?7h[?12l[?25h[?25l[?7las_[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lC[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7las[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz1.valuation()[?7h[?12l[?25h[?25l[?7l1 = superelliptic_function(C_super, x^2)[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7l= superelliptic_function(C_super, x^2)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l*)[?7h[?12l[?25h[?25l[?7ly)[?7h[?12l[?25h[?25l[?7lsage: f1 = superelliptic_function(C_super, x*y) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [42], in () +----> 1 f1 = superelliptic_function(C_super, x*y) + +File /ext/sage/9.7/src/sage/structure/element.pyx:1516, in sage.structure.element.Element.__mul__() + 1514 return (left)._mul_(right) + 1515 if BOTH_ARE_ELEMENT(cl): +-> 1516 return coercion_model.bin_op(left, right, mul) + 1517 + 1518 cdef long value + +File /ext/sage/9.7/src/sage/structure/coerce.pyx:1248, in sage.structure.coerce.CoercionModel.bin_op() + 1246 # We should really include the underlying error. + 1247 # This causes so much headache. +-> 1248 raise bin_op_exception(op, x, y) + 1249 + 1250 cpdef canonical_coercion(self, x, y): + +TypeError: unsupported operand parent(s) for *: 'Univariate Polynomial Ring in x over Finite Field of size 5' and 'Multivariate Polynomial Ring in x, y, z0, z1 over Finite Field of size 3' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lRx. = PolynomialRing(GF(5))[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lyz =PolynomialRing(F, n+2, variable_names)[?7h[?12l[?25h[?25l[?7l>[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l. = PolynomialRing(F, 2)[?7h[?12l[?25h[?25l[?7l<[?7h[?12l[?25h[?25l[?7l>[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx>[?7h[?12l[?25h[?25l[?7l,>[?7h[?12l[?25h[?25l[?7l >[?7h[?12l[?25h[?25l[?7ly>[?7h[?12l[?25h[?25l[?7l = PolynomialRing(F, 2)[?7h[?12l[?25h[?25l[?7l = PolynomialRing(F, 2)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l, 2)[?7h[?12l[?25h[?25l[?7lG, 2)[?7h[?12l[?25h[?25l[?7lF, 2)[?7h[?12l[?25h[?25l[?7l(, 2)[?7h[?12l[?25h[?25l[?7l5, 2)[?7h[?12l[?25h[?25l[?7l(), 2)[?7h[?12l[?25h[?25l[?7lsage: Rxy. = PolynomialRing(GF(5), 2) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lRxy. = PolynomialRing(GF(5), 2)[?7h[?12l[?25h[?25l[?7lf1 = superelliptic_functonC_super, x*y)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: f1 = superelliptic_function(C_super, x*y) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf1 = superelliptic_function(C_super, x*y)[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l.expansion_at_nfty()[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lon_at_infty()[?7h[?12l[?25h[?25l[?7lsage: f1.expansion_at_infty() +[?7h[?12l[?25h[?2004l[?7ht^-2 + O(t^8) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf1.expansion_at_infty()[?7h[?12l[?25h[?25l[?7l = superelliptc_function(C_super, x*y)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l, x*y)[?7h[?12l[?25h[?25l[?7l, x*y)[?7h[?12l[?25h[?25l[?7l, x*y)[?7h[?12l[?25h[?25l[?7l, x*y)[?7h[?12l[?25h[?25l[?7l, x*y)[?7h[?12l[?25h[?25l[?7l, x*y)[?7h[?12l[?25h[?25l[?7lsage: f1 = superelliptic_function(C, x*y) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf1 = superelliptic_function(C, x*y)[?7h[?12l[?25h[?25l[?7l.expansion_at_nfty()[?7h[?12l[?25h[?25l[?7lsage: f1.expansion_at_infty() +[?7h[?12l[?25h[?2004l[?7ht^-5 + 2*t + O(t^5) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf1.expansion_at_infty()[?7h[?12l[?25h[?25l[?7l = superelliptc_function(C, x*y)[?7h[?12l[?25h[?25l[?7l.expansion_at_nfty()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lC = superelliptic(x^3 + 1, 2)[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7las[?7h[?12l[?25h[?25l[?7las_[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lC[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: CAS = as_curve(C, f1) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [48], in () +----> 1 CAS = as_curve(C, f1) + +NameError: name 'as_curve' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lCAS = as_curve(C, f1)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l(C, f1)[?7h[?12l[?25h[?25l[?7l(C, f1)[?7h[?12l[?25h[?25l[?7l(C, f1)[?7h[?12l[?25h[?25l[?7l(C, f1)[?7h[?12l[?25h[?25l[?7l(C, f1)[?7h[?12l[?25h[?25l[?7lc(C, f1)[?7h[?12l[?25h[?25l[?7lo(C, f1)[?7h[?12l[?25h[?25l[?7lv(C, f1)[?7h[?12l[?25h[?25l[?7le(C, f1)[?7h[?12l[?25h[?25l[?7lr(C, f1)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: CAS = as_cover(C, f1) +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [49], in () +----> 1 CAS = as_cover(C, f1) + +File :6, in __init__(self, C, list_of_fcts, prec) + +TypeError: object of type 'superelliptic_function' has no len() +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lCAS = as_cover(C, f1)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[f1)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l])[?7h[?12l[?25h[?25l[?7lsage: CAS = as_cover(C, [f1]) +[?7h[?12l[?25h[?2004lno 5 -th root; divide by 1 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [50], in () +----> 1 CAS = as_cover(C, [f1]) + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lCAS = as_cover(C, [f1])[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l([])[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: p +[?7h[?12l[?25h[?2004l[?7h3 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lCAS = as_cover(C, [f1])[?7h[?12l[?25h[?25l[?7l_super = superelliptic(f, m)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lCAS = as_cover(C, [f1])[?7h[?12l[?25h[?25l[?7l.de_rham_basis()[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7lh[?7h[?12l[?25h[?25l[?7laracteristic[?7h[?12l[?25h[?25l[?7lsage: C.characteristic +[?7h[?12l[?25h[?2004l[?7h5 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf1.expansion_at_infty()[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lsage: f1.curve +[?7h[?12l[?25h[?2004l[?7hSuperelliptic curve with the equation y^2 = x^3 + 1 over Finite Field of size 5 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf1.curve[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lexpansion_at_infty()[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l_at_infty()[?7h[?12l[?25h[?25l[?7lsage: f1.expansion_at_infty() +[?7h[?12l[?25h[?2004l[?7ht^-5 + 2*t + O(t^5) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf1.expansion_at_infty()[?7h[?12l[?25h[?25l[?7lcurve[?7h[?12l[?25h[?25l[?7lC.chaacteristic[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lCAS = as_cover(C, [f1])[?7h[?12l[?25h[?25l[?7lf1)[?7h[?12l[?25h[?25l[?7l[f1])[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lC.characteristic[?7h[?12l[?25h[?25l[?7lf1.cuve[?7h[?12l[?25h[?25l[?7lexpansion_at_infty()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lt^-7 + O(t^993) +t^-7 + O(t^993) 7 +t^-12 + 2*t^2 + t^30 + 2*t^44 + t^72 + 2*t^86 + 2*t^114 + t^128 + 2*t^156 + t^170 + 2*t^198 + t^212 + t^366 + 2*t^380 + t^408 + 2*t^422 + t^450 + 2*t^464 + 2*t^492 + t^506 + 2*t^534 + t^548 + 2*t^576 + t^590 + t^744 + 2*t^758 + t^786 + 2*t^800 + t^828 + 2*t^842 + 2*t^870 + t^884 + 2*t^912 + t^926 + 2*t^954 + t^968 + O(t^988) +t^-4 + 2*t^2 + t^30 + 2*t^44 + t^72 + 2*t^86 + 2*t^114 + t^128 + 2*t^156 + t^170 + 2*t^198 + t^212 + t^366 + 2*t^380 + t^408 + 2*t^422 + t^450 + 2*t^464 + 2*t^492 + t^506 + 2*t^534 + t^548 + 2*t^576 + t^590 + t^744 + 2*t^758 + t^786 + 2*t^800 + t^828 + 2*t^842 + 2*t^870 + t^884 + 2*t^912 + t^926 + 2*t^954 + t^968 + O(t^988) 4 +True +92 84 84 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lt^-2 + O(t^8) +t^-2 + O(t^8) 2 +--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:342, in sage.rings.power_series_poly.PowerSeries_poly.__call__() + 341 try: +--> 342 R = canonical_coercion(P.base_ring()(0), Q.base_ring()(0))[0].parent() + 343 self = self.change_ring(R) + +File /ext/sage/9.7/src/sage/structure/element.pyx:4318, in sage.structure.element.canonical_coercion() + 4317 +-> 4318 cpdef canonical_coercion(x, y): + 4319 """ + +File /ext/sage/9.7/src/sage/structure/element.pyx:4334, in sage.structure.element.canonical_coercion() + 4333 """ +-> 4334 return coercion_model.canonical_coercion(x,y) + 4335 + +File /ext/sage/9.7/src/sage/structure/coerce.pyx:1393, in sage.structure.coerce.CoercionModel.canonical_coercion() + 1392 +-> 1393 raise TypeError("no common canonical parent for objects with parents: '%s' and '%s'"%(xp, yp)) + 1394 + +TypeError: no common canonical parent for objects with parents: 'Finite Field of size 5' and 'Finite Field of size 3' + +During handling of the above exception, another exception occurred: + +ValueError Traceback (most recent call last) +Input In [57], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :6, in  + +File :45, in __init__(self, C, list_of_fcts, prec) + +File /ext/sage/9.7/src/sage/rings/laurent_series_ring_element.pyx:1831, in sage.rings.laurent_series_ring_element.LaurentSeries.__call__() + 1829 if x: + 1830 raise ValueError("must not specify %s keyword and positional argument" % name) +-> 1831 a = self(kwds[name]) + 1832 del kwds[name] + 1833 try: + +File /ext/sage/9.7/src/sage/rings/laurent_series_ring_element.pyx:1852, in sage.rings.laurent_series_ring_element.LaurentSeries.__call__() + 1850 x = x[0] + 1851 +-> 1852 return self.__u(*x)*(x[0]**self.__n) + 1853 + 1854 def __pari__(self): + +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:345, in sage.rings.power_series_poly.PowerSeries_poly.__call__() + 343 self = self.change_ring(R) + 344 except TypeError: +--> 345 raise ValueError("Cannot substitute this value") + 346 + 347 r = (self - self[0]).valuation() + +ValueError: Cannot substitute this value +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lf1.expansion_at_infty()[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lt^-5 + 2*t + O(t^5) +t^-5 + 2*t + O(t^5) 5 +no 5 -th root; divide by 1 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [58], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :6, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lt^-5 + 2*t + O(t^5) +5 +t^-5 + 2*t + O(t^5) 5 +no 5 -th root; divide by 1 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [59], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :6, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lt^-5 + 2*t + O(t^5) +5 +t^-5 + 2*t + O(t^5) 5 +no 5 -th root; divide by 1 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [60], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :6, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lt^-5 + 2*t + O(t^5) +Finite Field of size 5 3 +t^-5 + 2*t + O(t^5) 5 +no 5 -th root; divide by 1 +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [61], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :6, in  + +File :44, in __init__(self, C, list_of_fcts, prec) + +ValueError: not enough values to unpack (expected 4, got 2) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lt^-5 + 2*t + O(t^5) +t^-1 + 2*t + O(t^5) 1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lt^-5 + 2*t + O(t^5) +[x, z0] +[-10, -5] +--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [63], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :8, in  + +AttributeError: 'str' object has no attribute 'valuation' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[x, z0] +[-10, -5] +--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [64], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :8, in  + +AttributeError: 'str' object has no attribute 'valuation' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[x, z0, (z0^2 - x)/(x*z0^2)] +[-10, -5, 14] +1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.group[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AS +[?7h[?12l[?25h[?2004l[?7h(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^7 +z1^3 - z1 = x^4 + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.group[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l(AS)[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS) +[?7h[?12l[?25h[?2004l[x, z0, z1, (-z1^7 + z0^4)/(z0^4*z1^7), (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 92, 105, 36] +[?7hz0^16*z1^28/(x^41*z1^28 - x^41*z0^4*z1^21 - x^41*z0^12*z1^7 + x^41*z0^16) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS)[?7h[?12l[?25h[?25l[?7l().[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: uniformizer2(AS).valuation() +[?7h[?12l[?25h[?2004l[x, z0, z1, (-z1^7 + z0^4)/(z0^4*z1^7), (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 92, 105, 36] +[?7h1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7luniformizer2(AS).valuation()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTrue +92 84 84 +[x, z0, (z0^2 - x)/(x*z0^2)] +[-10, -5, 14] +1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7lsage: AS +[?7h[?12l[?25h[?2004l[?7h(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^7 +z1^3 - z1 = x^4 + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.group[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7l*[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.uniformizer() +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [71], in () +----> 1 AS.uniformizer() + +File :254, in uniformizer(self, i) + +File :142, in valuation(self, i) + +File :58, in expansion_at_infty(self, i) + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.uniformizer()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +True +x +z0 +z1 +(z1^7 - z0^4)/(z0^4*z1^7) +1/z0^4 +1/z1^7 +92 84 84 +x +z0 +1/x +1/z0^2 +(z0^2 - x)/(x*z0^2) +1/z0^2 +(z0^2 - 2*x)/(x*z0^2) +1/z0^2 +(z0^2 + 2*x)/(x*z0^2) +1/z0^2 +(z0^2 + x)/(x*z0^2) +1/z0^2 +[x, z0, (z0^2 - x)/(x*z0^2)] +x +z0 +(z0^2 - x)/(x*z0^2) +[-10, -5, 14] +x +x +x +z0 +x +(z0^2 - x)/(x*z0^2) +z0 +x +z0 +z0 +z0 +(z0^2 - x)/(x*z0^2) +x/(z0^3 - x*z0) +1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lAS.uniformizer()[?7h[?12l[?25h[?25l[?7lsage: AS.uniformizer() +[?7h[?12l[?25h[?2004lx +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [73], in () +----> 1 AS.uniformizer() + +File :254, in uniformizer(self, i) + +File :143, in valuation(self, i) + +File :59, in expansion_at_infty(self, i) + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx, y = Rxyz.gens()[:2][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx, y = Rxyz.gens()[:2][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: x +[?7h[?12l[?25h[?2004l[?7hx +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lAS.uniformizer()[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lAS.uniformizer()[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + 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x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +True +x +z0 +z1 +(z1^7 - z0^4)/(z0^4*z1^7) +1/z0^4 +1/z1^7 +92 84 84 +x +z0 +1/x +1/z0^2 +(z0^2 - x)/(x*z0^2) +1/z0^2 +(z0^2 - 2*x)/(x*z0^2) +1/z0^2 +(z0^2 + 2*x)/(x*z0^2) +1/z0^2 +(z0^2 + x)/(x*z0^2) +1/z0^2 +[x, z0, (z0^2 - x)/(x*z0^2)] +x +z0 +(z0^2 - x)/(x*z0^2) +[-10, -5, 14] +x +x +x +z0 +x +(z0^2 - x)/(x*z0^2) +z0 +x +z0 +z0 +z0 +(z0^2 - x)/(x*z0^2) +x/(z0^3 - x*z0) +1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.uniformizer()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.uniformizer()[?7h[?12l[?25h[?25l[?7lsage: AS.uniformizer() +[?7h[?12l[?25h[?2004lx +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [76], in () +----> 1 AS.uniformizer() + +File :254, in uniformizer(self, i) + +File :143, in valuation(self, i) + +File :59, in expansion_at_infty(self, i) + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: x +[?7h[?12l[?25h[?2004l[?7hx +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7ltrace(y^(p-1)*(2 - y^(p-1)))[?7h[?12l[?25h[?25l[?7ly[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7ltype[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: type(x) +[?7h[?12l[?25h[?2004l[?7h +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7lsage: x = as_function(AS, x) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx = as_function(AS, x)[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: x.valuation() +[?7h[?12l[?25h[?2004lx +[?7h-9 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ sage +┌────────────────────────────────────────────────────────────────────┐ +│ SageMath version 9.7, Release Date: 2022-09-19 │ +│ Using Python 3.10.5. Type "help()" for help. │ +└────────────────────────────────────────────────────────────────────┘ +]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7loa[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 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x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 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x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +True +x +z0 +z1 +(z1^7 - z0^4)/(z0^4*z1^7) +1/z0^4 +1/z1^7 +92 84 84 +--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [1], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +NameError: name 'uniformizer2' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 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x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +True +x +z0 +z1 +(z1^7 - z0^4)/(z0^4*z1^7) +1/z0^4 +1/z1^7 +92 84 84 +x +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [2], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :254, in uniformizer(self, i) + +File :143, in valuation(self, i) + +File :59, in expansion_at_infty(self, i) + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 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x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +1 +z1 +z1^2 +z0 +z0*z1 +z0*z1^2 +z0^2 +z0^2*z1 +z0^2*z1^2 +x +x*z1 +x*z1^2 +x*z0 +x*z0*z1 +x*z0*z1^2 +x*z0^2 +x*z0^2*z1 +x*z0^2*z1^2 +x^2 +x^2*z1 +x^2*z1^2 +x^2*z0 +x^2*z0*z1 +x^2*z0*z1^2 +x^2*z0^2 +x^2*z0^2*z1 +x^2*z0^2*z1^2 +x^3 +x^3*z1 +x^3*z1^2 +x^3*z0 +x^3*z0*z1 +x^3*z0*z1^2 +x^3*z0^2 +x^3*z0^2*z1 +x^3*z0^2*z1^2 +x^4 +x^4*z1 +x^4*z1^2 +x^4*z0 +x^4*z0*z1 +x^4*z0*z1^2 +x^4*z0^2 +x^4*z0^2*z1 +x^4*z0^2*z1^2 +x^5 +x^5*z1 +x^5*z1^2 +x^5*z0 +x^5*z0*z1 +x^5*z0*z1^2 +x^5*z0^2 +x^5*z0^2*z1 +x^5*z0^2*z1^2 +x^6 +x^6*z1 +x^6*z1^2 +x^6*z0 +x^6*z0*z1 +x^6*z0*z1^2 +x^6*z0^2 +x^6*z0^2*z1 +x^6*z0^2*z1^2 +x^7 +x^7*z1 +x^7*z1^2 +x^7*z0 +x^7*z0*z1 +x^7*z0*z1^2 +x^7*z0^2 +x^7*z0^2*z1 +x^7*z0^2*z1^2 +x +(x^23*z1 - x^23 + x^22*z0 - x^16*z0^3*z1 + x^17*z0^2 + x^16*z0^3 - x^11*z0^4*z1^3 - x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^18*z0^2*z1^4 - x^18*z0^2*z1^3 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^10*z0^6 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + z0^8*z1^7 - x^5*z0^7*z1^2 + z0^8*z1^5 + z0^8*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^16*z0^3*z1 - x^17*z0^2 + x^16*z0^3 + x^11*z0^4*z1^3 + x^11*z0^4*z1 - x^11*z0^4)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z0*z1 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^18*z0^2*z1^4 - x^18*z0^2*z1^3 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^16*z0^4 - x^15*z0^5 + x^12*z0^4*z1^4 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^6*z0^6*z1^7 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^10*z0^6 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + z0^8*z1^8 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - z0^8*z1^7 - x^5*z0^7*z1^2 - z0^8*z1^5 + z0^8*z1^4) +(x^22*z1 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^17*z1^3 + x^16*z1^2 - x^11*z0^3*z1^4 - x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 - x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 + x^18*z0*z1^5 - x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^15*z0^3*z1^2 + x^16*z0*z1^3 + x^12*z0^2*z1^6 - x^15*z0^2*z1^2 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 - x^10*z0^3*z1^4 - x^11*z0*z1^5 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^7*z1^8 - x^5*z0^3*z1^6 + z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 + x^22*z1 + x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 - x^17*z0 + x^16*z1^2 - x^11*z0^4*z1^3 - x^11*z0^3*z1^4 + x^17 - x^16*z1 - x^11*z0^3*z1^3 + x^16 - x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 - x^11*z1^3 - x^11*z0*z1 - x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 + x^18*z0*z1^5 - x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 - x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 + x^17*z0*z1 - x^17*z1^2 - x^16*z0*z1^2 - x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 + x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 + x^12*z0^3*z1^2 + x^11*z0^4*z1^2 + x^12*z0^2*z1^3 + x^11*z0^2*z1^4 - x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 + x^10*z0^5*z1 + x^11*z0^3*z1^2 + x^12*z0*z1^3 + x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 - x^11*z0^2*z1^2 + x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 - x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 - x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 - x^5*z0^6*z1^2 - x^6*z0^3*z1^4 - x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 - x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 + z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 + z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 + x^22*z1 - x^22 + x^21*z0 - x^21 - x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 + x^17*z0 + x^16*z1^2 + x^11*z0^4*z1^3 - x^11*z0^3*z1^4 - x^17 + x^16*z1 + x^11*z0^3*z1^3 + x^16 + x^11*z0^4*z1 - x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 - x^11*z0^3 + x^11*z1^3 + x^11*z0*z1 - x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 - x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 + x^18*z0*z1^5 + x^21*z0^2 - x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 + x^15*z0^4*z1^2 + x^16*z0^2*z1^3 - x^17*z1^4 + x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 + x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 - x^17*z0*z1 - x^17*z1^2 + x^16*z0*z1^2 - x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 + x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 + x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 - x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 + x^12*z0^3*z1^2 - x^11*z0^4*z1^2 - x^12*z0^2*z1^3 - x^11*z0^2*z1^4 - x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 - x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 - x^11*z0^4*z1 - x^10*z0^5*z1 - x^11*z0^3*z1^2 - x^12*z0*z1^3 + x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 - x^6*z0^3*z1^7 + z0^8*z1^8 + x^10*z0^5 + x^12*z0*z1^2 + x^11*z0^2*z1^2 + x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 + x^6*z0^3*z1^6 + x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 + z0^7*z1^8 - x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 - x^6*z0^5*z1^3 + x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 + x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 - x^5*z0^6*z1^2 + x^6*z0^3*z1^4 - x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 + z0^5*z1^8 + x^10*z0^2 - x^6*z0^3*z1^3 + x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 - x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 + z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 + z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +(-x^22*z1 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^17*z1^3 - x^16*z1^2 + x^11*z0^3*z1^4 + x^11*z0*z1^4 - x^11*z1^4)/(x^24*z1^4 + x^23*z0*z1^3 + x^23*z1^3 + x^21*z0^3*z1 + x^18*z0^2*z1^5 + x^20*z0^4 + x^22*z1^2 - x^18*z0*z1^5 + x^20*z0^3 - x^21*z0*z1 - x^18*z1^5 + x^20*z0^2 + x^15*z0^5*z1^2 + x^17*z0*z1^4 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^15*z0^3*z1^2 - x^16*z0*z1^3 + x^12*z0^2*z1^6 + x^15*z0^2*z1^2 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^10*z0^4*z1^4 + x^12*z1^6 + x^5*z0^7*z1^6 + x^10*z0^3*z1^4 - x^11*z0*z1^5 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^2*z1^4 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^7*z1^8 - x^5*z0^3*z1^6 - z0^5*z1^8 + z0^4*z1^8) +(x^23*z1 - x^23 + x^22*z0 - x^22*z1 - x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 - x^16*z0^3*z1 + x^17*z1^3 + x^17*z0^2 + x^16*z0^3 + x^17*z0 - x^16*z1^2 - x^11*z0^4*z1^3 + x^11*z0^3*z1^4 + x^17 + x^16*z1 + x^11*z0^3*z1^3 - x^16 - x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 + x^11*z0^3*z1 + x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 - x^11*z1^3 + x^11*z0*z1 + x^11*z0 - x^11*z1 - x^11)/(x^24*z1^4 - x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 + x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 - x^21*z0^3 + x^20*z0^4 - x^22*z0*z1 + x^22*z1^2 + x^18*z0^2*z1^4 - x^18*z0*z1^5 + x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 - x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 - x^17*z0^2*z1^3 + x^17*z0*z1^4 + x^17*z0^3*z1 + x^16*z0^4*z1 + x^15*z0^5*z1 - x^18*z0*z1^2 - x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 - x^16*z0^4 - x^15*z0^5 + x^17*z0^2*z1 - x^18*z1^2 - x^15*z0^3*z1^2 - x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 - x^12*z0^3*z1^5 + x^12*z0^2*z1^6 - x^16*z0^3 + x^17*z0*z1 + x^17*z1^2 + x^16*z0*z1^2 + x^15*z0^2*z1^2 - x^12*z0^4*z1^3 + x^11*z0^5*z1^3 - x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 - x^16*z0^2 - x^16*z0*z1 - x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 - x^10*z0^5*z1^3 + x^10*z0^4*z1^4 - x^12*z0*z1^5 + x^12*z1^6 - x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 + x^10*z0^6*z1 - x^12*z0^3*z1^2 - x^11*z0^4*z1^2 + x^12*z0^2*z1^3 - x^11*z0^2*z1^4 + x^10*z0^3*z1^4 + x^12*z1^5 - x^11*z0*z1^5 + x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 - x^10*z0^5*z1 + x^11*z0^3*z1^2 - x^12*z0*z1^3 - x^11*z0^2*z1^3 - x^11*z0*z1^4 + x^10*z0^2*z1^4 + x^6*z0^6*z1^4 - x^5*z0^7*z1^4 + x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 + x^11*z0^2*z1^2 - x^10*z0^3*z1^2 + x^12*z1^3 + x^10*z0^2*z1^3 - x^6*z0^6*z1^3 - x^5*z0^7*z1^3 + x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 + z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 - x^10*z0^3*z1 + x^12*z1^2 - x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 + x^5*z0^6*z1^3 - x^6*z0^4*z1^4 - x^6*z0^2*z1^6 - x^5*z0^3*z1^6 - z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 + x^10*z0^2*z1 + x^5*z0^6*z1^2 + x^6*z0^3*z1^4 + x^5*z0^4*z1^4 - x^5*z0^3*z1^5 + z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 + x^5*z0^4*z1^3 - x^6*z0^2*z1^4 + z0^8*z1^4 - z0^7*z1^5 - z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 - x^5*z0^3*z1^3 - z0^7*z1^4 + z0^4*z1^7 - x^5*z0^3*z1^2 - z0^5*z1^5 - z0^5*z1^4 + z0^4*z1^5 + z0^4*z1^4) +(-x^23*z1 - x^23 - x^22*z0 - x^22*z1 + x^22 - x^21*z0 - x^21 + x^17*z0*z1^3 + x^16*z0^3*z1 + x^17*z1^3 - x^17*z0^2 + x^16*z0^3 - x^17*z0 - x^16*z1^2 + x^11*z0^4*z1^3 + x^11*z0^3*z1^4 - x^17 - x^16*z1 - x^11*z0^3*z1^3 - x^16 + x^11*z0^4*z1 + x^11*z0*z1^4 - x^11*z0^4 - x^11*z0^3*z1 - x^11*z0*z1^3 - x^11*z1^4 + x^11*z0^3 + x^11*z1^3 - x^11*z0*z1 + x^11*z0 + x^11*z1 - x^11)/(x^24*z1^4 + x^24*z1^3 + x^23*z0*z1^3 + x^24*z1^2 + x^23*z1^3 - x^23*z0*z1 + x^21*z0^3*z1 - x^23*z1^2 + x^18*z0^2*z1^5 + x^22*z0^2 + x^21*z0^3 + x^20*z0^4 + x^22*z0*z1 + x^22*z1^2 - x^18*z0^2*z1^4 - x^18*z0*z1^5 - x^21*z0^2 + x^20*z0^3 - x^21*z0*z1 - x^18*z0^2*z1^3 - x^18*z1^5 + x^20*z0^2 + x^18*z0^2*z1^2 + x^17*z0^3*z1^2 + x^15*z0^5*z1^2 + x^17*z0^2*z1^3 + x^17*z0*z1^4 - x^17*z0^3*z1 + x^16*z0^4*z1 - x^15*z0^5*z1 + x^18*z0*z1^2 + x^16*z0^3*z1^2 - x^15*z0^4*z1^2 + x^16*z0^2*z1^3 + x^17*z1^4 + x^16*z0^4 - x^15*z0^5 - x^17*z0^2*z1 + x^18*z1^2 - x^15*z0^3*z1^2 + x^17*z1^3 - x^16*z0*z1^3 + x^12*z0^4*z1^4 + x^12*z0^3*z1^5 + x^12*z0^2*z1^6 + x^16*z0^3 - x^17*z0*z1 + x^17*z1^2 - x^16*z0*z1^2 + x^15*z0^2*z1^2 + x^12*z0^4*z1^3 + x^11*z0^5*z1^3 + x^11*z0^4*z1^4 + x^11*z0^3*z1^5 - x^12*z0*z1^6 + x^6*z0^6*z1^7 + x^16*z0^2 - x^16*z0*z1 + x^15*z0^2*z1 + x^12*z0^4*z1^2 + x^10*z0^6*z1^2 + x^10*z0^5*z1^3 + x^10*z0^4*z1^4 + x^12*z0*z1^5 + x^12*z1^6 + x^6*z0^6*z1^6 + x^5*z0^7*z1^6 + x^15*z0^2 - x^11*z0^5*z1 - x^10*z0^6*z1 - x^12*z0^3*z1^2 + x^11*z0^4*z1^2 - x^12*z0^2*z1^3 + x^11*z0^2*z1^4 + x^10*z0^3*z1^4 - x^12*z1^5 - x^11*z0*z1^5 - x^6*z0^5*z1^6 + x^5*z0^6*z1^6 - x^6*z0^4*z1^7 + x^10*z0^6 + x^11*z0^4*z1 + x^10*z0^5*z1 - x^11*z0^3*z1^2 + x^12*z0*z1^3 - x^11*z0^2*z1^3 + x^11*z0*z1^4 + x^10*z0^2*z1^4 - x^6*z0^6*z1^4 - x^5*z0^7*z1^4 - x^5*z0^6*z1^5 + x^6*z0^3*z1^7 + z0^8*z1^8 - x^10*z0^5 - x^12*z0*z1^2 - x^11*z0^2*z1^2 - x^10*z0^3*z1^2 - x^12*z1^3 - x^10*z0^2*z1^3 - x^6*z0^6*z1^3 + x^5*z0^7*z1^3 - x^6*z0^3*z1^6 - x^5*z0^4*z1^6 - x^6*z0^2*z1^7 - z0^8*z1^7 - z0^7*z1^8 + x^11*z0^2*z1 + x^10*z0^3*z1 + x^12*z1^2 + x^11*z0*z1^2 - x^5*z0^7*z1^2 + x^6*z0^5*z1^3 - x^5*z0^6*z1^3 + x^6*z0^4*z1^4 + x^6*z0^2*z1^6 - x^5*z0^3*z1^6 + z0^7*z1^7 - x^10*z0^3 - x^11*z0*z1 - x^10*z0^2*z1 + x^5*z0^6*z1^2 - x^6*z0^3*z1^4 + x^5*z0^4*z1^4 + x^5*z0^3*z1^5 - z0^8*z1^5 - z0^5*z1^8 + x^10*z0^2 + x^6*z0^3*z1^3 - x^5*z0^4*z1^3 + x^6*z0^2*z1^4 + z0^8*z1^4 + z0^7*z1^5 + z0^5*z1^7 + z0^4*z1^8 + x^5*z0^4*z1^2 - x^6*z0^2*z1^3 + x^5*z0^3*z1^3 - z0^7*z1^4 - z0^4*z1^7 - x^5*z0^3*z1^2 + z0^5*z1^5 - z0^5*z1^4 - z0^4*z1^5 + z0^4*z1^4) +True +x +z0 +z1 +(z1^7 - z0^4)/(z0^4*z1^7) +1/z0^4 +1/z1^7 +92 84 84 +A: +x +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [3], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :255, in uniformizer(self, i) + +File :143, in valuation(self, i) + +File :59, in expansion_at_infty(self, i) + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.uniformizer()[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AA +[?7h[?12l[?25h[?2004l[?7hx +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7ltA[?7h[?12l[?25h[?25l[?7lyA[?7h[?12l[?25h[?25l[?7lpA[?7h[?12l[?25h[?25l[?7leA[?7h[?12l[?25h[?25l[?7ltype(A[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: type(AA) +[?7h[?12l[?25h[?2004l[?7h +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AA.function +[?7h[?12l[?25h[?2004l[?7hx +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.function[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lnsion_at_infty[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AA.expansion_at_infty() +[?7h[?12l[?25h[?2004lx +[?7ht^-9 + 2*t^15 + 2*t^33 + t^41 + t^45 + 2*t^51 + t^57 + t^59 + t^63 + 2*t^65 + t^69 + 2*t^75 + t^77 + t^83 + 2*t^95 + t^107 + 2*t^111 + 2*t^117 + t^119 + 2*t^123 + 2*t^135 + 2*t^141 + t^147 + t^153 + 2*t^155 + 2*t^159 + 2*t^165 + 2*t^171 + t^177 + 2*t^179 + 2*t^183 + t^185 + t^191 + 2*t^195 + t^203 + 2*t^215 + t^219 + 2*t^221 + t^225 + t^227 + 2*t^231 + t^239 + t^243 + 2*t^245 + 2*t^257 + t^261 + 2*t^269 + t^273 + t^279 + 2*t^281 + t^285 + t^293 + t^297 + t^303 + t^309 + t^317 + t^321 + t^327 + t^329 + t^333 + t^339 + t^341 + 2*t^347 + 2*t^351 + t^357 + t^365 + 2*t^369 + t^375 + t^387 + t^399 + t^401 + t^405 + t^411 + 2*t^429 + 2*t^435 + 2*t^437 + 2*t^441 + 2*t^443 + 2*t^453 + 2*t^459 + 2*t^461 + t^471 + t^473 + t^477 + t^483 + 2*t^485 + 2*t^489 + t^491 + t^497 + 2*t^501 + t^507 + 2*t^509 + 2*t^513 + t^515 + 2*t^519 + t^525 + 2*t^527 + 2*t^531 + 2*t^543 + t^545 + 2*t^549 + t^551 + t^555 + t^567 + t^573 + 2*t^581 + 2*t^585 + t^591 + t^593 + t^597 + 2*t^603 + 2*t^605 + t^609 + t^615 + 2*t^617 + 2*t^621 + 2*t^627 + t^629 + 2*t^633 + t^641 + 2*t^645 + t^653 + 2*t^659 + 2*t^665 + 2*t^669 + t^675 + 2*t^677 + t^687 + 2*t^689 + 2*t^693 + 2*t^705 + t^717 + t^725 + t^735 + t^747 + 2*t^755 + t^765 + 2*t^771 + t^779 + t^789 + t^801 + t^803 + 2*t^807 + t^813 + 2*t^815 + t^819 + 2*t^825 + t^827 + t^837 + t^839 + 2*t^843 + t^861 + t^867 + t^873 + 2*t^875 + t^885 + t^887 + 2*t^891 + t^897 + t^903 + t^905 + 2*t^909 + t^921 + t^923 + 2*t^927 + 2*t^929 + t^933 + 2*t^941 + 2*t^945 + t^947 + t^957 + t^959 + 2*t^975 + 2*t^977 + 2*t^983 + t^987 + O(t^991) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.expansion_at_infty()[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AA.valuation() +[?7h[?12l[?25h[?2004lx +[?7h-9 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.valuation()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l0)[?7h[?12l[?25h[?25l[?7lsage: AA.valuation(0) +[?7h[?12l[?25h[?2004lx +[?7h-9 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.valuation(0)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7lexpans_at_infty()[?7h[?12l[?25h[?25l[?7lfunction[?7h[?12l[?25h[?25l[?7ltype(AA)[?7h[?12l[?25h[?25l[?7lAA[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.valuation(0)[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lsage: AA +[?7h[?12l[?25h[?2004l[?7hx +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l.valuation(0)[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ltion(0)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AA.valuation(0) +[?7h[?12l[?25h[?2004lx +[?7h-9 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.valuation(0)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lA: +x +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [14], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :255, in uniformizer(self, i) + +File :143, in valuation(self, i) + +File :59, in expansion_at_infty(self, i) + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lA: +x +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [15], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :255, in uniformizer(self, i) + +File :143, in valuation(self, i) + +File :59, in expansion_at_infty(self, i) + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [16], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :266, in uniformizer(self, i) + +File /ext/sage/9.7/src/sage/rings/rational.pyx:2281, in sage.rings.rational.Rational.__getitem__() + 2279 if n == 0 or n == -1: + 2280 return self +-> 2281 raise IndexError(f"index n (={n}) out of range; it must be 0") + 2282 + 2283 ################################################################ + +IndexError: index n (=1) out of range; it must be 0 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +NameError Traceback (most recent call last) +Input In [17], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :275, in uniformizer(self, i) + +NameError: name 'fxgcd' is not defined +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [18], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :275, in uniformizer(self, i) + +TypeError: cannot unpack non-iterable sage.rings.integer.Integer object +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l-9 -9 +--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [19], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :276, in uniformizer(self, i) + +TypeError: cannot unpack non-iterable sage.rings.integer.Integer object +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lx.valuation()[?7h[?12l[?25h[?25l[?7lgcd(6, 9)[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l9[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l-[?7h[?12l[?25h[?25l[?7l9[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: xgcd(-9, -9) +[?7h[?12l[?25h[?2004l[?7h(9, 0, -1) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lxgcd(-9, -9)[?7h[?12l[?25h[?25l[?7lloa"init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [21], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :278, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[x, z0, z1, (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 105, 36] +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [22], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +File :279, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lC.characteristic[?7h[?12l[?25h[?25l[?7lAS = s_cover(C, [f1])[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: CAS +[?7h[?12l[?25h[?2004l[?7h(Z/p)-cover of Superelliptic curve with the equation y^2 = x^3 + 1 over Finite Field of size 5 with the equation: + z^5 - z = x*y +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lCAS[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lf[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7l*[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: CAS.uniformizer() +[?7h[?12l[?25h[?2004l[x, z0, z1, (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 105, 36] +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [24], in () +----> 1 CAS.uniformizer() + +File :279, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lCAS.uniformizer()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[x, z0, (z0^2 - x)/(x*z0^2)] +[-10, -5, 14] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.valuation(0)[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AA +[?7h[?12l[?25h[?2004l[?7hx/(z0^3 - x*z0) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l.valuation(0)[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7lio[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AA.valuation() +[?7h[?12l[?25h[?2004l[?7h1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.valuation()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +OSError Traceback (most recent call last) +Input In [28], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :5, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :2, in  + +File :242, in as_cover() + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:244, in load(filename, globals, attach) + 242 break + 243 else: +--> 244 raise IOError('did not find file %r to load or attach' % filename) + 246 ext = os.path.splitext(fpath)[1].lower() + 247 if ext == '.py': + +OSError: did not find file 'as_cover/uniformizer.sage' to load or attach +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +AttributeError Traceback (most recent call last) +Input In [29], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :7, in  + +AttributeError: 'as_cover' object has no attribute 'uniformizer' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lTraceback (most recent call last): + + File /ext/sage/9.7/local/var/lib/sage/venv-python3.10.5/lib/python3.10/site-packages/IPython/core/interactiveshell.py:3398 in run_code + exec(code_obj, self.user_global_ns, self.user_ns) + + Input In [30] in  + load("init.sage") + + File sage/misc/persist.pyx:175 in sage.misc.persist.load + sage.repl.load.load(filename, globals()) + + File /ext/sage/9.7/src/sage/repl/load.py:272 in load + exec(preparse_file(f.read()) + "\n", globals) + + File :5 in  + + File sage/misc/persist.pyx:175 in sage.misc.persist.load + sage.repl.load.load(filename, globals()) + + File /ext/sage/9.7/src/sage/repl/load.py:272 in load + exec(preparse_file(f.read()) + "\n", globals) + + File :2 in  + + File :242 in as_cover + + File sage/misc/persist.pyx:175 in sage.misc.persist.load + sage.repl.load.load(filename, globals()) + + File /ext/sage/9.7/src/sage/repl/load.py:272 in load + exec(preparse_file(f.read()) + "\n", globals) + + File :2 + def uniformizer(self, i = _sage_const_0 ): + ^ +IndentationError: unexpected indent + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +ModuleNotFoundError Traceback (most recent call last) +Input In [31], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :5, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :2, in  + +File :242, in as_cover() + +ModuleNotFoundError: No module named 'as_cover' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[x, z0, (z0^2 - x)/(x*z0^2)] +[-10, -5, 14] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.valuation()[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AA +[?7h[?12l[?25h[?2004l[?7hx/(z0^3 - x*z0) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l.valuation()[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AA.valuation() +[?7h[?12l[?25h[?2004l[?7h1 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l"[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l"[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("tests.sage") +[?7h[?12l[?25h[?2004lith ramification group test: +[x, z0, z1, (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 105, 36] +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [36], in () +----> 1 load("tests.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :10, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File :51, in ith_ramification_gp(AS, i) + +File :39, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("tests.sage")[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l"[?7h[?12l[?25h[?25l[?7lini.sage")[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7l(t.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7ltess.sage")[?7h[?12l[?25h[?25l[?7lsage: load("tests.sage") +[?7h[?12l[?25h[?2004lith ramification group test: +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [39], in () +----> 1 load("tests.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :10, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :18, in  + +File :284, in ith_ramification_gp(self, i, place) + +File :278, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("tests.sage")[?7h[?12l[?25h[?25l[?7lini.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [41], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :13, in  + +File :278, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAA.valuation()[?7h[?12l[?25h[?25l[?7lSuniformizer()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lS.uniformizer()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AS +[?7h[?12l[?25h[?2004l[?7h(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^7 +z1^3 - z1 = x^4 + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l[x, z0, z1, (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 105, 36] +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [43], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :13, in  + +File :280, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lz = Rxyz.gens()[2:][?7h[?12l[?25h[?25l[?7l[0][?7h[?12l[?25h[?25l[?7l0[?7h[?12l[?25h[?25l[?7lsage: z[0 +....: [?7h[?12l[?25h[?25l[?7l[ +][?7h[?12l[?25h[?25l[?7lsage: z[0 +....: ] +[?7h[?12l[?25h[?2004l[?7hz0 +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lf1.expansion_at_infty()[?7h[?12l[?25h[?25l[?7lz1.valuation()[?7h[?12l[?25h[?25l[?7l0*3[?7h[?12l[?25h[?25l[?7l = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7las_function(AS, z[0])[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: fz0 = as_function(AS, z[0]) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz0 = as_function(AS, z[0])[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l([])[?7h[?12l[?25h[?25l[?7l])[?7h[?12l[?25h[?25l[?7l1])[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l = as_function(AS, z[1])[?7h[?12l[?25h[?25l[?7l1 = as_function(AS, z[1])[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: fz1 = as_function(AS, z[1]) +[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz1 = as_function(AS, z[1])[?7h[?12l[?25h[?25l[?7lz[?7h[?12l[?25h[?25l[?7l00[?7h[?12l[?25h[?25l[?7l.valuation()*3[?7h[?12l[?25h[?25l[?7lexpans_at_infty().valuation()[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lion_at_infty[?7h[?12l[?25h[?25l[?7l().valuation()[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: fz0.expansion_at_infty() +[?7h[?12l[?25h[?2004l[?7ht^-21 + 2*t^-13 + t^-3 + 2*t^3 + 2*t^5 + t^11 + t^15 + t^21 + 2*t^23 + 2*t^29 + 2*t^33 + t^41 + t^45 + t^51 + 2*t^53 + t^57 + 2*t^59 + 2*t^65 + t^69 + 2*t^75 + 2*t^77 + 2*t^81 + t^83 + t^87 + 2*t^95 + 2*t^99 + 2*t^117 + t^123 + 2*t^135 + t^141 + 2*t^147 + t^149 + t^153 + t^155 + 2*t^159 + t^167 + t^171 + 2*t^173 + t^183 + 2*t^185 + t^189 + 2*t^191 + 2*t^203 + t^207 + 2*t^213 + 2*t^215 + 2*t^225 + t^237 + t^239 + 2*t^243 + t^245 + t^249 + 2*t^257 + t^261 + 2*t^269 + t^273 + 2*t^317 + 2*t^321 + 2*t^329 + 2*t^333 + t^339 + t^345 + 2*t^347 + 2*t^351 + t^353 + 2*t^357 + 2*t^365 + 2*t^375 + 2*t^377 + t^381 + t^383 + 2*t^387 + t^389 + t^393 + 2*t^399 + 2*t^401 + t^405 + t^407 + t^411 + t^419 + t^431 + t^435 + t^437 + t^441 + t^443 + 2*t^447 + t^453 + 2*t^455 + t^465 + t^471 + 2*t^473 + 2*t^479 + t^483 + 2*t^485 + 2*t^495 + 2*t^497 + t^501 + 2*t^503 + 2*t^507 + 2*t^513 + 2*t^515 + t^519 + 2*t^527 + 2*t^531 + t^533 + 2*t^545 + t^549 + t^551 + 2*t^561 + 2*t^563 + 2*t^569 + t^573 + t^585 + 2*t^591 + t^599 + 2*t^603 + 2*t^605 + 2*t^609 + 2*t^615 + 2*t^617 + t^623 + 2*t^627 + t^633 + 2*t^641 + t^645 + t^647 + t^657 + 2*t^659 + t^663 + t^665 + 2*t^675 + t^681 + t^687 + 2*t^693 + 2*t^695 + 2*t^699 + 2*t^701 + t^705 + 2*t^707 + t^711 + 2*t^717 + 2*t^719 + t^723 + t^729 + 2*t^743 + 2*t^747 + t^759 + 2*t^767 + 2*t^771 + 2*t^779 + 2*t^789 + 2*t^795 + t^797 + t^801 + t^803 + t^807 + t^813 + 2*t^819 + 2*t^821 + t^825 + t^831 + t^833 + 2*t^837 + 2*t^843 + 2*t^855 + 2*t^861 + t^863 + t^869 + t^873 + t^875 + 2*t^879 + t^885 + t^887 + 2*t^893 + 2*t^897 + t^903 + 2*t^909 + 2*t^911 + t^915 + 2*t^921 + t^929 + 2*t^935 + 2*t^939 + 2*t^945 + 2*t^947 + 2*t^951 + t^957 + 2*t^959 + 2*t^965 + 2*t^977 + O(t^979) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lfz0.expansion_at_infty()[?7h[?12l[?25h[?25l[?7l1 = as_function(AS, z[1])[?7h[?12l[?25h[?25l[?7l00[?7h[?12l[?25h[?25l[?7lsage: z[0 +....: ][?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage") + [?7h[?12l[?25h[?25l[?7lsage: load("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l0 -7 -3 +1 -4 -1 +[x, z0, z1, (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 105, 36] +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [48], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :13, in  + +File :281, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004l0 -7 -3 +1 -4 -1 +[x, z0, z1, (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 105, 36] +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [49], in () +----> 1 load("init.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :17, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :13, in  + +File :282, in uniformizer(self, i) + +ValueError: My method of generating fcts with relatively prime valuation failed. +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lA: 1 0 -4 -7 +0 -7 -3 +1 -4 -1 +[x, z0, z1, (-z1^7 + z0^4)/(z0^4*z1^7), (-x^7 + z0^3)/(x^7*z0^3), 1/x^4] +[-9, -21, -12, 92, 105, 36] +z0^16*z1^28/(x^41*z1^28 - x^41*z0^4*z1^21 - x^41*z0^12*z1^7 + x^41*z0^16) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lz0^16*z1^28/(x^41*z1^28 - x^41*z0^4*z1^21 - x^41*z0^12*z1^7 + x^41*z0^16) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lz0^16*z1^28/(x^41*z1^28 - x^41*z0^4*z1^21 - x^41*z0^12*z1^7 + x^41*z0^16) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: AS +[?7h[?12l[?25h[?2004l[?7h(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations: +z0^3 - z0 = x^7 +z1^3 - z1 = x^4 + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.uniformizer()[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lM[?7h[?12l[?25h[?25l[?7lI[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lification_jumps[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.ramification_jumps() +[?7h[?12l[?25h[?2004l--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +Input In [54], in () +----> 1 AS.ramification_jumps() + +File :304, in ramification_jumps(self, place) + +TypeError: ith_ramification_gp() got an unexpected keyword argument 'place' +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.ramification_jumps()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lz0^16*z1^28/(x^41*z1^28 - x^41*z0^4*z1^21 - x^41*z0^12*z1^7 + x^41*z0^16) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.ramification_jumps()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lmification_jumps()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.ramification_jumps() +[?7h[?12l[?25h[?2004l^C--------------------------------------------------------------------------- +TypeError Traceback (most recent call last) +File /ext/sage/9.7/src/sage/rings/polynomial/multi_polynomial_libsingular.pyx:2078, in sage.rings.polynomial.multi_polynomial_libsingular.MPolynomial_libsingular.__call__() + 2077 # Attempt evaluation via singular. +-> 2078 coerced_x = [parent.coerce(e) for e in x] + 2079 except TypeError: + +File /ext/sage/9.7/src/sage/structure/parent.pyx:1213, in sage.structure.parent.Parent.coerce() + 1212 _record_exception() +-> 1213 raise TypeError(_LazyString("no canonical coercion from %s to %s", (parent(x), self), {})) + 1214 else: + +TypeError: no canonical coercion from Laurent Series Ring in t over Finite Field of size 3 to Multivariate Polynomial Ring in x, y, z0, z1 over Finite Field of size 3 + +During handling of the above exception, another exception occurred: + +KeyboardInterrupt Traceback (most recent call last) +Input In [56], in () +----> 1 AS.ramification_jumps() + +File :304, in ramification_jumps(self, place) + +File :293, in ith_ramification_gp(self, i, place) + +File :142, in valuation(self, i) + +File :74, in expansion_at_infty(self, i) + +File /ext/sage/9.7/src/sage/structure/element.pyx:943, in sage.structure.element.Element.substitute() + 941 5 + 942 """ +--> 943 return self.subs(in_dict,**kwds) + 944 + 945 cpdef _act_on_(self, x, bint self_on_left): + +File /ext/sage/9.7/src/sage/structure/element.pyx:834, in sage.structure.element.Element.subs() + 832 else: + 833 variables.append(gen) +--> 834 return self(*variables) + 835 + 836 def numerical_approx(self, prec=None, digits=None, algorithm=None): + +File /ext/sage/9.7/src/sage/rings/fraction_field_element.pyx:449, in sage.rings.fraction_field_element.FractionFieldElement.__call__() + 447 (-2*x1*x2 + x1 + 1)/(x1 + x2) + 448 """ +--> 449 return self.__numerator(*x, **kwds) / self.__denominator(*x, **kwds) + 450 + 451 def _is_atomic(self): + +File /ext/sage/9.7/src/sage/rings/polynomial/multi_polynomial_libsingular.pyx:2083, in sage.rings.polynomial.multi_polynomial_libsingular.MPolynomial_libsingular.__call__() + 2081 y = parent.base_ring().zero() + 2082 for (m,c) in self.dict().iteritems(): +-> 2083 y += c*mul([ x[i]**m[i] for i in m.nonzero_positions()]) + 2084 return y + 2085 + +File /ext/sage/9.7/src/sage/rings/laurent_series_ring_element.pyx:953, in sage.rings.laurent_series_ring_element.LaurentSeries.__pow__() + 951 if right.denominator() == 1: + 952 right = right.numerator() +--> 953 return type(self)(self._parent, self.__u**right, self.__n*right) + 954 + 955 if self.is_zero(): + +File /ext/sage/9.7/src/sage/rings/power_series_ring_element.pyx:1152, in sage.rings.power_series_ring_element.PowerSeries.__pow__() + 1150 if right.denominator() == 1: + 1151 right = right.numerator() +-> 1152 return super().__pow__(right, dummy) + 1153 + 1154 if self.is_zero(): + +File /ext/sage/9.7/src/sage/structure/element.pyx:2059, in sage.structure.element.Element.__pow__() + 2057 return (left)._pow_(right) + 2058 if BOTH_ARE_ELEMENT(cl): +-> 2059 return coercion_model.bin_op(left, right, pow) + 2060 + 2061 cdef long value + +File /ext/sage/9.7/src/sage/structure/coerce.pyx:1196, in sage.structure.coerce.CoercionModel.bin_op() + 1194 return (action)._act_(x, y) + 1195 else: +-> 1196 return (action)._act_(y, x) + 1197 + 1198 # Now coerce to a common parent and do the operation there + +File /ext/sage/9.7/src/sage/structure/coerce_actions.pyx:892, in sage.structure.coerce_actions.IntegerPowAction._act_() + 890 integer_check_long(n, &value, &err) + 891 if not err: +--> 892 return e._pow_long(value) + 893 return e._pow_int(n) + 894 + +File /ext/sage/9.7/src/sage/structure/element.pyx:2136, in sage.structure.element.Element._pow_long() + 2134 Generic path for powering with a C long. + 2135 """ +-> 2136 return self._pow_int(n) + 2137 + 2138 + +File /ext/sage/9.7/src/sage/structure/element.pyx:2709, in sage.structure.element.RingElement._pow_int() + 2707 OverflowError: exponent overflow (670592745) + 2708 """ +-> 2709 return arith_generic_power(self, n) + 2710 + 2711 def powers(self, n): + +File /ext/sage/9.7/src/sage/arith/power.pyx:83, in sage.arith.power.generic_power() + 81 raise NotImplementedError("non-integral exponents not supported") + 82 if not err: +---> 83 return generic_power_long(a, value) + 84 + 85 if n < 0: + +File /ext/sage/9.7/src/sage/arith/power.pyx:102, in sage.arith.power.generic_power_long() + 100 u = -u + 101 a = invert(a) +--> 102 return generic_power_pos(a, u) + 103 + 104 + +File /ext/sage/9.7/src/sage/arith/power.pyx:123, in sage.arith.power.generic_power_pos() + 121 apow *= apow + 122 if n & 1: +--> 123 res = apow * res + 124 n >>= 1 + 125 + +File /ext/sage/9.7/src/sage/structure/element.pyx:1514, in sage.structure.element.Element.__mul__() + 1512 cdef int cl = classify_elements(left, right) + 1513 if HAVE_SAME_PARENT(cl): +-> 1514 return (left)._mul_(right) + 1515 if BOTH_ARE_ELEMENT(cl): + 1516 return coercion_model.bin_op(left, right, mul) + +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:540, in sage.rings.power_series_poly.PowerSeries_poly._mul_() + 538 """ + 539 prec = self._mul_prec(right_r) +--> 540 return PowerSeries_poly(self._parent, + 541 self.__f * (right_r).__f, + 542 prec=prec, + +File /ext/sage/9.7/src/sage/rings/power_series_poly.pyx:44, in sage.rings.power_series_poly.PowerSeries_poly.__init__() + 42 ValueError: series has negative valuation + 43 """ +---> 44 R = parent._poly_ring() + 45 if isinstance(f, Element): + 46 if (f)._parent is R: + +File /ext/sage/9.7/src/sage/rings/power_series_ring.py:961, in PowerSeriesRing_generic._poly_ring(self) + 958 pass + 959 return False +--> 961 def _poly_ring(self): + 962 """ + 963  Return the underlying polynomial ring used to represent elements of + 964  this power series ring. + (...) + 970  Univariate Polynomial Ring in t over Integer Ring + 971  """ + 972 return self.__poly_ring + +File src/cysignals/signals.pyx:310, in cysignals.signals.python_check_interrupt() + +KeyboardInterrupt: +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.ramification_jumps()[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lz0^16*z1^28/(x^41*z1^28 - x^41*z0^4*z1^21 - x^41*z0^12*z1^7 + x^41*z0^16) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lAS.ramification_jumps()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: AS.ramification_jumps() +[?7h[?12l[?25h[?2004l[?7h[4, 13] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.ramification_jumps()[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7ljups[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lsage: AS.jumps +[?7h[?12l[?25h[?2004l[?7h[[7, 4]] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lraification_jumps()[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l.sage")[?7h[?12l[?25h[?25l[?7l.sage")[?7h[?12l[?25h[?25l[?7l.sage")[?7h[?12l[?25h[?25l[?7ln.sage")[?7h[?12l[?25h[?25l[?7li.sage")[?7h[?12l[?25h[?25l[?7lt.sage")[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: load("init.sage") +[?7h[?12l[?25h[?2004lfaz0^16*z1^28/(x^41*z1^28 - x^41*z0^4*z1^21 - x^41*z0^12*z1^7 + x^41*z0^16) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7lfa[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("init.sage")[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l"[?7h[?12l[?25h[?25l[?7ltess.sage")[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l(s.sage")[?7h[?12l[?25h[?25l[?7lsage: load("tests.sage") +[?7h[?12l[?25h[?2004lramification jumps test: +--------------------------------------------------------------------------- +ValueError Traceback (most recent call last) +Input In [61], in () +----> 1 load("tests.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :14, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :13, in  + +ValueError: not enough values to unpack (expected 2, got 1) +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7lsage: AS +[?7h[?12l[?25h[?2004l[?7h(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 5 with the equations: +z0^5 - z0 = x^2 +z1^5 - z1 = x^3 + +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7l.jumps[?7h[?12l[?25h[?25l[?7lj[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7lsage: AS.jumps +[?7h[?12l[?25h[?2004l[?7h[[2, 7]] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("tests.sage")[?7h[?12l[?25h[?25l[?7lsage: load("tests.sage") +[?7h[?12l[?25h[?2004lramification jumps test: +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [64], in () +----> 1 load("tests.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :14, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :15, in  + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.jumps[?7h[?12l[?25h[?25l[?7lsage: AS.jumps +[?7h[?12l[?25h[?2004l[?7h[[2, 7]] +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.jumps[?7h[?12l[?25h[?25l[?7lload("tests.sage")[?7h[?12l[?25h[?25l[?7lsage: load("tests.sage") +[?7h[?12l[?25h[?2004lramification jumps test: +[[2, 7]] +--------------------------------------------------------------------------- +IndexError Traceback (most recent call last) +Input In [66], in () +----> 1 load("tests.sage") + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :14, in  + +File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load() + 173 + 174 if sage.repl.load.is_loadable_filename(filename): +--> 175 sage.repl.load.load(filename, globals()) + 176 return + 177 + +File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach) + 270 add_attached_file(fpath) + 271 with open(fpath) as f: +--> 272 exec(preparse_file(f.read()) + "\n", globals) + 273 elif ext == '.spyx' or ext == '.pyx': + 274 if attach: + +File :16, in  + +IndexError: list index out of range +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload("tests.sage")[?7h[?12l[?25h[?25l[?7lsage: load("tests.sage") +[?7h[?12l[?25h[?2004lramification jumps test: +True +[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lq = t^50 + t^5[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: quit() +[?7h[?12l[?25h[?2004l +]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ git statcd .. +]0;~/Research/2021 De Rham/DeRhamComputation~/Research/2021 De Rham/DeRhamComputation$ git status +On branch master +Your branch is up to date with 'origin/master'. + +Changes not staged for commit: + (use "git add/rm ..." to update what will be committed) + (use "git restore ..." to discard changes in working directory) + modified: elementary_covers_of_superelliptic_curves.ipynb + modified: sage/.run.term-0.term + modified: sage/as_covers/as_cover_class.sage + modified: sage/as_covers/as_form_class.sage + modified: sage/as_covers/as_function_class.sage + modified: sage/as_covers/dual_element.sage + modified: sage/as_covers/ith_magical_component.sage + deleted: sage/draft.sage + modified: sage/init.sage + modified: sage/tests.sage + modified: superelliptic.ipynb + +Untracked files: + (use "git add ..." to include in what will be committed) + .crystalline_p2.ipynb.sage-jupyter2 + .deRhamComputation.ipynb.sage-jupyter2 + .elementary_covers_of_superelliptic_curves.ipynb.sage-jupyter2 + .git.x11-0.term + .superelliptic.ipynb.sage-jupyter2 + .superelliptic_alpha.ipynb.sage-jupyter2 + .superelliptic_arbitrary_field.ipynb.sage-jupyter2 + git.x11 + sage/as_covers/as_cover/ + sage/as_covers/tests/ith_ramification_gp_test.sage + sage/as_covers/tests/ramification_jumps_test.sage + sage/as_covers/tests/uniformizer_test.sage + sage/drafty/ + superelliptic_arbitrary_field.ipynb + +no changes added to commit (use "git add" and/or "git commit -a") +]0;~/Research/2021 De Rham/DeRhamComputation~/Research/2021 De Rham/DeRhamComputation$ git add \ No newline at end of file diff --git a/sage/as_covers/as_cover/uniformizer.sage b/sage/as_covers/as_cover/uniformizer.sage new file mode 100644 index 0000000..e69de29 diff --git a/sage/as_covers/as_cover_class.sage b/sage/as_covers/as_cover_class.sage index b4d8591..17e8272 100644 --- a/sage/as_covers/as_cover_class.sage +++ b/sage/as_covers/as_cover_class.sage @@ -8,6 +8,15 @@ class as_cover: p = C.characteristic self.characteristic = p self.prec = prec + #group acting + n = self.height + from itertools import product + pr = [list(GF(p)) for _ in range(n)] + group = [] + for a in product(*pr): + group += [a] + self.group = group + ######### f = C.polynomial m = C.exponent r = f.degree() @@ -228,7 +237,76 @@ class as_cover: forms = holomorphic_combinations_forms(forms, pole_order) return forms + + def uniformizer(self, i = 0): + '''Return uniformizer of curve self at i-th place at infinity.''' + p = self.characteristic + n = self.height + variable_names = 'x, y' + for j in range(n): + variable_names += ', z' + str(j) + Rxyz = PolynomialRing(F, n+2, variable_names) + x, y = Rxyz.gens()[:2] + z = Rxyz.gens()[2:] + fx = as_function(self, x) + z = [as_function(self, zi) for zi in z] + # We create a list of functions. We add there all variables... + list_of_fcts = [fx]+z + vfx = fx.valuation(i) + vz = [zi.valuation(i) for zi in z] + + # Then we subtract powers of variables with the same valuation (so that 1/t^(kp) cancels) and add to this list. + for j1 in range(n): + for j2 in range(n): + if j1>j2: + a = gcd(vz[j1] , vz[j2]) + vz1 = vz[j1]/a + vz2 = vz[j2]/a + for b in GF(p): + if (z[j1]^(vz2) - b*z[j2]^(vz1)).valuation(i) > (z[j2]^(vz1)).valuation(i): + list_of_fcts += [z[j1]^(vz2) - b*z[j2]^(vz1)] + for j1 in range(n): + a = gcd(vz[j1], vfx) + vzj = vz[j1] /a + vfx = vfx/a + for b in GF(p): + if (fx^(vzj) - b*z[j1]^(vfx)).valuation(i) > (z[j1]^(vfx)).valuation(i): + list_of_fcts += [fx^(vzj) - b*z[j1]^(vfx)] + #Finally, we check if on the list there are two elements with the same valuation. + for f1 in list_of_fcts: + for f2 in list_of_fcts: + d, a, b = xgcd(f1.valuation(i), f2.valuation(i)) + if d == 1: + return f1^a*f2^b + raise ValueError("My method of generating fcts with relatively prime valuation failed.") + + def ith_ramification_gp(self, i, place = 0): + '''Find ith ramification group at place at infty of nb place.''' + G = self.group + t = self.uniformizer(place) + Gi = [G[0]] + for g in G: + if g != G[0]: + tg = t.group_action(g) + v = (tg - t).valuation(place) + if v >= i+1: + Gi += [g] + return Gi + + def ramification_jumps(self, place = 0): + '''Return list of lower ramification jumps at at place at infty of nb place.''' + G = self.group + ramification_jps = [] + i = 0 + while len(G) > 1: + Gi = self.ith_ramification_gp(i+1, place) + if len(Gi) < len(G): + ramification_jps += [i] + G = Gi + i+=1 + return ramification_jps + def holomorphic_combinations(S): """Given a list S of pairs (form, corresponding Laurent series at some pt), find their combinations holomorphic at that pt.""" C_AS = S[0][0].curve diff --git a/sage/as_covers/as_form_class.sage b/sage/as_covers/as_form_class.sage index 6a750e4..12a6bdd 100644 --- a/sage/as_covers/as_form_class.sage +++ b/sage/as_covers/as_form_class.sage @@ -122,9 +122,9 @@ class as_form: z = Rxyz.gens()[2:] RxyzQ = FractionField(Rxyz) result = as_form(C, 0) - for i in range(0, p): - for j in range(0, p): - result += self.group_action([i, j]) + G = C.group + for a in G: + result += self.group_action(a) result = result.form Rxy. = PolynomialRing(F, 2) Qxy = FractionField(Rxy) @@ -138,11 +138,12 @@ def artin_schreier_transform(power_series, prec = 10): z^p - z = power_series, where z = 1/t_new^(jump) and express z in terms of the new uniformizer.""" correction = 0 F = power_series.parent().base() + p = F.characteristic() Rt. = LaurentSeriesRing(F, default_prec=prec) RtQ = FractionField(Rt) power_series = RtQ(power_series) if power_series.valuation() == +Infinity: - return(0,0,t,0) + raise ValueError("Precision is too low.") while(power_series.valuation() % p == 0 and power_series.valuation() < 0): M = -power_series.valuation()/p coeff = power_series.list()[0] #wspolczynnik a_(-p) w f_AS diff --git a/sage/as_covers/as_function_class.sage b/sage/as_covers/as_function_class.sage index 785869e..fb0289f 100644 --- a/sage/as_covers/as_function_class.sage +++ b/sage/as_covers/as_function_class.sage @@ -38,7 +38,18 @@ class as_function: g1 = self.function g2 = other.function return as_function(C, g1*g2) - + + def __truediv__(self, other): + C = self.curve + g1 = self.function + g2 = other.function + return as_function(C, g1/g2) + + def __pow__(self, exponent): + C = self.curve + g1 = self.function + return as_function(C, g1^(exponent)) + def expansion_at_infty(self, i = 0): C = self.curve delta = C.nb_of_pts_at_infty @@ -116,10 +127,15 @@ class as_function: z = Rxyz.gens()[2:] RxyzQ = FractionField(Rxyz) result = as_function(C, 0) - for i in range(0, p): - for j in range(0, p): - result += self.group_action([i, j]) + G = C.group + for a in G: + result += self.group_action(a) result = result.function Rxy. = PolynomialRing(F, 2) Qxy = FractionField(Rxy) - return superelliptic_function(C_super, Qxy(result)) + return superelliptic_function(C_super, Qxy(result)) + + + def valuation(self, i = 0): + '''Return valuation at i-th place at infinity.''' + return self.expansion_at_infty(i).valuation() diff --git a/sage/as_covers/dual_element.sage b/sage/as_covers/dual_element.sage index a43a1f2..92dda38 100644 --- a/sage/as_covers/dual_element.sage +++ b/sage/as_covers/dual_element.sage @@ -2,7 +2,7 @@ def dual_elt(AS, zmag): '''Find the trace dual of a given elt zmag in the function field of an Artin-Schreier cover AS.''' p = AS.characteristic n = AS.height - group_elts = [(i, j) for i in range(p) for j in range(p)] + G = AS.group variable_names = 'x, y' for i in range(n): variable_names += ', z' + str(i) @@ -13,12 +13,12 @@ def dual_elt(AS, zmag): M = matrix(RxyzQ, p^n, p^n) for i in range(p^n): for j in range(p^n): - M[i, j] = (zmag.group_action(group_elts[i])*zmag.group_action(group_elts[j])).trace2() + M[i, j] = (zmag.group_action(G[i])*zmag.group_action(G[j])).trace2() main_det = M.determinant() zvee = as_function(AS, 0) for i in range(p^n): Mprim = matrix(RxyzQ, M) - Mprim[:, i] = vector([(j == 0) for j in range(p^2)]) + Mprim[:, i] = vector([(j == 0) for j in range(p^n)]) fi = Mprim.determinant()/main_det - zvee += fi*zmag.group_action(group_elts[i]) + zvee += fi*zmag.group_action(G[i]) return zvee \ No newline at end of file diff --git a/sage/as_covers/ith_magical_component.sage b/sage/as_covers/ith_magical_component.sage index 0cd927b..b2fd1ad 100644 --- a/sage/as_covers/ith_magical_component.sage +++ b/sage/as_covers/ith_magical_component.sage @@ -1,9 +1,8 @@ -def ith_magical_component(omega, zvee, i): - '''Given a form omega on AS cover and normal basis element zmag, find the decomposition - sum_g g(zmag) omega_g and return omega_g, where g is the ith element of the group.''' +def ith_magical_component(omega, zvee, g): + '''Given a form omega on AS cover, element g of group AS.group and normal basis element zmag, find the decomposition + sum_g g(zmag) omega_g and return omega_g.''' AS = omega.curve p = AS.characteristic - group_elts = [(j1, j2) for j1 in range(p) for j2 in range(p)] - z_vee_fct = zvee.group_action(group_elts[i]).function + z_vee_fct = zvee.group_action(g).function new_form = as_form(AS, z_vee_fct*omega.form) return new_form.trace2() \ No newline at end of file diff --git a/sage/as_covers/tests/ith_ramification_gp_test.sage b/sage/as_covers/tests/ith_ramification_gp_test.sage new file mode 100644 index 0000000..7b58c02 --- /dev/null +++ b/sage/as_covers/tests/ith_ramification_gp_test.sage @@ -0,0 +1,20 @@ +p = 3 +m = 1 +F = GF(p) +Rx. = PolynomialRing(F) +f = x +C_super = superelliptic(f, m) + +Rxy. = PolynomialRing(F, 2) +f1 = superelliptic_function(C_super, x^7) +f2 = superelliptic_function(C_super, x^4) +AS = as_cover(C_super, [f1, f2], prec=1000) +n = AS.height +d_test = (p^n - 1) +Gi = AS.group +i = 1 +while(len(Gi) > 1): + Gi = AS.ith_ramification_gp(i) + d_test += len(Gi) - 1 + i+=1 +print(d_test == AS.exponent_of_different()) \ No newline at end of file diff --git a/sage/as_covers/tests/ramification_jumps_test.sage b/sage/as_covers/tests/ramification_jumps_test.sage new file mode 100644 index 0000000..57d579b --- /dev/null +++ b/sage/as_covers/tests/ramification_jumps_test.sage @@ -0,0 +1,25 @@ +p = 5 +m = 1 +F = GF(p) +Rx. = PolynomialRing(F) +f = x +C_super = superelliptic(f, m) + +Rxy. = PolynomialRing(F, 2) +f1 = superelliptic_function(C_super, x^2) +f2 = superelliptic_function(C_super, x^3) +AS = as_cover(C_super, [f1, f2], prec=500) +m = AS.jumps[0] +m1 = m[0] +m2 = m[1] +#We compute jumps from jumps in the tower of two Z/p-covers. +if m1 >= m2: + M1 = m2 + M2 = m2 + p*(m1 - m2) +else: + M1 = m1 + M2 = m2 + +theoretical_jumps = [M1, M2] +theoretical_jumps.sort() +print(theoretical_jumps == AS.ramification_jumps()) \ No newline at end of file diff --git a/sage/as_covers/tests/uniformizer_test.sage b/sage/as_covers/tests/uniformizer_test.sage new file mode 100644 index 0000000..a67ab1d --- /dev/null +++ b/sage/as_covers/tests/uniformizer_test.sage @@ -0,0 +1,12 @@ +p = 3 +m = 1 +F = GF(p) +Rx. = PolynomialRing(F) +f = x +C_super = superelliptic(f, m) + +Rxy. = PolynomialRing(F, 2) +f1 = superelliptic_function(C_super, x^7) +f2 = superelliptic_function(C_super, x^4) +AS = as_cover(C_super, [f1, f2], prec=1000) +print(AS.unifomizer().valuation() == 1) \ No newline at end of file diff --git a/sage/draft.sage b/sage/drafty/draft.sage similarity index 59% rename from sage/draft.sage rename to sage/drafty/draft.sage index 2656d82..9b2fa56 100644 --- a/sage/draft.sage +++ b/sage/drafty/draft.sage @@ -1,4 +1,4 @@ -p = 5 +p = 3 m = 1 F = GF(p) Rx. = PolynomialRing(F) @@ -6,14 +6,16 @@ f = x C_super = superelliptic(f, m) Rxy. = PolynomialRing(F, 2) -f1 = superelliptic_function(C_super, x^3) -f2 = superelliptic_function(C_super, x^11) -AS = as_cover(C_super, [f1, f2], prec=500) +f1 = superelliptic_function(C_super, x^2) +f2 = superelliptic_function(C_super, x^4) +f3 = superelliptic_function(C_super, x^5) +AS = as_cover(C_super, [f1, f2, f3], prec=1000) +print(AS) zmag = AS.magical_element(threshold = 20)[0] zvee = dual_elt(AS, zmag) ### DEFINE THE POLYNOMIALS -n = 2 +n = AS.height variable_names = 'x, y' for i in range(n): variable_names += ', z' + str(i) @@ -32,26 +34,23 @@ def val_of_components(omega, zvee): result += [val] return result ############# -print(zvee.expansion_at_infty().valuation()) +G = AS.group + g = AS.genus() print(AS.exponent_of_different_prim()) -#for i in range(g): -# om = AS.holomorphic_differentials_basis(threshold = 30)[i] -# print(AS.exponent_of_different_prim(), val_of_components(om, zvee)) - - v_x = as_function(AS, x).expansion_at_infty().valuation() -v_z0 = as_function(AS, z[0]).expansion_at_infty().valuation() -v_z1 = as_function(AS, z[1]).expansion_at_infty().valuation() -n = 2 +n = AS.height +v_z = [as_function(AS, z[i]).expansion_at_infty().valuation() for i in range(n)] +omega = AS.holomorphic_differentials_basis()[-16] from itertools import product pr = [list(range(p)) for _ in range(n)] for i in range(0, 30): for k in product(*pr): - v_w = i*v_x+k[0]*v_z0+k[1]*v_z1 + v_w = i*v_x+ sum(k[i]*v_z[i] for i in range(n)) if (v_w < - AS.exponent_of_different_prim() + 10 and v_w > - AS.exponent_of_different_prim()): w = as_function(AS, x^i * prod(z[i1]^(k[i1]) for i1 in range(n))) - tr_wz = (zvee*w).trace() - val = tr_wz.expansion_at_infty().valuation() - #val *= p^2 - #print(val) \ No newline at end of file + result = as_form(AS, 0) + for g in G: + component = ith_magical_component(omega, zvee, g).form + result += as_form(AS, w.group_action(g).function*component) + print(result.expansion_at_infty().valuation(), w.expansion_at_infty().valuation() - zmag.expansion_at_infty().valuation()) \ No newline at end of file diff --git a/sage/drafty/draft2.sage b/sage/drafty/draft2.sage new file mode 100644 index 0000000..84ee5f4 --- /dev/null +++ b/sage/drafty/draft2.sage @@ -0,0 +1,43 @@ +p = 3 +m = 1 +F = GF(p) +Rx. = PolynomialRing(F) +f = x +C_super = superelliptic(f, m) + +Rxy. = PolynomialRing(F, 2) +f1 = superelliptic_function(C_super, x^7) +f2 = superelliptic_function(C_super, x^4) +AS = as_cover(C_super, [f1, f2], prec=1000) +print(AS.uniformizer()) + +def rep_jumps(AS, threshold = 30): + ile = 1 + i = 1 + result = [] + flag = 0 + while(flag == 0): + if len(AS.at_most_poles(i, threshold = threshold)) > ile: + ile = len(AS.at_most_poles(i, threshold = threshold)) + result += [i] + if i%p != 0: + flag = 1 + i+=1 + return result + +#print(rep_jumps(AS, threshold = 30)) + +def uniformizer(AS, threshold = 30): + p = AS.characteristic + n = AS.height + variable_names = 'x, y' + for i in range(n): + variable_names += ', z' + str(i) + Rxyz = PolynomialRing(F, n+2, variable_names) + x, y = Rxyz.gens()[:2] + z = Rxyz.gens()[2:] + zmag = AS.magical_element()[0] + v_x = as_function(AS, x).expansion_at_infty().valuation() + dprim = AS.exponent_of_different_prim() + d, a, b = xgcd(v_x, -dprim) + return as_function(AS, x^a*zmag.function^b) diff --git a/sage/drafty/draft3.sage b/sage/drafty/draft3.sage new file mode 100644 index 0000000..4b4c0fb --- /dev/null +++ b/sage/drafty/draft3.sage @@ -0,0 +1,7 @@ +Rx. = PolynomialRing(GF(5)) +C = superelliptic(x^3 + 1, 2) +Rxy. = PolynomialRing(GF(5), 2) +f1 = superelliptic_function(C, x*y) +CAS = as_cover(C, [f1]) +g = CAS.uniformizer() +AA = g \ No newline at end of file diff --git a/sage/init.sage b/sage/init.sage index a3da0a5..5701d86 100644 --- a/sage/init.sage +++ b/sage/init.sage @@ -11,4 +11,8 @@ load('as_covers/ith_magical_component.sage') load('as_covers/combination_components.sage') load('as_covers/group_action_matrices.sage') load('auxilliaries/reverse.sage') -load('auxilliaries/hensel.sage') \ No newline at end of file +load('auxilliaries/hensel.sage') +############## +############## +load('drafty/draft2.sage') +#load('drafty/draft3.sage') \ No newline at end of file diff --git a/sage/tests.sage b/sage/tests.sage index a0ad529..e0872c7 100644 --- a/sage/tests.sage +++ b/sage/tests.sage @@ -4,5 +4,11 @@ #load('as_covers/tests/group_action_matrices_test.sage') #print("dual_element_test:") #load('as_covers/tests/dual_element_test.sage') -print("ith_component_test:") -load('as_covers/tests/ith_component_test.sage') \ No newline at end of file +#print("ith_component_test:") +#load('as_covers/tests/ith_component_test.sage') +#print("ith ramification group test:") +#load('as_covers/tests/ith_ramification_gp_test.sage') +#print("uniformizer test:") +#load('as_covers/tests/uniformizer_test.sage') +print("ramification jumps test:") +load('as_covers/tests/ramification_jumps_test.sage') \ No newline at end of file