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+<html xmlns="http://www.w3.org/1999/xhtml" lang="en" xml:lang="en"><head><meta http-equiv="Content-Type" content="text/html; charset=UTF-8"> <title>[2403.13859] Testing Tachyon-Dominated Cosmology with Type Ia Supernovae</title>
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+<meta property="og:description" content="An open or hyperbolic Friedmann-Robertson-Walker spacetime dominated by tachyonic dark matter can exhibit an ``inflected'' expansion -- initially decelerating, later accelerating -- similar but not identical to that of now-standard $Λ$CDM models dominated by dark energy. The features of the tachyonic model can be extracted by fitting the redshift-distance relation of the model to data obtained by treating Type Ia supernovae as standard candles. Here such a model is fitted to samples of 186 and 1048 Type Ia supernovae from the literature. The fits yield values of $H_0=(66.6\pm1.5)~\hbox{km/s/Mpc}$ and $H_0=(69.6\pm0.4)~\hbox{km/s/Mpc}$, respectively, for the current-time Hubble parameter, and $t_0=(8.35\pm0.68)~\hbox{Gyr}$ and $t_0=(8.15\pm0.36)~\hbox{Gyr}$, respectively, for the comoving-time age of the Universe. Tests of the model against other observations will be undertaken in subsequent works.">
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+<meta name="twitter:description" content="An open or hyperbolic Friedmann-Robertson-Walker spacetime dominated by tachyonic dark matter can exhibit an ``inflected'' expansion -- initially decelerating, later accelerating -- similar but...">
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+ <script src="./[2403.13859]Supernovae_files/cite.js" type="text/javascript"></script><meta name="citation_title" content="Testing Tachyon-Dominated Cosmology with Type Ia Supernovae"><meta name="citation_author" content="Kramer, Samuel H."><meta name="citation_author" content="Redmount, Ian H."><meta name="citation_date" content="2024/03/19"><meta name="citation_online_date" content="2024/03/19"><meta name="citation_pdf_url" content="http://arxiv.org/pdf/2403.13859"><meta name="citation_arxiv_id" content="2403.13859"><meta name="citation_abstract" content="An open or hyperbolic Friedmann-Robertson-Walker spacetime dominated by tachyonic dark matter can exhibit an ``inflected'' expansion -- initially decelerating, later accelerating -- similar but not identical to that of now-standard $\Lambda$CDM models dominated by dark energy. The features of the tachyonic model can be extracted by fitting the redshift-distance relation of the model to data obtained by treating Type Ia supernovae as standard candles. Here such a model is fitted to samples of 186 and 1048 Type Ia supernovae from the literature. The fits yield values of $H_0=(66.6\pm1.5)~\hbox{km/s/Mpc}$ and $H_0=(69.6\pm0.4)~\hbox{km/s/Mpc}$, respectively, for the current-time Hubble parameter, and $t_0=(8.35\pm0.68)~\hbox{Gyr}$ and $t_0=(8.15\pm0.36)~\hbox{Gyr}$, respectively, for the comoving-time age of the Universe. Tests of the model against other observations will be undertaken in subsequent works.">
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+ <strong>arXiv:2403.13859</strong> (astro-ph)
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+ [Submitted on 19 Mar 2024]</div>
+ <h1 class="title mathjax"><span class="descriptor">Title:</span>Testing Tachyon-Dominated Cosmology with Type Ia Supernovae</h1>
+ <div class="authors"><span class="descriptor">Authors:</span><a href="https://arxiv.org/search/astro-ph?searchtype=author&query=Kramer,+S+H">Samuel H. Kramer</a>, <a href="https://arxiv.org/search/astro-ph?searchtype=author&query=Redmount,+I+H">Ian H. Redmount</a></div> <div id="download-button-info" hidden="">Download a PDF of the paper titled Testing Tachyon-Dominated Cosmology with Type Ia Supernovae, by Samuel H. Kramer and Ian H. Redmount</div>
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+ <blockquote class="abstract mathjax">
+ <span class="descriptor">Abstract:</span>An open or hyperbolic Friedmann-Robertson-Walker spacetime dominated by tachyonic dark matter can exhibit an ``inflected'' expansion -- initially decelerating, later accelerating -- similar but not identical to that of now-standard <span class="MathJax_Preview" style="display: none;"></span><span class="MathJax" id="MathJax-Element-1-Frame" tabindex="0" style=""><nobr><span class="math" id="MathJax-Span-1" style="width: 0.907em; display: inline-block;"><span style="display: inline-block; position: relative; width: 0.726em; height: 0px; font-size: 122%;"><span style="position: absolute; clip: rect(1.329em, 1000.67em, 2.414em, -999.997em); top: -2.227em; left: 0em;"><span class="mrow" id="MathJax-Span-2"><span class="mi" id="MathJax-Span-3" style="font-family: MathJax_Main;">Λ</span></span><span style="display: inline-block; width: 0px; height: 2.233em;"></span></span></span><span style="display: inline-block; overflow: hidden; vertical-align: -0.07em; border-left: 0px solid; width: 0px; height: 1.033em;"></span></span></nobr></span><script type="math/tex" id="MathJax-Element-1">\Lambda</script>CDM models dominated by dark energy. The features of the tachyonic model can be extracted by fitting the redshift-distance relation of the model to data obtained by treating Type Ia supernovae as standard candles. Here such a model is fitted to samples of 186 and 1048 Type Ia supernovae from the literature. The fits yield values of <span class="MathJax_Preview" style="display: none;"></span><span class="MathJax" id="MathJax-Element-2-Frame" tabindex="0" style=""><nobr><span class="math" id="MathJax-Span-4" style="width: 15.492em; display: inline-block;"><span style="display: inline-block; position: relative; width: 12.66em; height: 0px; font-size: 122%;"><span style="position: absolute; clip: rect(1.329em, 1012.66em, 2.655em, -999.997em); top: -2.227em; left: 0em;"><span class="mrow" id="MathJax-Span-5"><span class="msubsup" id="MathJax-Span-6"><span style="display: inline-block; position: relative; width: 1.269em; height: 0px;"><span style="position: absolute; clip: rect(3.137em, 1000.91em, 4.162em, -999.997em); top: -3.975em; left: 0em;"><span class="mi" id="MathJax-Span-7" style="font-family: MathJax_Math-italic;">H<span style="display: inline-block; overflow: hidden; height: 1px; width: 0.063em;"></span></span><span style="display: inline-block; width: 0px; height: 3.981em;"></span></span><span style="position: absolute; top: -3.854em; left: 0.847em;"><span class="mn" id="MathJax-Span-8" style="font-size: 70.7%; font-family: MathJax_Main;">0</span><span style="display: inline-block; width: 0px; height: 3.981em;"></span></span></span></span><span class="mo" id="MathJax-Span-9" style="font-family: MathJax_Main; padding-left: 0.304em;">=</span><span class="mo" id="MathJax-Span-10" style="font-family: MathJax_Main; padding-left: 0.304em;">(</span><span class="mn" id="MathJax-Span-11" style="font-family: MathJax_Main;">66.6</span><span class="mo" id="MathJax-Span-12" style="font-family: MathJax_Main; padding-left: 0.244em;">±</span><span class="mn" id="MathJax-Span-13" style="font-family: MathJax_Main; padding-left: 0.244em;">1.5</span><span class="mo" id="MathJax-Span-14" style="font-family: MathJax_Main;">)</span><span class="mtext" id="MathJax-Span-15" style="font-family: MathJax_Main;"> </span><span class="mstyle" id="MathJax-Span-16"><span class="mrow" id="MathJax-Span-17"><span class="mtext" id="MathJax-Span-18" style="font-family: MathJax_Main;">km/s/Mpc</span></span></span></span><span style="display: inline-block; width: 0px; height: 2.233em;"></span></span></span><span style="display: inline-block; overflow: hidden; vertical-align: -0.364em; border-left: 0px solid; width: 0px; height: 1.401em;"></span></span></nobr></span><script type="math/tex" id="MathJax-Element-2">H_0=(66.6\pm1.5)~\hbox{km/s/Mpc}</script> and <span class="MathJax_Preview" style="display: none;"></span><span class="MathJax" id="MathJax-Element-3-Frame" tabindex="0" style=""><nobr><span class="math" id="MathJax-Span-19" style="width: 15.492em; display: inline-block;"><span style="display: inline-block; position: relative; width: 12.66em; height: 0px; font-size: 122%;"><span style="position: absolute; clip: rect(1.329em, 1012.66em, 2.655em, -999.997em); top: -2.227em; left: 0em;"><span class="mrow" id="MathJax-Span-20"><span class="msubsup" id="MathJax-Span-21"><span style="display: inline-block; position: relative; width: 1.269em; height: 0px;"><span style="position: absolute; clip: rect(3.137em, 1000.91em, 4.162em, -999.997em); top: -3.975em; left: 0em;"><span class="mi" id="MathJax-Span-22" style="font-family: MathJax_Math-italic;">H<span style="display: inline-block; overflow: hidden; height: 1px; width: 0.063em;"></span></span><span style="display: inline-block; width: 0px; height: 3.981em;"></span></span><span style="position: absolute; top: -3.854em; left: 0.847em;"><span class="mn" id="MathJax-Span-23" style="font-size: 70.7%; font-family: MathJax_Main;">0</span><span style="display: inline-block; width: 0px; height: 3.981em;"></span></span></span></span><span class="mo" id="MathJax-Span-24" style="font-family: MathJax_Main; padding-left: 0.304em;">=</span><span class="mo" id="MathJax-Span-25" style="font-family: MathJax_Main; padding-left: 0.304em;">(</span><span class="mn" id="MathJax-Span-26" style="font-family: MathJax_Main;">69.6</span><span class="mo" id="MathJax-Span-27" style="font-family: MathJax_Main; padding-left: 0.244em;">±</span><span class="mn" id="MathJax-Span-28" style="font-family: MathJax_Main; padding-left: 0.244em;">0.4</span><span class="mo" id="MathJax-Span-29" style="font-family: MathJax_Main;">)</span><span class="mtext" id="MathJax-Span-30" style="font-family: MathJax_Main;"> </span><span class="mstyle" id="MathJax-Span-31"><span class="mrow" id="MathJax-Span-32"><span class="mtext" id="MathJax-Span-33" style="font-family: MathJax_Main;">km/s/Mpc</span></span></span></span><span style="display: inline-block; width: 0px; height: 2.233em;"></span></span></span><span style="display: inline-block; overflow: hidden; vertical-align: -0.364em; border-left: 0px solid; width: 0px; height: 1.401em;"></span></span></nobr></span><script type="math/tex" id="MathJax-Element-3">H_0=(69.6\pm0.4)~\hbox{km/s/Mpc}</script>, respectively, for the current-time Hubble parameter, and <span class="MathJax_Preview" style="display: none;"></span><span class="MathJax" id="MathJax-Element-4-Frame" tabindex="0" style=""><nobr><span class="math" id="MathJax-Span-34" style="width: 11.936em; display: inline-block;"><span style="display: inline-block; position: relative; width: 9.767em; height: 0px; font-size: 122%;"><span style="position: absolute; clip: rect(1.329em, 1009.77em, 2.655em, -999.997em); top: -2.227em; left: 0em;"><span class="mrow" id="MathJax-Span-35"><span class="msubsup" id="MathJax-Span-36"><span style="display: inline-block; position: relative; width: 0.787em; height: 0px;"><span style="position: absolute; clip: rect(3.197em, 1000.3em, 4.162em, -999.997em); top: -3.975em; left: 0em;"><span class="mi" id="MathJax-Span-37" style="font-family: MathJax_Math-italic;">t</span><span style="display: inline-block; width: 0px; height: 3.981em;"></span></span><span style="position: absolute; top: -3.854em; left: 0.365em;"><span class="mn" id="MathJax-Span-38" style="font-size: 70.7%; font-family: MathJax_Main;">0</span><span style="display: inline-block; width: 0px; height: 3.981em;"></span></span></span></span><span class="mo" id="MathJax-Span-39" style="font-family: MathJax_Main; padding-left: 0.304em;">=</span><span class="mo" id="MathJax-Span-40" style="font-family: MathJax_Main; padding-left: 0.304em;">(</span><span class="mn" id="MathJax-Span-41" style="font-family: MathJax_Main;">8.35</span><span class="mo" id="MathJax-Span-42" style="font-family: MathJax_Main; padding-left: 0.244em;">±</span><span class="mn" id="MathJax-Span-43" style="font-family: MathJax_Main; padding-left: 0.244em;">0.68</span><span class="mo" id="MathJax-Span-44" style="font-family: MathJax_Main;">)</span><span class="mtext" id="MathJax-Span-45" style="font-family: MathJax_Main;"> </span><span class="mstyle" id="MathJax-Span-46"><span class="mrow" id="MathJax-Span-47"><span class="mtext" id="MathJax-Span-48" style="font-family: MathJax_Main;">Gyr</span></span></span></span><span style="display: inline-block; width: 0px; height: 2.233em;"></span></span></span><span style="display: inline-block; overflow: hidden; vertical-align: -0.364em; border-left: 0px solid; width: 0px; height: 1.401em;"></span></span></nobr></span><script type="math/tex" id="MathJax-Element-4">t_0=(8.35\pm0.68)~\hbox{Gyr}</script> and <span class="MathJax_Preview" style="display: none;"></span><span class="MathJax" id="MathJax-Element-5-Frame" tabindex="0" style=""><nobr><span class="math" id="MathJax-Span-49" style="width: 11.936em; display: inline-block;"><span style="display: inline-block; position: relative; width: 9.767em; height: 0px; font-size: 122%;"><span style="position: absolute; clip: rect(1.329em, 1009.77em, 2.655em, -999.997em); top: -2.227em; left: 0em;"><span class="mrow" id="MathJax-Span-50"><span class="msubsup" id="MathJax-Span-51"><span style="display: inline-block; position: relative; width: 0.787em; height: 0px;"><span style="position: absolute; clip: rect(3.197em, 1000.3em, 4.162em, -999.997em); top: -3.975em; left: 0em;"><span class="mi" id="MathJax-Span-52" style="font-family: MathJax_Math-italic;">t</span><span style="display: inline-block; width: 0px; height: 3.981em;"></span></span><span style="position: absolute; top: -3.854em; left: 0.365em;"><span class="mn" id="MathJax-Span-53" style="font-size: 70.7%; font-family: MathJax_Main;">0</span><span style="display: inline-block; width: 0px; height: 3.981em;"></span></span></span></span><span class="mo" id="MathJax-Span-54" style="font-family: MathJax_Main; padding-left: 0.304em;">=</span><span class="mo" id="MathJax-Span-55" style="font-family: MathJax_Main; padding-left: 0.304em;">(</span><span class="mn" id="MathJax-Span-56" style="font-family: MathJax_Main;">8.15</span><span class="mo" id="MathJax-Span-57" style="font-family: MathJax_Main; padding-left: 0.244em;">±</span><span class="mn" id="MathJax-Span-58" style="font-family: MathJax_Main; padding-left: 0.244em;">0.36</span><span class="mo" id="MathJax-Span-59" style="font-family: MathJax_Main;">)</span><span class="mtext" id="MathJax-Span-60" style="font-family: MathJax_Main;"> </span><span class="mstyle" id="MathJax-Span-61"><span class="mrow" id="MathJax-Span-62"><span class="mtext" id="MathJax-Span-63" style="font-family: MathJax_Main;">Gyr</span></span></span></span><span style="display: inline-block; width: 0px; height: 2.233em;"></span></span></span><span style="display: inline-block; overflow: hidden; vertical-align: -0.364em; border-left: 0px solid; width: 0px; height: 1.401em;"></span></span></nobr></span><script type="math/tex" id="MathJax-Element-5">t_0=(8.15\pm0.36)~\hbox{Gyr}</script>, respectively, for the comoving-time age of the Universe. Tests of the model against other observations will be undertaken in subsequent works.
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+ <a class="a11y-main-link" href="https://status.arxiv.org/" target="_blank">arXiv Operational Status <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 256 512" class="icon filter-dark_grey" role="presentation"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></a><br>
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+ </p>
+ </li>
+ </ul>
+ </div>
+ </div>
+ </div> <!-- end MetaColumn 2 -->
+ <!-- End Macro-Column 2 -->
+ </div>
+ </footer>
+ </div>
+
+ <script src="./[2403.13859]Supernovae_files/member_acknowledgement.js"></script>
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new file mode 100644
index 0000000..15c898e
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+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/MathJax.js
@@ -0,0 +1,19 @@
+/*
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+ *
+ * Copyright (c) 2009-2018 The MathJax Consortium
+ *
+ * Licensed under the Apache License, Version 2.0 (the "License");
+ * you may not use this file except in compliance with the License.
+ * You may obtain a copy of the License at
+ *
+ * http://www.apache.org/licenses/LICENSE-2.0
+ *
+ * Unless required by applicable law or agreed to in writing, software
+ * distributed under the License is distributed on an "AS IS" BASIS,
+ * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+ * See the License for the specific language governing permissions and
+ * limitations under the License.
+ */
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diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/abs.css b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/abs.css
new file mode 100644
index 0000000..c01549e
--- /dev/null
+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/abs.css
@@ -0,0 +1,101 @@
+/* Temporary forcing of classic abs styling.
+ *
+ * This should go away when the browse service gets a Bulma/base-rooted
+ * stylesheet.
+ *
+ */
+
+#abs {
+ font-family: "Lucida Grande", Helvetica, Arial, sans-serif !important;
+}
+
+#abs h1.title {
+ display: block;
+ font-size: 1.8em !important;
+ font-weight: 700;
+ margin-block-end: 12px;
+ margin-block-start: 12px;
+ margin-bottom: 12px;
+ margin-inline-end: 0px;
+ margin-inline-start: 20px;
+ margin-left: 20px;
+ margin-right: 0px;
+ margin-top: 12px;
+}
+
+#abs .descriptor {
+ display: none;
+}
+
+#abs div.authors {
+ font-size: 1.2em;
+ line-height: 24px;
+ margin-bottom: 8px;
+ margin-left: 20px;
+ margin-right: 0px;
+ margin-top: 8px;
+}
+
+#abs div.dateline {
+ font-size: 0.9em;
+ font-style: italic;
+ margin-bottom: 6.5px;
+ margin-left: 20px;
+ margin-right: 0px;
+ margin-top: 6.5px;
+}
+
+#abs blockquote.abstract {
+ font-size: 1.05em;
+ margin-block-end: 21.6px;
+ margin-block-start: 14.4px;
+ margin-bottom: 21.6px;
+ margin-inline-end: 40px;
+ margin-inline-start: 40px;
+ background-color: white;
+ border-left: 0px;
+ padding: 0px;
+}
+
+#abs div.metatable {
+ font-size: 0.95em !important;
+ margin-bottom: 19px;
+ margin-left: 20px;
+ margin-right: 0px;
+ margin-top: 0px;
+ border: 0px;
+ padding: 0px;
+}
+
+#abs div.metatable tbody {
+ vertical-align: middle;
+}
+
+#abs tr {
+ margin-top: 0px;
+ margin-bottom: 0px;
+}
+
+#abs td.tablecell {
+ padding-top: 0px;
+ padding-bottom: 0px;
+ padding-right: 6.5px;
+ padding-left: 0px;
+ vertical-align: top;
+ font-size: 0.95em !important;
+ margin-top: 0px;
+ margin-bottom: 0px;
+ border: 0px;
+}
+
+#abs td.tablecell.label {
+ font-weight: 400 !important;
+}
+
+#abs span.primary-subject {
+ font-weight: 700;
+}
+
+#abs span.arxivid {
+ font-weight: 700;
+}
diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/accordion.js b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/accordion.js
new file mode 100644
index 0000000..e461b68
--- /dev/null
+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/accordion.js
@@ -0,0 +1,21 @@
+// vanilla accordion script. no jquery, dependencies.
+var jsaccordion = {
+ init : function (target) {
+ // initialize the accordion
+ var headers = document.querySelectorAll("#" + target + " .toggle-control");
+ if (headers.length > 0) { for (var head of headers) {
+ head.addEventListener("click", jsaccordion.select);
+ }}
+ },
+ select : function () {
+ // fired when user clicks on a header
+ var contents = this.nextElementSibling;
+ contents.classList.toggle("open");
+ var contents = this;
+ contents.classList.toggle("open");
+ }
+};
+// runs on page load
+window.addEventListener('load', function(){
+ jsaccordion.init("toggle-container");
+});
diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/arXiv-print.css b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/arXiv-print.css
new file mode 100644
index 0000000..d9a07f0
--- /dev/null
+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/arXiv-print.css
@@ -0,0 +1,17 @@
+/****************************************
+ * arXiv.org Cascading Style Sheet:: Print
+ * $Date: 2019/11/20 $
+ *****************************************/
+/****************************************
+ * Print rules
+ *****************************************/
+#cu-identity, .extra-services, .search-block, footer .columns {
+ display:none;
+}
+.header-breadcrumbs {
+ font-size:18px;
+}
+.subheader h1 {
+ font-size:14px;
+ font-weight: bold;
+}
diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/arXiv.css b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/arXiv.css
new file mode 100644
index 0000000..bdbe531
--- /dev/null
+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/arXiv.css
@@ -0,0 +1,3212 @@
+/****************************************
+ * arXiv.org Cascading Style Sheet
+ * $Date: 2020/07/27 $
+ *****************************************/
+/****************************************
+ * General rules
+ *****************************************/
+body {
+ margin: 0;
+ padding: 0;
+ background-color: #fff;
+ color: #000;
+ font-family: 'Lucida Grande', helvetica, arial, verdana, sans-serif;
+}
+
+a:link, a:visited, a:active {
+ text-decoration: none;
+ /*font-weight: bold;*/
+ font-weight: normal;
+}
+
+a:hover {
+ text-decoration: underline;
+}
+
+abbr, acronym {
+ border-bottom: 0;
+}
+
+/* Following command not used by abs samples, but present in arXiv.css*/
+fieldset {
+ margin: 1em;
+}
+
+/* Following command not used by abs samples, but present in arXiv.css*/
+fieldset legend {
+ font-weight: bold;
+}
+
+/* Following command not used by abs samples, but present in arXiv.css*/
+hr, .hidden {
+ display: none;
+}
+
+/* Following command not used by abs samples, but present in arXiv.css*/
+hr.show {
+ display: block;
+}
+
+img {
+ border: 0;
+}
+
+/* Following command not used by abs samples, but present in arXiv.css*/
+em {
+ color: #c00;
+ font-weight: bold;
+ font-style: normal;
+}
+
+/* Used to display localtime in bright highlight */
+em.boxed {
+ color: #000;
+ background-color: #fff;
+ border: 3px;
+ border-color: #0c0;
+ border-style: solid;
+ padding: 5px;
+ font-weight: bold;
+ font-size: 150%;
+ font-style: normal;
+}
+
+.primary-subject {
+ font-weight: bold;
+}
+
+/****************************************
+ * Cornell Identity
+ *****************************************/
+#cu-identity {
+ font-family: verdana, arial, helvetica, sans-serif;
+ font-size: 63.125%;
+ color: #fff;
+ background-color: #222;
+ width: 100%;
+ display: flex;
+ justify-content: space-between;
+}
+
+#cu-logo {
+ position: relative;
+ /* top: 0; */
+ left: 10px;
+ top: 2px;
+ width: 300px;
+ height: 49px;
+}
+
+#cu-logo a img {
+ width:200px;
+}
+#cu-identity .message-header {
+ align-items: center;
+ display: flex;
+ border-radius: .5em;
+ padding: .5em;
+ margin: .5em 0;
+}
+#cu-identity .message-header a {
+ color: #0012ef;
+}
+#cu-identity .message-header p {
+ margin:0;
+ color: #000000;
+ font-size: 1.25em;
+}
+#cu-identity .message-header img {
+ float:left;
+ margin-right:1em;
+ height: 4em;
+}
+#cu-identity .message-header .btn-slim {
+ background-color: #dddddd;
+ display: inline-block;
+ border: 2px solid #bbbbbb;
+ border-top: 1px solid white;
+ border-left: 1px solid white;
+ border-radius: 5px;
+ padding: 1px 5px;
+ color: #000000 !important;
+}
+#cu-identity .message-header.message-yellow {
+ background-color:#ffcc00;
+ border: 1px solid #8d7109;
+}
+#cu-identity .message-header.message-yellow p a {
+ color: #054169;
+ font-weight: bold;
+}
+#cu-identity .message-header.message-grey {
+ background-color:#dddddd;
+ border-bottom: 2px solid #b7b8b9;
+ border-right: 2px solid #757575;
+}
+
+#insignia-link {
+ width: 68px;
+ height: 50px;
+}
+
+#unit-signature-links a {
+ left: 68px;
+ width: 185px;
+}
+
+#cornell-link {
+ height: 38px;
+}
+
+#unit-link {
+ top: 38px;
+ height: 37px;
+}
+
+/*
+ * Support acknowledgement
+ * -----------------------
+ * */
+#support-ack {
+ top: 12px;
+ right: 0%;
+ margin: 0 12px 0 0;
+ padding: 8px 0;
+ text-align: right;
+ font-size: 120%;
+ font-weight: normal;
+ font-family: 'Lucida Grande', helvetica, arial, verdana, sans-serif;
+ color: #fff;
+}
+#support-ack-url {
+ max-width: 400px;
+ float:right;
+ display: block;
+}
+#support-ack-url a {
+ color: #fff;
+ border: none;
+ text-decoration: underline;
+}
+#support-ack-url a:hover {
+ color: #1e8bc3;
+}
+
+/*
+ * Local icon in place of Cornell Search Navigation
+ * ------------------------------------------------
+ * */
+#local-icon {
+ position: absolute;
+ top: 12px;
+ right: 0%;
+ margin-right: 12px;
+ color: #fff;
+}
+
+/****************************************
+ * arXiv.org Masthead
+ ****************************************/
+#header {
+ background-color: #b31b1b;
+ color: #fff;
+ margin: 0;
+ padding: 10px 0 10px 0;
+ border-bottom: 2px solid #ccc;
+ position: relative;
+ overflow: auto;
+ /* keep wrapping floats */
+}
+
+#header h1 {
+ margin: 0;
+ font-size: 1em;
+ padding: 10px 0 .2em 10px;
+ font-weight: bold;
+ font-style: normal;
+ /* display: inline-block; */
+ float: left;
+}
+
+#header .header-breadcrumbs {
+ margin: 0;
+ font-size: 1em;
+ padding: 10px 0 .2em 10px;
+ font-style: normal;
+ float: left;
+ display: inline-flex;
+ align-items: center;
+}
+
+#header .header-breadcrumbs a {
+ /*font-weight: bold;*/
+}
+
+#header .header-breadcrumbs span {
+ margin-right:5px;
+ margin-left: 5px;
+}
+
+body#front #header h1 {
+ font-size: 2.5em;
+ font-weight: normal;
+}
+
+#header .classifications a {
+ color: #fff;
+ text-decoration: none;
+ font-size: 1em;
+ font-weight: bold;
+}
+
+#header a, #header a:visited {
+ color: #fff;
+ text-decoration: none;
+}
+
+#header a:hover {
+ text-decoration: underline;
+}
+
+/*
+ * Masthead Search
+ * ---------------
+ * /
+/* on thin red bar pages */
+#header form {
+ /*position: absolute;
+ * top: 4px;
+ * right: 0%;*/
+ margin: 0 12px 0 0;
+ padding: 0;
+ text-align: right;
+ font-size: .8em;
+ line-height: 100%;
+}
+
+/* on mirror front pages */
+body#front #header form {
+ top: 15px;
+}
+
+/* on CUL front page */
+body.with-cu-identity #header form {
+ /* top: 80px; */
+}
+
+body#front.with-cu-identity #header form {
+ /* top: 92px; */
+}
+
+#header form input, #header form select {
+ margin: 0;
+ padding: 0;
+}
+
+#header form .search-for {
+ font-size: 84%;
+ text-align: left;
+ float: left;
+}
+
+#header .login {
+ padding-bottom: .5em;
+ padding-right: 20px;
+ font-size: 84%;
+ float: right;
+}
+
+#header .login a {
+ text-decoration: underline;
+}
+
+#header form .links {
+ padding-bottom: .4em;
+ font-size: 84%;
+}
+
+#header form .links a {
+ text-decoration: underline;
+}
+@media screen and (max-width: 768px) {
+ #header h1 {
+ text-align: center;
+ float: none;
+ margin: 0;
+ padding: 0 0 .2em 0;
+ }
+ .search-block.level-right {
+ clear:both !important;
+ }
+ #header .header-breadcrumbs {
+ float: none;
+ text-align: center;
+ }
+}
+
+/****************************************
+ * Main
+ ****************************************/
+main {
+ flex-grow: 1;
+}
+
+/****************************************
+ * Footer
+ ****************************************/
+ .flex-wrap-footer {
+ display: flex;
+ min-height: 100vh;
+ flex-direction: column;
+ }
+ footer ul li {
+ display: flex;
+ align-items: center;
+ font-size:14px;
+ }
+ footer ul li a {
+ font-size: 13.5px;
+ /* padding-left: 3px; */
+ }
+
+#footer {
+ background-color: hsl(0, 0%, 95%);
+ color: #000;
+ margin: 1em 0 0 0;
+ padding: .7em;
+ border-top: 1px solid #ddd;
+ border-bottom: 1px solid #ddd;
+ font-size: 80%;
+ clear: both;
+ overflow: hidden;
+}
+
+#footer .footer-text {
+ width: 88%;
+ float: left;
+}
+
+#footer .social {
+ width: 10%;
+ float: right;
+ text-align: right;
+}
+
+#footer .social img {
+ max-width: 100%;
+ height: auto;
+}
+
+#footer a, #footer a:visited {
+ text-decoration: none;
+}
+
+#footer a:hover {
+ text-decoration: underline;
+}
+
+#footer address {
+ /*font-size: 90%;*/
+ margin: 5px;
+ font-style: normal;
+}
+
+#footer p, #footer h1, #footer h2, #footer h3, #footer h4, #footer h5,
+#footer h6 {
+ /*font-size: 90%;*/
+ margin: 5px;
+}
+
+#footer .a11y-text {
+ margin: 1em 0;
+ padding-top: 1em;
+ border-top: 1px solid #ccc;
+}
+
+footer {
+ background-color: hsl(0, 0%, 95%);
+ color: #000;
+ padding: 1em 2em;
+ font-size: 0.9rem; -webkit-font-smoothing: antialiased;
+ margin-top: 6rem;
+}
+
+footer a, footer a:visited {
+ color: #000;
+ text-decoration: none;
+ border-bottom: 1px solid transparent;
+ line-height: 1.75em;
+}
+
+footer a:hover, footer a:active {
+ color: #005e9d;
+ border-bottom: 1px dotted #005e9d;
+ text-decoration: none;
+}
+
+footer ul {
+ padding: 0;
+ margin: 0;
+}
+
+footer .columns.lower {
+ margin: -0.5em -0.75em -0.75em -0.75em;
+ border-top: 1px solid #979797;
+}
+footer .columns.lower .column .columns .column {
+ padding-top: 0;
+ padding-left: 0;
+ padding-bottom: 0;
+}
+footer .sorry-app-links .help {
+ font-size: 0.75rem;
+ margin-bottom: 0;
+ line-height: 1.75em;
+}
+footer .sorry-app-links .help a,
+footer .sorry-app-links .help a:visited {
+ border-bottom: 1px dotted #000;
+}
+footer .sorry-app-links .help a:hover,
+footer .sorry-app-links .help a:active {
+ border-bottom: 1px dotted #005e9d;
+}
+/* footer .sorry-app-links .button.is-link.is-outlined {
+ background-color: transparent;
+ border: 1px solid #c3c3c3;
+ border-radius: 5px;
+ padding: .35em;
+ height: auto;
+ margin-bottom: .35em;
+ display: inline-block;
+} */
+footer .sorry-app-links svg.icon,
+footer .sorry-app-links .button svg.icon,
+footer .sorry-app-links .button svg.icon:first-child:last-child {
+ margin-bottom: -2px !important;
+}
+footer .sorry-app-links .icon.filter-black:hover,
+footer .sorry-app-links .icon.filter-black:active,
+footer .sorry-app-links a:hover .icon.filter-black,
+footer .sorry-app-links a:hover .icon.filter-black {
+ fill: #005e9d !important;
+}
+footer .sorry-app-links .a11y-main-link {
+ font-size: 110%;
+ border-bottom: 1px solid transparent !important;
+ padding:0;
+ margin:0;
+}
+@media screen and (max-width: 768px) {
+ footer .sorry-app-links.column {
+ padding: 0;
+ }
+}
+
+.endorsers .help {
+ position: relative;
+ top: 4rem;
+}
+
+@media screen and (min-width: 990px) {
+ .endorsers .help { top: 5rem; } /* adjusts for endorsers and feedback being a single line instead of double, uses desktop breakpoint */
+}
+@media screen and (min-width: 769px) {
+ .columns { display: flex; flex-direction: row; }
+}
+.icon {
+ height:.9rem;
+ width:.9rem;
+ margin-right:.45em;
+ margin-top: -.15rem;
+}
+
+.help {
+ font-family: "Lucida Grande", "Helvetica Neue", Helvetica, Arial, sans-serif;
+ display: block;
+ font-size: 0.75rem;
+ margin-top: 0.25rem;
+}
+
+/*
+ * Access Keys
+ * -----------
+ */
+.accesskey {
+ font-weight: bold;
+}
+
+.accesskey-info {
+ font-size: 80%;
+}
+
+/****************************************
+ * Content styles
+ *****************************************/
+#content, #content-inner {
+ margin: .7em;
+ font-size: 90%;
+}
+#content-inner {
+}
+.button-fancy {
+ border-radius: 4px;
+ background: linear-gradient(to right, #e9f2f6, #daecf6) !important;
+ color: #2f2f2f;
+ font-weight: bold;
+ text-align: center;
+ text-transform: uppercase;
+ font-size: 13px;
+ padding: 5px 0 8px 15px;
+ transition: all 0.4s;
+ cursor: pointer;
+ margin-bottom: 20px;
+ display: inline-block;
+ line-height: 13px;
+ border-width: 1px;
+ border-style: solid;
+ border-top-color: #cae0ec;
+ border-left-color: #cae0ec;
+ border-bottom-color: #f3fbff;
+ border-right-color: #f3fbff;
+ box-shadow: 2px 2px 3px 1px hsl(0, 0%, 80%);
+}
+.button-fancy:hover {
+ border-bottom: 1px solid #f3fbff;
+ color: black;
+}
+.button-fancy span {
+ cursor: pointer;
+ display: inline-block;
+ position: relative;
+ transition: 0.4s;
+}
+.button-fancy span:after {
+ content: '\00bb';
+ position: relative;
+ opacity: 0;
+ top: 1px;
+ right: -5px;
+ padding-left: 10px;
+ transition: 0.5s;
+ font-size: 20px;
+ color: #1772a0;
+}
+.button-fancy:hover span {
+ padding-right: 15px;
+}
+.button-fancy:hover span:after {
+ opacity: 1;
+ right: 0;
+}
+
+/****************************************
+ * Home styles
+ *****************************************/
+.message-special {
+ border: 2px solid #b31a1a;
+ border-radius: 10px;
+ background-color: #fef6f6;
+ padding: .5em 1em;
+ margin: 1em 1% 1em 1%;
+ width: 92%;
+}
+.message-special span.label {
+ display: block;
+ background-color: #b31a1a;
+ width: 160px;
+ text-align: center;
+ margin-top: -1.9em;
+ color: #ffffff;
+ padding: .25em 0;
+ font-size: 12px;
+}
+.message-special ul {
+ margin-bottom: 1em;
+ margin-top: 0;
+}
+.message-special p {
+ margin-bottom: .5em;
+}
+.message-special.dark {
+ border: 2px solid #000000;
+ background-color: #000000;
+ color: #949494;
+ margin-right: 0;
+}
+.message-special.dark a {
+ color: #ffffff;
+}
+.message-special.dark span.label {
+ background-color: #595959;
+ color: #ffffff;
+}
+.homepage-news-title {
+ margin-bottom: .25em;
+}
+@media screen and (min-width: 768px) {
+ .message-special {
+ padding: .5em 1em;
+ width: 95%;
+ /* width: 44%; uncomment for side-by-side banners */
+ float: left;
+ }
+}
+@media screen and (max-width: 330px) {
+ .message-special {
+ width: 88%;
+ }
+}
+.banner-minimal {
+ width: auto;
+ display: flex;
+ align-items: center;
+ justify-content:center;
+}
+.banner-minimal a {
+ -webkit-box-shadow: 0px 3px 6px 0px #000000);
+ -moz-box-shadow: 0px 3px 6px 0px #000000;
+ box-shadow: 0px 3px 6px 0px #000000;
+ display: inline-block;
+ padding: .25em 1em;
+ border-radius: .3em;
+ font-size: 2em;
+ background-color: #1c1a17;
+ border: 2px solid #6b6459;;
+ color: #fb595a;
+ text-decoration: none;
+ transition: all .5s ease-in-out;
+}
+.banner-minimal a:hover {
+ background-color: #;
+ border-color: #dbc6c6;
+ color: #f9f7f7;
+}
+/* special header banner, dark override */
+.slider-wrapper.bps-banner.dark {
+ background-color: black;
+}
+
+/****************************************
+ * Stats pages (/stats)
+ ****************************************/
+ .main-stats img.stat-thumb {
+ max-width: 50%;
+ border-radius: 25%;
+ box-shadow: 2px 3px 6px 1px rgba(0,0,0,.2);
+ border: 3px solid #e2ebf1;
+ }
+ .main-stats .column h3 a {
+ font-size: 14px;
+ color: #046baf;
+ }
+#chart_content {
+ background-color: #eef5f9;
+ text-align: center;
+ margin: 2em 0;
+ padding: 1em 0;
+ box-shadow: 0 0 3px 0 rgba(210, 210, 210, .5);
+}
+#chart_content .button {
+ color: #ffffff;
+ background-color: #1777bc;
+ border-color: #1777bc;
+ border-radius: 8px;
+ font-size: 13px;
+ margin-top: .5em;
+ margin-right: 1em;
+}
+#chart_content p a, .chart_text p a {
+ color: #1777bc;
+}
+.columns.stats-header {
+ margin: .7em .7em 3em .7em;
+ font-size: 90% !important;
+}
+.columns.stats-header h1 {
+ margin-bottom: 0;
+}
+.column.stats-nav {
+ display: flex;
+ align-items: flex-end;
+ justify-content: flex-end;
+}
+.column.stats-nav .mobile-button {
+ margin-bottom: .5em;
+ border: 1px solid #2c8cd1;
+ padding: .25em .5em;
+ border-radius: .35em;
+ color: #046baf;
+}
+.chart_text p {
+ margin: .25em 1em;
+ text-align: left;
+ font-size: .9em;
+}
+.chart_text ol {
+ margin: .5em 3.75em;
+}
+.chart_text.chart_notes p, .chart_text.chart_notes ol {
+ font-style: italic;
+ font-size: .9em;
+}
+#chart_content .chart_text {
+ max-width: 950px;
+ margin-left: auto;
+ margin-right: auto;
+ text-align: left;
+}
+#chart_content .chart_text p {
+ margin: 0 0 1em 0;
+ padding: 1em;
+ font-size: 12px;
+ border-bottom: 1px solid #d6dce0;
+ margin-bottom: 1em;
+}
+.stats-nav .tabs {
+ align-items: flex-end;
+ height: 100%;
+}
+@media screen and (min-width: 769px) {
+ #chart_content .button {
+ margin-right: 0;
+ }
+ .main-stats img.stat-thumb {
+ max-width: 40%;
+ }
+ .main-stats {
+ max-width: 85%;
+ margin: 0 auto;
+ }
+}
+@media screen and (min-width: 550px) {
+ .chart_text p {
+ margin: .25em 5em;
+ }
+}
+
+/* Index page tagline and call to action */
+.tagline-wrapper {
+ float:left;
+ width:68%;
+}
+p.tagline {
+ margin: 0;
+ padding: 0 0 0.3em 0;
+}
+/* call to action near tagline */
+.tagline-cta {
+ float:right;
+ width:30%;
+ margin-bottom:2em;
+ transition: background-color 0.35s ease;
+ background-color: #ffcc00;
+ border-radius:30px;
+ height:60px;
+ align-items: center;
+ display: flex;
+ justify-content: center;
+ -webkit-box-shadow: 2px 2px 5px 0px rgba(177,142,15,0.25);
+ -moz-box-shadow: 2px 2px 5px 0px rgba(177,142,15,0.25);
+ box-shadow: 2px 2px 5px 0px rgba(177,142,15,0.25);
+}
+.tagline-cta:hover {
+ background-color: #d9af0c;
+ text-decoration: none;
+}
+.tagline-cta:hover p {
+ color: #ffffff;
+}
+.tagline-cta p {
+ margin:0 1em;
+ font-size: 12px;
+ transition: color 0.35s ease;
+ color: #8A4504;
+}
+.tagline-cta .cta-logo {
+ border-right: 1px solid white;
+ display: flex;
+ align-items: center;
+}
+.tagline-cta .cta-logo img {
+ float:left;
+ max-height: 25px;
+ margin-left: 1em;
+ margin-right: .2em;
+}
+.home-search {
+ clear:both;
+ border: 1px solid #dddddd;
+ padding: .5em;
+ margin-top: 1em;
+}
+.home-search label {
+ font-weight: bold;
+}
+@media screen and (max-width: 768px) {
+ .tagline-cta, .tagline-wrapper {
+ width: 100%;
+ }
+}
+
+
+
+/****************************************
+ * Auth pages (/auth)
+ ****************************************/
+.editbar {
+ background-color: #8080ff;
+ color: white;
+ font-family: monospace;
+ font-weight: bold;
+ line-height: 0.8;
+ text-decoration: none;
+}
+
+.errmsg {
+ color: #f00;
+ font-style: italic;
+}
+
+/****************************************
+ * Form interface (/form)
+ ****************************************/
+#form-interface {
+ background-color: #f0eee4;
+ color: #000;
+ font-size: 120%;
+ padding: 0.2em;
+}
+
+/****************************************
+ * Abstract styles (/abs)
+ ****************************************/
+#abs-outer, #abs {
+ margin: -0.7em;
+}
+#abs-outer .leftcolumn {
+ margin: 0 0 1em 0;
+ padding: 0px;
+ width:calc(100% - 16em);
+ float:left;
+}
+#abs-outer .mobile-submission-download {
+ display:none;
+}
+/*right column extra_services*/
+#abs-outer .extra-services {
+ float:right;
+ margin:0;
+ width:16em;
+}
+#abs-outer .extra-services .bib-sidebar {
+ border-left: .35em solid #ddd !important;
+}
+#abs-outer .extra-services span.bib-cite-button {
+ color: rgb(0, 0, 238);
+ text-transform: capitalize;
+ font-weight: bold;
+ padding: .35em;
+ display: block;
+ text-transform: capitalize;
+}
+#abs-outer .extra-services span.bib-cite-button:hover, #abs-outer .extra-services span.bib-cite-button:focus {
+ text-decoration: underline;
+ cursor: pointer;
+}
+
+/*added by Scite*/
+.bib-modal {
+ position: fixed;
+ z-index: 10;
+ left: 0;
+ top: 0;
+ width: 100%;
+ height: 100%;
+ overflow: auto;
+ background-color: rgb(0,0,20);
+ background-color: rgba(0,0,0,0.4);
+}
+.bib-modal-content {
+ position: absolute;
+ float: left;
+ left: 50%;
+ top: 50%;
+ transform: translate(-50%, -50%);
+ background-color: #fefefe;
+ padding: 20px;
+ border: 1px solid #888;
+ width: 80%;
+ max-width: 600px;
+}
+.bib-modal-content .bib-citation-content {
+ width: 100%;
+ min-height: 200px;
+}
+.bib-modal-title h2 {
+ margin-top: 0px;
+ margin-bottom: 0.3em;
+ display: inline-block;
+}
+
+.bib-modal-close {
+ color: #aaa;
+ float: right;
+ font-size: 28px;
+ font-weight: bold;
+}
+
+.bib-modal-close:hover,
+.bib-modal-close:focus {
+ color: black;
+ text-decoration: none;
+ cursor: pointer;
+}
+.modal h4 {
+ margin-top: 0.3em;
+ margin-bottom: 0em;
+}
+.modal textarea {
+ border-width: 2px;
+}
+/*END Scite css*/
+
+
+
+/*added by Papers With Code*/
+#pwc-output {
+ padding: 7px;
+ margin-bottom: 10px;
+}
+
+#pwc-output > h3 {
+ margin-top: 25px;
+}
+#pwc-output .pwc-icon {
+ width: 23px;
+ height: 23px;
+ position: relative;
+ top: 5px;
+ margin-left: 3px;
+ margin-right: 6px;
+}
+
+#pwc-output .pwc-icon-primary {
+ top: 6px;
+ margin-left: 3px;
+}
+
+#pwc-output .pwc-avatar-box {
+ display: inline-block;
+}
+
+#pwc-output h3.pwc-community-nocode {
+ margin-bottom: 8px;
+}
+
+#pwc-output h3.pwc-community-code {
+ margin-bottom: 15px;
+}
+
+/* Added by CatalyzeX */
+
+#catalyzex-output {
+ padding: 7px;
+ margin-bottom: 10px;
+}
+
+#catalyzex-output .cx-icon {
+ width: 23px;
+ height: 23px;
+ position: relative;
+ top: 5px;
+ margin-left: 3px;
+ margin-right: 6px;
+}
+
+ #catalyzex-output svg#cx-logo {
+ top: 7px;
+ margin-left: 6px;
+ margin-right: 3px;
+}
+
+/* Papers with Code **Datasets** specific section */
+
+#pwc-data-output {
+ padding: 7px;
+ margin-bottom: 10px;
+ margin-top: 20px;
+}
+
+#labstabs #pwc-data-output > p.pwc-provided {
+ color: #666;
+ font-size: 0.75rem;
+ margin-top: 1.5rem;
+ margin-bottom: 0;
+}
+
+#labstabs #pwc-data-output > p.pwc-provided > a {
+ color: #666;
+}
+
+#labstabs #pwc-data-output .pwc-icon-primary {
+ width: 14px;
+ height: 14px;
+ top: 3px;
+}
+
+#pwc-data-output > h3 {
+ margin-top: 5px;
+ margin-bottom: 15px;
+}
+
+#pwc-data-output > .pwc-data-card {
+ margin-top: 20px;
+}
+
+#pwc-data-output > .pwc-data-card .pwc-data-name {
+ font-size: 0.95rem;
+}
+
+#pwc-data-output > .pwc-data-card .pwc-data-card-image {
+ display: inline-block;
+ vertical-align:top;
+ margin-right: 5px;
+ margin-bottom: 5px;
+ width: 34px;
+ height: 30px;
+}
+
+#pwc-data-output > .pwc-data-card .pwc-data-card-image img {
+ height: 25px;
+ width: 25px;
+ border-radius: 50%;
+ margin: 0.25rem;
+}
+
+#pwc-data-output > .pwc-data-card .pwc-data-card-image .pwc-data-card-image-placeholder {
+ height: 25px;
+ width: 25px;
+ border-radius: 50%;
+ margin: 0.25rem;
+ text-align: center;
+ opacity: 0.3;
+}
+
+#pwc-data-output > .pwc-data-card .pwc-data-card-image .pwc-data-card-image-placeholder span {
+ position: relative;
+ top: 4px;
+ text-align: center;
+ color: #fff;
+ font-size: 13px;
+}
+
+#pwc-data-output > .pwc-data-card .pwc-data-card-name {
+ display: inline-block;
+ vertical-align:top;
+}
+
+#pwc-data-output > .pwc-data-card .pwc-data-card-name .pwc-data-name-introduced {
+ margin-top: 4px;
+ font-size: 11px;
+}
+
+#pwc-data-output > .pwc-data-card .pwc-data-card-name .pwc-data-name-meta {
+ margin-top: 4px;
+ font-size: 11px;
+ color: #666;
+}
+
+
+/*END Papers With Code css*/
+
+/*BEGIN Replicate CSS*/
+
+.replicate-model {
+ padding: 15px 0;
+ display: block;
+ display: flex;
+}
+
+.replicate-model-image {
+ width: 100px;
+ height: 100px;
+ object-position: center;
+ object-fit: cover;
+ flex-grow: 0;
+ flex-shrink: 0;
+}
+
+.replicate-model-details {
+ padding: 10px 15px;
+ vertical-align: top;
+}
+
+.replicate-model-details-heading {
+ margin: 0;
+ padding: 0;
+}
+
+.replicate-model-prediction-count {
+ opacity: 0.5;
+}
+
+.replicate-model-prediction-icon {
+ height:.9rem;
+ width:.9rem;
+ margin-right: 0;
+ margin-top: -.15rem;
+}
+
+/*END Replicate CSS*/
+
+/*BEGIN ScienceCast CSS*/
+
+.sciencecast-cast {
+ margin-bottom: 2rem;
+}
+
+.sciencecast-thumbnail {
+ border-radius: 0.5rem;
+ border: solid 1px #eee;
+}
+
+/*END ScienceCast CSS*/
+
+/*BEGIN Gotit.pub CSS*/
+
+.gotitpub-logo {
+ margin-left: 0pt;
+ font-weight: 500;
+ letter-spacing: normal;
+ line-height: 100%;
+ font-family: "EB Garamond", ui-serif, Georgia, Cambria, "Times New Roman", Times, serif;
+}
+
+/*END Gotit.pub CSS*/
+
+/*BEGIN Spaces CSS*/
+
+.spaces-summary {
+ margin-bottom: 0.5em;
+}
+
+.spaces-model {
+ padding: 15px 0;
+ display: flex;
+}
+
+.spaces-thumbnail {
+ height: 5.5rem;
+ border-radius: 0.5rem;
+}
+
+.spaces-model-details {
+ padding: 0px 15px;
+ vertical-align: top;
+}
+
+.spaces-model-details-heading {
+ margin: 0;
+ padding: 0;
+}
+
+.spaces-model-subheader {
+ color: gray;
+}
+
+.spaces-load-all-link {
+ cursor: pointer;
+ padding: 0.75em;
+ background-color: #eef5f9;
+ border: none;
+ border-radius: 0.5rem;
+ margin: 0.5em 0;
+ display: inline-block;
+}
+
+/*END Spaces CSS*/
+
+/*LABS in TABS on ABS*/
+/*CSS-only, responsive tabbed display */
+#labstabs {
+ clear: both;
+ margin: 1em 1.5em;
+}
+
+#labstabs .labstabs {
+ display: flex;
+ flex-wrap: wrap;
+ white-space: normal;
+ justify-content: flex-start;
+}
+#labstabs .labstabs > label {
+ order: 1;
+ display: block;
+ padding: .75em 1.5em;
+ font-size: .85em;
+ color: #4a4a4a;
+ margin-right: 0.2rem;
+ cursor: pointer;
+ font-weight: bold;
+ transition: background ease 0.2s;
+ border-radius: 6px 6px 0 0;
+ background-color: #eef5f9;
+}
+/*mobile diplay area:*/
+#abs #labstabs .labstabs > label {
+ font-size: .88em;
+}
+#abs-outer #abs #labstabs blockquote.abstract {
+ margin-left: .5em;
+ margin-right: .5em;
+}
+#labstabs .labstabs .tab {
+ order: 99;
+ flex-grow: 1;
+ width: 100%;
+ display: none;
+ padding: 1rem;
+ border: 1px solid #828282;
+ z-index: 1;
+ top: -1px;
+ position: relative;
+}
+#labstabs .labstabs .tab h1 {
+ font-size: 1.25em;
+ font-weight: normal;
+}
+#labstabs .labstabs .tab p {
+ font-size: .85rem;
+}
+#labstabs .labstabs .tab #coreRecommenderOutput {
+ padding: 0;
+ margin: 0;
+}
+#labstabs .labstabs .tab .icon-labs {
+ text-align: center;
+}
+#labstabs .labstabs .tab .icon-labs svg {
+ width: 130px;
+}
+#labstabs .labstabs input[type="radio"] {
+ display: none;
+}
+#labstabs .labstabs input[type="radio"]:checked + label {
+ background: #ffffff;
+ border: 1px solid #828282;
+ border-bottom: 0;
+ z-index: 2;
+ color: black;
+}
+#labstabs .labstabs input[type="radio"]:checked + label + .tab {
+ display: block;
+}
+@media screen and (max-width: 768px) {
+ .column.is-full-mobile {
+ flex: none !important;
+ width: 100% !important;
+ }
+}
+@media (max-width: 45em) {
+ #labstabs {
+ padding-bottom: 1em;
+ margin: 1em;
+ }
+ #labstabs .labstabs .tab,
+ #labstabs .labstabs label {
+ order: initial;
+ width: 100%;
+ margin-right: 0;
+ margin-top: 0.2rem;
+ border-radius: 0;
+ }
+ #labstabs .labstabs > label {
+ font-size: .8em;
+ }
+ #labstabs .labstabs .tab {
+ border-top: 0;
+ margin-top: -10px !important;
+ border: 2px solid #b8b8b8;
+ border-top: 0px;
+ background-color: #ffffff;
+ }
+ #labstabs .labstabs label {
+ background-color: #eef5f9;
+ color: black;
+ padding: 1em .5em;
+ }
+ #labstabs .labstabs .labs-display-bib label {
+ background: transparent;
+ color: black;
+ padding: 0;
+ }
+ #labstabs .labstabs input[type="radio"]:checked + label {
+ background-color: #acd2e8;
+ color: black;
+ border: 2px solid #b8b8b8;
+ border-bottom: 0px;
+ padding: 1em .5em;
+ }
+ #labstabs .labstabs input[type="radio"]:hover, #labstabs .labstabs input[type="radio"]:active {
+ background-color: #abb4b9;
+ }
+ #abs-outer #abs #labstabs blockquote.abstract {
+ margin-left: .25em;
+ margin-right: .25em;
+ }
+}
+/*toggles*/
+#labstabs .toggle {
+ border: 1px dotted #c7d3db;
+ padding: .5em;
+ background-color: #eef5f9;
+}
+#labstabs .toggle .columns.lab-row {
+ align-items: center;
+}
+#labstabs .toggle .columns.lab-row .column {
+ padding: .5rem .25rem;
+}
+#labstabs .column.lab-name {
+ flex-basis: auto;
+ flex-grow: 0;
+ font-size: .75rem;
+}
+#labstabs .tab a {
+ display: inline;
+}
+#labstabs .column.lab-name em {
+ font-size: 11px;
+ color: black;
+}
+#labstabs .column.lab-name em a {
+ line-height: 18px;
+ text-decoration: none;
+ padding: 0;
+ border: 0;
+ font-style: normal;
+ font-size: 11px;
+}
+#labstabs .column.lab-switch {
+ flex-grow: 0;
+}
+#labstabs .toggle .lab-switch label.switch {
+ position: relative;
+ display: inline-block;
+ width: 38px;
+ height: 20px;
+ padding: 0;
+ background-color: transparent;
+ margin: 0;
+}
+/* Hide default HTML checkbox */
+#labstabs .toggle .lab-switch .switch input {
+ opacity: 0;
+ width: 0;
+ height: 0;
+}
+/* The slider element */
+#labstabs .toggle .lab-switch .slider {
+ position: absolute;
+ cursor: pointer;
+ top: 0;
+ left: 0;
+ right: 0;
+ bottom: 0;
+ border-radius: 24px;
+ background-color: #ccc;
+ -webkit-transition: .4s;
+ transition: .4s;
+}
+#labstabs .toggle .lab-switch .slider:before {
+ position: absolute;
+ content: "";
+ height: 16px;
+ width: 16px;
+ left: 2px;
+ bottom: 2px;
+ border-radius: 50%;
+ background-color: white;
+ -webkit-transition: .4s;
+ transition: .4s;
+}
+#labstabs .toggle .lab-switch input.enabled + .slider {
+ background-color: #1c8bd6;
+}
+#labstabs .toggle .lab-switch input.enabled + .slider {
+ box-shadow: 0 0 1px #2196F3;
+}
+#labstabs .toggle .lab-switch input.enabled + .slider:before {
+ -webkit-transform: translateX(18px);
+ -ms-transform: translateX(86px);
+ transform: translateX(18px);
+}
+
+
+
+
+
+
+
+
+/* arXiv.org archive/subjclass info for abs pages... */
+#abs-outer .subheader {
+ background-color: #eee;
+ color: #000;
+ padding: .25em 0;
+ border-bottom: 1px solid #ccc;
+}
+
+#abs-outer .subheader h1 {
+ margin: 0;
+ font-size: 1.1em;
+ padding: 0 0 .2em 20px;
+ font-weight: bold;
+ font-style: normal;
+}
+
+#abs .descriptor {
+ display: none;
+}
+#abs-outer .extra-services .descriptor {
+ display: none;
+}
+
+#abs-outer #coreRecommenderOutput {
+ max-width: 100%;
+}
+
+#abs h1.title {
+ margin: .5em 0 .5em 20px;
+ font-size: x-large;
+ font-weight: bold;
+ line-height: 120%;
+}
+
+#abs .authors {
+ margin: .5em 0 .5em 20px;
+ font-size: medium;
+ line-height: 150%;
+}
+
+#abs .authors a {
+ font-size: medium;
+}
+
+div#long-author-list {
+ /* For javascript toggle of long author list display, default to hide */
+ margin: 0;
+ display: none;
+}
+
+#abs .dateline {
+ margin: .5em 0 .5em 20px;
+ font-style: italic;
+ font-size: small;
+}
+
+#abs blockquote.abstract {
+ line-height: 1.55;
+ font-size: 1.05em;
+ margin-bottom: 1.5em;
+}
+
+#abs .comments {}
+
+#abs .metatable {
+ font-size: 0.92em;
+ line-height: 1.5;
+ margin: 0 0 1.5em 20px;
+}
+
+#abs .tablecell {
+ padding: .1em .5em 0em 0em;
+ vertical-align: top;
+}
+
+#abs .tablecell .label {
+ text-align: left;
+}
+
+#abs .jref .descriptor, #abs .comments .descriptor, #abs .subjects .descriptor,
+#abs .acm-classes .descriptor, #abs .msc-classes .descriptor {
+ display: inline;
+}
+
+#abs .subjects {}
+
+#abs .acm-classes, #abs .msc-classes {
+ vertical-align: bottom;
+ font-family: courier;
+ font-size: 100%;
+}
+
+#abs .arxivid a {
+ /*font-weight: bold;*/
+ font-weight: normal;
+}
+
+#abs .arxividv {}
+
+#abs .jref {}
+
+#abs .error {
+ border: 2px solid #B31B1B;
+ background: #efefef;
+ padding: 3px;
+ margin: 20px 10px 10px 20px;
+ font-weight: bold;
+ /*min-height: 20px;*/
+ line-height: 150%;
+ font-size: 110%;
+ display: inline-block;
+}
+
+#abs-outer .submission-history {
+ margin: 1.5em 0 1.5em 20px;
+ font-size: 90%;
+ line-height: 1.5em;
+}
+
+#abs-outer .submission-history h2 {
+ font-size: 120%;
+ margin: 0 0 .25em 0;
+ font-weight: bold;
+}
+
+#abs-outer .submission-history pre {
+ font-family: 'Lucida Grande', helvetica, arial, verdana, sans-serif;
+ margin: 0;
+ line-height: 1.4em;
+ padding: 0;
+}
+
+#abs-outer .endorsers {
+ margin: 1em 0 1.5em 20px;
+ font-size: small;
+ font-style: italic;
+ clear:both;
+}
+
+
+/*** mobile friendly abs page styles ***/
+#abs-outer .header-breadcrumbs-mobile {
+ display: none;
+}
+#abs-outer #abs .dateline {
+ margin-top: 15px;
+ margin-bottom: 0;
+}
+#abs-outer #abs h1.title {
+ margin-top: .25em;
+}
+.endorsers .help {
+ display: inline-block;
+}
+@media screen and (max-width: 768px) {
+ #abs-outer .header-breadcrumbs-mobile {
+ display: block;
+ color: black;
+ font-size: .85em;
+ margin: .25em 0 .5em 1em;
+ }
+ #abs-outer #abs a.mobile-submission-download {
+ display: flex;
+ justify-content: center;
+ margin: .7em .25em;
+ border-radius: 10px;
+ background-color: #408bd0;
+ padding: .25em 1em;
+ font-weight: 800;
+ color: white;
+ text-decoration: none;
+ font-size: 20px;
+ text-align: center;
+ }
+ #abs-outer #abs a.mobile-download-grey {
+ background-color: #eeeeee;
+ color: #565656;
+ }
+ #abs-outer .extra-services h2 {
+ font-size:15px;
+ margin-bottom: .5em;
+ }
+ #abs-outer .extra-services h3 {
+ font-size:14px;
+ }
+ #abs-outer .leftcolumn, #abs-outer .extra-services {
+ width:100%;
+ float:left;
+ }
+ #abs-outer .extra-services, #abs-outer .extra-services .full-text, #abs-outer .extra-services .ancillary, #abs-outer .extra-services .browse, #abs-outer .extra-services .extra-ref-cite {
+ border:0px;
+ font-size:12px;
+ }
+ #abs-outer .extra-services {
+ -webkit-box-shadow: inset 0px 8px 15px 0px rgba(173,173,173,1);
+ -moz-box-shadow: inset 0px 8px 15px 0px rgba(173,173,173,1);
+ box-shadow: inset 0px 8px 15px 0px rgba(173,173,173,1);
+ background-color: #E6E6E6;
+ margin: 0 0 1em 0;
+ padding: 1em 0;
+ }
+ #abs-outer .extra-ref-cite ul li {
+ float: left;
+ height: 50px;
+ }
+ #abs-outer .extra-ref-cite ul li .inspire-links {
+ font-size: 9px;
+ }
+ #abs-outer .extra-ref-cite ul li .inspire-links a {
+ color: #046baf;
+ text-decoration: underline;
+ }
+ #abs-outer .extra-services .full-text ul, #abs-outer .extra-services .extra-ref-cite ul {
+ list-style: none;
+ margin: 0;
+ padding: 0;
+ }
+ #abs-outer .extra-services .full-text ul li, #abs-outer .extra-services .extra-ref-cite ul li {
+ display: inline-block;
+ margin: 0 0 .25em 0;
+ padding: 0;
+ }
+ #abs-outer .extra-services .bookmarks {
+ margin: 1em 0 0 0;
+ border-left: 0;
+ padding: .25em .5em 0 1em;
+ border-top: 2px solid #cccccc;
+ font-size: 1em;
+ }
+ #abs-outer .extra-services .bookmarks .abs-button-small {
+ margin-top: .25em;
+ }
+ #abs-outer .extra-services .browse {
+ margin-top: .5em;
+ border-top: 2px solid #cccccc;
+ padding-top: 1em;
+ }
+ #abs-outer .extra-services .prevnext {
+ margin-top: .5em;
+ }
+ #abs-outer .extra-services .browse .current {
+ color: #AB4B02;
+ display:inline;
+ }
+ .abs-switch-cat {
+ margin: 0 0 1em 0;
+ }
+ .browse .abs-switch-cat .switch {
+ display: inline;
+ }
+ .browse .abs-switch-cat .switch a {
+ font-weight: bold;
+ }
+ .browse .abs-switch-cat .switch .subclass {
+ padding: 0;
+ margin-left: -3px;
+ }
+ .abs-switch-cat .subclass:before {
+ content: ", ";
+ }
+ .abs-button {
+ display: inline-block;
+ border-radius: 5px;
+ border: 1px solid #046BAF;
+ font-size: 1.25em;
+ color: #046BAF !important;
+ padding: .5em;
+ background: #E6E6E6;
+ margin-right: .3em;
+ }
+ .abs-button-small {
+ font-size: 1em;
+ padding: .25em 1em;
+ margin: .75em .5em 0 0;
+ }
+ .beta-link {
+ font-size:x-small;
+ color:#b31b1b;
+ }
+ .abs-button-grey {
+ border: 1px solid #666666;
+ color: #666666 !important;
+ }
+ #abs-outer .extra-services .bib-sidebar {
+ border: 0 !important;
+ }
+ #abs-outer .extra-services .bib-sidebar a {
+ display: inline-block;
+ border-radius: 5px;
+ background: #E6E6E6;
+ border: 1px solid #666666;
+ color: #666666 !important;
+ font-size: 1em !important;
+ padding: .25em 1em;
+ margin: 0 .5em 0 0;
+ }
+ #abs-outer .extra-services .bib-sidebar .bib-sidebar-paper .bib-sidebar-authors a, #abs-outer .extra-services .bib-sidebar .bib-sidebar-paper .bib-sidebar-title a {
+ display: inline;
+ border-radius: none;
+ background: none;
+ border: 0;
+ color: #000000;
+ font-size: 1em !important;
+ padding: .25em 0;
+ margin: 0;
+ }
+ #abs-outer .extra-services .bib-sidebar .bib-sidebar-paper {
+ margin: 1em 0
+ }
+ #abs-outer .extra-services span.bib-cite-button {
+ margin: .5em .5em 0 0;
+ display: inline-block !important;
+ border-radius: 5px;
+ background: #E6E6E6;
+ border: 1px solid #046BAF;
+ font-size: 1em !important;
+ padding: .25em 1em;
+ font-weight: normal;
+ text-transform: capitalize;
+ }
+ #abs-outer .extra-services .extra-ref-cite ul li {
+ margin: .5em 0;
+ padding: 0;
+ height: auto;
+ }
+ #abs-outer .extra-services .extra-ref-cite ul li a {
+ margin: .25em .5em .25em 0;
+ }
+
+
+
+
+ #abs-outer .subheader {
+ background-color: #fefefe;
+ padding: .25em 0;
+ border-bottom: 1px solid #ccc;
+ }
+ #abs-outer .subheader h1 {
+ margin: 0;
+ font-size: .75em;
+ padding: .2em 0 .2em 1em;
+ font-weight: normal;
+ font-style: normal;
+ color: #b55c06;
+ }
+ #abs-outer #abs .dateline {
+ color: #767676;
+ font-size: .85em;
+ font-style: normal;
+ margin: 2em 0 0 1em;
+ }
+ #abs-outer .submission-history {
+ padding: 1em;
+ margin: 0;
+ background-color: #f5f5f5;
+ -webkit-box-shadow: inset 0px -6px 15px 0px rgba(219,219,219,1);
+ -moz-box-shadow: inset 0px -6px 15px 0px rgba(219,219,219,1);
+ box-shadow: inset 0px -6px 15px 0px rgba(219,219,219,1);
+ }
+ #abs-outer #abs h1.title {
+ margin: 0 .25em 0 .5em;
+ font-size: 1.5em;
+ }
+ #abs-outer #abs .authors {
+ margin: 1em .25em 0 1em;
+ font-size: .9em;
+ line-height: 1.5em;
+ }
+ #abs-outer #abs .authors a {
+ font-size: inherit;
+ }
+ #abs-outer #abs blockquote.abstract {
+ margin: 0 1em;
+ }
+ #abs-outer #abs .metatable {
+ margin: .75em 0 1.5em 1.5em;
+ }
+ #abs-outer #abs a, #abs-outer a, #abs-outer .endorsers a {
+ color: #1777bc;
+ }
+ #abs-outer .abs-license a, #abs-outer .submission-history a, #abs-outer .extra_services a, #abs-outer .extra_services .browse a, #abs-outer .abs-switch-cat .switch a, #abs-outer .extra-services .full-text .abs-license a {
+ color: #046BAF;
+ }
+ #abs-outer .endorsers {
+ display: block;
+ float: left;
+ border: 1px solid #eee;
+ padding: 1em;
+ margin: 1em;
+ }
+ #abs-outer .endorsers .help {
+ display:none;
+ }
+}
+
+
+
+/*** styles for mobile-friendly header ***/
+.mobile-header .toggle-target {
+ max-height: 0;
+ visibility: hidden;
+}
+.mobile-header .toggle-target.open {
+ max-height: 500px;
+ visibility: visible;
+}
+.mobile-header {
+ background-color: #b31b1b;
+}
+.mobile-header .columns {
+ height: 65px;
+ align-items: center;
+}
+.mobile-header .column {
+ border-left: 1px solid #fc5554;
+ border-right: 1px solid #731515;
+ height: 65px;
+ padding: 0 1em;
+ display: flex;
+ align-items: center;
+}
+.mobile-header .column:first-child {
+ border-left: 0;
+}
+.mobile-header .column:last-child {
+ border-right: 0;
+}
+.mobile-header .column.logo-arxiv {
+ width: 100px;
+ flex: none;
+}
+.mobile-header .column.logo-arxiv img {
+ height: 25px;
+}
+.mobile-header .column.logo-cornell {
+ display: flex;
+}
+.mobile-header .column.logo-cornell img {
+ height:45px;
+}
+.mobile-header .column.nav {
+ justify-content: flex-end;
+ align-self: flex-end;
+}
+.mobile-header #toggle-container button.toggle-control {
+ background-color: transparent;
+ border-radius: 0;
+ border: 0;
+ font-size: 25px;
+ padding: 3px;
+ margin-left: .5em;
+}
+.mobile-header #toggle-container button.toggle-control svg.icon {
+ width: 1.25rem;
+ margin: 0;
+}
+.mobile-header .mobile-toggle-block {
+ margin: 0;
+ width: 100%;
+ flex: none;
+ transition: max-height 3s;
+ position: absolute;
+ top:64px;
+ left:0;
+ background-color: #b31a1a;
+ overflow: hidden;
+}
+.mobile-header .mobile-toggle-block form.mobile-search-form {
+ margin: .5em 1em 1em 1em;
+}
+.mobile-header .mobile-toggle-block form.mobile-search-form input::-webkit-input-placeholder { /* Edge */
+ color: #94908c;
+}
+.mobile-header .mobile-toggle-block form.mobile-search-form input:-ms-input-placeholder { /* Internet Explorer 10-11 */
+ color: #94908c;
+}
+.mobile-header .mobile-toggle-block form.mobile-search-form input::placeholder {
+ color: #94908c;
+}
+.mobile-header .mobile-toggle-block form.mobile-search-form input {
+ width: calc(100% - 50px);
+ background: #fef6f6;
+ border-radius: 10px 0 0 10px;
+ border: 0;
+ padding: 5px;
+ color: black;
+ font-size: 1.5em;
+}
+.mobile-header .mobile-toggle-block form.mobile-search-form button.button {
+ width: 50px;
+ background: #fc5554;
+ border: 0;
+ border-left: 1px solid #b31b1b;
+ border-radius: 0 10px 10px 0;
+ padding: 3px;
+ font-size: 20px;
+ font-weight: bold;
+ color: #fffaf4;
+}
+.mobile-header .mobile-toggle-block nav.mobile-menu {
+ padding: .75em 1em;
+}
+.mobile-header .mobile-toggle-block nav.mobile-menu h2 {
+ margin: 0;
+ font-size: 12px;
+ color: #fcd7d7;
+ text-transform: uppercase;
+}
+.mobile-header .mobile-toggle-block nav.mobile-menu ul {
+ list-style: none;
+ margin: .75em 0 0 0;
+ padding: 0;
+}
+.mobile-header .mobile-toggle-block nav.mobile-menu ul li {
+ display: inline-flex;
+ align-items: stretch;
+ padding:.1em .2em;
+ margin:0 0 .5em 0;
+ border-top: 2px solid #fc5554;
+ margin-right: .75em;
+}
+.mobile-header .mobile-toggle-block nav.mobile-menu ul li a {
+ color: #fef6f6;
+ font-weight: normal;
+ font-size: 12px;
+}
+@media screen and (min-width: 769px) {
+ .mobile-header {
+ display: none;
+ }
+}
+@media screen and (max-width: 425px) {
+ .mobile-header .column.logo-cornell {
+ /* display:none; */
+ }
+}
+@media screen and (min-width: 426px) {
+ .mobile-header .column.nav {
+ flex: none;
+ width: 100px;
+ }
+}
+/*special styles for phone header only */
+@media screen and (max-width: 500px) {
+ .mobile-header .columns {
+ height: 80px;
+ }
+ .mobile-header .column {
+ height: 80px;
+ padding: 0 .5em;
+ }
+ .mobile-header .column.logo-arxiv {
+ border-right: 0 !important;
+ }
+ .mobile-header .column.logo-cornell {
+ justify-content: flex-end;
+ border-left: 0 !important;
+ }
+ .mobile-header .column.logo-cornell img {
+ height: 73px;
+ }
+ .mobile-header .column.nav {
+ width: 65px;
+ flex: none;
+ }
+ .mobile-header .mobile-toggle-block {
+ top: 80px;
+ }
+}
+@media screen and (min-width: 501px) {
+ .mobile-header .column {
+ height: 65px;
+ }
+ .mobile-header .column.logo-cornell img {
+ height: 45px;
+ }
+ .mobile-header .column.nav {
+ width: 65px;
+ }
+}
+
+
+
+
+
+
+/* Floating box on right for links to extra services */
+.extra-services {
+ border-bottom: .35em solid #ddd;
+}
+
+.extra-services h3 {
+ font-size: medium;
+ font-weight: normal;
+ margin: 0 0 0.3em 0;
+ padding-top:0.3em;
+}
+
+.full-text {
+ margin: 0;
+ padding: .5em 1em .5em 1em;
+ font-size: 110%;
+ font-weight: normal;
+ border-bottom: medium solid #ddd;
+ border-left: .35em solid #ddd;
+}
+
+.full-text h2 {
+ font-size: 140%;
+ font-weight: bold;
+ margin: 0.1em 0 0 0;
+}
+
+.full-text .preferred {
+ font-weight: bold;
+}
+
+.full-text ul {
+ margin: .3em 0 0 1em;
+ padding: 0;
+}
+
+.ancillary {
+ margin: 0;
+ padding: .0em 0em .5em 1em;
+ font-size: 90%;
+ font-weight: normal;
+ border-bottom: medium solid #ddd;
+ border-left: .35em solid #ddd;
+}
+
+.ancillary h2 {
+ font-size: 120%;
+ font-weight: bold;
+ margin: 0.15em 0 0 0;
+}
+
+.ancillary ul {
+ margin: 0 0 0 1em;
+ padding: 0;
+}
+
+.ancillary .no-bullet li {
+ list-style-type: none;
+}
+
+div#long-anc-list {
+ /* For javascript toggle of long list display of ancillary files, default to hide */
+ margin: 0;
+ display: none;
+}
+
+div#long-dc-list {
+ /* For javascript toggle of long list display of dcs files, default to hide */
+ margin: 0;
+ display: none;
+}
+
+.extra-general {
+ margin: 0;
+ padding: 0 1em 0 1em;
+ font-size: 90%;
+ border-bottom: medium solid #ddd;
+ border-left: .35em solid #ddd;
+}
+
+.extra-ref-cite {
+ margin: 0;
+ padding: 0 1em 0 1em;
+ font-size: 90%;
+ border-bottom: medium solid #ddd;
+ border-left: .35em solid #ddd;
+}
+
+.extra-ref-cite ul {
+ font-weight: normal;
+ margin: 0.3em 0 0 20px;
+ padding-left: 0;
+ padding-bottom: 0.3em;
+}
+
+.browse {
+ padding: 0 1em 0 1em;
+ font-size: 90%;
+ border-bottom: medium solid #ddd;
+ border-left: .35em solid #ddd;
+}
+
+.browse .current {
+ padding: 0;
+ font-weight: bold;
+}
+
+.browse .prevnext {
+ padding: 0.2em 0 0 0;
+ /*font-weight: bold;*/
+}
+.browse .prevnext a {
+ /* hotfix: font-weight: bold; */
+}
+.browse .prevnext .nolink {
+ font-weight: bold;
+ color: #666;
+}
+
+.browse .list {
+ padding: 0.2em 0 0.5em 0;
+ font-weight: normal;
+}
+
+.browse .switch {
+ font-weight: normal;
+ padding: .2em 0em .7em 0em;
+}
+
+.browse .switch .subclass {
+ padding-left: 1.5em;
+}
+
+.dblp {
+ padding: 0 1em 0 1em;
+ font-size: 90%;
+ border-bottom: medium solid #ddd;
+ border-left: .35em solid #ddd;
+}
+
+.dblp .list {
+ font-weight: normal;
+ margin: 0.3em 0 0 20px;
+ padding-left: 0;
+ padding-bottom: 0.3em;
+}
+
+.bookmarks {
+ clear: both;
+ margin: 0;
+ padding: 0 1em .5em 1em;
+ font-size: 90%;
+ border-left: .35em solid #ddd;
+ /* no bottom border because this is last extra services block */
+}
+
+/* Style to put a small (what is this?) link after a header */
+.what-is-this {
+ /* margin: 0.5em 0 0 0; */
+ font-size: xx-small;
+ padding-bottom: 0.3em;
+}
+
+.what-is-this h3 {
+ display: inline;
+}
+
+.abs-license {
+ font-size: xx-small;
+ padding-top: 0.3em;
+}
+
+.abs-license .has_license {
+ display: flex;
+ align-items: center;
+ gap: 5px;
+}
+
+/****************************************
+ * DL-list styles (/list/arch-ive/new|recent, search)
+ ****************************************/
+#dlpage .list-dateline {
+ font-style: italic;
+}
+
+#dlpage dd {
+ padding-bottom: 1em;
+}
+
+#dlpage .meta {
+ line-height: 130%;
+}
+
+#dlpage .list-identifier a, #dlpage dl#articles dt a {
+ font-weight: bold;
+}
+
+#dlpage .descriptor {
+ display: inline;
+}
+
+#dlpage .list-authors .descriptor {
+ display: none;
+}
+
+#dlpage .list-title .descriptor {
+ display: none;
+}
+
+#dlpage .list-title {
+ font-size: large;
+ font-weight: bold;
+ margin: .25em 0 0 0;
+ line-height: 120%;
+}
+
+#dlpage .list-authors {
+ font-weight: normal;
+ font-size: 110%;
+}
+
+#dlpage .list-comments {
+ font-weight: normal;
+ font-size: 90%;
+}
+
+#dlpage .list-journal-ref {
+ font-weight: normal;
+ font-size: 90%;
+}
+
+#dlpage .list-subjects {
+ font-size: 90%;
+}
+
+/****************************************
+ * Search in arXiv
+ ****************************************/
+/*.login {
+ position: absolute;
+ top: 5px;
+ right: 10px; }*/
+#header #search {
+ right: -10px;
+ width: 350px;
+ top: 30px;
+ margin-right: 0;
+ float: right;
+ clear: right;
+ /*to get it under login*/
+}
+
+#header #search-arxiv .wrapper-search-arxiv {
+ width: 340px;
+ float: left;
+}
+
+#header #search-arxiv .wrapper-search-arxiv .keyword-field {
+ float: left;
+ border: 1px solid #95989A;
+ border-right: none;
+ height: 28px;
+ width: 200px;
+ font-weight: bold;
+ font-size: 12px;
+ padding-left: 10px;
+ color: #222;
+}
+
+#header #search-arxiv .wrapper-search-arxiv ::-webkit-input-placeholder {
+ /* Chrome/Opera/Safari */
+ color: #222;
+}
+
+#header #search-arxiv .wrapper-search-arxiv ::-moz-placeholder {
+ /* Firefox 19+ */
+ color: #222;
+}
+
+#header #search-arxiv .wrapper-search-arxiv :-ms-input-placeholder {
+ /* IE 10+ */
+ color: #222;
+}
+
+#header #search-arxiv .wrapper-search-arxiv :-moz-placeholder {
+ /* Firefox 18- */
+ color: #222;
+}
+
+#header #search-arxiv .wrapper-search-arxiv .filter-field select {
+ background: transparent;
+ padding: 5px;
+ font-size: 16px;
+ line-height: 1;
+ border: none;
+ border-radius: 0;
+ height: 27px;
+ font-size: 12px;
+ -webkit-appearance: none;
+ border-left: none;
+ width: 110px;
+}
+
+#header #search-arxiv .wrapper-search-arxiv .filter-field {
+ float: left;
+ padding-right: 2px;
+ width: 88px;
+ height: 28px;
+ overflow: hidden;
+ background: #fff url("//static.arxiv.org/icons/arrow-down-select.png") no-repeat right 4px;
+ background-size: 20px auto;
+ border: 1px solid #ccc;
+}
+
+#header #search-arxiv .wrapper-search-arxiv .btn-search-arxiv {
+ float: left;
+ height: 30px;
+ width: 30px;
+ border: 1px solid #95989A;
+ border-left: none;
+ background-color: #fff;
+ color: #757575;
+ padding-right: 5px;
+ padding-top: 3px;
+ background: #fff url("//static.arxiv.org/icons/search-icon.png") no-repeat right 2px;
+ background-size: 25px auto;
+ cursor: pointer;
+}
+
+#header #search-arxiv .wrapper-search-arxiv .links {
+ float: left;
+ padding-top: 3px;
+}
+
+#header #search-semantic .wrapper-search-semantic {
+ width: 340px;
+ float: left;
+}
+
+#header #search-semantic .wrapper-search-semantic .keyword-field {
+ float: left;
+ border: 1px solid #95989A;
+ border-right: none;
+ height: 28px;
+ width: 290px;
+ font-weight: bold;
+ font-size: 12px;
+ padding-left: 10px;
+ background: #fff url("//static.arxiv.org/icons/semantic-scholar-logo-1.png") no-repeat right 8px;
+ background-size: 130px auto;
+ color: #264D71;
+}
+
+#header #search-semantic .wrapper-search-semantic ::-webkit-input-placeholder {
+ /* Chrome/Opera/Safari */
+ color: #264D71;
+}
+
+#header #search-semantic .wrapper-search-semantic ::-moz-placeholder {
+ /* Firefox 19+ */
+ color: #2B6195;
+}
+
+#header #search-semantic .wrapper-search-semantic :-ms-input-placeholder {
+ /* IE 10+ */
+ color: #264D71;
+}
+
+#header #search-semantic .wrapper-search-semantic :-moz-placeholder {
+ /* Firefox 18- */
+ color: #264D71;
+}
+
+#header #search-semantic .wrapper-search-semantic .btn-search-semantic {
+ float: left;
+ height: 30px;
+ width: 30px;
+ border: 1px solid #95989A;
+ background-color: #fff;
+ color: #757575;
+ padding-right: 5px;
+ padding-top: 3px;
+ background: #fff url("//static.arxiv.org/icons/search-icon.png") no-repeat right 2px;
+ background-size: 25px auto;
+ cursor: pointer;
+}
+
+/****************************************
+ * Search Semantic Scholar
+ ****************************************/
+#header.cs {
+ /* padding-bottom: 30px;*/
+ padding-top: 0;
+}
+
+#header.cs #search {
+ position: relative;
+ right: -10px;
+ width: 685px;
+ top: 9px;
+ margin-right: 0;
+ float: right;
+ clear: right;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv {
+ width: 340px;
+ float: left;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv .keyword-field {
+ float: left;
+ border: 1px solid #95989A;
+ border-right: none;
+ height: 28px;
+ width: 200px;
+ font-weight: bold;
+ font-size: 12px;
+ padding-left: 10px;
+ color: #222;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv ::-webkit-input-placeholder {
+ /* Chrome/Opera/Safari */
+ color: #222;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv ::-moz-placeholder {
+ /* Firefox 19+ */
+ color: #222;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv :-ms-input-placeholder {
+ /* IE 10+ */
+ color: #222;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv :-moz-placeholder {
+ /* Firefox 18- */
+ color: #222;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv .filter-field select {
+ background: transparent;
+ padding: 5px;
+ font-size: 16px;
+ line-height: 1;
+ border: none;
+ border-radius: 0;
+ height: 27px;
+ font-size: 12px;
+ -webkit-appearance: none;
+ border-left: none;
+ width: 110px;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv .filter-field {
+ float: left;
+ padding-right: 2px;
+ width: 88px;
+ height: 28px;
+ overflow: hidden;
+ background: #fff url("//static.arxiv.org/icons/arrow-down-select.png") no-repeat right 4px;
+ background-size: 20px auto;
+ border: 1px solid #ccc;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv .btn-search-arxiv {
+ float: left;
+ height: 30px;
+ width: 30px;
+ border: 1px solid #95989A;
+ border-left: none;
+ background-color: #fff;
+ color: #757575;
+ padding-right: 5px;
+ padding-top: 3px;
+ background: #fff url("//static.arxiv.org/icons/search-icon.png") no-repeat right 2px;
+ background-size: 25px auto;
+ cursor: pointer;
+}
+
+#header.cs #search-arxiv .wrapper-search-arxiv .links {
+ float: left;
+ padding-top: 3px;
+}
+
+#header.cs #search-semantic .wrapper-search-semantic {
+ width: 330px;
+ float: left;
+}
+
+#header.cs #search-semantic .wrapper-search-semantic .keyword-field {
+ float: left;
+ border: 1px solid #95989A;
+ border-right: none;
+ height: 28px;
+ width: 280px;
+ font-weight: bold;
+ font-size: 12px;
+ padding-left: 10px;
+ background: #fff url("//static.arxiv.org/icons/semantic-scholar-logo-1.png") no-repeat right 7px;
+ background-size: 110px auto;
+ color: #264D71;
+}
+
+#header.cs #search-semantic .wrapper-search-semantic ::-webkit-input-placeholder {
+ /* Chrome/Opera/Safari */
+ color: #264D71;
+}
+
+#header.cs #search-semantic .wrapper-search-semantic ::-moz-placeholder {
+ /* Firefox 19+ */
+ color: #2B6195;
+}
+
+#header.cs #search-semantic .wrapper-search-semantic :-ms-input-placeholder {
+ /* IE 10+ */
+ color: #264D71;
+}
+
+#header.cs #search-semantic .wrapper-search-semantic :-moz-placeholder {
+ /* Firefox 18- */
+ color: #264D71;
+}
+
+#header.cs #search-semantic .wrapper-search-semantic .btn-search-semantic {
+ float: left;
+ height: 30px;
+ width: 30px;
+ border: 1px solid #95989A;
+ background-color: #fff;
+ color: #757575;
+ padding-right: 5px;
+ padding-top: 3px;
+ background: #fff url("//static.arxiv.org/icons/search-icon.png") no-repeat right 2px;
+ background-size: 25px auto;
+ cursor: pointer;
+}
+
+body.with-cu-identity #header #search {
+ top: 5px;
+}
+
+body.with-cu-identity #header.cs #search {
+ top: 10px;
+}
+
+body#front.with-cu-identity #header #search {
+ top: 30px;
+}
+
+@media screen and (max-width: 768px) {
+ #cu-identity {
+ flex-direction: column;
+ }
+
+ #support-ack, #cu-logo {
+ text-align: center;
+ width: 100%;
+ left: 0px;
+ }
+}
+
+/*extra bulma styles to bring -browse up to date*/
+@media screen and (max-width: 768px) {
+ .is-hidden-mobile {
+ display: none !important;
+ }
+ .columns.is-mobile {
+ display: flex;
+ }
+}
+@media screen and (max-width: 1023px) {
+ .is-hidden-touch {
+ display: none !important;
+ }
+}
+@media screen and (min-width: 1024px) {
+ .is-hidden-desktop {
+ display: none !important;
+ }
+}
+.is-pulled-left {
+ float: left !important;
+}
+.is-pulled-right {
+ float: right !important;
+}
+.is-sr-only {
+ border: none !important;
+ clip: rect(0, 0, 0, 0) !important;
+ height: 0.01em !important;
+ overflow: hidden !important;
+ padding: 0 !important;
+ position: absolute !important;
+ white-space: nowrap !important;
+ width: 0.01em !important;
+}
+.button {
+ border-width: 1px;
+ cursor: pointer;
+ justify-content: center;
+ padding-bottom: calc(0.5em - 1px);
+ padding-left: 1em;
+ padding-right: 1em;
+ padding-top: calc(0.5em - 1px);
+ text-align: center;
+ white-space: nowrap;
+}
+/*** limited bulma tab styles so browse can use them ***/
+.tabs {
+ -webkit-overflow-scrolling: touch;
+ align-items: stretch;
+ display: flex;
+ font-size: 1rem;
+ justify-content: space-between;
+ overflow: hidden;
+ overflow-x: auto;
+ white-space: nowrap;
+}
+.tabs a {
+ align-items: center;
+ border-bottom-color: #dbdbdb;
+ border-bottom-style: solid;
+ border-bottom-width: 1px;
+ color: #4a4a4a;
+ display: flex;
+ justify-content: center;
+ margin-bottom: -1px;
+ padding: 0.5em 1em;
+ vertical-align: top;
+}
+.tabs a:hover {
+ border-bottom-color: #363636;
+ color: #363636;
+}
+.tabs li {
+ display: block;
+}
+.tabs li.is-active a {
+ border-bottom-color: #3273dc;
+ color: #3273dc;
+}
+.tabs ul {
+ align-items: center;
+ border-bottom-color: #dbdbdb;
+ border-bottom-style: solid;
+ border-bottom-width: 1px;
+ display: flex;
+ flex-grow: 1;
+ flex-shrink: 0;
+ justify-content: flex-start;
+}
+.tabs ul.is-left {
+ padding-right: 0.75em;
+}
+.tabs ul.is-center {
+ flex: none;
+ justify-content: center;
+ padding-left: 0.75em;
+ padding-right: 0.75em;
+}
+.tabs ul.is-right {
+ justify-content: flex-end;
+ padding-left: 0.75em;
+}
+.tabs .icon:first-child {
+ margin-right: 0.5em;
+}
+.tabs .icon:last-child {
+ margin-left: 0.5em;
+}
+.tabs.is-centered ul {
+ justify-content: center;
+}
+.tabs.is-right ul {
+ justify-content: flex-end;
+}
+.tabs.is-boxed a {
+ border: 1px solid transparent;
+ border-radius: 4px 4px 0 0;
+}
+.tabs.is-boxed a:hover {
+ background-color: whitesmoke;
+ border-bottom-color: #dbdbdb;
+}
+.tabs.is-boxed li.is-active a {
+ background-color: white;
+ border-color: #dbdbdb;
+ border-bottom-color: transparent !important;
+}
+/*** limited column styles copied from base so that browse can use bulma columns too ***/
+.column {
+ display: block;
+ flex-basis: 0;
+ flex-grow: 1;
+ flex-shrink: 1;
+ padding: 0.75rem;
+}
+#cu-identity .banner-minimal {
+ text-align: center;
+}
+.columns.is-mobile > .column.is-full {
+ flex: none;
+ width: 100%;
+}
+.columns.is-mobile > .column.is-three-quarters {
+ flex: none;
+ width: 75%;
+}
+.columns.is-mobile > .column.is-two-thirds {
+ flex: none;
+ width: 66.6666%;
+}
+.columns.is-mobile > .column.is-half {
+ flex: none;
+ width: 50%;
+}
+.columns.is-mobile > .column.is-one-third {
+ flex: none;
+ width: 33.3333%;
+}
+.columns.is-mobile > .column.is-one-quarter {
+ flex: none;
+ width: 25%;
+}
+.columns.is-mobile > .column.is-one-fifth {
+ flex: none;
+ width: 20%;
+}
+.columns.is-mobile > .column.is-two-fifths {
+ flex: none;
+ width: 40%;
+}
+.columns.is-mobile > .column.is-three-fifths {
+ flex: none;
+ width: 60%;
+}
+.columns.is-mobile > .column.is-four-fifths {
+ flex: none;
+ width: 80%;
+}
+.columns .column.is-full {
+ flex: none;
+ width: 100%;
+}
+.columns .column.is-three-quarters {
+ flex: none;
+ width: 75%;
+}
+.columns .column.is-two-thirds {
+ flex: none;
+ width: 66.6666%;
+}
+.columns .column.is-half {
+ flex: none;
+ width: 50%;
+}
+.columns .column.is-one-third {
+ flex: none;
+ width: 33.3333%;
+}
+.columns .column.is-one-quarter {
+ flex: none;
+ width: 25%;
+}
+.columns .column.is-one-fifth {
+ flex: none;
+ width: 20%;
+}
+.columns .column.is-two-fifths {
+ flex: none;
+ width: 40%;
+}
+.columns .column.is-three-fifths {
+ flex: none;
+ width: 60%;
+}
+.columns .column.is-four-fifths {
+ flex: none;
+ width: 80%;
+}
+.columns.is-vcentered {
+ align-items: center;
+}
+.columns.is-mobile > .column.is-narrow {
+ flex: none;
+}
+@media screen and (max-width: 768px) {
+ .column.is-narrow-mobile {
+ flex: none;
+ }
+}
+@media screen and (min-width: 769px), print {
+ .column.is-narrow, .column.is-narrow-tablet {
+ flex: none;
+ }
+ .columns:not(.is-desktop) {
+ display: flex;
+ }
+ .column.is-full, .column.is-full-tablet {
+ flex: none;
+ width: 100%;
+ }
+}
+@media screen and (min-width: 1024px) {
+ .column.is-narrow-desktop {
+ flex: none;
+ }
+ .column.is-full-desktop {
+ flex: none;
+ width: 100%;
+ }
+ .column.is-three-quarters-desktop {
+ flex: none;
+ width: 75%;
+ }
+ .column.is-two-thirds-desktop {
+ flex: none;
+ width: 66.6666%;
+ }
+ .column.is-half-desktop {
+ flex: none;
+ width: 50%;
+ }
+ .columns.is-desktop {
+ display: flex;
+ }
+}
+
+/*** base styles for vanilla accordion. Move to base for wider use? ***/
+.accordion-body {
+ display: none;
+}
+.accordion-body.open {
+ display: block;
+}
+/*** styles for the accordion large-data-list ***/
+.large-data-list .accordion-body {
+ margin-top: 1em;
+}
+.large-data-list .accordion-head:after {
+ content: "\02C5";
+ padding-left: 1em;
+ position: relative;
+ top: .25em;
+ font-size:1.25em;
+ font-weight:100;
+}
+.large-data-list .accordion-head.open:after {
+ content: "\02C4";
+ color: #b7b8b9;
+}
+/*** styles for general large-data-list ***/
+.large-data-list {
+ border-bottom: 1px solid #b7b8b9;
+}
+.large-data-list a {
+ color: #1777bc;
+}
+.large-data-list p {
+ margin:1em 1em 1em 0;
+ font-size:.85em;
+ color: #000000;
+}
+.large-data-list .column {
+ padding: 0;
+}
+.large-data-list h2 {
+ border-top: 1px solid #e3e5e6;
+ padding: .75em 0;
+ margin: 0;
+ font-size: 1em;
+ cursor: pointer;
+}
+.large-data-list h2:first-child {
+ border-top: 1px solid #b7b8b9;
+}
+.large-data-list h3 {
+ margin:1em 1em 1em 0;
+ font-size: .9em;
+ font-weight: normal;
+ text-transform: uppercase;
+}
+.large-data-list h3 span {
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+}
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+ font-size: .85em;
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+ padding-bottom:0 !important;
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+}
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+@media screen and (min-width: 769px) {
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+ .large-data-list {
+ margin: 0 4em;
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+ .large-data-list .accordion-body {
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+ font-style: italic;
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+ color: #046BAF;
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+ color: #4c4c4c;
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+ text-align: right;
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+ .bold-divided-list {
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+
+
+/**** Pendo Guide Badge Styles - when you only want a badge/text note and no corresponding guide ****/
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+.intro-and-news .\_pendo-badge\_ {
+ cursor: text !important;
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+
+/*icon styles*/
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+ fill: #994d04;
+}
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+ fill: #d47500;
+}
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+ fill: #d9af14;
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+.filter-green {
+ fill: #009917;
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+a:hover .icon.filter-white {
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+a:hover .icon.filter-black,
+a:hover .icon.filter-grey,
+a:hover .icon.filter-blue,
+a:hover .icon.filter-red {
+ fill: #ffffff;
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+
+/****************************************
+ * alert styles
+ ****************************************/
+ .alert {
+ display: block;
+ background-color: #fff5f5;
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+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/browse_search.css
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+}
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+ width: 100%;
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+// bibtex citation modal based on Matt B's work.
+$(document).ready(function() {
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+ var cached_provider=null
+ var setup=0
+ var API_CROSSREF_CITE='https://dx.doi.org/'
+
+ function error_check(response) {
+ switch (response.status) {
+ case 0:
+ return 'Query prevented by browser -- CORS, firewall, or unknown error'
+ case 404:
+ return 'Citation entry not found.'
+ case 500:
+ return 'Citation entry returned 500: internal server error'
+ default:
+ return 'Citation error ' + response.status
+ }
+ }
+
+
+ var provider_desc={
+ arxiv: 'arXiv API',
+ doi: 'Crossref Citation Formating Service'
+ }
+
+ var provider_url={
+ arxiv: 'https://arxiv.org/help/api/index',
+ doi: 'https://www.crossref.org/labs/citation-formatting-service/'
+ }
+
+ var format_crossref = function(data) {
+ data = data.replace(/^\s+/, '')
+ data = data.replace(/},/g, '},\n ')
+ data = data.replace(', title=', ',\n title=')
+ data = data.replace('}}', '}\n}')
+ return data
+ }
+
+ $('#bib-cite-trigger').click(function(){
+ $('#bib-cite-loading').show()
+
+ metaid = document.head.querySelector(`[name="citation_arxiv_id"]`)
+ id = metaid ? metaid.content: ''
+
+ metadoi = document.head.querySelector(`[name="citation_doi"]`)
+ doi = metadoi ? metadoi.content: ''
+
+ if(!setup){
+ $('.bib-modal-close').click(function(){$('#bib-cite-modal').hide()})
+ $('<link>').appendTo('head').attr({type:'text/css',rel: 'stylesheet',href: $('#bib-cite-css').attr('href')})
+ setup = 1
+ }
+
+ var do_modal=function(result, provider){
+ $('#bib-cite-loading').hide()
+ $('#bib-cite-target').val(result)
+ $('#bib-cite-source-api').text(provider_desc[provider]).attr('href', provider_url[provider])
+ $('#bib-cite-modal').show()
+ }
+
+ if(cached_value){
+ do_modal(cached_value, cached_provider)
+ }else if(doi){
+ $.ajax({url: API_CROSSREF_CITE + doi,
+ headers: {Accept: `application/x-bibtex`},
+ success: function(result){
+ cached_value = format_crossref(result)
+ cached_provider = 'doi'
+ do_modal( cached_value, cached_provider )},
+ error: function(xhr,status,error){
+ do_modal(`Error: ${xhr.status} ${error_check(xhr)}`, 'doi')}
+ })
+ }else{
+ $.ajax({url: "/bibtex/" + id,
+ success: function(result){
+ cached_value = result
+ cached_provider = 'arxiv'
+ do_modal( cached_value, cached_provider)},
+ error: function(xhr,status,error){
+ do_modal(`Error: ${xhr.status} ${error_check(xhr)}`, 'arxiv')}})
+ }
+ })
+})
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diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/jquery-latest.min.js b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/jquery-latest.min.js
new file mode 100644
index 0000000..ab28a24
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+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/jquery-latest.min.js
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new file mode 100644
index 0000000..8f31d01
--- /dev/null
+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/mathjaxToggle.min.js
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+function getMathjaxCookie(){var mathjaxCookieName="arxiv_mathjax";var dc=document.cookie;var prefix=mathjaxCookieName+"=";var begin=dc.indexOf(prefix);var end=document.cookie.indexOf(";",begin);var returnVal;if(end==-1){end=dc.length}returnVal=unescape(dc.substring(begin+prefix.length,end));return returnVal}function setMathjaxCookie(){var mathjaxCookieName="arxiv_mathjax";var value="disabled";var cv=getMathjaxCookie();if(cv=="disabled"){value="enabled"}else if(cv=="enabled"){value="disabled"}var mathjaxCookieValue=value;var today=new Date;var expire=new Date;var nDays=365;expire.setTime(today.getTime()+36e5*24*nDays);document.cookie=mathjaxCookieName+"="+escape(value)+";domain=.arxiv.org;path=/;expires="+expire.toGMTString();window.location.reload()}function getInternetExplorerVersion(){var rv=-1;if(navigator.appName=="Microsoft Internet Explorer"){var ua=navigator.userAgent;var re=new RegExp("MSIE ([0-9]{1,}[.0-9]{0,})");if(re.exec(ua)!=null)rv=parseFloat(RegExp.$1)}return rv}function mathjaxToggle(showErrors){showErrors=showErrors||0;var returnVal;returnVal=getMathjaxCookie();mjLink=document.getElementById("mathjax_toggle");if(returnVal==="enabled"||returnVal!="disabled"){if(mjLink){mjLink.innerHTML="Disable MathJax"}var errorConfig;if(showErrors!=0){errorConfig=" 'color': 'red',\n"+" 'padding': '1px 1px',\n"+" 'border': '1px solid'\n"}else{errorConfig=" 'font-size': 'normal',\n"+" 'border': ''\n"}var head=document.getElementsByTagName("head")[0],script;script=document.createElement("script");script.type="text/x-mathjax-config";script[window.opera?"innerHTML":"text"]="MathJax.Hub.Config({\n"+" messageStyle: 'none',\n"+" extensions: ['tex2jax.js'],\n"+" jax: ['input/TeX','output/HTML-CSS'],\n"+" tex2jax: {\n"+" inlineMath: [['$','$']],\n"+" processEscapes: true,\n"+" ignoreClass: '.*',\n"+" processClass: 'mathjax.*',\n"+" },\n"+" TeX: {\n"+" extensions: ['AMSmath.js', 'AMSsymbols.js', 'noErrors.js'],\n"+" noErrors: {\n"+" inlineDelimiters: ['$','$'],\n"+" multiLine: false,\n"+" style: {\n"+errorConfig+" }\n"+" }\n"+" }\n"+"});";head.appendChild(script);script=document.createElement("script");script.type="text/javascript";script.src="//static.arxiv.org/MathJax-2.7.3/MathJax.js";head.appendChild(script)}else{mjLink.innerHTML="Enable MathJax"}}
diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/member_acknowledgement.js b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/member_acknowledgement.js
new file mode 100644
index 0000000..a9c48c0
--- /dev/null
+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/member_acknowledgement.js
@@ -0,0 +1,55 @@
+// File: member_acknowledgement.js
+
+(function() {
+ getMemberInstitutionName();
+ async function getMemberInstitutionName() {
+ label = localStorage.getItem("member_label");
+ expires = localStorage.getItem("member_expires");
+
+ expired = true;
+ if (expires) {
+ expires = new Date(expires);
+ now = new Date();
+ if (now < expires) {
+ expired = false;
+ }
+ }
+
+ if (expired) {
+ localStorage.removeItem("member_label");
+ localStorage.removeItem("member_expires");
+
+ lookup_failed = false
+ label = localStorage.getItem("member_label");
+ if (! label) {
+ let result = await fetch("/institutional_banner");
+ if (result && result.ok) {
+ let j = await result.json();
+ label = j["label"];
+ if (label) {
+ localStorage.setItem("member_label", label);
+ }
+ } else {
+ lookup_failed = true
+ }
+ }
+
+ expires_ms = 30*24*60*60*1000;
+ if (lookup_failed) {
+ expires_ms = 1*60*60*1000; // try sooner if db issue.
+ }
+ const new_expires = new Date();
+ new_expires.setTime(new_expires.getTime() + expires_ms);
+ localStorage.setItem("member_expires", new_expires);
+ }
+
+ if (label) {
+ s = 'We gratefully acknowledge support from<br/>';
+ s += 'the Simons Foundation, <a href="https://info.arxiv.org/about/ourmembers.html">' + label + "</a>, and all contributors. <a href='https://info.arxiv.org/about/donate.html'>Donate</a>";
+ support_elem = document.getElementById('support-ack-url');
+ if (support_elem) {
+ support_elem.innerHTML = s;
+ }
+ }
+ }
+})();
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index 0000000..6857fc6
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diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/reddit.png b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/reddit.png
new file mode 100644
index 0000000..a3d8ced
Binary files /dev/null and b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/reddit.png differ
diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/toggle-labs.js b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/toggle-labs.js
new file mode 100644
index 0000000..d422229
--- /dev/null
+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/toggle-labs.js
@@ -0,0 +1,239 @@
+// toggle logic for arXivLabs integrations
+$(document).ready(function() {
+
+ jQuery.cachedScript = function(url, options) {
+ // Allow user to set any option except for dataType, cache, and url
+ options = $.extend(options || {}, {
+ dataType: "script",
+ cache: true,
+ url: url
+ });
+ return jQuery.ajax(options);
+ };
+
+ var scripts = {
+ "paperwithcode": $('#paperwithcode-toggle').data('script-url') + "?20210727",
+ "catalyzex": $('#catalyzex-toggle').data('script-url'),
+ "replicate": $('#replicate-toggle').data('script-url'),
+ "spaces": $('#spaces-toggle').data('script-url'),
+ "txyz": $('#txyz-toggle').data('script-url'),
+ "dagshub": $('#dagshub-toggle').data('script-url'),
+ "litmaps": $('#litmaps-toggle').data('script-url'),
+ "scite": $('#scite-toggle').data('script-url'),
+ "iarxiv": $('#iarxiv-toggle').data('script-url'),
+ "connectedpapers": $('#connectedpapers-toggle').data('script-url'),
+ "influenceflower": $('#influenceflower-toggle').data('script-url'),
+ "sciencecast": $('#sciencecast-toggle').data('script-url'),
+ "gotitpub": $('#gotitpub-toggle').data('script-url'),
+ "bibex": {
+ "url": "https://static.arxiv.org/js/bibex/bibex.js?20210223",
+ "container": "#bib-main"
+ },
+ "core-recommender": {
+ "url": "https://static.arxiv.org/js/core/core-recommender.js?20200716.1",
+ "container": "#coreRecommenderOutput"
+ }
+ };
+
+ var pwcEnabled = true;
+
+ var labsCookie = Cookies.getJSON("arxiv_labs");
+ if (labsCookie) {
+ has_enabled = false;
+ if ( labsCookie["last_tab"] ){
+ $(`input#${labsCookie["last_tab"]}:not([disabled])`).click();
+ }
+ for (var key in labsCookie) {
+ if (labsCookie[key] && labsCookie[key] == "enabled") {
+ has_enabled = true;
+ $("#" + key + ".lab-toggle").toggleClass("enabled", true);
+ if (key == "bibex-toggle") {
+ $.cachedScript(scripts["bibex"]["url"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key == "litmaps-toggle") {
+ $.cachedScript(scripts["litmaps"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key == "scite-toggle") {
+ $.cachedScript(scripts["scite"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key == "iarxiv-toggle") {
+ $.cachedScript(scripts["iarxiv"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key == "core-recommender-toggle") {
+ $.cachedScript(scripts["core-recommender"]["url"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key === "catalyzex-toggle") {
+ $.cachedScript(scripts["catalyzex"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key === "paperwithcode-toggle") {
+ $.cachedScript(scripts["paperwithcode"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key === "replicate-toggle") {
+ $.cachedScript(scripts["replicate"]).done(function(script, textStatus) {
+ // console.log(textStatus, "replicate (on cookie check)");
+ }).fail(function() {
+ console.error("failed to load replicate script (on cookie check)", arguments)
+ });
+ } else if (key === "spaces-toggle") {
+ $.cachedScript(scripts["spaces"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ }).fail(function() {
+ console.error("failed to load spaces script (on cookie check)", arguments)
+ });
+ } else if (key === "txyz-toggle") {
+ $.cachedScript(scripts["txyz"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ }).fail(function() {
+ console.error("failed to load txyz script (on cookie check)", arguments)
+ });
+ }
+ else if (key === "connectedpapers-toggle") {
+ $.cachedScript(scripts["connectedpapers"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key === "influenceflower-toggle") {
+ $.cachedScript(scripts["influenceflower"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if (key === "sciencecast-toggle") {
+ $.cachedScript(scripts["sciencecast"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ }).fail(function() {
+ console.error("failed to load sciencecast script (on cookie check)", arguments)
+ });
+ } else if (key === "dagshub-toggle") {
+ $.cachedScript(scripts["dagshub"]).done(function(script, textStatus) {
+ console.log("DagsHub load: ", textStatus);
+ }).fail(function() {
+ console.error("failed to load DagsHub script (on cookie check)", arguments)
+ });
+ } else if (key === "gotitpub-toggle") {
+ $.cachedScript(scripts["gotitpub"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ }).fail(function() {
+ console.error("failed to load gotitpub script (on cookie check)", arguments)
+ });
+ }
+ }
+ }
+ } else {
+ Cookies.set("arxiv_labs", { sameSite: "strict", expires: 365 });
+ }
+
+ // record last-clicked tab
+ $("div.labstabs input[name='tabs']").on("click", function() {
+ var labsCookie = Cookies.getJSON("arxiv_labs") || {};
+ labsCookie["last_tab"] = $(this).attr("id");
+ Cookies.set("arxiv_labs", labsCookie, { sameSite: "strict", expires: 365 });
+ });
+
+ $(".lab-toggle").on("click", function() {
+ var labsCookie = Cookies.getJSON("arxiv_labs") || {};
+ var bibexCookie = Cookies.getJSON("arxiv_bibex") || {};
+
+ var cookie_val = "disabled";
+ var bibex_key = "active";
+ var bibex_val = false;
+ $(this).toggleClass("enabled");
+ if ($(this).hasClass("enabled")) {
+ cookie_val = "enabled";
+ bibex_val = true;
+ }
+ labsCookie[$(this).attr("id")] = cookie_val;
+ Cookies.set("arxiv_labs", labsCookie, { sameSite: "strict", expires: 365 });
+
+ if ($(this).attr("id") == "bibex-toggle") {
+ bibexCookie[bibex_key] = bibex_val;
+ Cookies.set("arxiv_bibex", bibexCookie, { expires: 365 });
+ if (bibex_val) {
+ $.cachedScript(scripts["bibex"]["url"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ }
+ } else if ($(this).attr("id") == "litmaps-toggle") {
+ $.cachedScript(scripts["litmaps"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if ($(this).attr("id") == "scite-toggle") {
+ $.cachedScript(scripts["scite"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if ($(this).attr("id") == "iarxiv-toggle") {
+ $.cachedScript(scripts["iarxiv"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if ($(this).attr("id") == "core-recommender-toggle" && $(this).hasClass("enabled")) {
+ $.cachedScript(scripts["core-recommender"]["url"]).done(function(script, textStatus) {});
+ } else if ($(this).attr("id") == "catalyzex-toggle") {
+ $.cachedScript(scripts["catalyzex"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if ($(this).attr("id") == "paperwithcode-toggle") {
+ $.cachedScript(scripts["paperwithcode"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if ($(this).attr("id") == "replicate-toggle") {
+ $.cachedScript(scripts["replicate"]).done(function(script, textStatus) {
+ // console.log(textStatus, "replicate (on lab toggle)");
+ }).fail(function() {
+ console.error("failed to load replicate script (on lab toggle)", arguments)
+ });
+ } else if ($(this).attr("id") == "spaces-toggle") {
+ $.cachedScript(scripts["spaces"]).done(function(script, textStatus) {
+ // console.log(textStatus, "spaces (on lab toggle)");
+ }).fail(function() {
+ console.error("failed to load spaces script (on lab toggle)", arguments)
+ });
+ } else if ($(this).attr("id") == "txyz-toggle") {
+ $.cachedScript(scripts["txyz"]).done(function(script, textStatus) {
+ }).fail(function() {
+ console.error("failed to load txyz script (on lab toggle)", arguments)
+ });
+ } else if ($(this).attr("id") == "connectedpapers-toggle") {
+ $.cachedScript(scripts["connectedpapers"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if ($(this).attr("id") == "influenceflower-toggle") {
+ $.cachedScript(scripts["influenceflower"]).done(function(script, textStatus) {
+ console.log(textStatus);
+ });
+ } else if ($(this).attr("id") == "sciencecast-toggle") {
+ $.cachedScript(scripts["sciencecast"]).done(function(script, textStatus) {
+ console.log(textStatus, "sciencecast (on lab toggle)");
+ }).fail(function() {
+ console.error("failed to load sciencecast script (on lab toggle)", arguments)
+ });
+ } else if ($(this).attr("id") == "dagshub-toggle") {
+ $.cachedScript(scripts["dagshub"]).done(function(script, textStatus) {
+ console.log(textStatus, "dagshub (on lab toggle)");
+ }).fail(function() {
+ console.error("failed to load dagshub script (on lab toggle)", arguments)
+ });
+ } else if ($(this).attr("id") == "gotitpub-toggle") {
+ $.cachedScript(scripts["gotitpub"]).done(function(script, textStatus) {
+ console.log(textStatus, "gotitpub (on lab toggle)");
+ }).fail(function() {
+ console.error("failed to load gotitpub script (on lab toggle)", arguments)
+ });
+ }
+
+
+ // TODO: clean this up
+ if (cookie_val == 'disabled') {
+ if ($(this).attr("id") == "core-recommender-toggle") {
+ $('#coreRecommenderOutput').empty();
+ }
+ else if ($(this).attr("id") == "bibex-toggle") {
+ $('#bib-main').remove();
+ location.reload();
+ }
+ }
+ });
+});
diff --git a/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/tooltip.css b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/tooltip.css
new file mode 100644
index 0000000..f7bdcd7
--- /dev/null
+++ b/03_Declarative_EventDriven/arxiv/[2403.13859]Supernovae_files/tooltip.css
@@ -0,0 +1,64 @@
+.visually-hidden {
+ clip-path: inset(100%);
+ clip: rect(1px, 1px, 1px, 1px);
+ height: 1px;
+ overflow: hidden;
+ position: absolute;
+ white-space: nowrap;
+ width: 1px;
+}
+.button-and-tooltip {
+ position: relative;
+ display: inline;
+}
+.button-and-tooltip button {
+ background: transparent;
+ border: none;
+ box-shadow: none;
+ position: relative;
+ padding: 0 0 0 6px;
+}
+[role="tooltip"] {
+ display: none;
+ position: absolute;
+ top: -6px;
+ left: 28px;
+ width: 250px;
+ background-color: #f7fafc;
+ border:1px solid black;
+ padding:4px 10px;
+ border-radius: 5px;
+}
+button:hover + [role="tooltip"],
+button:focus + [role="tooltip"] {
+ display: block;
+}
+.left-corner {
+ width: 0;
+ height: 0;
+ border-bottom: 5px solid transparent;
+ border-right: 5px solid #000;
+ border-left: 5px solid transparent;
+ border-top: 5px solid transparent;
+ left: -10px;
+ top: 8px;
+ position: absolute;
+}
+td.tablecell.arxivdoi, td.tablecell.doi {
+ display: inline-flex;
+ align-items: center;
+}
+
+/* tooltip displays to the left on small screens*/
+@media screen and (max-width: 480px) {
+ [role="tooltip"] {
+ width: 250px;
+ left: -273px;
+ }
+ .left-corner {
+ border-right: 5px solid transparent;
+ border-left: 5px solid #000;
+ left: auto;
+ right:-10px;
+ }
+}
diff --git a/03_Declarative_EventDriven/eurojackpot/web1.html b/03_Declarative_EventDriven/eurojackpot/web1.html
new file mode 100644
index 0000000..8cd2c1f
--- /dev/null
+++ b/03_Declarative_EventDriven/eurojackpot/web1.html
@@ -0,0 +1,1403 @@
+<!DOCTYPE html>
+<!-- saved from url=(0049)https://www.lotto.pl/eurojackpot/wyniki-i-wygrane -->
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+</span></button> <div class="modal-content" data-v-b9dfb86c=""><!----></div></div> <div class="modal-overlay" data-v-b9dfb86c=""></div></div></header> <section class="section-4" data-v-18e2866e=""><div><div class="slider-landing skip-contrast main-slider glide--ltr glide--carousel glide--swipeable" data-v-2857bac4=""><div data-glide-el="track" class="glide__track"><div class="glide__slides" style="transition: transform 800ms cubic-bezier(0.165, 0.84, 0.44, 1) 0s; width: 9350px; transform: translate3d(-3740px, 0px, 0px);"><div class="glide__slide glide__slide--clone" data-v-2857bac4="" style="width: 1870px; margin-right: 0px;"><div class="slide" data-v-2857bac4=""><picture data-v-2857bac4=""><source media="(min-width: 1440px)" srcset="https://www.lotto.pl/storage/files/2022/9/22/c96681f2-9eb7-4162-8d6f-082bcf0a857f/EJ_Wygrana_lotto_1920x440_L.png" data-v-2857bac4=""> <source media="(min-width: 640px)" srcset="https://www.lotto.pl/storage/files/2022/9/22/3966b226-dc01-4c82-83df-24f855e020ba/EJ_Wygrana_lotto_1440x360_M.png" data-v-2857bac4=""> <img alt="Eurojackpot Rekordowa Wygrana 12.08.2022 (Strona Eurojackpot)" src="./web1_files/EJ_Wygrana_lotto_640x300_S.png" data-v-2857bac4=""></picture> <a href="https://www.lotto.pl/aktualnosci/padla-rekordowa-wygrana-w-eurojackpot-w-polsce-to-ponad-213-mln-zl,5304?plc=banner-wygrana-eurojackpot" target="_self" class="slider-container" data-v-2857bac4=""><div class="slider-template-default" data-v-2857bac4=""></div></a></div></div><div class="glide__slide" data-v-2857bac4="" style="width: 1870px; margin-left: 0px; margin-right: 0px;"><div class="slide full-width" data-v-2857bac4=""><picture data-v-2857bac4=""><source media="(min-width: 1440px)" srcset="https://www.lotto.pl/storage/files/2024/1/18/837bf7eb-7e73-4e91-8a82-efb34767466e/Kon_L.png" data-v-2857bac4=""> <source media="(min-width: 640px)" srcset="https://www.lotto.pl/storage/files/2024/1/18/252d5a17-14a7-4940-8562-9715e41ff29a/Kon_M.png" data-v-2857bac4=""> <img alt="Eurojackpot kumulacyjny - strona EJ - cześć cukiereczku" src="./web1_files/Kon_S.png" data-v-2857bac4=""></picture> <div class="slider-container" data-v-2857bac4=""><div class="slider-template-eurojackpot-box" data-v-5c382c60="" data-v-2857bac4=""><div class="slider-template-eurojackpot" data-v-5c382c60=""><div class="text-0" data-v-5c382c60="">
+ Doświadczaj więcej
+ </div> <div class="text-1" data-v-5c382c60="">
+ Wygraj nawet
+ </div> <div class="text-2" data-v-5c382c60="">
+ 160 milionów
+ </div> <img loading="lazy" src="./web1_files/eurojackpot_logo.b6da8a0.webp" class="euro-logo-mobile" data-v-5c382c60=""> <div class="break" data-v-5c382c60=""></div> <div class="text-3" data-v-5c382c60=""><span data-v-5c382c60="">Graj w punktach LOTTO</span><span data-v-5c382c60=""> i na lotto.pl</span></div></div> <img loading="lazy" src="./web1_files/eurojackpot_logo.b6da8a0.webp" class="euro-logo" data-v-5c382c60=""></div></div></div></div><div class="glide__slide glide__slide--active" data-v-2857bac4="" style="width: 1870px; margin-left: 0px; margin-right: 0px;"><div class="slide" data-v-2857bac4=""><picture data-v-2857bac4=""><source media="(min-width: 1440px)" srcset="https://www.lotto.pl/storage/files/2023/5/3/68bc3fe3-4b23-43c1-a971-0969819b7142/lp_1920_20230502.png" data-v-2857bac4=""> <source media="(min-width: 640px)" srcset="https://www.lotto.pl/storage/files/2023/5/3/d8da8259-87c5-4d60-a87e-649888d07d8e/lp_1440_20230502.png" data-v-2857bac4=""> <img alt="Eurojackpot - wygrana 02.05.2023" src="./web1_files/glowna_640_20230502.png" data-v-2857bac4=""></picture> <a href="https://www.lotto.pl/aktualnosci/majowka-jak-marzenie-w-bielskubialej-padlo-w-eurojackpot-ponad-62-mln-zl,5953?plc=wygrana-eurojackpot" target="_self" class="slider-container" data-v-2857bac4=""><div class="slider-template-default" data-v-2857bac4=""></div></a></div></div><div class="glide__slide" data-v-2857bac4="" style="width: 1870px; margin-left: 0px; margin-right: 0px;"><div class="slide" data-v-2857bac4=""><picture data-v-2857bac4=""><source media="(min-width: 1440px)" srcset="https://www.lotto.pl/storage/files/2022/9/22/c96681f2-9eb7-4162-8d6f-082bcf0a857f/EJ_Wygrana_lotto_1920x440_L.png" data-v-2857bac4=""> <source media="(min-width: 640px)" srcset="https://www.lotto.pl/storage/files/2022/9/22/3966b226-dc01-4c82-83df-24f855e020ba/EJ_Wygrana_lotto_1440x360_M.png" data-v-2857bac4=""> <img alt="Eurojackpot Rekordowa Wygrana 12.08.2022 (Strona Eurojackpot)" src="./web1_files/EJ_Wygrana_lotto_640x300_S.png" data-v-2857bac4=""></picture> <a href="https://www.lotto.pl/aktualnosci/padla-rekordowa-wygrana-w-eurojackpot-w-polsce-to-ponad-213-mln-zl,5304?plc=banner-wygrana-eurojackpot" target="_self" class="slider-container" data-v-2857bac4=""><div class="slider-template-default" data-v-2857bac4=""></div></a></div></div><div class="glide__slide glide__slide--clone" data-v-2857bac4="" style="width: 1870px; margin-left: 0px;"><div class="slide full-width" data-v-2857bac4=""><picture data-v-2857bac4=""><source media="(min-width: 1440px)" srcset="https://www.lotto.pl/storage/files/2024/1/18/837bf7eb-7e73-4e91-8a82-efb34767466e/Kon_L.png" data-v-2857bac4=""> <source media="(min-width: 640px)" srcset="https://www.lotto.pl/storage/files/2024/1/18/252d5a17-14a7-4940-8562-9715e41ff29a/Kon_M.png" data-v-2857bac4=""> <img alt="Eurojackpot kumulacyjny - strona EJ - cześć cukiereczku" src="./web1_files/Kon_S.png" data-v-2857bac4=""></picture> <div class="slider-container" data-v-2857bac4=""><div class="slider-template-eurojackpot-box" data-v-5c382c60="" data-v-2857bac4=""><div class="slider-template-eurojackpot" data-v-5c382c60=""><div class="text-0" data-v-5c382c60="">
+ Doświadczaj więcej
+ </div> <div class="text-1" data-v-5c382c60="">
+ Wygraj nawet
+ </div> <div class="text-2" data-v-5c382c60="">
+ 160 milionów
+ </div> <img loading="lazy" src="./web1_files/eurojackpot_logo.b6da8a0.webp" class="euro-logo-mobile" data-v-5c382c60=""> <div class="break" data-v-5c382c60=""></div> <div class="text-3" data-v-5c382c60=""><span data-v-5c382c60="">Graj w punktach LOTTO</span><span data-v-5c382c60=""> i na lotto.pl</span></div></div> <img loading="lazy" src="./web1_files/eurojackpot_logo.b6da8a0.webp" class="euro-logo" data-v-5c382c60=""></div></div></div></div></div></div> <div class="slider-bullets-container" data-v-2857bac4=""><div data-glide-el="controls[nav]" class="glide-bullets" data-v-2857bac4=""><button data-glide-dir="=0" class="glide-bullet" data-v-2857bac4=""></button><button data-glide-dir="=1" class="glide-bullet glide__bullet--active" data-v-2857bac4=""></button><button data-glide-dir="=2" class="glide-bullet" data-v-2857bac4=""></button></div></div></div></div></section> <div class="container" data-v-18e2866e=""><div class="menu-sticky" style="--menu-color: var(--color-eurojackpot);" data-v-2f4a2846="" data-v-18e2866e=""><section class="section-2" data-v-2f4a2846=""><div><ul class="clear menu-secondary border-contrast" data-v-84382c08=""><li data-v-84382c08=""><a href="https://www.lotto.pl/eurojackpot" target="_self" class="menu-secondary--item hidden nuxt-link-active" data-v-84382c08="">
+ Eurojackpot
+ </a> <a href="https://www.lotto.pl/eurojackpot" target="_self" class="menu-secondary--item nuxt-link-active" data-v-84382c08="">
+ Eurojackpot
+ </a></li><li data-v-84382c08=""><a href="https://www.lotto.pl/eurojackpot/zagraj" target="_self" class="menu-secondary--item hidden" data-v-84382c08="">
+ Zagraj
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+ Zagraj
+ </a></li><li data-v-84382c08=""><a href="https://www.lotto.pl/eurojackpot/wyniki-i-wygrane" aria-current="page" target="_self" class="menu-secondary--item hidden nuxt-link-exact-active nuxt-link-active" data-v-84382c08="">
+ Wyniki i wygrane
+ </a> <a href="https://www.lotto.pl/eurojackpot/wyniki-i-wygrane" aria-current="page" target="_self" class="menu-secondary--item nuxt-link-exact-active nuxt-link-active active" data-v-84382c08="">
+ Wyniki i wygrane
+ </a></li><li data-v-84382c08=""><a href="https://www.lotto.pl/eurojackpot/jak-grac" target="_self" class="menu-secondary--item hidden" data-v-84382c08="">
+ Jak grać
+ </a> <a href="https://www.lotto.pl/eurojackpot/jak-grac" target="_self" class="menu-secondary--item" data-v-84382c08="">
+ Jak grać
+ </a></li><li data-v-84382c08=""><a href="https://www.lotto.pl/eurojackpot/najwyzsze-wygrane" target="_self" class="menu-secondary--item hidden" data-v-84382c08="">
+ Najwyższe wygrane
+ </a> <a href="https://www.lotto.pl/eurojackpot/najwyzsze-wygrane" target="_self" class="menu-secondary--item" data-v-84382c08="">
+ Najwyższe wygrane
+ </a></li><li data-v-84382c08=""><a href="https://www.lotto.pl/eurojackpot/statystyki" target="_self" class="menu-secondary--item hidden" data-v-84382c08="">
+ Statystyki
+ </a> <a href="https://www.lotto.pl/eurojackpot/statystyki" target="_self" class="menu-secondary--item" data-v-84382c08="">
+ Statystyki
+ </a></li><li data-v-84382c08=""><a href="https://www.lotto.pl/eurojackpot/losowania-eurojackpot" target="_self" class="menu-secondary--item hidden" data-v-84382c08="">
+ Losowania Eurojackpot
+ </a> <a href="https://www.lotto.pl/eurojackpot/losowania-eurojackpot" target="_self" class="menu-secondary--item" data-v-84382c08="">
+ Losowania Eurojackpot
+ </a></li></ul></div></section></div> <div class="cookie-wall" data-v-0dbaf945="" data-v-18e2866e=""><div class="container" data-v-0dbaf945=""><div class="inner-wrapper" data-v-0dbaf945=""><div class="cookie-content" data-v-0dbaf945="">
+ Szanowny Użytkowniku, dokładamy starań, aby korzystanie z naszego serwisu było dla Ciebie komfortowe. W tym celu staramy się m.in. dopasować dostępne w serwisie treści do Twoich preferencji. Jest to możliwe dzięki przechowywaniu w Twojej przeglądarce plików cookies oraz przetwarzaniu przez administratora, czyli Totalizator Sportowy Sp. z o.o. z siedzibą w Warszawie danych osobowych w celu przedstawiania Ci ofert i funkcjonalności naszego serwisu w celach związanych z poprawą jakości świadczonych przez nas usług i oferowanych produktów oraz w celach analitycznych i statystycznych. Poprzez dalsze korzystanie z naszego serwisu - bez dokonywania zmian ustawień w zakresie prywatności - wyrażasz zgodę na zapisywanie plików cookies w Twojej przeglądarce. Pamiętaj, że w każdej chwili możesz zmienić ustawienia dotyczące plików cookies, a także uzyskać dodatkowe informacje o zasadach przetwarzania Twoich danych osobowych oraz przysługujących Ci prawach w naszej <a href="https://www.lotto.pl/polityka-prywatnosci" data-v-0dbaf945="" class="">
+ Polityce Prywatności.
+ </a></div> <div class="action-control type1" data-v-0dbaf945=""><button aria-label="zamknij" class="close-wall" data-v-0dbaf945="">
+ Akceptuj
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div></div> <div data-v-9cdfda46="" data-v-18e2866e=""><div class="loader-box" data-v-53811b4d="" data-v-9cdfda46=""><div class="row" data-v-53811b4d=""><div class="col-12" data-v-53811b4d=""><div data-v-51592fd2="" data-v-53811b4d=""><div class="head-line-wrap" data-v-51592fd2=""><div class="d-flex align-items-center mb-3 " data-v-51592fd2=""><h2 class="allgames-box__title widget-title mb-0" data-v-51592fd2="">
+ Wyniki losowań
+ </h2></div> <div data-v-51592fd2=""><div class="action-control type4" data-v-51592fd2=""><a href="https://www.lotto.pl/eurojackpot/wyniki-i-wygrane/raporty" data-v-51592fd2="" class="">
+ Raporty
+ </a> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <div class="action-control type1" data-v-51592fd2=""><button data-v-51592fd2="">
+ Zagraj online
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div> <div class="single-tab-body" data-v-51592fd2=""><div class="single-tab-body--content justify-content-between" data-v-51592fd2=""><div class="single-item single-item--first" data-v-51592fd2=""><p class="single-item__title single-item__title--mb" data-v-51592fd2="">
+ Jak chcesz sprawdzić wyniki?
+ </p> <div class="mw-200 select-wrapper variant-line" style="--input-width: auto;" data-v-51592fd2=""><!----> <div dir="auto" class="v-select vs--single vs--unsearchable"> <div id="vs1__combobox" role="combobox" aria-expanded="false" aria-owns="vs1__listbox" aria-label="Search for option" class="vs__dropdown-toggle"><div class="vs__selected-options"><span class="vs__selected">
+ Ostatnie losowania
+ <!----></span> <input readonly="readonly" aria-autocomplete="list" aria-labelledby="vs1__combobox" aria-controls="vs1__listbox" type="search" autocomplete="off" value="" class="vs__search"></div> <div class="vs__actions"><button type="button" title="Clear Selected" aria-label="Clear Selected" class="vs__clear"><svg xmlns="http://www.w3.org/2000/svg" width="10" height="10"><path d="M6.895455 5l2.842897-2.842898c.348864-.348863.348864-.914488 0-1.263636L9.106534.261648c-.348864-.348864-.914489-.348864-1.263636 0L5 3.104545 2.157102.261648c-.348863-.348864-.914488-.348864-1.263636 0L.261648.893466c-.348864.348864-.348864.914489 0 1.263636L3.104545 5 .261648 7.842898c-.348864.348863-.348864.914488 0 1.263636l.631818.631818c.348864.348864.914773.348864 1.263636 0L5 6.895455l2.842898 2.842897c.348863.348864.914772.348864 1.263636 0l.631818-.631818c.348864-.348864.348864-.914489 0-1.263636L6.895455 5z"></path></svg></button> <span class="icon icon-arrow_down" style="--fill: #0178c4; --size: 12px;" data-v-46218f42=""><svg width="10.319" height="6.3813" version="1.1" viewBox="0 -960 495.3 306.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m247.65-653.7-247.65-247.65 58.652-58.652 189 189 189-189 58.652 58.652z"></path>
+</svg>
+</span> <div class="vs__spinner" style="display:none;">Loading...</div></div></div> <ul id="vs1__listbox" role="listbox" style="display:none;visibility:hidden;"></ul> </div></div></div> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----></div> <div data-v-51592fd2=""><div class="tabs-options-box" data-v-51592fd2=""></div> <div class="tab-search-box" data-v-51592fd2=""><div class="action-control type1" data-v-51592fd2=""><button disabled="disabled" data-v-51592fd2="">
+ Szukaj
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div> <!----> <!----> <!----></div></div></div></div> <div class="row" data-v-53811b4d=""><div class="col-12" data-v-53811b4d=""><div class="game-results-container" data-v-53811b4d=""><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Piątek, 22.03.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 445
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 445
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 5
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 17
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 36
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 37
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 50
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 3
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 7
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <div class="banner-draw" data-v-53811b4d=""><div class="next-draw-banner eurojackpot" data-v-5d554947="" data-v-53811b4d=""><!----> <div class="draw-content" data-v-5d554947=""><div class="fragment-one" data-v-5d554947=""><div class="logo-wrapper" data-v-5d554947=""><img src="./web1_files/d57312a87ed32bf548ff391d1360d964.svg" alt="Losowanie dla EuroJackpot" class="logo" data-v-5d554947=""></div> <div class="amount-group" data-v-5d554947=""><div class="amount-label" data-v-5d554947="">
+ Już jutro
+ </div> <div class="amount-value" data-v-5d554947="">
+ 160 000 000 zł
+ </div></div></div> <div class="fragment-two" data-v-5d554947=""><div data-v-5d554947="" class="draw-group"><span data-v-5d554947="" class="draw-label">
+ Losowanie za:
+ </span> <span data-v-5d554947="" class="draw-time">
+ 1 dzień 6 godz.
+ </span></div> <div class="lets-play-cta" data-v-5d554947=""><div class="action-control type1" data-v-5d554947=""><a href="https://www.lotto.pl/eurojackpot/zagraj" data-v-5d554947="" class="">
+ Zagraj online
+ </a> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div></div> <div class="lets-play-wide" data-v-5d554947=""><a href="https://www.lotto.pl/eurojackpot/zagraj" data-v-5d554947="" class="">
+ Zagraj online
+ </a></div></div></div></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Wtorek, 19.03.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 444
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 444
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 1
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 20
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 28
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 32
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 49
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 3
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 10
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Piątek, 15.03.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 443
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 443
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 16
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 20
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 25
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 30
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 49
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 3
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 10
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Wtorek, 12.03.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 442
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 442
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 2
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 8
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 11
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 16
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 20
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 4
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 10
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Piątek, 08.03.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 441
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 441
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 2
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 11
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 17
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 23
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 49
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 4
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 12
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Wtorek, 05.03.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 440
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 440
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 2
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 20
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 30
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 31
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 40
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 8
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 12
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Piątek, 01.03.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 439
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 439
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 13
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 26
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 30
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 34
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 41
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 3
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 7
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Wtorek, 27.02.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 438
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 438
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 15
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 17
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 30
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 38
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 49
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 1
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 11
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Piątek, 23.02.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 437
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 437
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 10
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 19
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 22
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 37
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 41
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 2
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 6
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d=""><div class="game-main-box" data-v-53811b4d=""><div class="game-main-header" data-v-53811b4d=""><div class="game-main__info sg" data-v-53811b4d=""><div class="sg__desc-box" data-v-53811b4d=""><p class="sg__desc-title" data-v-53811b4d="">
+ Wtorek, 20.02.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d=""><div class="winning-tables" data-v-2479a7df="" data-v-53811b4d=""><div class="action-control type3" data-v-2479a7df=""><button data-v-2479a7df=""><span class="icon icon-payments" style="--fill: #fff; --size: 18px;" data-v-46218f42="" data-v-2479a7df=""><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"></path>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c=""><div class="lds-ring" style="--size: 24px; --border: 4px;" data-v-0597c57c=""><div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div> <div data-v-0597c57c=""></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d=""></div> <div class="game-main-body-box" data-v-53811b4d=""><div class="recent-results-box" data-v-53811b4d=""><div class="white-number-box" data-v-53811b4d=""><div class="white-number-box__offset" data-v-53811b4d=""></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d="">
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d="">
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d=""><div class="result-item" data-v-53811b4d=""><div class="d-md-none special-mobile-box" data-v-53811b4d=""><p class="resu1lt-item__name" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 436
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d="">
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d=""><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d="">
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d="">
+ 436
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d=""><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 1
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 3
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 11
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 15
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d="">
+ 30
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 4
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d="">
+ 10
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div></div></div></div> <div class="wins-loader" data-v-53811b4d=""><div data-v-0597c57c="" data-v-53811b4d=""><button class="more-results" data-v-0597c57c=""><span class="d-flex align-items-center " data-v-0597c57c="">
+ Więcej wyników
+ <span class="ml-2 icon icon-arrow_down" style="--fill: #0178c4; --size: 14px;" data-v-46218f42="" data-v-0597c57c=""><svg width="10.319" height="6.3813" version="1.1" viewBox="0 -960 495.3 306.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m247.65-653.7-247.65-247.65 58.652-58.652 189 189 189-189 58.652 58.652z"></path>
+</svg>
+</span></span></button></div></div> <div class="modal modal-quick-game-draws modal-close-hide" data-v-b9dfb86c="" data-v-53811b4d=""><div class="modal-box" style="--width: 700px;" data-v-b9dfb86c=""><button type="button" class="modal-close clear" data-v-b9dfb86c=""><span class="icon icon-close" style="--fill: #0178c4; --size: 16px;" data-v-46218f42="" data-v-b9dfb86c=""><svg width="10.319" height="10.319" version="1.1" viewBox="0 -960 495.3 495.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m58.652-464.7-58.652-58.652 189-189-189-189 58.652-58.652 189 189 189-189 58.652 58.652-189 189 189 189-58.652 58.652-189-189z"></path>
+</svg>
+</span></button> <div class="modal-content" data-v-b9dfb86c=""></div></div> <div class="modal-overlay" data-v-b9dfb86c=""></div></div></div> <!----></div> <div class="privacy-popup" data-v-6c1a386c="" data-v-18e2866e=""><div class="privacy-popup__overlay" data-v-6c1a386c=""></div> <div class="privacy-popup__box" data-v-6c1a386c=""><div class="privacy-popup__title" data-v-6c1a386c="">
+ KLAUZULA DOTYCZĄCA PRZETWARZANIA DANYCH OSOBOWYCH PRZEZ TOTALIZATOR SPORTOWY SP. Z O.O.
+ </div> <div class="privacy-popup__content" data-v-6c1a386c=""><div class="privacy-popup__scroll-content" data-v-6c1a386c="" data-scrollbar="true" tabindex="-1" style="overflow: hidden; outline: none;"><div class="scroll-content"><p data-v-6c1a386c="">Dane osobowe użytkowników Serwisu <a href="https://www.lotto.pl/" data-v-6c1a386c="">www.lotto.pl</a> przetwarzane są zgodnie z przepisami Rozporządzenia Parlamentu Europejskiego i Rady (UE) 2016/679 z dnia 27 kwietnia 2016 r. w sprawie ochrony osób fizycznych w związku z przetwarzaniem danych osobowych i w sprawie swobodnego przepływu takich danych oraz uchylenia dyrektywy 95/46/WE (ogólne rozporządzenie o ochronie danych) (dalej „<strong data-v-6c1a386c="">RODO</strong>”) oraz ustawy z dnia 10 maja 2018r. o ochronie danych osobowych (Dz. U. z 2019 r. poz. 1781).</p> <ol data-v-6c1a386c=""><li data-v-6c1a386c=""><strong data-v-6c1a386c="">Administrator danych</strong> <p data-v-6c1a386c="">Administratorem Twoich danych osobowych jest Totalizator Sportowy sp. z o.o. z siedzibą w Warszawie przy ul. Targowej 25, 03-728, Warszawa (dalej „<strong data-v-6c1a386c="">Administrator</strong>”). Z Administratorem można skontaktować się przesyłając e – mail na adres: <a href="mailto:iod@totalizator.pl" data-v-6c1a386c="">iod@totalizator.pl</a> a także za pośrednictwem poczty tradycyjnej, pod wskazanym powyżej adresem siedziby Administratora.</p></li> <li data-v-6c1a386c=""><strong data-v-6c1a386c="">Cele i podstawy przetwarzania</strong> <p data-v-6c1a386c="">Dane osobowe będą przetwarzane w następujących celach:</p> <ol type="a" data-v-6c1a386c=""><li data-v-6c1a386c=""><p data-v-6c1a386c="">świadczenia usług drogą elektroniczną w zakresie udostępniana treści gromadzonych w serwisie - podstawą prawną przetwarzania są czynności niezbędne do wykonania umowy, której stroną jest osoba, której dane dotyczą, lub do podjęcia działań na żądanie osoby, której dane dotyczą, przed zawarciem umowy (art. 6 ust. 1 lit. b RODO);</p></li> <li data-v-6c1a386c=""><p data-v-6c1a386c="">
+ analitycznych i statystycznych - podstawą prawną przetwarzania danych jest niezbędność przetwarzania do realizacji prawnie uzasadnionego interesu Administratora. Uzasadnionym interesem Administratora jest w tym przypadku stały rozwój serwisu <a href="https://www.lotto.pl/" data-v-6c1a386c="">lotto.pl</a> (art. 6 ust. 1 lit. f RODO);
+ </p></li> <li data-v-6c1a386c=""><p data-v-6c1a386c="">
+ ewentualnego ustalenia, dochodzenia lub obrony przed roszczeniami - podstawą prawną przetwarzania danych jest niezbędność przetwarzania do realizacji prawnie uzasadnionego interesu Administratora. Uzasadnionym interesem Administratora jest w tym przypadku możliwość ustalenia, dochodzenia lub obrony przed roszczeniami (art. 6 ust. 1 lit. f RODO).
+ </p></li></ol></li> <li data-v-6c1a386c=""><p data-v-6c1a386c=""><strong data-v-6c1a386c="">Prawa osób, których dane dotyczą</strong>
+ W związku z przetwarzaniem danych osobowych osobie, której dane dotyczą przysługują następujące prawa do: dostępu do danych, sprostowania danych, usunięcia danych, ograniczenia przetwarzania danych, prawo do przenoszenia danych. Prawa te przysługują w przypadkach i w zakresie przewidzianym przez obowiązujące przepisy prawa. W związku z przetwarzaniem danych przysługuje również prawo do wniesienia skargi do organu nadzorczego - Prezesa Urzędu Ochrony Danych Osobowych.
+ </p></li></ol> <p data-v-6c1a386c="">Szczegółowe informacje dotyczące przetwarzania danych osobowych znajdują się w <a data-href="/polityka-prywatnosci" href="https://www.lotto.pl/polityka-prywatnosci" data-v-6c1a386c="">Polityce Prywatności </a></p></div><div class="scrollbar-track scrollbar-track-x show" style="display: none;"><div class="scrollbar-thumb scrollbar-thumb-x" style="width: 880px; transform: translate3d(0px, 0px, 0px);"></div></div><div class="scrollbar-track scrollbar-track-y show" style="display: block;"><div class="scrollbar-thumb scrollbar-thumb-y" style="height: 94.6286px; transform: translate3d(0px, 0px, 0px);"></div></div></div></div> <div class="privacy-popup__buttons" data-v-6c1a386c=""><div class="action-control type1" data-v-6c1a386c=""><button data-v-6c1a386c="">
+ Przejdź do serwisu
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+ <path d="m627.59-272.74q-122.46-9-232.38-60.098t-197.36-138.41q-87.435-87.316-137.53-196.82-50.097-109.5-60.097-232.04-2-24.382 14.472-42.137t41.18-17.755h135.76q22.5 0 37.869 12.533 15.37 12.533 20.805 33.555l23.761 100.98q2.956 16.587-1.381 31.217-4.337 14.631-15.206 24.783l-98.435 96.087q19.043 35.369 43.609 68.456 24.565 33.087 55.577 63.115 28.836 28.82 60.444 52.646 31.609 23.826 66.261 41.913l100.67-96.957q10.63-10.391 25.022-14.369 14.391-3.978 30.978-1.022l100.54 22.283q22.022 6.434 34.055 21.445t12.033 37.033v137.67q0 24.811-18.272 41.351-18.272 16.541-42.381 14.541zm-507.04-466.96 69.761-67.848-16.682-69.456h-88.166q4.522 36.326 13.153 70.138 8.631 33.812 21.934 67.166zm344.96 345.2q33.666 13.525 68.8 21.665 35.135 8.139 70.939 13.617v-88.804l-70.217-15.522z"></path>
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+</span></div> <div class="info-details" data-v-a428f930=""><span class="info-title" data-v-a428f930="">Biuro Obsługi Klienta 459 59 59 00</span> <p class="info-text" data-v-a428f930="">
+ Opłata za połączenie jest zgodna z planem taryfowym danego operatora
+ </p></div></div> <div class="info-element" data-v-a428f930=""><div class="info-icon-wrapper" data-v-a428f930=""><span class="icon icon-totalizator" style="--fill: #888; --size: 30px;" data-v-46218f42="" data-v-a428f930=""><!--?xml version="1.0" encoding="UTF-8"?-->
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+ <path d="m32.892 32.469h-0.8336l-0.5633 1.6349h-0.0106l-0.536-1.6349h-0.9214l0.9913 2.5096v1.8168h0.8775v-1.8168l0.9961-2.5096z"></path>
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+</svg>
+</span></div> <div class="info-details" data-v-a428f930=""><a href="https://www.totalizator.pl/zaangazowanie/wsparcie-sportu" target="_blank" class="info-link" data-v-a428f930="">Wspieramy sport i kulturę</a> <p class="info-text" data-v-a428f930="">
+ Każda złotówka wydana przez Gracza na gry liczbowe LOTTO, to 19 groszy dla polskiego sportu i kultury.
+ </p></div></div> <div class="info-element" data-v-a428f930=""><div class="info-icon-wrapper" data-v-a428f930=""><span class="icon icon-ok" style="--fill: #888; --size: 30px;" data-v-46218f42="" data-v-a428f930=""><!--?xml version="1.0" encoding="UTF-8"?-->
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lotto-link--bright\" href=\"https:\u002F\u002Fwww.totalizator.pl\u002Fzaangazowanie\u002Fwsparcie-sportu\" target=\"_blank\" rel=\"noopener\"\u003E Wspieramy sport i kulturę \u003C\u002Fa\u003E\n\u003Cp class=\"infobox__desc-exact text-footer-desc\"\u003EKażda złotówka wydana przez Gracza na gry liczbowe LOTTO, to 19 groszy dla polskiego sportu i kultury.\u003C\u002Fp\u003E\n\u003C\u002Fdiv\u003E\n\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"footer-infobox__item infobox infobox-left\"\u003E\n\u003Cdiv class=\"infobox__img-box\"\u003E\u003Cimg class=\"infobox__img\" src=\"\u002Fimages\u002Fresponsible_game_footer.svg\" alt=\"\"\u003E\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"infobox__desc-box\"\u003E\u003Ca class=\"lotto-link lotto-link--bright\" href=\"\u002Fodpowiedzialna-gra\"\u003E Tylko 18+ Odpowiedzialna gra \u003C\u002Fa\u003E\n\u003Cp class=\"infobox__desc-exact text-footer-desc\"\u003EZgodnie z obowiązującym prawem w gry liczbowe i loterie pieniężne mogą grać wyłącznie osoby, które 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class=\"footer-additional\"\u003E\n\u003Cdiv class=\"col-12 col-sm-6 col-lg-12 footer-app footer-app__box\"\u003E\n\u003Cp class=\"footer-app__title\"\u003EPobierz darmową aplikację mobilną LOTTO\u003C\u002Fp\u003E\n\u003Cdiv class=\"footer-app__btn-box\"\u003E\u003Ca class=\"footer-app__btn-link\" href=\"\u002Faplikacja-lotto-android\" data-plc=\"stopka\"\u003E \u003Cimg class=\"footer-app__btn\" src=\"\u002Fimages\u002Fandroid.svg?1\" alt=\"Pobierz aplikację na urządzenie z systemem Android\"\u003E \u003C\u002Fa\u003E \u003Ca class=\"footer-app__btn-link\" href=\"https:\u002F\u002Fapps.apple.com\u002Fpl\u002Fapp\u002Flotto-graj-online\u002Fid1443567888?l=pl\" data-plc=\"stopka\"\u003E \u003Cimg class=\"footer-app__btn\" src=\"\u002Fimages\u002Fappstore.svg\" alt=\"Pobierz aplikację na urządzenie z systemem iOS\"\u003E \u003C\u002Fa\u003E \u003Ca class=\"footer-app__btn-link\" href=\"https:\u002F\u002Fappgallery7.huawei.com\u002F#\u002Fapp\u002FC101781563\" target=\"_blank\" rel=\"noopener\"\u003E \u003Cimg class=\"footer-app__btn\" src=\"\u002Fimages\u002Fapp-gallery.svg\" alt=\"Pobierz aplikację w AppGallery\"\u003E \u003C\u002Fa\u003E\u003C\u002Fdiv\u003E\n\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"col-12 col-sm-6 col-lg-12 footer-infobox footer-infobox--last\"\u003E\n\u003Cdiv class=\"footer-infobox__item infobox\"\u003E\n\u003Cdiv class=\"infobox__img-box--logotypes\"\u003E\u003Ca href=\"https:\u002F\u002Fwww.totalizator.pl\u002F\" target=\"_blank\" rel=\"noopener\"\u003E \u003Cimg class=\"infobox__img infobox__img--special\" src=\"\u002Fimages\u002Fbox_info_totalizator.svg\" alt=\"Ikona Totalizatora Sportowego\"\u003E \u003C\u002Fa\u003E\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"d-inline-block\"\u003E\u003Ca class=\"lotto-link lotto-link--bright\" href=\"https:\u002F\u002Fwww.totalizator.pl\u002F\" target=\"_blank\" rel=\"noopener\"\u003ETotalizator Sportowy\u003C\u002Fa\u003E\n\u003Cp class=\"infobox__desc-exact text-footer-desc--no-width\"\u003ETotalizator Sportowy, właściciel marki LOTTO, sprzedaje swoje produkty wyłącznie w punktach opatrzonych logo LOTTO oraz na stronie lotto.pl.\u003C\u002Fp\u003E\n\u003C\u002Fdiv\u003E\n\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"footer-infobox__item infobox\"\u003E\n\u003Cdiv class=\"infobox__img-box--logotypes\"\u003E\u003Ca href=\"http:\u002F\u002Fwww.torsluzewiec.pl\u002F\" target=\"_blank\" rel=\"noopener\"\u003E \u003Cimg class=\"infobox__img infobox__img--special\" src=\"\u002Fimages\u002Ftor.svg\" alt=\"Ikona\"\u003E \u003C\u002Fa\u003E\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"d-inline-block\"\u003E\u003Ca class=\"lotto-link lotto-link--bright\" href=\"http:\u002F\u002Fwww.torsluzewiec.pl\u002F\" target=\"_blank\" rel=\"noopener\"\u003E Tor Służewiec \u003C\u002Fa\u003E\n\u003Cp class=\"infobox__desc-exact text-footer-desc--no-width\"\u003EOd 2008 roku Totalizator Sportowy jest mecenasem Toru Służewiec, gdzie co roku od kwietnia do listopada 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function(e,t){if("function"!==typeof t&&null!==t)throw new TypeError("Super expression must either be null or a function, not "+typeof t);e.prototype=Object.create(t&&t.prototype,{constructor:{value:e,enumerable:!1,writable:!0,configurable:!0}}),t&&(Object.setPrototypeOf?Object.setPrototypeOf(e,t):e.__proto__=t)}(t,a["Component"]),j(t,[{key:"componentDidMount",value:function(){var e=this;Object(s.g)("Zowie Widget - mounting started.");var t=this.props,a=t.handleLogoutCallback,o=t.handleShowCallback,i=t.handleHideCallback,r=t.handleStartCallback,c=t.handleCloseCallback,d=t.handleOpenCallback,p=t.handleIsAvailableCallback,u=t.handleGetAccessTokenCallback,h=t.handleTrackVisitedProduct,m=t.handleUpdateCartCallback,f=t.handleTrackPurchased,g=t.handleTrackCartUpdated,b=t.handleGetMobileCtaCallback,V=t.handleGetDesktopCtaCallback,v=t.widgetShowDelay,w=t.showOnLoad,C=t.keepOnLoad,A=t.onLoaded,k=l.a.parse(window.location.search).herochat,x=C&&("open"===k||"opened"===ne())&&!Object(s.b)();Object(s.g)("Zowie Widget - saved status is:",ne()),this.updateWindowSize(),window.addEventListener("resize",function(){return e.updateWindowSize()}),setInterval(function(){return e.tryUpdateUrl()},1e3),setInterval(function(){return e.watchTabFocus()},1e3),x?this.setState({alreadyStarted:!0},function(){e.calculatePolicy(),setTimeout(function(){return e.start()},300)}):w&&setTimeout(function(){return 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0,o,i)}),e.props.onEcommercePurchased&&e.props.onEcommercePurchased(o,i)}),m&&m(function(){return e.ecommerceUpdateCart()}),V&&V(function(){return e.state.ctaActiveConfig.desktop}),b&&b(function(){return e.state.ctaActiveConfig.mobile}),A&&A();try{this.ecommerceConfigure(),this.ecommerceTrackVisitedUrl(),this.ecommerceTrackVisitedProduct(),this.ecommerceWatchCart(),this.ecommerceWatchPurchase()}catch(e){Object(s.f)(e)}this.showForm(),this.triggerCta(x),setInterval(function(){return e.triggerCta(x)},1e3),localStorage.setItem(Q,String(Date.now()));var y=function(){e.props.isPersonalizeAgentExperimentEnabled&&Promise.all([n.e(0),n.e(1)]).then(n.bind(null,0)).then(function(t){return t.createAPI(e.props.instanceId,e.props.trackingSessionDuration).trackAbTestRegistered("personalize-agents-more",e.props.shouldPersonalizeAgent?"variant":"control")})},S=function(){e.props.isAddButtonsToProactiveChatsExperimentEnabled&&Promise.all([n.e(0),n.e(1)]).then(n.bind(null,0)).then(function(t){return t.createAPI(e.props.instanceId,e.props.trackingSessionDuration).trackAbTestRegistered("add-buttons-to-proactive-chats",e.props.shouldAddButtonsToProactiveChats?"variant":"control")})};window.addEventListener("new-tracking-session",function(){y(),S()}),y(),S(),this.props.metadata&&this.setState({localMetadata:{firstName:this.props.metadata.firstName||"",lastName:this.props.metadata.lastName||"",name:this.props.metadata.name||"",email:this.props.metadata.email||"",phoneNumber:this.props.metadata.phoneNumber||""}}),Object(s.g)("Zowie Widget - mounting finished.")}},{key:"componentWillUnmount",value:function(){this.stopTitleChange()}},{key:"hideCta",value:function(){this.setState({ctaActivated:!1,pendingReferral:void 0,ctaOffScreen:!0,ctaActiveConfig:this.getDefaultCta()}),this.stopTitleChange(),this.setState({ctaTriggered:[]})}},{key:"showCta",value:function(e){var t=this;Object(s.g)("Showing CTA with config: ",e);var n=e.desktop,a=e.mobile,o=e.sound,i=e.titleChange,r=e.referral,c=0;Object(s.b)()||(c=n.showDelay||0),Object(s.b)()&&(c=a.showDelay||0),r?this.setState(function(e){return Object.assign({},e,{ctaTriggered:[].concat(U(e.ctaTriggered),[r])})}):this.setState(function(e){return Object.assign({},e,{ctaTriggered:[].concat(U(e.ctaTriggered),["default"])})}),setTimeout(function(){t.setState({ctaActivated:!0,pendingReferral:r,ctaOffScreen:!1,ctaActiveConfig:e}),r&&t.ecommerceTrackPractiveChatSeen(r),o&&t.playSound(),i&&t.startTitleChange(i)},1e3*Number(c))}},{key:"triggerCta",value:function(e){var t=this,n=this.props,a=n.proactiveChatConfigs,o=n.metadata,i=n.disableDesktopCta,r=n.disableMobileCta,c=n.mobileCta,l=n.desktopCta,d=n.allowToDisableCtaOmitProactiveChats,p=this.state,u=p.opened,h=p.ctaListenersRegistered,m=p.ctaTriggered,f=p.ctaDisabled;if(!u&&!0!==e){var g=window.location.href,b=[this.getDefaultCta()],V=a.filter(function(e){var t=0===e.triggerUrls.length&&0===e.triggerMetadataGroups.length&&Object(s.e)(e.schedule),n=Object(s.i)(e.triggerUrls,g)&&Object(s.e)(e.schedule),a=void 0!==e.triggerMetadataGroups.find(function(t){var n=void 0;return t.conditions.forEach(function(e){("OR"!==t.operator||!1!==n&&void 0!==n||!o)&&("AND"!==t.operator||!0!==n&&void 0!==n||!o)||(n=Object(s.a)(e,o))}),!0===n&&Object(s.e)(e.schedule)});return t||n||a}).map(function(e){return{desktop:i?{mode:"HIDDEN",header:"",text:""}:e.desktopCta?e.desktopCta:l,mobile:r?{mode:"HIDDEN",lines:[]}:e.mobileCta?e.mobileCta:c,triggerEvents:e.triggerEvents,sound:e.sound,titleChange:e.titleChange,referral:e.id,source:"proactive"}}),v=0===V.length;"disabled"===ae()&&v||("disabled"!==ae()||d)&&(v||(b=V),b.filter(function(e){return!m.includes(e.referral?e.referral:"default")&&!f.includes(e.referral?e.referral:"default")}).forEach(function(e){e.triggerEvents.forEach(function(n){if("PageVisited"===n.name)t.showCta(e),Object(s.g)("Zowie Widget - triggered 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added.")):"EcommerceCartUpdatedProductRemoved"===n.name?sessionStorage.getItem(Y)&&(sessionStorage.removeItem(Y),t.showCta(e),Object(s.g)("Zowie Widget - triggered cart product removed.")):"EcommerceCartUpdatedProductVisited"===n.name&&sessionStorage.getItem(J)&&(sessionStorage.removeItem(J),t.showCta(e),Object(s.g)("Zowie Widget - triggered cart product visited."))})}),this.setState({ctaListenersRegistered:!0}))}}},{key:"ecommerceTrackVisitedUrl",value:function(){var e=this;(this.props.ecommerceShopifyTracking||this.props.ecommerceMagentoTracking||this.props.ecommerceBigcommerceTracking||this.props.ecommerceNopcommerceTracking||this.props.ecommerceCustomTracking)&&Promise.all([n.e(0),n.e(1)]).then(n.bind(null,0)).then(function(t){return t.createAPI(e.props.instanceId,e.props.trackingSessionDuration).trackVisitedUrl(window.location.href,document.title,navigator.userAgent,navigator.appVersion)})}},{key:"ecommerceTrackConversationStarted",value:function(e){var t=this;Promise.all([n.e(0),n.e(1)]).then(n.bind(null,0)).then(function(n){return n.createAPI(t.props.instanceId,t.props.trackingSessionDuration).trackConversationStarted(e)}),this.props.onEcommerceConversationStarted&&this.props.onEcommerceConversationStarted()}},{key:"ecommerceTrackVisitedProduct",value:function(){var e=this;this.props.ecommerceShopifyTracking&&Promise.all([n.e(0),n.e(2)]).then(n.bind(null,54)).then(function(t){return t.trackVisitedProduct(e.props.instanceId,e.props.trackingSessionDuration,function(){te(),e.props.onEcommerceProductVisited&&e.props.onEcommerceProductVisited()})}),this.props.ecommerceBigcommerceTracking&&Promise.all([n.e(0),n.e(3)]).then(n.bind(null,55)).then(function(t){return t.trackVisitedProduct(e.props.instanceId,e.props.trackingSessionDuration,function(){te(),e.props.onEcommerceProductVisited&&e.props.onEcommerceProductVisited()})}),this.props.ecommerceMagentoTracking&&Promise.all([n.e(0),n.e(4)]).then(n.bind(null,56)).then(function(t){return t.trackVisitedProduct(e.props.instanceId,e.props.trackingSessionDuration,function(){te(),e.props.onEcommerceProductVisited&&e.props.onEcommerceProductVisited()})}),this.props.ecommerceNopcommerceTracking&&Promise.all([n.e(0),n.e(5)]).then(n.bind(null,57)).then(function(t){return t.trackVisitedProduct(e.props.instanceId,e.props.trackingSessionDuration,function(){te(),e.props.onEcommerceProductVisited&&e.props.onEcommerceProductVisited()})})}},{key:"ecommerceTrackPractiveChatClicked",value:function(e){var t=this;Promise.all([n.e(0),n.e(1)]).then(n.bind(null,0)).then(function(n){return n.createAPI(t.props.instanceId,t.props.trackingSessionDuration).trackProactiveChatClicked(e)}),this.props.onEcommerceProactiveChatClicked&&this.props.onEcommerceProactiveChatClicked()}},{key:"ecommerceTrackPractiveChatSeen",value:function(e){var t=this;Promise.all([n.e(0),n.e(1)]).then(n.bind(null,0)).then(function(n){return n.createAPI(t.props.instanceId,t.props.trackingSessionDuration).trackProactiveChatSeen(e)}),this.props.onEcommerceProactiveChatSeen&&this.props.onEcommerceProactiveChatSeen()}},{key:"showForm",value:function(){"started"!==this.state.conversationState&&!0===this.props.showPreChatForm&&this.setState({formVisible:!0})}},{key:"ecommerceClearCart",value:function(){var e=this;Promise.all([n.e(0),n.e(1)]).then(n.bind(null,0)).then(function(t){return t.createAPI(e.props.instanceId,e.props.trackingSessionDuration).trackCartUpdated([])})}},{key:"ecommerceWatchCart",value:function(){var e=this;this.state.ecommerceWatchStarted||this.props.ecommerceCartWatchEnabled&&(this.setState({ecommerceWatchStarted:!0}),this.props.ecommerceShopifyTracking&&Promise.all([n.e(0),n.e(2)]).then(n.bind(null,54)).then(function(t){return t.startCartWatch(e.props.instanceId,e.props.trackingSessionDuration,function(){return $()},function(){return ee()})}),this.props.ecommerceBigcommerceTracking&&Promise.all([n.e(0),n.e(3)]).then(n.bind(null,55)).then(function(t){return t.startCartWatch(e.props.instanceId,e.props.trackingSessionDuration,function(){return $()},function(){return ee()})}),this.props.ecommerceMagentoTracking&&Promise.all([n.e(0),n.e(4)]).then(n.bind(null,56)).then(function(t){return t.startCartWatch(e.props.instanceId,e.props.trackingSessionDuration,function(){return $()},function(){return ee()})}),this.props.ecommerceNopcommerceTracking&&Promise.all([n.e(0),n.e(5)]).then(n.bind(null,57)).then(function(t){return t.startCartWatch(e.props.instanceId,e.props.trackingSessionDuration,function(){return $()},function(){return ee()})}))}},{key:"ecommerceUpdateCart",value:function(){var e=this;this.props.ecommerceShopifyTracking&&Promise.all([n.e(0),n.e(2)]).then(n.bind(null,54)).then(function(t){return t.updateCart(e.props.instanceId,e.props.trackingSessionDuration,function(){return $()},function(){return ee()})})}},{key:"ecommerceConfigure",value:function(){var e=this,t=this;this.props.ecommerceBigcommerceTracking&&Promise.all([n.e(0),n.e(3)]).then(n.bind(null,55)).then(function(n){n.configure(e.props.instanceId,e.props.trackingSessionDuration,function(){return t.ecommerceClearCart()},function(e,n){t.props.onEcommercePurchased&&t.props.onEcommercePurchased(e,n)})})}},{key:"ecommerceWatchPurchase",value:function(){var e=this,t=this;this.props.ecommerceShopifyTracking&&Promise.all([n.e(0),n.e(2)]).then(n.bind(null,54)).then(function(n){return n.startWatchPurchase(e.props.instanceId,e.props.trackingSessionDuration,function(){return t.ecommerceClearCart()},function(e,n){t.props.onEcommercePurchased&&t.props.onEcommercePurchased(e,n)})}),this.props.ecommerceBigcommerceTracking&&Promise.all([n.e(0),n.e(3)]).then(n.bind(null,55)).then(function(t){t.startWatchPurchase(e.props.instanceId,e.props.trackingSessionDuration)}),this.props.ecommerceMagentoTracking&&Promise.all([n.e(0),n.e(4)]).then(n.bind(null,56)).then(function(n){n.startWatchPurchase(e.props.instanceId,e.props.trackingSessionDuration,function(){return t.ecommerceClearCart()},function(e,n){t.props.onEcommercePurchased&&t.props.onEcommercePurchased(e,n)})}),this.props.ecommerceNopcommerceTracking&&Promise.all([n.e(0),n.e(5)]).then(n.bind(null,57)).then(function(n){n.startWatchPurchase(e.props.instanceId,e.props.trackingSessionDuration,function(e,n){t.props.onEcommercePurchased&&t.props.onEcommercePurchased(e,n)})})}},{key:"render",value:function(){var e=this,t=this.props,n=t.position,i=t.iconCloseUrl,r=t.iconOpenUrl,c=t.preload,l=t.alternativeChannels,d=this.state,p=d.opened,u=d.alreadyOpened,h=d.widgetOffScreen,m=d.noRender,f=d.visible,g=d.ctaOffScreen,b=d.imagePreviewUrl,V=d.unreadMessageBadge,v=d.ctaActivated,w=d.ctaActiveConfig,C=d.iframeVisible,A=d.hideCtaVisible,k=d.iconActive,x=d.sessionTerminated,y=d.alternativeChannelsOffScreen,S=d.alternativeChannelsActivated,I=d.formVisible,B=n||{desktopBottom:25,desktopRight:25,mobileBottom:20,mobileRight:20,mobileOffset:470},P=this.state.width<this.state.height?this.state.width:this.state.height,M=Object(s.b)(),L=M&&P<=B.mobileOffset,D=664,N=445;void 0!==this.props.maxHeight&&(this.props.maxHeight<=380?(Object(s.g)("Zowie Widget - max height cannot be lower than 400."),D=380):D=this.props.maxHeight),void 0!==this.props.maxWidth&&(this.props.maxWidth<=380?(Object(s.g)("Zowie Widget - max width cannot be lower than 400."),N=380):N=this.props.maxWidth);var R=L?this.state.width:N,j=L?this.state.height:Math.max(380,Math.min(D,this.state.height-(B.desktopBottom+85+50))),W=w.desktop,U=w.mobile,F=v&&this.props.proactiveChatConfigs&&this.props.proactiveChatConfigs.some(function(e){return(e.desktopCta&&e.desktopCta.header)===(w.desktop&&w.desktop.header)&&(e.desktopCta&&e.desktopCta.text)===(w.desktop&&w.desktop.text)}),_=w.desktop&&"Cze\u015b\u0107 :) Jak mog\u0119 Ci pom\xf3c?"===w.desktop.header&&!w.desktop.text,H=!Object(s.b)()||Object(s.b)()&&"HIDDEN"===U.mode,G=!Object(s.b)()&&"HIDDEN"!==W.mode,Z=Object(s.b)()&&("TOP"===U.mode||"BOTTOM"===U.mode),Y=this.props.slug?"https://"+this.props.slug+".chat.getzowie.com/web/core-chat/":ce;return o.a.createElement(a.Fragment,null,o.a.createElement("div",{style:{opacity:f?1:0,transition:"all 1s cubic-bezier(0.25, 0.8, 0.25, 1)",bottom:m?"-1000px":"unset"},visible:f,offScreen:m},o.a.createElement("div",{id:"zowieChatbotWrapper",style:{left:L?"0px":B.desktopLeft?B.desktopLeft+"px":void 0,right:L?"0px":B.desktopRight?B.desktopRight+"px":void 0,height:j+"px",width:R+"px",borderRadius:L?"0px":"8px",opacity:p?1:0,visibility:p?"visible":"hidden",bottom:h||m?"-1000px":p&&L?"0px":p&&!L?B.desktopBottom+75+"px":!p&&L?"0px":"80px"},offScreen:h||m,opened:p,width:R,height:j,isMobile:L,position:B},I&&o.a.createElement("form",{id:"zowieMetadataWrapper",onSubmit:function(t){t.preventDefault(),e.onSubmitLocalMetadata()}},o.a.createElement("div",{className:"fields"},o.a.createElement("p",{className:"cta1"},"Thank you for choosing Yotpo!"),o.a.createElement("p",{className:"cta2"},"To help us better serve you, please provide your name and email address. 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L+yDbWcQrhJt9tUvbH6Hrv3GtZgd8XmeMiIiIiIiUgwJYIvIdIBXb0rf/ETr/kf/2QQWjCmSb3geWjmttn2Nmz9MpIyIiIiIipaYAlkgVM7PzgRfH9gNk27Ctlxb5Ii7gSh3l//uWwo4r49xsvqAzR0RERERESs2pCkSqk5nVA0uBebH9DJvfAa0/87GDzy4wrGyt5ETcgUshNTWuVX+ac+52nUUiIiIiIlIqysASqV4fJcbBK3ruhNafx7PsmR3Y1s/Gue18SaePiIiIiIiUkjKwRKqQme0HLAOa4vkB+rHVR3u34+W9j8/uL+y1siyBW3AfNMT2wX4vcc7dorNJRERERERKQRlYItXpG8Q1eAXQ/HV/watIymKbL43zB/iymemPICIiIiIiUhKafFQ5M0sA4wf9agxQk/u5JvfvncazO+hZDzQUPHOHtgL3TQMduZ/7ga7czz1Ab+7nLudcv47usMf8ZOB/sT3/+5djq44C6/XxoX12faFnX+0uhzvgOhh3blyb07nOuet1VomIiIiISNgUwIqA3GLaTXgBojG5n5uACUAy9/udwaQ6oDH3VQeMBVJ7bcug7XaaOOjnBrwAVDVoBzK5n1tzoQPL/QzDB8Q68QJi7bnf9eIF3XYGynbkvvfkXqsX6AbanXOZCLe1JPAAENP71gxb92Lo+refXfx3fSUJYOXKUDsfd9Dj4GrjeECWAM91zmXVk4uIiIiISJhSqoKiggHj8AJGw31NHPRzE15AaeKgn8eyZ1aTBG/coJ8nlqhdDOAFwDrwAlsd7BkE68793IoXAGvP/dyW+77zawfQ6pyzAIv3FmIbvALafu0veDWkCAWvAPpXQstPYPJ743hEjgQuAK5RVyMiIiIiImGq+gysXPbTpBG+Jue+dv57cHBKpBT2Dmzl+9XmnNsxqK1PAJ4BpsayFjLN2MrFkGn2cYL77PYKCRUWG8ACSE7GLXwKkrHsVp4CDo9y5qGIiIiIiMRfxQWwcllRM4Apua+pg/49Nfc1nd0BqSY1A6lwrbkvB8yJ7bm9+W3Q+gufO/ns8kqdfTXYlA/hZnw9rofn9c653+pUExERERGRsMQigJULSs0CpgH75b7PwgtMTR30fQre2k8iUkl6H8BWn4i3/n++HYfPLi/s4NWufYYpg6vFHbQEag+M4xFaASx2zg2osYqIiIiISBjKGsDKPYJ9P+AgvMyQ2XjBqdl4WVIzc18NOlQi1SqDrT4eeh/x2cH47O7KmX2107jzcQf8Ia4H6u3OuZ+qvYqIiIiISBhKEsAys4nA/NzXocAhuZ8PxnuynojI0HZcjm35kM9Ox2dXV+7sq8ElnX87NJ4UxyO1FljonOtToxURERERkaAFFsAys1pgEV6A6lC8rKqdXwpSiYh/6S3YqkMg0+qzQ/LZ1UUh+2qnhmNxC+4ipksUvs859wM1XBERERERCVpBMyQzGw8cm/s6CjgML1BVoyoVkaDYptdB29U+d/LZzZUkeOWvu3X7/RYmXBTHQ7YJmO+c61XrFRERERGRIOU1ozKzOcDpwAuA44CFVOATDEUkQnr+h615Ib4iRn4XbodoZV/t3L5mP9zCJyHRGMcj917n3BVqwCIiIiIiEqQhZ1W5xdVPAl4DvBg4UFUlIiVj/djq50LfUz73y6uLG2F7QtjeFfT6bsZXYeqlcTx6a4GDnHP9asgiIiIiIhKUxB5zJ7PxZvYZvEei3wG8GwWvRKTUdnwngOBVwNuXmG27DDItcTx6BwCvVyMWEREREZEgOQAzSwIfAD4FTFa1iEjZpNdhqw6DTKe//Soo+2qXaZ/ATf9iHI/iCmCRcy6tBi0iIiIiIkFI5J4eeD3wLRS8EpEys60fDiB4FfD25bL9ezCwIY6HcQHeLegiIiIiIiKBSACfA85UVYhI2XX/Bzr+HMALBfyMiXJkXwFke7xbCePpU2aWUKMWEREREZEgODPbDExXVYhIWVkaW3MM9D7uc799ujWf2xPs9rv2ccG8h6vBLXwCaufH8ai+2jl3jRq3iIiIiIgUKwGMVzWISNm1/tB/8CqKggxeAdgAtuULca2N/5d7qq2IiIiIiEhREsD9qgYRKatMM9b8Jf/7RXLh9hC0Xg29S+J4ZI8AXq4GLiIiIiIixUoAV6gaRKScbNunIN3sc6eofhoXwmfIYls+F9fD+39q4SIiIiIiUqwEcC1ws6pCRMqi7xFo+2UALxSz7Cu/27f/Hbr+F8cjfIyZvVQNXUREREREipFwzhnwWmCFqkNESsuwLR8Cy/jdLaJcmFWFbf5MXA/0Z9TWRURERESkGAkA59wO4Dxgh6pEREqm/ffQc0cALxSF7CsX3uvv1HUXdMQyYfYEMztNDV5ERERERAKZ9ZnZUcAtwFRVjYiEKtuJrVoMAxv97WejdmV5bF/Ie4y2vQv59XPqD8ctfJDc3x/i5N/OudPV8EVEREREpBB7zICcc48CpwIbVTUiEiZr/gqkg+hqAr5tL8rBK4Dex6H1T3E85C80s5PV8kVEREREJLCZn5ntD/wVeK6qSEQCN7AKW3UoZPv87Wd5dWEjbE+w2+/ap4QBLID6Q3ALHyGGWVg3OefO1AkgIiIiIiJ+DTn7cc6tA14AXK8qEpGg2bZP+A9eRfKDQMmDVwC9S6Htz3GssZeZ2Y/M7BIzW2RmTmeDiIiIiIjkY8TJg5klgC8DHyfUx2uJSNXouRdbezKYz2hO1LKvLM9yhFWm+GZhDdYGPADcn/t6wDmnW9hFRERERASfM8DcHMrsHOCXwGRVmYgUzrC1z4fuuwrZ1V/3FfcnD+axvZtzNYy/oNIaySbgoUFfdznnWnTuiIiIiIhUt7xnX2Z2AHA1cKKqTUQK0v4HbNPFAQRzqjz7aqfKyMIaTRZYCtyd+7rHOfeMTiYRERERkeri67ZAM0sB/wd8utJnTCISMOv1Fm7vX+1zvwK6rirIvtpZD14W1vnV1pra8W45vAu4E7jbOdetk0xEREREpHIVtK6VmZ2Od0vh/qpCEclLy2XYtk9VSPZViMErX/u4XBbWw1T53xQGgEeAe8hlajnn1uukExERERGpHAUvzG5m44GvA29XNYrIiDLbsJUHQ6bNZ0fjs9sKNVg0ePtoZF/t3N7NuRomnK92tqdNeNlZO7O0HnbOmapFRERERCSein6yoJldAPwYLfAuIsP1E1veDa1XKvsq0O13B7CoPwR3cNVnYY1mK95th3cCtwKPOOeyqhYRERERkXhwQbyImc0CfgKcpSoVkT30P4WtPgqyaZ8di88uK+zg1a59opV9tes3ysLyqxUvmPW/3PcHnXMDqhYRERERkWhyQb6Ymb0KuAKYqqoVEQBbfxZ03azsq0C3d/turyysYnXjrZ+185bD/znn+lUtIiIiIiLR4IJ+QTObCHwNrY0lIt23Y+tOr5Dglc8us4TZV7v+R1lYQerCWxT+VnTLoYiIiIhI2bmwXtjMzgR+BBygahapTrb2JOi+t4AdfXZVVZN95UbevuEI3MIHwuzaq1kHcB+7A1paFF5EREREpIRCneWY2TjgMuAdmlGJVNt0/y/YxguUfRXo9m7U7d3862HsS9X+wrcZ+A/wL+BW59w6VYmIiIiISHhKElQys5OBnwKLVOUi1SCDrToK+pb67CwK6KaUfbWnplNwB96mJlh6K9mdnfUv51yrqkREREREJDgly4oys3rgE8CngBpVvUgFa/sltvmtWrg90H1c3tu7A2+HphPVDssnAzzK7oCWFoQXERERESlSyW/rM7PnAj8HjlL1x0y2dejZs/VDtiv/10mMBZfy+eYpbz+JPuvDVi2G/jU+9/PZRYUaLBq8fYyyr3YadxZu3l/UFqOjA+92w1uBfzrnnlGViIiIiIj4U5Z1qcwsBXwE+BxQr8MwWoX1QPdNkNkOZCDbnvt9N1if9/PO4NLgYJJ1gg14v8+25n7X670eeK9jmX3fy3qjXyeJiYN+HgMul9Tn6sE15P4jCYlxg7YbDyRyPzeBq2VXYMzVgWv09nX1u//f5YJtiQnevokJ4HKv62rBNal97m3H97CtH1b2VaDb+wxg4XAHPwT1h6k9RtMqcmtnAbc459pUJSIiIiIiec2KysPMFuCtjXWaDsUIWr8GLZ9UPUT2LMoFzRKNXiAsMQHcGC8wlhgDbrwX8EqMGfT7CYP+PSb3753bN8S3LrId2MqDIL3NZ2fgs3sKO3i1a58YZl/tNOG1uDm/0vkZfWm8pxvegJ5uKCIiIiIy2syofMwsAbwT+DIwQYdkCJnNsO2t0P0P1UUc+Q1UkPIyv5ITdge8khO9rLPkJO97YsKgn3O/37mNqyvfZ23+Arb988q+CnR7V1gAjhRu8VKonatzMF42ADfnvm7VYvAiIiIiInnNEks4xzebCXwbuEiHZRi9d0LL/4Pe/6ku4qIUgYq990k05YJaEyExaa/g14RBAa8ZkJwCqaned5LFfdbMNi/7KtNRZB2VOXi1a58YZ1/t3H7Ku3D7fU/nYXylgXuAvwN/d84tVZWIiIiISLVyUSuQmb0A+BGwSIdnGD23QsunoO8B1UXUlSpQEcT2rh5SsyE1M5fhNRGSs7x/JydCalYu6DURUtPZO+BlWz8MLd8LoI6UfVVUmxi8T6Iet/hpqJmpc7EyrAZuwQto3eKc61OViIiIiEi1cFEslJk1AB8HPgHU6TANM0Pt+ivs+Az0P6HqiOgh8nUqliyzyEd3YMPs5lKQzGVuJadBahp0/BmyfUWWJwrBK59dY1Szr3aa/gnczC/ofKw83cC/8dbOusE5t0lVIiIiIiKVzEW5cGZ2EPBD4AwdquFkoetP3q2FA8tVHZFqwD5Pw3JmX40QvMr7rQIpj7KvAm8TyXG4Q5711lSTCr4Q8AheZtYNaCF4EREREalALuoFNDMHXAJ8E5iqQzZcRQ1A569gxxchvU71Ufbj4fM0LGvwapiuwHy+lRZuD3CfYIOabtZXYNqlOi+rxxrgn+hWQxERERGpIC4uBTWzicDngPcCCR264SqqHzp+BTs+BxndUVK+4+DzFFT21cjdUajBosHbV1j21U41M3GHLAdXq3Oz+gy+1fDvzrmNqhIRERERiSMXtwKb2Sl4i7wfqsM3UkV1QdsPoPUyyO5QfZS07n2egsq+QrcODlEXQb/HnF/jJr5G52d1062GIiIiIhJbLo6FNrNa4GPAp4AGHcaRpisd0P5DaP0KZNtVH6E3zgJOP2VfoeyrcNuEATQ8h8TB9+kclcHWAP8A/gb8xzk3oCoRERERkahycS68mc0HrgBeqkM5isxWaP0qtP8YrFf1EVqj9HnqRS37ygp4K2VfBbh9iAEsIHHQv6HpZJ2nMpRW4F942Vl/cc51qEpEREREJEpcJXwIMzsH72mF++mQjiK9Hlq/CO0/BzKqj0Abos9Tr2SZRT5O/5JnX5U5eLVrnwrPvtr5DuPPxc27VueqjKYHuA24FrjeOdeqKhERERGRcnOV8kHMbALwZeAdQFKHdhQDT0HLZ6FLk9ngGqHP0y7u2VeBBOCUfVVUm8hjnz3/O0Fi8VKom6/zVfLVD/wH+DPwN+fcFlWJiIiIiJSDq7QPZGbPwbut8AQd3jz03QvNH4fe/6kuimp4Pk+7kmUW+Tj1q3Lhdp/dYIyzr3b+wk19H26/b+mclUIMXgT+KufcM6oSERERESkVV4kfyswccAnwTWCqDnMeem6F5o9A/2Oqi4Ianc9Trtqyr/wu3F6yOqrc4NWQmxiQGEvisBWQnKDzVoq1FO82wxuccw+pOkREREQkTK6SP5yZTQQ+B7wH3VaYhyx0/QmaPwbp1aqOvBuaz1NO2VfELvsq1PXKSpd9tesdZ1+Gm/YhnbsSpFXADXgBrbucc6YqEREREZEguWr4kGZ2NN5thcfrkOdTYd3Q9n1o/RpkW1Ufo9aXz9OtrNlXUVi4PY+uR9lXRb2+jfaL2gNIHLIMXErnr4RhHXAT3q2GNzvnBlQlIiIiIlIsVy0f1MySwDuBLwETdOjzkG2B1q9D2+VgPaqPvCIFo5xuUbt1cNA+1ZV9FWLwytc+ZQpgAW7e1bgJ5+sclrBtA/4GXAfc5pxLq0pEqnzoZJYCxub+OQaowbtTYlzud41A3V67jQVG+6tLLdA0xO8HgM69R7lA2xDb7tjr3714T2bd9d05p0GxiEiZuGr7wGY2Dfg68Ppq/PwFSa+H1i9C+8+BjOojzyDCkKeasq9GPu0s7OOAsq92anoeiYV6eIOUVDPe0wyvBf7tnNMFRSSaY+UmvGBSI94ffZuAhtzvxuZ+HgOMz/3cCEzMfW/I/X5nYKom9zPkF4SKiz6ge4Tv/UBX7nsHXrCsLffzzq92oHXw75xzHWqBIiK+ZrRVc3E+Ge+2wiPUDPLU/wS0fBK6/666iECgwv/2RS7cHkiZdOtg2O3CfGzv9r8cN/ZFUDcfxfOlxLYBf8ILZv1XwSyRwMe54/GCShPxglBD/Tzcv2tVg2W1g90Brg68IFfzoK+W3Pftua9moNk5162qE5FKV9UzllwK83uBz7M7bVlG03cvNH8Yeu+p4sbj8zQrWWaRj1O95NlXZQ5e7dpH2Vf7HI/EWGg4HNf4HGh8Lq7xuVB3MDg9+0JKYgteMOsa4A7nXFZVIrLPmHUsMBOYgveE7WnA9NzPU4AZuZ93fqkDrz697Bnoasb7Y0HLoH9vAjYCm51zzaoyEYkb/cndGxTMBL4JvFa14WMm3XVd9T6xsNqyrwIJwCn7qqg2kcc+BQewhtre1ULdAi+Y1fhcL7jVdAy4OnV/EqZNeOtlXQPcrWCWVPj4sxYv8LQfMCv3NZvdwajpeIGqqey7JpRIsfqAzXgBrS3AemBr7vsWYEPu+1b1xSISFQpg7TmQOA34AXCIaiPfSuvxFnlv/Qpk26vkM/s8xSKcfVVdtw767PKqJfvKT/ldDdQduGdQq/G5kGhQXyhh2IB3i+E1wL3OOVOVSEzGkw4v+DRUcGpm7nczctuIRF0aL7C1Ee+PDJvwglyrB31t1K3gIlIKCmDtO+ioAT4IfIbdi07KaDKbYcdnq2Ohd2VfFbCPsq/CbhMlCWANtb2rgYZDcI3HQtOxuKZjoX6Rbj+UoK1ld2bW/QpmSZnHinXAAcCcQV9zB/08C2/xcpFqMQCsA9bgBbTWAKsG/bxBT6EVkSAogDX84GQ/4NvAq1Qbfi5fy6DlM9B1bYU2DJ+nV8nWdfJxiiv7qgSfeZTjEcfsKz/bJ8ZA4xG719QaczLUzVX/KEFZTS4zyzn3oKpDQhgDNuIFpOayZ5Bq59dMjaFFfEmzO2trZ5Br59czzrmNqiIR8TGbkhEGMS/Cu61woWrDh55boflS6F9SYQ3C56lV1uyrKCzcnkc3o+yrol7fAm4XodVRzQzv1sOm3O2HY0+E5ET1lVKslXhZWdc45x5RdYiP8d0U4MAhvubjrTklIqXTDjwDPA0sy31/BnjaOder6hGRPGeWkhvk1ADvBr6Ebiv0IQsdv4OWT0BmUwU0BJ+nVtRuHRy0T3VlX4UYvPK1T5VkX+XbJlwS6hfuztJqem5ukXg9vV0Kthr4I/BL59zTqg4xs4l4AanBX4fmviaohkRiYRPwJN4fLFYCS3P/Xq3F5UWqjwJY/gZCc4DvAq9QbfiQ7YS2r0Prt8C6Y3rwCzitlH01chdTssXtdevgiMeiXAGsoSTG4JqOgTEnwpjn4cY8D5Lj1IdKIR4Argb+qFtTKn5sNgZYlPs6BDiI3dlU+qOjSOXqYM+srWXA48ByLSgvUrkUwCpssHQ63m2Fi1QbPqQ3QOsX4rnQe9yzr6yAt1L2VbBtIoT3iG32Vd7bJ6DhYC9La+xJuDEnQIMeEiu+ZIF78NbMuso5t01VEtux185sqkPxAlU7v8/1OgsREcBbUH45XpbWUuAh4Enn3EpVjUj8KYBV+ECqHvg48AmgXjXiQ9/D0PxB6L0jJge7gFNK2VcEmn1VcLaWsq/yaROlq6MAgpo1M7zbDceciBtzIozRbYeSt37gZrzMrOudc92qksiNrRzeIuk7s6kGZ1ZNVg2JSBG2A0uAR4FHgIfxFpBXtpZIjCiAVfxgaz5wOXCWasOn7htg+/sgvSbiB9nn6aTsK5R9tVddhBAsqvzsqzxfP9HkPfFw7Ekw9gQvSys1Sf2rjKYHuA34DfA351y/qqTk46cJwGHszqY6GjgS3fYnIqXTDzyLl6W18+tBLRwvEl0KYAU3EDsX+B7eXw4l74rrgh1fhbZvgUXwWhGBQIW/7aOQfVXm4NWufZR9lU+bCPcYlKFduCQ0HIIbezKMPQU37lRITVFfKyNpxrvF8GrgTi0KHPj4qBYvSHU4XsDqyNz32aodEYmgfrxMrfsHfT3tnDNVjUj5KYAV7CCtEfgUcClQpxrxIb0eWj4Fnb+N2EH1eSrFPfsqToGKEbePcfAqj32UfeVz+9p5uPGnexla414AtZo3y7DW4T3J8Crn3COqDt/joDl4garDgSNy3xcCNaodEYmxVryHg+wKajnnNqtaREpPAaxwBnAL8RZ5f5Fqw6ee26H5A9D/WAQOpM9TqSxZLaOczubzrSri1kGfXZuyr0Jup66Mx2Dw9oPKUTcPN/6FCmjJaJbhZWVd7ZxbrurYY5zjgAXAcwd9HQ3o/l0RqRZrgDuBu3Pfn1AGr0j4FMAKd4B3AfAdYD/Vhh9Z6PgdtFwKmTI+MCpW2VcxWLi9ZHVUucGrITdR9lXxbWKPgNbzoVZdtuzjAeAq4A/V9ld3M0viZVENDlY9BxivZiEisks7XjBrZ0Drfudcl6pFJFgKYIU/8BsDfAb4IEqh9yfbAi2fgY4rwdIlPnA+T6Oo3To4aB8t3B7Q6/vap0qzr/y2iai2i4bF3tpZ43JraNVMVX8sO2WAW4HfAX91znVW2Jglhbde1eBglRZWFxHxL433pMP/AbcDdzjn2lUtIsVRAKt0g8JD8G4rPE214dPAMmj+EHTfXMID5vMUUvbVyN1JyRa3162DIx4LZV8V9vo7M7TGvxA34QxIjlO/LABdwF/xgln/iuOj2HNPUj4eOC73/TlAvQ6tiEjgdga0bs993emc61C1iPijAFbpB4uvBb4JzFRt+NR9AzR/EAZWhnyQfJ5Cyr5Ctw4OURfKvgr29Qsqkwv+9V0KGg/fHdAadwo4JdcKm4E/AL93zj0Y0fHHBHYHq3YGrJReKCJSHmngQeC/eJm9dzrnelUtIr5nvlKCQWQT8FHgk0CtasRP5fVC69eh9WtgPSG8fgGnj7KvUPZVuG2i5MGrQD5DlQQ1UxO8dbMmvNALatUfqH5aluE9yfB3zrlnyzTOSAEH4y2sfhJwMrAISOjwiIhEUg9wF14w61bgYeecqVpEfM0wJOQB5uHAFcApqg2f0uu92wq7rgv4oPg8daKWfWUFvJUCFQFur+yrSLQJCCf7Kp/ta6bjxp3kZWdNfBnUzlJ/XcWX+dxk5HfANc65HSGOJ2bjBapOwMuuei66FVBEJM42Arfkvm51zm1TlYgogFX+0a33KOpLgK8D01UjPnVfD9s/AOnVwUw1/Jw6ZclqGeX0LXn2VRQCFT67MmVfVX67iEybSEDT4bjxp+duNzwJEoopVKk+4Cbgt8A/nHN9RYwbEngLrZ/M7uyquapiEZGKlcVbP+vvwD+Ah5SdJdVKAayIMLPxwBeA9wBJ1YifyuuB1su8Lyvi1vFqy74KJLChQEVRbSKPfZR9VUidujKfm/u2CwNINODGnoCbcBpu0tnQcLD67+rUBlwP/Aa4bbRJiJnVAEewO2D1QmCyqlFEpGptA24GbgD+qacbSjVRACtizOwo4Id4twGIHwPPQvP7ofumwIMI+5w2Jcss8nHqVuXC7T67MWVfhdxOXRmPweDto9cmhtytfh5u/Gm4iWfiJrxQ2VnVaQ3we7zF35fmxgFTgRPZHbA6Gq2XKSIiQ+vDWwj+78ANzrnVqhKpZApgRVDutsI3AV9DTwjyr/sG2P4+SK8JfVJavklyibOv/C7cXrI6qtzg1ZCbKPsq2DYRWpncHtvntcvO7Kzxp+EmKzurSi0B6vAWWxcRESnEw8CfgT87555SdUilUQArwnKPvP48uq2wgMrrHvS0wr4AJ7DKvsqr64ha9lWo60Bp4fa8j4Wyr/J//fp53q2GE8/ETTgdEnXq10VERMSPlXiZWdcCd2ndLKkECmDFgJkdjXdb4XGqDZ8GnoLt74Wefwc+KS3PJDkKC7fn0XUo+6qo1zff5VH2VehtIu99Csi+Gu31k0248S/ATXwJbuKLoe4A9e0iIiLixxrgL8B1wN0KZklcKYAVE4OeVvhNdFuhf903wPb3QHpdEZNYF71bBwftU13ZV1EIVAwqh7KvyngMStQuSpl9NZrGxV5m1qSX4cadoEu5iIiI+LEe7zZDZWZJ7GjUGzNmNhH4HLqt0L9sO+z4LLT/ACztP3hVlsDAKKdr1LKvqjhQEdTrFx28Kks7VUbePvUQVPbVaNvXzsRNOhM3+Wzc+OdrIXgRERHxYzXek3F/5Zx7RNUhUacAVkyZ2fHAFXhPJxI/+pfAtrdD7/3+TpO4L9weSJkUqAi7XSj7qpAyRWHh9j3bhJWjPIkGb92sSWfiJp0JtTPU34uIiEi+lgB/AK52zq1RdUgUKYAVY2aWAF4HfAuYohrxIwvtP4PmSyHbkfektHyT5ArMvio4sKHsq3zaROnqSEHNfeqhXAGsPeohgRtzJEx6mRfQGvMcdfsiIiKS50SJe4Df4AWzOlQlEhUKYFUAM5sEfBZ4L5BQjfiQ3gjb3w9dfxr5FFH2FQpU7FUXIQSLqj77qqA6VfZVXm2ifm7uVsMzceNPBlej/l9ERERG04P3JMPfAjc65zKqEiknBbAqiJkdg3dboZ5W6FfXn7xAVnrjvqdIWbJa8pyUUqrsqygEKnx2Wcq+CukYRKhdxH3h9kDL5GM9tJpJ3gLwk8/FTTxd62aJiIhIPtYDvwd+7pxbruqQclAAq8KYWRJ4N/BFYLxqxIdsO7R8GtquADJUTPaVAhUBbh9em1D2VchtokTtIpLZVyNJNOAmvAA39Tzc5JdDcoyuBSIiIjLaiOS/wJXAX5xzfaoSKRUFsCq1VzGbDHwFeJuOs099D3uLvPc9XKaslvwmpdV166DP7krZV+VtEyUrU4yzrwLtKwJ6GqWr9xaBn3wmbsrLoUZLK4qIiMiIWoFrgMudc0+qOiRsCmxUODM7Be+2wsNVG34qLg3tV0DzpyHbWaZJcgwWbg81MDB4+yoKXhXZLkpTRxXeJvLeJwoLt4fUJlwSN/Y43NRX4qZeALXTdV0QERGRkTwE/AT4rXOuR9UhYVAAqwqYWQp4H/A5YJxqxIeBVbDtPdB9c4knpCNPSrVwe0Cv72sfZV/lfdlQ9lUJy+PCf4/Bwawpr4S6Wbo2iIiIyHC2AL8CfuScW6PqkCApgFVFzGwmcBnwOh17nzqvhW3vg8zW8k1Ko5Z9VbLF7XXr4IjHQtlXwb5+3vtUcPbViBK4MUfCpJeRmP5qaDhQ1wcREREZSha4EfgecJtzzlQlUiwFMaqQmT0f+AFwmGrDh0wLNF8K7b8qwYRR2VfRCV4NKoeyr4J9/YLKpIXbRz0eJWwXbv+PkJj/BV0fREREZCSPAj8Cfuec61Z1SKEUwKpSudsK34P3tMKxqhEfum+Bre+A9JrSTUrjnn1VcGBD2Vf5tInS1ZGCmvvUQ9kCWNHIyHP7vZfEgst0XRCRgAeqWRhoH+a/+iDTO3z/ZRlwyVG6cYer2WtVjVQjJGpV9yLh2gb8ArjCObdO1SF+KYBV7eMDs/2AbwEXqjb8VFw3tHwRdnzDG2QFOmF0w26v7KtylMeFEiyq+uyrgupU2VeBtolCy9S4CDf1PBLTLoTGg3Q9EKkG6S5soAPSHZDuhnQnZAewgTbI9EGmx/u/7IC3XabH+/1AO2T7sXSX9zoDHV6AaXCAKtuHpXv3/P/Ruqews3cTDZCs83rbZP2un0nWe1+pRlyiFlJjIJGEmvHeeoE14yCRglQTJOu9fWsnQKoJVzPG275mDK52XG7fGrUtqVb9wLXAN5xzS1Qd4nMULtXOzF6Ad1vhoaoNH3rvhi1vhf5lJZmUlib7KgqBCp/dk7KvQjoGEWoXcV+4PdAylTj7Sou4i8RfuhPr3wH9O6C/BetrgYE2GGjHBtq94NNAOwx0YIN/HmiF/t1BJf99S+EP/rDArmmuDH/0GaXf3rl9otYLaNWMhdrxu75TOwFXO8H7Xjcx97uJuJ3/V+f9n0iFuAu4zDl3g6pCfPamUs3MrAZ4N7qt0GfF9ULLZbDjK2AD4QxwCCl4pUBF3oGKIN9D2Vcht4kStYuKXrg9UYcbfyJu0stwUy+A2unq60WiItOL9W2Hvi1Y7zboa4a+rYMCVDtygaeW3b/LDpSmv95jH1fwe5Q1+yqUOnIBj9UAl8DVTYL6ybi6KdAwDVc3ea9/5/6/YRrU6EHkEnmPAN8Ffu+cy6g6JM9RsFQ7M5sNfBW4RLXhQ98S2PIW6Hs48Elpdd066LNrUvZViJOPPI+Fsq9CPgZ5HI8gPnOiATfhBbip5+Emnw0pTXZESiY7gPVthZ4NWO9W6N3iBan6t+d+3gZ927HeLd7te+XsK0pw/Qgs+8oKmOqUKvuq1OVJ1uEapkPjTFzDdFzDDGicsefvGmdCzRidj1JuK4DvA1c653pVHeLzyiLVysxeClwOaJGTvCstDa3fgubPgfUFNsCJxMLtVRyoCPL1lX0VcpsIrUxRWLg9hDaRmoCb+EIv02rKyyGpiYtI4Pq2DwpObdn13Xo3Qc8mrG8z9G4Ds4D6ijIFr/bYR9lXw10/SncM8ryW7719qhHXOAvXOAOa9sON2R83Zj9o2h/XNBvXNFtrd0mpbAC+AfzEOdej6pACZgVSbQbdVvglQDObfPU/6a2N1XtfngMQZV8FMegNbp8qzb7y2yZKViZlXwU6KU1Nxk16MW7KebhJZ4DTU7dECpYd8AJR3euwnnW7vlv3+tzP673FzKMYqAi1Py3s+lHW4FUodRSR7Ksgg5ou4d2SOOYAL6A1xgtsMXYubuxcL9jlUuobJEhbgW8DlyuQJQpgSX7XK7N5wPeAc1QbeY9qoe1nsP1SyHQWHKiIRPZVqZ5uplsH824XpamjCs/Iy3ufCsi+qtsfN/kc3KQzcRNO0eRCxM9p2bsJOldiXSux7tWDglVrvYyqXQuclzDTJu63Dg7zHsEFsKKwcHuJ20Qpxnf5bJ+owTXtB+Pm4cbkglrj5nlfY+ZAUn80kYJtBC7Dy8jSrYVVSgEs8XfdMjsH77bCuaqNPA2sgi1vh+7bfE9Kqyv7KgqBikHlUPZVGY9BidpF3BduH22f+nm5RdhfiRt3gi75IiOcfNazAbpWYl2rsK5VuZ+9L9I9+fcTZemvyxSoGHb7GGZfhXJNi0L2VXnahA3XJlwC1zjTC2aNPxA34WDv+/gDvfW3RPKjjKwqptGs+L9emzUBnwU+COgm+Hwv5W1XwraPQ7Yj70CFsq/KF6gI8vVLHrwK5DNoPbShJqVRz75yY47CTTkXN/lcaDxYXa/I4FOmdzN0Po3lsql2B6lWQbaviPO4Am8TK3j7EBZu912mKsy+ilBQ0/b5Ic9rec043PgFJCYsxI0/KBfgWogbcwAklDUsQ9oAfAX4qXNuQNVRHRTAksIHgmYLgR8Cp6s28jSw2ntSYfd/Rh30KvuqHOVR9lUk2gREZOHdPdtENINXDjf2WC/LavK5UD9H/axU+eAkjXWvxjqehs7lWOczWMczWNdyGGivvkBFSf8AooXbhz0eyr4q/PUTNbgJC0lMXIybeAhuUu5743T1d7LTGrxA1s+cc1lVR2VTAEuKGyeaOeAS4JvAVNVInpf2tp/Cto9CtnPYC3hpsq+iEKjw2RUp+6ry20XcF24vxaS0YRFuynkkpl0EDQvUrUr1yfZ5t/t1LIPu1VjHMqzjaaxzGWR6qyxQMUJfEffsK9/XwChkX1VYm/CxT8HZV4V85trxJCYe7N2GOGEhbsoRJCYfDqlG9Y/V60HgE86521QVlUsBLAmEmU0EPge8F0ioRvIwsAo2vwV6/rvPxTuU4JUCFXkHKoJ8D2VfFVKnyr4a8ng05oJWUy+EhoPUh0p1yPblsqmewtqXYh1LsY6noGc9FrVMG2VfFfT6FZ19VZY/Qo1yPOKUfeV3e5f0bkOcciRu8hG4KUeSmHyYglrV51bg4865h1UVlUcBLAmUmZ2Md1vh4aqNPK/CbT+DrR+GbLe/63hFZNn47IaUfRVs/ZR7oDns9sq+2lWGXUGrV0HDQnWZUtl6N2Ntj2Kdy7zMqo5lXrBqiPWpTIGK0ftuZV+VoV1Ub0ZeSbOvfE11dwa1jsBN2RnUOhxSDepzK36SxXXAJ51zK1QdlUMBLAm+tzBLAe8BvgiMVY3kYWAFbHoL9Nyh7KsyByqCfH1lX4XcJko0KS158Kp+Lm7K+SSmvU4LsUtl6m/G2p/AOpZCx1O5n5dBpjvPcUYBw1dlX4U4rlD2VSBtIrAyRSH7KgrBqxHaRCLlras15UjctKNJTDsGN+EgcLqJpBJnWcCPgE8759pVHfGnAJaExsxmAV/DWyNLRq2wNOz4Nrb9c2B9VRCoCHGA42sfLdye97FQ9lV47bR+Dm7SWbgp5+HGnaj+UCrH3llVbY9inU9T2FNLdo4vquzWwYgFKvbdPgLZV5EIair7KnLZV362rxnjLRQ/43gS048lMf04qJugPrxybMJb7kYLvcecAlgSOjM7G/g+MFe1kYe+J7HNb4Leh0K82Cv7aqhARVCvb77Lo+yr0NtEgZPSULOvag/ATT5bQSupkIt9FuteCW2PYe2PYW1LsPbHoL850PMm9OBVgX1FtQQq9t0+CtlXUbh1sMRtopDxnbKv/L2HS3hZWtOPwU0/lsS0o3Hj9dCUCvAg8AHn3N2qinhSAEtKM641awA+DnwCqFONjFZhO7OxPgvWr0AFYZVJ2VehtIkotouoZF/V7Yeb9PJc0OoEXYYlttco63waa1sC7Uu8YFXHEzDQGXpfoYXbyxuo2Hf7wrKvYnXrYF77RCH7KkYLt4deR+EENV3DVNzME0jMOIHEzBNxE7U2ZVyvYsDvgI855zarOuJFI2cpbW9hdijefcinqDby0PcYtunN0PdINAc4FRSoCOr1iw5elWXgq4y8oSalgWVf1c7GTT5XQSuJr95NWPsS71bAHfdiO+4fer2qkPsKZV9F7foRwq2DEQlUVFSbCLFMFXHrYBF9haufjJv2XBIzjiMx+1TclMN1jY+XduBLwHedcwOqjnjQGSYlZ94I9BLgG8A01choFTYAO76Dbf8MZH32rQpUjN79KfuqTBPAwdtHIaNizzZRdPCqZjJu4ktwU1+Lm/ACQAvDSkz0b8PaHsZaH8ZaH8LaHob+ltAmgP7GD8q+KlegYujtqyD7ym+bKFu7iFH2Veh9RfmCmq5hCm7G80jMPJHE7JO9heElDh4H3qnbCuNBASwpGzObiLeY3ns1u8ujvrZ9Apq/EcsBzp77KPtq2GNRlicWKag51KS0oABWahJuyvm4KRfgxp+kbk2iL9O9O7Oq/dE9F1gPe1Ia9+BV2QIVIxwPZV+Vv13EvU342Kdqs698tAnXOM1bFH7/M0jOeZEWhY/4VAvvtsIPOeeaVR3RpQCWlL+3MDsRuBI4TLUxXCX1YisOgvRGBSrKNcDJ4z2qPvuqoDqNefaVq8dNOA039WLc5LPB1aq/kujq24TtuA9ruQdrf9TLrsr2hxaoCLKvUPZV+QIVBBioUPZVGGWq4Owr3+06CgGsYdqES+AmH0Ziv1NIzD6VxMznQaJG16Xo2YwXxPqDqiKaFMCSSDCzFPAe4MtAk2pkLzuuwLa8P76BCr+D3hIFKoJ8/cgHryLbLuK4cHsCN/Z43LSLcVMugOQ49VESwQvrgPc0wB337fqib1MB546yr/aph7Jky45yPOKefVVJgYq4tgkf+yj7KoC+onYsiVknktjv+ST2Px03dn9dt6LlP8C7nHNPqyqiRQEsidZ42+wg4MfAC1UbgyYhKw+GgTUKVAQcqAjyPZR9FXKbKFG7GHGXxsUkpr4WN/ViqJ2hvkmiJd2BtT2E7bjHW2i99T7I9JQtUBHU9r6DV+WelMYhUFHUNVDZV4G0icDKFIXsqygEr3LliHFQ042bQ2L/M0jMfTGJmSdAIqXrWvl1A18AvuWcS6s6okEBLIkkM3sVcAUwteoro/Un2OZ3xTxQ4bO7UfZVyPUTgTT/uGRf1e2Pm3IhiWmvg4aD1TlLdK6TPWuh5U5sx91Y6/1Y5zP7tuCiJ9XKvio6UBFYYCPeC7eP+LZhB68iFqgIdvvSBzWVfRV+m3ANU0nMOYPEnBeT2O9USDXooldeS4A3OOeWqCrKTwEsie7g3Fvk/WvA26q2rdoAtnIxDKwKZ9BbxYGKoF7ffO+j7KvQ20SBk9Jdu6Qm4CaeiZv2Wtz403SplGjYuX5V83+w7f/BetaE3Fco+2q4vqJaAhUFtYlh3kMLt4dxTVP21e7tKziomawjMeM4EnNeRGL+Wbimmboelkcv3sPHvumcy6g6ykejcok8M3s+3m2Fi6ruw7f9Ctv0FgUqAtlH2VdRmZRGMqiZqIfxp3nrWk3SYuwSgWtfz2rYeTtg87+x7rVV11co+6q8gYp9ty+sTcTq1sFyBipi0CYKWrg99DqqrvXQ3MSFJOafQ/Kg83Hj5+piWXr3Am9yzi1TVZSHAlgSj4G8WQPwceCTQJXMLDPYysOg/5loDHAqJVAR4OsXHbwqy8BXQc3d9ZCAscd7TxCc8ipIjlVnK+W7zg0KWGW33wq962MXqAhye4tEoGKvulD2VUHvoeyrEraJkMsUvewrV8bA8gjHo0Ttwk1cSGLBOSQPOg83fp4upKWjbKwyUgBL4jXANzsCuBJ4XsV/2ParsI2XKFAR1AAnhPeo+oXbCypTBDIqGhZ7Qatpr4Oa6epYpTzXs5613u2AzbdjLf+D/m3E/QlzQe5TddlXEQtUBNUuKnrh9rK1ixhlX4XeV+hplDvL4KYeSXLB2SQWnI0be4AusqVxB1421gpVRekogCXxG/R7o9q3Ad8AKvT59Vls1XOg74loDHAKvsAq+2rYY1GWJxZVcVAztxi7m/p6aFiojlRKL9PlLbbefLsXuGp/NKJ9hW4djM6kdITjEfeF22MZqNirLqooqKmF26PeV+xZBjf1CJILzydx4CtwDVN0/Q1XB3Cpc+4nqorSUABLYsvMZgKXAZdU3IfruA7b8GoFKso1wMnjPao++6qgOi3xpDQ1ETf5PNzU18LYE3TJkxJfpNJYxxNesKrldqzlTrCBig1UBNlXKPsq4DZRVJmicOsgyr7K5xyNe/aV73at7KvRj0WSxOwTSSy8gOT8M6GmUdfm8FwLvN0516qqCJdG8xL/OYLZOcAPgArJlzVs9XHQ+3CMAxU+uxdlX4V0DCLULkrVJlwSN+75MP0tuEnngKtRJykl6rqzWOfjuzOsdtwD2Z4YBSqiMSmNffAq0DJVaPaVAhXlbxM+9lH2VdT7ijyDmnXjSMw/m+TC80jMep7CAOFYA1zsnLtLVREetVypjHmDWRPwaeBSIBnrD9N5Pbb+lQpUFL19gcGrPPZR9lXIbaKQ96jfua7VJVAzTZ2ilEb/Nmz7bWS334K13A7926syUBHY9jhMt4mVt00EFKio6OyrqAcqAi5P9BZuz5VDQU1fbWLwP924OSQXv4bkwRfimrQWaMDSwJeBLzjnsqqO4CmAJRXFzJ4D/AQ4JrafYfXzoPeBGAcqfHYtyr4KcfIRkUlpWEHN1HjcpAtytwieqA5QStBBZ7GOx7CW/2Bbb8La7gfLFtmuoxCoiEZfoeyrCLSLqGVfmSvjMYhSoKI8bULZVyG1icDKVFgAa/fuCRKzTyJ5yOtIznspJFK6zgfnP8AlzrkNqopgKYAllTe/MKvBe7Tpp2JX+K6bsXVnhXMhi3Ogwvf2LrTXV/ZVyG1i1PdI4Ma/AKa8Fjf5PEg0qNOTcA00Yy3/w1puJ7v1RujfEvBkRdlX3rU7CoGKvepC2VcFvYeyr8IIbCj7quA2EUqZ4pt9Ndz2rnEayYNfRfKQi3Hj5+jaH4xteLcU/ktVERwFsKQimdnngc/Ertxrng89d8Y4UBHiAMfXPlWafeW3TZSsTAEENRsOxk2+wHuKYJ0eDy1hdsQZrP0hbPu/sO23YB1L9s2yqqgsm2j0FaZARVkDFftuX1ibKGvwqmIDFeXpKwpauD30OqrCWwcD6CvM57mfOOD5pA57E4k5LwSX0LigyFEF8HXgU7qlMBgKYEnl9RLeelhrgMmxKnjXv7F1L4rGoLecgYqit49C8GqYulD2lb/XT47HTTwLpl6MG3+aLlkSnoFWbPstZLffjDX/GwZaSnTeKPvKu26HHLzKe58qzr4KKFARXACrAhbpDrtNhFymisi+CqWvqLzsq2E/6fg5JA97I8lFF+HqxmmsUJx/4N1SuENVURzNBqTimNmlwDdiV+61L4Tu/1ZnoCLQ7ZV9FUqbKFm7SMDY470F2adcBIkmdWoSTp/bsxZruQ3bdpMXtMr2K1BRpr6i6rKvIhaoCKpdxOrWwQoMVARZHmVfRblN+GsXFkSZknUkDzyH1FHvxE1erAFE4Z4FznfOPaaqKJwCWFJZExKzOmAlMCtWBe+5G1tzSjQGOCULVIRRngoJXgXyGWIW1KzdHzf5Qtz0t0LdXHVmEsYVAmt/GNt2o/fV+WSZJ0PKvvKu2xELXkVxUhr3hdtjGajYqy6qKKiphduj3leUOHi11/aJ2SeQOuodJOacrtsLC9MLvNs590tVRWEUwJLKmp6YvR24MnblXvcS6Lq1OgIVyr4qQR2VuU1Afn89TzTgJrwMpr1FtwhKOLK9WOs92LabyG79G/RtRLeJFR+oCHIfZV8F3CaKKpMWbo9roCLI8lgk+wplXxXSJizEvsKNn0vq8DeRPPRiSNVrvOHfT4D3Oef6VRX+aLYgFcPMksAy4MBYFbznPmzNiTEOVPjsSpR9VYI6inJQM3eL4JSLcZNfDckx6rwkWAM7vCcGbr8J2/Z3SHdELFARlb5C2VfRmZSOcDzinn3lu10rUBF4m/Cxj7Kvot4uypt9NVQZXMMUkoe9nuQRb8bVT9AYxJ//4t1S2Kyq8NUjiFQGM7sIuDp25V7/cuj8RwUGKkpZngKDV3nso+yrQup0iDLUHYCbcglu6ut0i6AEr28z2W03YFv+irXeBZYpeV9RLYGKIPsKZV+VL1Ax2qTUz+tXdPZV2foKLdy+R10oqEmgwasw+oqaMaQOeQ3JI9+KGztb45L8rQTOds49parwNesTiT8zewh4bqwK3fsotvqY/K4ikQxe+exGlH0V+AQwcpPSYYKabr/P4mZ/Qh2VBKdvA9ntt2Dbb8S23wqWrp5ARQX0FaZARfnbhbKvIhqoKE+bUPZV1PuK6GVfDSmRInnguaSO/SBuwjyNVfLTAVzknLtRVeHrbBSJLzM7C/h77Mq94Xzo+GvwF7IyBipKXx4X2usr+yq4NuHGn4FbdIM6KylO7zov02rrX7DW+7xGF4G+oloCFUFt7zt4FcVJaUUFNZV9VZY2EUCgIsgyRTL7KhJ9RZXfOlhou0ikSB50LqljP4CbMF/jl9GlgQ85536gqvB1RorEk5ndAZwcq0L3LcVWHQlkYxqo8NmFKPsq5PqJbvYVAMkxJI7eBC6lDkv86V2Lbfs72cFBKwUqYt1XmAIVZQ1U7Lt9BLKvFKgoa19R0MLtoddRFWbkBdBXlDX7aqjXdwmSC84kdfyluInxWqa4TH4CvMc5l1ZV+OohReLDzE4B/he7cm98DbRfE/yFrNyBipKWJwrBq2HqQtlX+0gcdjc0PUedloyuezm29a/eV8djwzfJ2AQqyjMpDTJQEdT2oQevotgu4t4mhnmP4LKvKuA2MWVfhbB9FPoKLdzuO2Qw3Hu4JMmFLyd17Id1a+Ho/gm82jnXpqrwPQsWiT4z+wdwZqwK3b8cW3kokKnIQEVpJh+DyqHsqzIeg/zbhZvzDdyM96rTkqH1bcC2/i13e+C9+TVHBSpKEqgIcnst3F7eQEVB7SLutw5WYKAiyPIo+yrKbcJfu4hc9tVQEimSi19N6rgP4ZpmaOwzvCXAy5xzm1QVvmY9ItFmZkcCj8StLdumN0Db78o/wAkpUFGaC35Eg1dlGeTEI6jpJp2LO+gP6rhkt3Srtwj75j9gLf8Fy+bfJGMTqIhKX6Hsq2i1iwpduD2WgYqIt4kQy1S1C7fntY+yr0JtE8kakosuJPW8j+Iapmg8NLTVwEucc8+oKnxduUSiy8yuBi6KVaEHVmIrF+fxxCyqL/vK7wAnhPdQ9hXh/fW8ZgqJ567VpafaZXuwltuxzVdj2/8B2f4R25wV1UYVqCg2UBHkPsq+Kl+gIsh2UdELt8cgUBFkeSySfYWyrwoZ38UugLVz+5omUke8gdQx74PasRoj7WsLcKZz7mFVha8WKRI9ZjYXWA7EalVo2/w2aP1FrAY4e+6j7Kthj0VZHq0cr6Bm4ogl0LBQHVi1yfZjLbdiW67Ftt8Ime68211FZl+VvK/Qwu3RmZSOcDyUfVX+dhH3NuFjn6rNvqrAoGbsgldD7OMap5I6/lKSh14ELqlx0546gfOdc7eoKhTAkhgzs8uB98Wq0ANrsJUHgw1UfKAicgOcPN6j6rOvCqpTf5cRN+8K3LQ3qwOrik46i7Xd561pteVaGNjuu90Fkn1VlsByZQQqguwrlH1VvkBFkJNSZV+VN1ARZHkskn2Fsq/8tgmLaF9R6PZu0kHUnPwZEnNO0zhqT/3A651zf6z2ilAAS+I5LzKbBKwBxsSq3FveBzt+GL9ARZBPISl6+yq9dTCy7cJfm3BTX49bcKU6sUrW/QzZTVdhm/8AfRsKbndauD2ovkLZV0W3iUpoF2FnXylQUf424WMfZV9Fva+o4OyrPLdPLngpqZM+jRs/R+Oq3TLA+5xzP6rmSkipHUhMvZuYBa/IbIXWX8a4yis3eBULcQ9e7dyt83795aQSpdux7X/PLcZ+ewGzKKKxPZXWV8QweBWL/rfMgYqi2rUrWTXE6twvW1/hIlCnrsLqtIzHI+7BqyhNm1bcTGbVbSQPez01J1yq9bE8SeCHZjbJOfflaq0EzSMkfuNIszq8pzLE6tmrtu1T0HxZTAMVPrsLZV+FXD8RSPMv+JZSR+KYjZCaoM4s9p1xxlvXavPvc+ta9fofVij7KvjJh7KvytsmApiUhltHEci+KiSoqeyrwMqj7KuItIkA+opKzb7au024himkTv4UycUXKHyx22XOuU9U4wdXC5D4zZnM3gnEK3Uy246tmAeZ1mAvZJEOVAS9fYmCV6Puo7Wvim0TbtH1uAkvUmcWV91Pk93yJ2zz76B3beGT0qitfRXorSJa+8q7XkchULFXXWjh9oLeQwu3lzdQEWSZLHKBChTULKBNlD14FXod7dtXJGYdS81pX8FNXqSxmOfrzrmPV9uH1i2EEitmlgA+HLuC7/jB6MErPwPemAQq4tnIfB6PKGZfRV3nfaAAVryk27Ctf8I2X4W13RvqeVBcN+Ii0FdEIVBRif1vTAIV5W6XIRwDK2c7DaVduwpo14Vtb5HsK6oweFURk7Iwtx860J3d+AB9V7+M5OGvp+aEj0LtGKrcx8ws4Zz7aDV9aGVgSbz6SrPzgD/FqtDZbmzFAm8NLN8de4B/nSv4YqNbB6M1KY1/UNNNeDFu0d/UoUW+w81iLf/CNv0aa74Zsv0jbBuF7KsoZNlEpa+oglsHU2PxlgMBl6yHZP2g/xsHLpGrimRu29x7JOu97fMtU6IWko37/t9A65DbW6YHsn1DTMbSMNCZGxf0Q6bH2z7d6f2fGQy0lbdNDPMeyr4KozzKvipZm8hrH2Vf+Q4NlLlduLGzSJ36eZILXqrxGnzbOfeRavmwCmBJvOZTZncDJ8Sq0Du+j235YFUGKgK9kIXwHhW39lVJgpoBTEpT4711sEioU4uivg3Ypt+Q3fQb6F1X0r4ikFsHozgpjXvwKt99kvWQaMDVjMcSDZBsgJrxuEQuwFQzIbdNPa5mvPf/ibpdvyNRi0s2gktBaowXfKoZCzhve4Ca8ZU/fM32QbrHq/ZMF2QHIN3tfR9ohWw/lu6GdJcXDBtog0y/FzxLd+Z+1w6ZPmygAwY6YKAdG2j3frZ03sc42OyriK2HFoNARZDlsSj1FT4CFeHXUcTbxBD7VMvaV/lIzDvDu61wzMxqH739GHi3c67i8wEVwJLYMLNTgP/Fq9AD2MqDYWBNeQc4BV9slH017LEoy6OVKyeomTjyEWjQGgbR6asyWMs/sY2/xJpvAcuUZVJakdlXJe8rCpiUppogNQ6XGudlK6XGeoGn1DioGQfJsd731Fhc7v+oGZ/79xhINOQCSxILmR4Y6PCCW+kO6G/bHdxKewEv69sB/Tuw/hasfwf07fC+9++IcaAiKn1F6QNYWrjdR7+t7KtgX78U7aJ2LDUnf5rkYRdVe3jjJ8C7nHPZSv6QWgNL4iR+9/e2/3704JXfwU1Bk9PyBSrKsn0kAwTFbu8iUKfBtUvrfACnAFb59a4lu/m32KZfQ9/GsmZUWOzPfVfevsIloWYSrmYC1Ez0vmonDvr3hOH/z2k4WFWSXnacq5/mv/VaNhfY2gF9LbuCWtbX4n3v2QJ927DebdCzBetr9jLCohioiFo/EbWxVFWM1SosIy/2498Cg5p9HQzc9jEyy2+g5vSv48btV629+9uBfuB9lfwhlYEl8ej7zA4GlhKre46y2KojoW9p/AIVyr4a+XiUZb2Gyrql1M14F27ut9W5laVDTWPNN3nZVjtu9SakBbfTYAJYFtSktJJuHUw2Qu1kXO00qJ2c+3kK5L5c7nfez1O8dZ9Eoqi/xQto9TZjPZuxvu3Quw3r2Qx9zVj3RqxnE/S1hHguRyFQEWBf4WMfZV+FdP0IrEwVnH1VjuVCapqoOemTJI+4ZPdaiNXnc865z1fqh1MAS+Ix3zL7OfDmWBW64zpsw6urPlBR+PYFXsjy2Kfq174Ku03k8x5jjiNx2H/VuZVS72qym36Nbfot9G8OoF1EJfsqvL4i8EnpzoBU3VSom4GrHfR9V2BqqheYSjaozUp1yfRh3RugZzPWvR7r3uT93LXeC3B1b8J6t1ZFoCLI8kRv4fZcObT2FWUNXkWuXQTbJhKzj6fmRd/GjT+gWnvUS51z36rED6YAlkSemU0HVgP1sSr36uOg96EYBip8dg3KvgpxQJHnsYhjUDNRT+LYreBq1MmF2hFlsZZbsA1XYjtu251tVeo2McJ7xD77KtmIq5sFddOgdhquboYXjKqbgdv7d4latUmRYmT7vdsUu9ZhnWuxrjXe98410LUW6948xMlaYdlXVsCmyr4Ktk0EViZlXxXcJvJ5j9ox1Dz/CyQPeVVVjgCBtznnfl5pH0wBLIn+2Wf2FeCTsSp01z+xdWcGeyGLa6CioO1daK+v7KvyBSr2ljjifmg8XJ1cGNKt3pMEN/4UelaF0C5inn2Vb3CsbroXfKqbiaubDXXToX4/73f1s3B1M70n64lINGT7sVxwi841WNfaXKBrHdaxCvpaw71mBhCoCLJMkcy+MhdQnRazvbKvIve08RBfP3nQWaRe+DVcfdVdr9PAhc65v1TSh1IASyLNzBqBtcDkWJV77WnQ/b/KDlSE+teqKs2+8tsmYt4u3Pwf46a9QR1dkH1P5+PYhp9gW/8Ime7It4myZV+R8jKk6veHhv284FT9rFwm1Qxc/Wwvo0oZgiKVpa8Za38Wa1/hfXXs/L7KW2w+tGtsmbKv/GZ0xzxQkd/2JQ5eDbuPsq8KbhMFlMk1zaDmxd8mccAp1dbr9QOvcM7dVCkfSAEsifZkzOy9wPdjVeiee7E1J4V6IYtboMLf9lEIXg1TF8q+CnYwMf0duHnfVUdXdEc5gG2/AdvwY6zt7uj99TyU7KtRglc1k3D1+0H9bFz9AV7WVP3s3Pf9oW6G99Q+EREAy3hrbe0Kaj0L7Suw1me8xeaL6uuUfRXG9aPwfao8+ypSy4XkylHCJVJSz30rqRM/Dqm6aurhuoAXOefuqYQPowCWRHcsYZYAngYOjFW5158DnTcqUFHMhSyE96j6Wwej2C6ajiVx+P/U2RWqfwu26ZdkN/4c+jfFrq8oPPvKebf0NcyBhjm4+jlQf8CeASstgC4igfW1O7DWp7HWp8m2LoW2Z8i2PrXnUxMDCFQE2V8XlH0V+rhCC7cX0i6UfRV8O01MO5yas36EGz+nmnqyFuBE59zTcf8gCmBJZJnZecCfYlXovsewVc8tYNam7Ks96iHuwatAPkMVBDUT9SSO00LuvptW+31ettW2v4H1l7idlij7qnaqF4hqmItrOADq5wwKWB0AiTo1BBEpb1/cuw1rXZb7ehprfQprXQYDHeGM78znZlq4ffQxnrKvgn39OLWLurHUvOhbJA98WTV1W6uAE5xzW+L8IRTAkugODMzuAE6OVZk3vQHafqdARTEXshDeQwu3F9KYXUk+c+LIB6DxMHV4o9ZXGtv2V2z95VjHw7HvKyxRj2uYCw3zcY3zcwGqubszqpKNOuYiEsfOGutYhbU8jjU/ju14nGzzY3lmawXTXyv7Ks/xXcSDV3m9pbKvitw+QfI5b6Lm5P8Hyar5Y+qDwAucc11x/QAKYEk0L/9mxwAPxKrQ6Q3YigP3zIiIRaAiuElpcdsr+yoy7aKEbcId+Avc1Neo0xtOphPb/Guy66+A3rVl7it8DhlcvZdB1bQ4l0k1DxrmQsM8L4vKJXR8RaQ6xrU9m7Hmx7C2p7EdT2PNS7C25fhPq8pzMwUqRh/jKfuqvG2ibMdg33Ikph9BzZk/xI0/oFq6pH8A5zrnMnEsvAJYEs0LvdkfgFfHqsxbPwYt31KgoqDtC7yQ5bGPsq9KEKgoJoA164O4OV9Vp7e3vnVk1/8Q2/RLyHSWeaA5QpuomYJrPBAaF+QCVPO8rKqG+VAzScdRRGQ4vc1km5dg2x/Gtj9MdvtD0NdaVH8dyYXblX01+vGwAt5O2VeBtglXN4GaM79PYs7zq6UHutI59844FlwBLIkcM5sDPAukYlPobDv27FzItsUnUBGpp5BU6a2D++zjyngMBm9fujbhJpyBW3yDOr6d1dO5BFv/fWzrdWAD0egrXB3UzcI1LYKmxV6gqn4ubswhUDtdB01EJKhrQPdmbNv92Nb7c8GtRyHT769rV6Bi5DFeWTLrRzkeyr4qQ5mGCGq6JKmTPkbq2HdSJWGSjzjnvh23QiuAJdG7eJt9C/hwrArd8k1s68eDu5BVYKCiHBcyZV+F3CaCKFPNVBLHrK3yXi+LNd/kBa7a7ihPUNPVeOtPNRwEjQfhGhdAw0FedlXdLF2YRETKIdOLNS8hu+1hbNtD2LYHsO7Nw3ftUcu+sgKmmsq+CrY8kRrz58oR8Yy85KJXUvOiyyBVX/HTbuB1zrmr4lRoBbAkWmeR2VhgHTA+PoUewFYuhAE/69Mo+2qfutDC7REYaJanTSSOWQM106qvw8v2YFt+T3b9D6Bn+RB1FEKbSI7HNR4MTYtwjQdB48G4poOhfg64FCIiEvFhZ8cqbMu9ZDffg225B+tcW9jC7QpUBF+eYfdR9lXBbaJM7SIx/XBqzvkpbmzF/xGvFzjDOXdXXAqsAJZE66Js9iEgXqmMbb/FNr0xuAtZBQcqhq2HsgavhqkLZV+VaFAHbvENuAlnVFFHN4Ct/wHZ9d+BgebC28RIx6FuNq5xITQuzC2ifpAXqKqdoQuNiEglXVK6NpLdcje2+R6yW+7D2p6NQKCC8NfTDChQEX4dxSh4FXodxSuo6RqnUHP2lSRmH1vp3cg24BjnXCxuiVAAS6JzATZLAsuBebEq9+qjofdRBSoK2kfZV6G0iSi2i5EGCHO+ipv1wero6NJtZB8/B+t4aJQ6yudYJL0n+jUu9gJVjQu9zKqGhZAaq4uKiEg1jqd7tmJb7iO75R6yG/83fEBLgYoSlUfZVyVrE2GM+ZO11Lz4myQXvaLSu45HgROdcz1RL6juF5AouYCYBa/o+pfP4FUIHXXkRk4+LmQh1FHRwSuq6RgM3r6Mf53rfqxqOrns2q/lEbwaop3Wz8E1HeItot50CDQuwjUugkSdrhwiIrL7itEwDTf3HBJzz/EuL10byW78L9mN/8U23YH1NldGoCIeRyPvzxy74FXFjH9Hkeln4KYPYO3rSR333kruOo4CrgReH/WCKoAlUfKh2PWTLV8P7kJWDYGKar34jbi9i0CdljeQZ91PVU86sKsZ+f/rZnsZVU2H5p76d6gXqEo26QohIiL+LztNs0ge9BqSB70GLIu1POkFtDb8l+zW+yHTV4FjtYjfOlgJ4p6R5/PF03d9HWtbR83pX4ZExYZQLjGzO51zP4l0n6ZuXSLRB5qdDNwRq0L3PYateu7wPWbUbh3ctY/Wvhr2eJRlYUmth0aikcTx24BE5Xd22V5sw4+wtju9em+Ym7sF8BAvsyo1HhERkZLI9JLd7N1qmF1/G9b6TAUEKoYY12jtq5DmFOUb8/vfPpg2kZj7fGrP/hHUjqnUXmEAOC3Ki7orgCWRYGZ/Bl4ZqzJvfB20X61ARakGOHm8R9WvfVVQnboSf+ahJZ6zFOrjdQexiIhIRY3HO9aQXXcL2XX/Irv5HsgM+J9aau0rAg1eFVUmPY0yjDG/m3oItef9BtdUsU/Q3gQc7ZzbFMXCKYAl5b9Yms3DW7w9GZtCp9djKw4EG4hHoCJSTyGp0oXbI9suotEm3KI/4ya+VB2iiIhIJMa6PWQ33uEFs9b+E+vZGoNAxV7jmrJk1o8ytqq2hdtLOs/Jc9wfwOu7cftRe8FVuAlzK7UH+A/wYudcOmoFq4L7NSQG3kecgleAtXx3+OBVZFVu8Mp3TYw9A2pmlrjR+DweUQteha3nKfWEIiIiUZFqIHHAi0md9A1qL3qU2pffQvI5l+KmHFGSsVroY93Qxl5lDF5FctJU7u1dKHVq7evp/+P52LaKHb+eBnw15jNakRD6NLMxwHogPgu/ZNuxZ+dCti3PjlTZV/vURVmyrxxu/Jm46Z+EpuNgYBPZledB98PRu3WwZO0iOm3CTX097sAfq1MUERGJ+vi9Yy3Ztf8ku/oGslvupypvHRxhvJnv9hWffVW2DLjStQtXP56aV/6KxMyjK/JUB17lnPtTlAqlAJaU96wwex9weawK3XwZtu1TwVzISnGBrbaF2/f5ZQI3/mW4GZ+BxufsuV22C1v9Rqz1+hJfXCu8TeS9z6AyjDmWxOH/VacoIiISp7F85zqya24mu+oGslsezH/QoLWvQipPjNe7jWmbsJpG6l7+UxJzTqnEU7wVONI5tzYqBVIAS8p3wTNzwFPAwfEp9AC2YgGkN+TZ0SlQsU9dlCr7ytXgJl2Mm/4xqDtwhFfIYhs+iW35bokursq+GrJNJMeSOH6zLksiIiJxHdu3ryK76gYyq/6ONT9ecYGK0fdR9tWuMpTtGIxQDyGUadcmqTpqz76S5PwXVuKp/T+8JxNmo1AYzRSkfBc5s7OBG2JV6PY/YBsvDuVCFt7FpspuHUzU4ya/CTftUqjdP/+32v5zbN0HRl/bTNlXAe2z5yKrBiSPWQ61s9U5ioiIxH2c376a7Krryaz4M7bj6ZDHFcq+8j21V/ZVIOWxwT8ka6k996ck551Wiaf0R5xz345CQRTAkvJd2Mz+BZwRqzKvORF67suzo9Otg/vURZgBrEQTbtKbcNMvhZpZhR3gzrvIrrwQ0ttDqqOA20RBZXIlaHf+2sTOXRKH3oQb/3x1jiIiIpU05t/xNJlnryO7/Bqse6vPnaMRqBh9e2Vf7SpDtWVfDf5Hsobac64kueCMSjuN+4DjnXNLyl0QBbCkPBcys0OAJ2LVBnsfwlYf56OTCzD7quCOvQqyrxJjcZPfgJv+cUhND6B7XkF2xSug95kQ6khBzX3qYXAAa8EPcNPfrA5SRESkIicAGbIb7yK7/Foyq2+EdHcA4wplX/ma1sdwuRD/25ch+2qwZA21L/8JyfmnV9oZvBQ4xjnXU85CJNSTSpl8gJgFUK3luz62LvNHi1T2FeE8Bjg1BTfj0yQOXYGb/e1gglcAdQtILPwvbuypAX9mF4E6jdgpZ3t+DOt5Vj2jiIhIpXJJErNPJfWC71N38aOknn85idmnFjE+qbDgVSQnQHHb3pW/WjID9F//DjIrb6u0M/gQ4Mtl70bUk0rJ+0GzicA6oCk2hc5sxZ6dC9aXRw8WgUBFJWdfpabDtPfjprwHEo0hNtR+bO17sObfBPTXKmVfDdUmBu/mJp1NYtE16iRFRESqaW7QsY7MM38g+8xVWNdmH+MKF8B4udjtdetgaGP+grYvc/bV4DKk6qk7/9ck9nteRZ2uwFnOuZvKVQAFsKT0rd7sE8BXY1Xo7V/Atn9egYoiAhVFv0fNft5tgpPfCK6udO1189exDZ/x90Hi3iZK1C722aVxMcmjHlInKSIiUpWThCzZjXeSWfY7sqtvgmy67IEK8glU5LF94MGrPfapkrWvwg5e5bmP+Rnz146h7sI/kJh+eCWdqRuBI5xzzeV4cwWwpLTXJbMUsBLYPz6F7sdWzIP05pgEKnye2lHPvqqZjZv2YZj8NkjUl6cJtP4VW/UmyHYX8BlcGY/B4O2jnX0FQKKO5PHbwSXVWYqIiFTznKFrM9lnryOz9FdY54ayBCpG317ZV7vKULZjEGC7KDp4NfTxcA2TqLvoOtykBZV0iv7OOXdJOd5YASwp7cXI7NXAH2JV6LbfYZveUPyFLPSLB5V162BqGm7aB2DK+8oWuNpD9xKyK86D/vU+60jZV/vUgw2/S/LoZVB3gDpLERER2bXwe2bZ78iuuhEsg7KviN7Txqvt1kGfY343diZ1F/0JN252JZ2dL3bO/avUb6oAlpT2GmR2N3BCrMq8+gTovT8mgQofp3VUn0JSMxM37WMw+S3RCFwN1r+e7LPnQs8TedaPsq+GaxPD7ZY45AbchIp7aouIiIgUOybvWEtm6a/ILLsK+ttLM44adh9lX+0qQ9mzr1xJPrMV2Sbc5IOou+haXMPESjklVwOHOee6SvmmegqhlO6iY3Y0MQte0XNfnsGrEC6WBQkxJh128Co1Ezf7W7jFT8PU90QveAVQux+Jg/+NG3taieu0mO1dBNqpy/9teleqsxQREZF9RxNjDyB1/Geoe+2DpE74Im7c3BJMYHyOt6MWvIrkpDDm2xc4B7Pm5fT/5c2Q7q2UU3Iu8KlSv6kCWFJKH4pd/7rj8sA6rfA73qikEfuUmoqb+WXc4mUw9X3RDFwNlhyPO+h63KTXjlJHrnx1GuEByGi7WN9a9ZQiIiIyvJoxJA97C7UX3knNS35NYvYp8Rv/Rnislj8XgTp1pa/GIj5zduPD9N/4IbBspZyNHzOzI0v5hrqFUEpz0pvNxEszrI1NodObsBXzwfrz6Hjz/0tMeBebmK19lZqKm/pBmPIeSDTGckRgG7+EbfrSMJ9Z66HtUw95BLDclAtILPyNOk0RERHJf1iy/QkyT/2GzDPXQqYvxLFOBd866HufKlz7KqA1kFPHv4eaUz5WKafffcCJzrmSROWUgSWl8k7iFLwCrPXH+wav8uk4i37jQraPUfZVakou42o5TPtoTINXXp27WZ/GzbkSSBV9IQv+GETs7xOW58foXa3eUkRERPyNeqYcRuqUr1P7mntJHvVeqB0bwtgr4D9YR27y43OcGbXgVRSqJc+d0/ddQebxayrl9DseeHvpZmAiYZ/0ZrXAGmBGfArdh62YB+kto3RCEQhUxCX7KjUFJr8LN/UDkBxXWW28/VZsxUWQ6YhGu4jZwu17qJlK8tg16jhFRESkcAOdZJ78NeklV0Bfq7KvAt3eleA9iH/21Wivn0hRd/6vScw5uRLOuHbgEOfchrDfSAEsCX9yb/Za4PexKnTb77BNb8ijI1KgYtQLWXIibtpHcrcKNlVuQ+96kOzyV0B6e3nbBIC5ErQ7f+3Cz1skj98GyQpuKyIiIlIaA51knvwNmcd+jPVsL2KcE2DwqqixV0yfPBi14FWe+1jI80BXP566112PmzC3Es62a5xzrw77TRTAktCZ2d3E7OmDtvp50PvAKJ1QFIJXPk/jUgawEk0w5d24aZdCcmJ1NPa+1WSXnwu9T5e5XcQ0+yonedRD0LhYnaeIiIgEI9NP5plryDz0HaxrUwFjHWVfDTvmL0uZYp59NfhVJi2g/nXXQ+2YSjjTTnXO3RHmGyiAJaEys+cAD8eq0D13YWtOLe5CVrKOPYLBK1cLk16Pm/5pqJlZfY0+3UL22VdB513RbxOhlcnfwu17v37ikL/gJr5EHaiIiIgEKztA5tm/knn4u1jbqjzHOWUMXkVqzJ8rh7KvAp8HJg98CbWvuJIKCM/cDzzPORfaqnBaxF3C9r64Fdh2/NDfBL3kFw6i+Rhgl4JJb8Qtegq33w+rM3gFkJpEYuHfcRPPjUFjj+j2WshdREREQpn91pBc+CpqL7yd1KlfxzVN11gt/8F+1SxWbyU+Bpnl/yT9wE8r4Qw7Dgj1NkJlYEl4fYPZRGA9EJ/HzGW2Yc/OAesbpRNS9tXuenAw/nzcjM9B3UI1/F2y2NpLsa0/rIw2kfc+xWVfAbjZHyYx90tqQiIiIhKudA+ZJ35B+pHvQ1+7vzF/1G4dDH286arv1sEh9wlpHuiS1J7/C5LzXhD3s2o1sMg51xfGiysDS8L0duIUvAJo/eWewat8Os6SXjgoTaAiX2NOxx10D27OVQpeDdG9ugO+jdv/m2AV0NWWcsDSv1HNR0RERMKXaiB51Huoe+29JI96N6TqNVYbbv5T9jtAXOmrsZTjX8sw8I8PYZ2b435WzSXEu7CUgSXhnPhmCeBZYF58Sp3FViyCgRWjdELBLNhXXEdX5r/ENJ2Mm/ElaDpJjT2fKm25Flv5FrD+ym0Te58bBWZfAbjxp5A47J9qOCIiIlLaMVvXZjIPfZvMsj9ANpP32Ch2C7f73sdp4fZ8jkcAZUrsdzx1F10NLhnnU6kVONA51xz0CysDS8JyNrEKXgFdt+4ZvMqn4yz6KlnI9mUMVNQfiptzNW7BfxS88nPJn/Qq3MLrITkurHeI2Oiv8OAVgPUpA0tERETKMGZrmkHq1K9Te+G/Scw/q3I/aNyDV1GolpA+c3b9faTv+UHcW9gE4P+qYNYjFdMnmv0TeHGsyrzhfOj46widSplvHdy1TxkCWHULcdM+ARMvRnHvInQ9RPaZcyG9PeBjVjnZVwAk6kme0KxLlIiIiJRVduM9pO/6NNb81LDjlsrOvnKlmefEPfsq6GPgEtRdeBWJA06I8+kzABzqnFse5ItqdiCBM7ODgadi1b7SG7EV88DSI3QqVbhwe83+uBmfhQmvi3saa3T0LCP7zNnQvz6gi58rQbvzN8CxAF4/efx6SE1SexERkarS0tnP8k1drG/uYVt7H5t39NLdlyGdydLVm2FcQ4qEg3GNNUyfUMfMifXsP6WRg2ePpa5Gf2QMZ3KTJbP8z2Tu+QLW3ex/mBS1AFYlZF+FUKayLNw+0qceO5O6N9yEa5gY57PnGudcoE8lVABLgu/jzb4HvD9Whd7+RWz75yLVaRV1ISu2TIkxMPVDuKkfhUSDGnXQBjaRffoc6HkigGMWoewrK+Bthtk4cdR9uKbD1VZERKRidfdluP/ZHTy0opUHV7by+Jo2Wjr791rY2fYcAdpeF8/cv1MJx7zpTRy9YCInLp7MSYunMGNivSo5yDlO7w4y919GZulVYJn8xjxxD16VdJ6TZ8ii0rOvBkkufCm1514Z69MGOMI590RQL6gAlgTbQs3GAOuB8fEpdQZbcRAMrBmhU6mS7CtXAxPfgJvxeUhNU4MOU3oH2eWvhM57S9MmQm2nwWZfASQO+Qtu4kvUTkREpKKs3tbNTY9s5T9PbOP+Z3fQn87uO3MuIIC182c36D+OmDuBs4+dyTnHz2L/KY2q/KDmO9ufJH3XZ8hsvDfYcdce+yj7ash6CClYFLXsq8Fqz/wuyUNfGedT5nfOuUuCejEFsCTYDt3s3cAVsSp05z+w9S+PbKdVmuwrBxNe5T1ZsHaeGnKpZDuxZy/C2m6tvuyrUTZMHHgFbvqb1EZERCT2tnf085f7N/GX+zfxyOq2XUEnt881MdgA1s5fJ5zj+YdP5fUvnMPpR00n4TQFDGDWQ2b530jf80Wsa3N5xvxRC16FUqbws69s1O1dmY5B7t3rJlD35ltwY6bH9WTJAIuDWgtLvZcE25WbPQbE6r4fW/9K6Ly+sE6rFB1X2IGKhufhZl4GTSeqAZelAfZjK9+KNV8TnTaR9z4BLty+l8QB/4fb/1NqHyIiEluPrW3nt3es57p7N9Lbn9nrGhhkAGv3hdiNdGE2Y860Jt591oG8+tQDSCU1FSxafwcD93+DzBO/BMsGMD+Iwh8nc+WotlsHh9wnGokMyQWnU3v+L+J8pvzMOfe2IF5IvZYENw83eyFwW6wKnd6CrZgDNhDhTiukC1ndwbjpn4PxF6jxlv/swdZ+HNt8efnbha/tw8m+AnAz30Fi/nfUNEREJFYyWeP6h7ZwxT9X8eT6jsED5b2ug+EEsHZvO3QAa6eDZo3ls689lBccoSUjgpDddD8Dt38Ua322yLFXldw6OOo+UVi4fZTjUeK7cGrP/CbJw2I7bxsADnLOrSn2hRTAkuCm4GbXAefHqtDN38C2faI0nVbBHVfAgYrUVNzUT8Lkd4FLqeFG6Rza9E1s3f+Vvk0UtE942VcAbvIrSSz6vRqFiIjEQjprXHPPRi7/5yrWbOseMXgUWgAr9y2fABaAMzj9qGl86Q1HsJ/WyCpepo/0A98m/eiPIZsuOFAR3pzCR4hAC7cTtUQGVzeOujf/Ezd2ZlzPkCucc+8t9kUUwJJgJt5mM4E1QE2syr3yMOh/aphOpcKyrxJNMPnduGmfhMRYNdqotsmtV2KrPwRkh9mgchdu3+PVx51M4vBb1CBERCTy/reshc9d9zRLN3TmrpCWRwArt91Qs+gSBrDAaKhN8sFXHMw7zz5Q62MFMZZrfoqB/1xKduujPsdGyr4ath6qPPtqp+TCl1L7ih/H9dToBRY45zYW8yIJdTESkLcRs+AVPXeOELwq54UjYC4Fk96KO3gZbsZXFLyKODftHbiDroZEfRkvlnkMbsIe/A1sVWMQEZFIe2hVG2d9434uvPyhXcGr4AcGJRgS92f46h+X8rrL7mF7e58ObLGHbPJias/7G6kT/g9S9XmOvUIKXkWRxWH7KARy9y1D5pmbyaz4d1yPfD3w4Rh0iVLpzCwJrAQOiFW5N70Z2n49TMdVIdlX417pPVmwbqEaatzOq7ZbseWvhmzXoF9WR/YVAKkJJI/fqIYgIiKR096T5qs3rODX/11PdufC3Tb4KhlgBtbei7OHkIE1ePdpE+q54j1H87zFU3SggxjP7XiWgVvfR3bbY6OMjaok+8rvrYMhfeY4Zl/t+u24WdS/5VaoieVtv13AAc65lkJfQBlYEoQziVnwimwHdFw3TKdS5uBVEBqOxs2/HTfnGgWvYsqNP4PEor9DcnyJL5Z5DizCbtfpNrB+NQQREYmUfzy6lVO/eA+//O86slbgxTDCKQRbW3t5zdfu5vf/Xq2DHcR4buKB1J5/A6ljPwwuOczYKyLBqyiKWvZVyeZ1w5fB2jcycM8VcT0lmoA3F/MCCmBJEN4RuxK3/3HPzJbIddQFZl/VzMLN/hFuwV3QdJJaZtyNOYHEopshOTmSA4vQsq/A+ytx/za1ARERiYSuvgwf/N1S3vLTx9jcVtm32aUzWT7x80f5wu8eLzxIJ4Nm3ClSx36E2lf+BTduTnTLGfeF2wMphotFnaYf+AnWvDyuZ8S7zKzgOJQCWFLcOWm2P/DS2JW77ZfDdBJRuHWwkDO5AaZ9CrdwKUx6675/4ZH4anoOiUNugZrpEWh3rqTt2gYUwBIRkfJ7elMXZ33rQf5wT3Xd2v7Tm1bwgR8+RDqTVSMIQGLG0dS+6maSB50b/1sHIznB87lJZNdAzqNNZAbov/VzcT1S84uJHyiAJcV6OxCvaEn/M9Bzb4Q7ap/ZV2PPwh30GG76570nDUrlaTiUxKG3Q93cyLTLUE+fnS+e3q5jLyIiZfX7uzdyxmX3s2xjZ1V+/r/evZ53Xv6AglhBjabqxlHzoh9S85IrcXUT4vtBopZ9FcjA1MWqTrOr7yKz4ra4tqD3FLqjAlhS+DlmlqLIe1jLUu623xTWaUUtSl//XNz8/+Dm/hVq56pBVrq6uV4mVv2CeLXTYgYUAzt03EVEpEzjXPjGjSv58FVP0Z+u7uDNPx/cxId+9JBuJwxQ8sCzqb3wJhLTjyrz2CsK2VelCRxFOvvKCquLgf98BbLpOJ4CLzOzgwrZUQEsKca5wKx4FTkL7b+P8ELseXRaqVm4WT/CHXgPNJ2sVlhNavcnccht0HhYidtpGbKvANIKYImISOl19WV4/U8e45s3rlJl5Pzt7vV87tePqSKCHF2NO4DaV/6Z5BExyweopD+W+pmDRWEeuNdntuYVpB+9KpbNH3hbITsqgCXFiN/i7V23w8Da8DutgjreUcqQaICpH8UtfMJb50qnb3WqmU5i8S3QdHRZ2qmFfh4MogCWiIiUWFtPmguveJRbntBt7Hv71S0r+c6fnlJFBClZS80pX6DmjMsh1RD8WGq0GELZ/6iv7Kti6zR953exvo44tv63mlmj3500A5bCOgGz+cDpsSt3+28jnH01Qsc+/gLcgY/jpn8FEmPVAKtdaiKJxf+AMceX4GJZvr9IWbpVx1pEREqmuXOA8y9/hAdXtakyhvGdPy3jV/9cqYoIWPLg86g97y+4cQdEaA4SxGAuDtvHM/tq1z97Wkjfc0UcW8dE4EK/OymAJYV6e+zaT7YLOv4SfqcVZPZVw9HeOlf7Xw21c9TqZNBIZzyJxf/AjX9hyQYgJc2+AmVgiYhIyWzr6OcVlz/M4+tLkMkQ88DE53/zGHc9sVWNJmCJqYdR9+p/kpz/0hK0KxeB4FIZsq8o92cOZ/v0Q7/EOrfEsdm/y/d5oq5CfJ/HZrXAm2JX8I6/QKbDX8dZrmytmtneOlcL7obGk9ToZJgevAm38M+4CWeH1E5deQfa6RYdYxERCX+I2JvmtT9ewjObu1QZechkjfd+/wE2tfSoMoJWO5aal/2U1AmfAudjqu43eBXJSWY5tnfhz+tKcTzSfaTv/0kcW/xxZnaIr+mPegkpwHnAtLgV2tp/G9GOelCn5epg6idxBy3VOleSZy9eh1v4e9ykl0dnTBHUAGRAASwREQnXQCbLW37xJI+ti+gaMhHN1mpu7+Nd372PgSp/QmM4HKnnvpvaM38GNY3RaFdhZ19ZOT6mq6g6TT/y+7hmYb3a19RHHYQUIH6Lt6c3QOd//HVape6Exr4Md9AS3PQvQKJRrUx8jHNqcQf9Hjfl1QG20zJnXwFoDSwREQmRGbznN0/x32Xl+INJ/Bc4enh5C1++6gk1pJAk5r2Yugv+hhszM8Cm5Crk5I359mEcj3Qv6Xt/HMejebGZ5V0RCmCJzwu9HQw8P3YFb/sDkIlgwRzUzsPN+TNuzvVQu0CNTApsSincgb/ATXtDMO2y0GtygBd8y3TouIqISGguv3UNf3ukgtZystK/8C9uepYb79ugxhTW8G7yYmpfdQOJqYeVr50o+6r852qe26cf/T3WsSluzXwBcFy+GyuAJX69gxiG7q39D/46rVJ07IkGmPZp3EGPwdhz1LIkAAnc/B/hpr89ogMWX0O2IdasExERCcZ/n27hshtXBR9wKPPnKsf7f/Jnj9Dc3qdGFdYxbZpB7SuvJbH/qUWOvVzVPNnQYjH+DeFszfSTvv+ncTyqF+c/2xHJ99z0Fm9/XewK3v8s9D4crTKNPQt34OO4aZ8BV6/GJYEOXd287+Kmv6Pg/QO5Jgdxwc906nCKiEjg1jT38LZfPUkma2HMSismCJCvHR39fO7Xj6lhhal2LLXn/IbkYa+PdjsJO/sqkHZbmdlXO6WX/AHrid2TvF9tZql8NlQAS/w4B5gau1K3X+Wv0wqzU6k9EHfA9bg5f4PauWpREhKHm/edPYNYsVorYOf6WxnI6glHIiKVIJ01HlrXwRV3bOTi3yzj3dcsL0s5MlnjPb97itbudAXVrpX95f921zpue3iTGnqYEilqXvAVak75vPeEwrCzrwJvVq70Z0Nkx78h1sVAN5klV8etdU8DTs9nw5R6AvHhTbG8pLdfW/7rf6IRJl+Km/oxZVxJiXhBLADbfGVBA4tI/O050+HdbisiIrHSM5BlyYYu7lvTzn2rO7hndTvtPbuDRnMmlWc8dPmta7l/ZVtpx4FV4hM/fZjbvvlixjXVqDJClDzyLVA/kYFbPwzZCAViY/HH0iishOPC+8w56Yd+RerYt0KyNk5N+7XAP0fbSAEsye/cMZsFvCR2Be9dAn1Lw+u08ulUxp6Fm/k9qJmrhiQlv0B6QSyHbf6xr3ZdroXb9zlHMx1QM02HUkQk4lq609y3poN7V7dz7+oOlmzsZCA9fIe/dkcvXf0ZmmqTJSvj4+s7+dbNa8owWa+OyNiWHb1cdvUTfPmtz9EJEbLkwefhasfSf9M7INM/6ngwcgu3hzVnLeXOEV5b1jq3kln6N5KHvypOzfqVZvZO59yIt18ogCX5ekMc24u1/zH/jjPoTqX2INzM78KYl6j1SBk53Lxve012xCBWNP8iZenOSnngs4hIRdnSMcC9azq4d3UH963t4LGNnWSzg3vykQdKloXlW3s4ar8xJSlv1oyPXvMM/Zls0NPekGfVJR89F7X3Vbeu4qIXzuXw+RN1koQsMe9F1J75U/pvfDtk+iI8vivBvCuv7V0EztHSHY/0Az8jefgFxOj5a2OB04AbR9pIASzJ1+vjV2SD9mvKcDXZebvgx8HVqeVIBOwMYjls849GPW3Kl301BD2JUEQkElbv6OPeNR3ct6aTe9e08/TWnkH9emGzv2VbuksWwPrFHRt5eG17LIavcZY140u/fZw/fvZUnTSlmHbMPZ3ac39P/9/fCP2d5RmrxSL7ypX3PC3D+mPZbU+TXfcAif2Pi1OTPgsFsKTo89PsFGBR7Arecx8MrMqv0wqqUxn/KtyMb0FqlhqORIzDzfsWWAbb8pOhL+pW3vINSU8iFBEpuXTWeGxTN/eu6eTu1e3cv7aD7V3pQdeKYC4Yy7aU5kEdW9v7+dqNq4K+QpXpCmmBTnLDcO/Sbdz+6GZecNQMnUwlkJj9PGpf8UcGrr8Y622NUMsNed5Vru1j1JOkH/09tfEKYJ0NvGekDRTAknzEdPH2EmZf1c7HzbwcxrxUrUUizOHmf9c7P/YJYhVwDS/FgEJPIRQRCd32rjQPrO/k/nWdPLC2k4c3dNEzkLvVzmz4aVeRE79lW7pL8vm+/I+VtPem9y10KBPXiEaViihWIdPur/7+CU45YjrJhBYCKIXE9COpecXVDPztYqynpbRjNT+tx8rRvKsv+2qnzNM3Yqd/Btc4OS5N+QAzO9Q59+RwGyiAJSOfP2ZjgAtiWHLo+Et+nVYxnYpLwaR34aZ9ERJj1GAkBnJBLJfCNv+QgrOvLNgyDSvbp0MmIhKgjBnLt/Xy6KZu7lvbyT1rO3lmWw+2M7Nq1P69wAvAELs9U4IA1vIt3Vz7wJbST1rjMl4O6bMuW9vGn/67hgtPm6uTrkQSUw+n9hV/pP8vF3qZWFa5TXTYTSIbXCpTIDczQObx60gd/444HfUzAQWwpGAX4i2oFi8998PA2nDfo/FE3KwfQd2haiUSMw4375vedXjQmlihjnMKHSBke3W4RESK0NKT5oH1XTywrov71nXy8MYuuvqyuJ0dbZkmuQ5Y19oX+pMIv/T3laSzYX3I8AJAZT04ARXxW9c8ybkn709dTVInYqnOqymLqXnFHxj4y4VYb3u4zS3s7KtAmr+L7PlRqlM+/ehVpI57G7hEXJrxWcA3hvtPBbBkNPG8fTDM7KvkBNzUz8Dk9wIJtRCJ6xDHC2I5h238YRkvxqOco7qFUEQkbxkznt7Wy33rurh/fRcPru9ieXMvufSq4mdfAU+uzIynt/Tw3P3DyWJ/eE07Nz+xPYrT2lAnrFGxuaWH625fw8Uvmq+Ts4QSUw+l5syf0f+3S0Z4OmHY7bAMC7dHdm2t8vY21rqG7Lr7SBxwQlya8ElmNsE51zrUfyqAJSMNKhYCJ8Wy8B1/DaejnnAxbvo3IDVNDUQqgMPN/QZk02Q3/yRCnc+gn5WBJSIyrM7+LI9v6ea+dV3cs7aL+9d3sqMnPfIYx8KbwboCXu7pLd2hBbC+e+vaPWN3EQoWFTSltWK2DfvDD/36P77+aS46fZ7WwiqxxH4nUHvOL+i/4Y2QGSjV4Y7Y9i5eZ3qIp2hm6d/iFMBKAS8GrhnuP0WG8yYi+/iKEfQ9Bv3Lgy167QLcjB/AmBepVUiFcbj538HZALbllyUegORxjiqAJSICwEDWeHJLDw9v6uahDd08sKGbZ7b37PFQwMAHbRb+i4W1kPszW7q55cnmAItrIddTaaNrrkRvvXZLFzfdt4GzT9hPJ3GJJQ44lZqX/ICBm94Nlilh0ytD9lXYO8f8SYiZZf+g5ozPQ6ouLs33TBTAEl/nkFkKeH0sy97+5+A6CVcDkz/k3TLo6tUwpEI5EvMvJ5vpxrb/sRxD52HPTcv2or/Zikg1Wt3azz3runh0czePbuphyaZuetJZ/5MdK2625Ap6n/w5rBKNAACAAElEQVRf/+mt4QSwfvDvdWQtgvfnxf2WwQLKf8VflnHW8/bD6YJecskDz4QXfJGB/3yqfG1A2VflP237OsisvJ3kwpfEpemeMdx/KIAlw3kJMCuWJe/4SzAdRuMpuJlXQN0hag1S+VySxEE/I0sa2/6n6AxA9BRCEakCa9v6eWiTl1318MYeHtncRWdfdvcUyAqMHFDMfmHOpnb/+HQIGVjbOwf480Nbivjohe3ogn79EpefkMq/dHUrdz2xlZMP1xIc5ZA8/BKsr4303ZeVYGyn7KuoZV/tlFn61zgFsGab2Rzn3Jq9/0MBLBnOJbEsdf9y6HuyuE4iORU34+sw/nWg3A+pJi5J4qCfk023Y63/CvON8t9UtxCKSIXZ2pXm4c09PLyx2/u+qZvt3ekiVyMetF8eu7pAJ1LFzb7Wt/bR2ZdhTF1wT6r74/2b6c9YKT9GYFIJR21Ngu6+TCzLP5yfXP+0AljlbFfHvBfr3ETmsd+U9o2jln1VsvMkenPIzIp/Y33tuLpxcWm2JwEKYEke/YBZE3B2LAvf8afiOprxF+NmfAOSU9UQpDq5WhKL/kD2qfOwtv+WeQDCyGs2iIhEXHtfhkc29/Lw5u5dGVbr2gcGZVUN0wHm1Yda8dMlK2KHgCaCZvDM1uCeRGgGv713U5iV4HOX0Tce11jDJafux3nHz+Lg2WNIOMfqrd385b6NXHnLKjq6B/J6fVem8ufjjse2sm5rF/tPa1LHUCY1p34e27GK7Lo7QhrbuTCajs9iuFK+Wem3L0a6j+yKf5M85BVxabInAVft/UsFsGQo5wKxvLpYxw2FdRK1B+JmXglNz9fRF0k0kFh0LdmlL8c67g344upzYGFpHQ8RiYWO/iyPbe1lyZaeXUGr5c19e8WpLI/xyVABibAXEM/jhS24l9r7SrAswCcR3vlsKyu39YxekDw/jwu4Gvd22mFT+PYbD2f6+D0XV547rZEPnXMgF5+6P+/5yaPcvay5PA3bx3Efqa6yZvzx36u59KJD1VmUbXyXovasn9B37blY8zMRnMj53CSywaXo3sGTWX5rnAJYJw/1SwWwZCiviWWp01uh5wG/PTlMfAtu+jcgMUZHXmSn5BgSh/yV7JNnYR0PlXGAoAwsEYmerd1plmzpZclW7+uxLT2s2tG/1+TKhuzsRs2+Cm1SNdK+5bj/bPd7BrkO1nUPbinLxLqQenzlcTP53puPIJUYfsI7bXwdV3/4ON78g4e4bcmWkA+Zhbr7tf9ZxQdfdQippJboKJvaMdSe/Uv6/3gO1tMSYNMoMvsqkPZc5nYV5eyrnaPqlf+BTD8ka+PQWg8zswnOudbBv1QAS/Y8j8wmAi+OZeE7bwSy+XcSdYfiZv0UGo7TgRcZSnIciUP+TvaJl2JdS8ozsFAGloiU2aq2gVxmVS+PbetlydYeNnWm9whCudEGHaEEnQrdN5wFxN2I+478YkEFsPrTWW58fPuo7xnqNDfPenvuvAl8542Hjxi82jVhSzp++I6jeOVX72HpuvbStqEAbW7p4fZHNnHGMbPUsZSRG38ANWf9lP6/XASZgfKM74o9tSK7EHvEg7P9XWTX3kdi3ilxaKoJ4ATgpj36Q53CspcLgNo4Ftw6b8yvE3I1MPlDuKmfBVenIy4y4qh5PIlDbyDzxEug+6nSDxAsq2MgIiWRzhrP7OjPZVX1sWRrD49t7aNt52Lafp4EWJaAgQVekMLWVPK/ePqyzcEEsG57qoW2nnSJjknhL1ibSvC9Nx1ObSqR9z5j6lP8+gPH8NLP30lzR3945begQhNDv/4fblulAFYUIgOzj6PmhV9j4F8fKf3YLpRzMwqBI1fiz1yYzLP/iksAC7x1sBTAkhHF8/ZB64euPJ6aVn8kbtbPoP45OtIi+aqZQvLQG8g8/mLoXVngxbjAgYUysEQkBD1p48ntfSzZlgtWbevhyW199KQHrT9lPmYYQU5GrIiN4vAEwiF22dAWzJMI//rItpCOQbCzzdefuj8LZvhfbnbWpAY+8+rFfOBnS6JxIhVQLf95ZBNbd/QybWK9OqIySx5yIbb9KdKP/KyIV1H2VdSfALq3zLP/ouZFX4hLcU/a+xcJnbqy69wzmwmcGsvCd/8Psh3DdyquATftK7j59yt4JVKI2lkkD7sZ6uaUduCrAJaIBOzF161lxo+W8/w/rOH9t23h54+38uDm3j2DV6P1V1bY9M0N9SIBLOAe1ycQ7h6DFn8b4UDG+PeylgDKaKFunnCOd754XsGf8/wT9uPERZN9linsGXb+q2+nM8ZN961XRxQRqZP/H4lZxwbXT5Rle2Vf+arC9k1Y84q4NNFjzWyPmJUCWDLYq4FkHAs+4u2DjSfhFjwIUz4W148nEg11+5E87O9QO9PnxdgVfvE2LeIuIsPb2p3hro09/GppO5++ezuvuXETx161li3dI/cd6azt2SHtE6DK93a8PH63962HkVoPy89nCLfMT2/tKaot3L+qbfjbB0swoXR5vs+JB09k9qTCs4+cg69eclhRC6G7Mk+mb7xHAazISKSoeekPcPUTCzgvypB9FfbOVZKtlVl7T1xaaBOwR8RftxDKYK+JbcmHCmAlxuOmfRUmvo3IL6gnEhf1C0gc+neyj78I0vk8vabYc08BLJFq19aXZWX7AKvaBljVnmZVez9LW/pZur2f9v7cOnl7BZyeauljemPjkK+3aFIdd63vCa/AFpHXsrALVxg3TDmWbe4q6nX/9WRzaSq4yCq84HnFr/904MwxvPJ5s7n2rvWlPcYWzOs/8NR23UYYIW7sLGpe/B36r39Tccc3atlXJevu4jfPzK69B57zurgU9zBgV8qYAliSG/fZfODYWBa+7ynof3bP3415GW7GD6Fmfx1ckaAv042LSRz6N7JPvAwynSEPWBR8FqkG3Wnj2bYBnm0d2PV9eWs/z7YNsL0ns8cT/3Z+G+kWu6ea+3nBfkMHsBZPri2u17EQJ0kFr39lwd42ZkXcGllgOYq9hfC2ZTvyrzcr4HMVNsDe45/JhONlz5keSFN5/9kH8ud71pPJ+j9epZlcjDB5NuOW+zfwupcsUOcXEYl5p5M86s1kHv15nueIC68fzPtlXSnfrPTbhyi75m7vQUkuFjfkHQ78bec/FMCSnV4T25li182DRgZTcDO+A+NeoyMqEiI35mgSi64iu/QC7yEKoQ0sFMASqRQDWWN9Z4ZV7V4m1dId/Ty1w8usWtsxwN539Y002h+tZ1jWMvxT2hZPqtvzjUa7fXDYstgQ5Rj+djy3x3+XZ/2rYBdwZ8TP4HffYgJYzZ0DPLOla/hyFLhmmb+PNPqGi2aPYVxDMNOv+TOaOOfYWfz1vg0hTqLDm3HfeO96BbAipuaU/8M2P0J288Phv1nF3NoXz3Gq9ewgu+1pEtMWx6G4hw3+hwJYstNFcS24DWz0fhj3atyM70Jyqo6mSAm4CWeQWPgzssveCGRDGiAogCUSJ50D5t3u15FmZfsAK9vSrGpPs6LdC1JljCEDRvtm8AyVLWND9yND/Puplr5hy7h4Um3pJmVRuZ2w6Nca4XgE9L4b2vro6M0wtt7/eqV3r2jFSprdUNhTII+ePyHQUrz7zAX+A1h+PpOPOvV7tb7vyW00t/UxeXydOs6oSKSoeen36bvqpdDXkf/RroTsq7D70Ag+qTC79p64BLAOH/wPBbCqnJk54LPsFdmM1SR66mdg4tuh9iAdUJFSn39TLiCxYAfZFR8IaWChAJZI1GzpybCiPc3Kdi9Itao9zcqONCva0mzryeBGulVrtOCV715h6Iynpc3DZ2BNb0oxsT7Jjt6M/x4nzABVmBOeiC/gnmsKPL2lm2PmjPX9NnevaAuxzMEdiGMXTAi0iRx6wDiOmj+BR1e0ln/ibP42yGSN2x/dxPnPn6tONUrjuvEHUHPG1xn4x7vK2rcVk9ip7Kv8ZDc+EpeiLjSzOudcHyiAVdXMrBb4FXFevB0gMRZqx+qAipRrsDPzbSTS28mu+WIIAwoFsERKrT9rrO3MeAGqnZlU7elcVlWa7rQN/ZQ+Y4Tglfk474vLvgJo6c2wtTvDtMahs3kOmVzLXRu6i7h9MIBb9woKhuX5JMS8n6JY2oCHG+VNn95aWADrvlVtAU2mrYh985iFzRwTeJ1e8oI5Iwew/BTcSjQ9z73PnUu2KIAVQcmDziZ78M1knv7b6GdxWTKRlH0VhOymJXFpkilgEbBk5z+kCpnZBOCvwPNVGyJS9FBi/0/i0m3YhssDHlgogCUShrb+LCs7Mqzq8G7vW9mRZlVHhhVtadZ3pXPrUeUZNBp1gD7c64xy6+CoPcLIBVna0se0kZ5EuKGYRcPzzVzK99a7Ite/ymOC5Gf9q3AXcB8+ePL0Zv/HpHcgy9ObugI6hoXt4vLcd/8pDYGfyy8/bhafu+pJOnvSPo5B2JP4/N7zzse2YAZOl/roRQxO+yLZdXdh3dtLPiaLdPaVVc741FrXYt3NuMbJcSjuYSiAVb3MbH/gJuBQ1YaIBCUx76tk0zuwLb8LboCgUa1IQdr6s6zpzLC2M82qzgxrOtOs7vC+r+3MsKMvy3C3irnB/7A8Rvy79vNx66Cve0j8ZV/ttMznkwgd/l6/pOtdRW4tLSt+pjnE5oUs5P74hk4GMjZKOcrwBMK93mhsfYqJTTWBn+uNdUnOOW4WV/93bV4fzoXVFgrYZFtrL8vWtLJ47gR12hHj6ieSesEXGLjx3cH1JYFsH4VxoQvvM5dYdtNjJBecFocmuWu5IwWwqoyZHQbcCOyv2hCRoC/oiQN/QHZgO9Zyc0AXbwWwRIayM0C1Ohec8n72vq/tyLCjPzPKYHroCf2owSsb7nY6n7cOGiFkX+1pxCcRTq4d/fbB4Suh+J4pEmtpmf/fhbwe1rICAlhL1nXk/b4lfQLhXr8KI/tqp5fvCmCF3Y6Cb6h3PLZFAayISi48h+wzN5B59ibKkn0V9s6RXVurdLKblsQlgDVn5w8KYFURM3sh8GdgvGpDRELhakgs+i3ZJ16Otd9T/ADEJVWnUpV2Bai6ctlTnRnWdHjf13Zm2NGfHXpCbvlMpgMMXuWz7lUhC7f7zb4a4pdPNY/0JMI9n3xWfEBq+NsH3VCfZ5hyj3z74DC/KzgQl8dmJVrAfaeNBTyJ8MmNnSUuc2FPIJw8JrynX564eDJTx9Wxrb03GhPqEd5n73PtjiVbePvLD1anH1Gp075Edt3dWF97cW0p7OyrkgWLKusPq7b58bgU9YBdbVKnZXUws4uAXwO1qg0RCVWikcQhfyb7+EuwzseKHCeoy5LKkzXY3JNhbVeG9V0Z1nd7Qam1XbszqlpzAaq819yxfCfWIQav8ppUDBdcGznLx+X1GoO2N3iqxceTCG2UJ+/tXVel/Mv6MGUpehH5vOrax+taPtuOHIQr5EmEz27tKWHlF25MQ3jTrmTCcdaxM/nVbauCnDyUpGE/sHQbA+ksNamELg4R5JqmkXr+Zxm45SMl7+oK75lCOLUrMPsKINu8PC5NURlY1cTM3g18H9CVQURKIzWOxGHXk1nyIujxcXHc+4KfqFFdSuxs682yoTvDuq7dXxtyQar13Rk2dmcZyBrDrSXla/heSOBq0D/3yfjxEbwa9f2G2Sb/WwcLz74CaO5Js607w9Rhn0Q42kLuVsTvRjtmPv4d5CStpOtfmb+qzVnmM4C1Ymt3iJ8huAmqn6yyQgwZwLKQPsze7byI3Xv7Myxd1cqRB03SxSOikoe8iswzfye7+j+FNZeKCRZV3rIW1rYeBrqhpjHqRZ1pZjXOuQEFsCqcmX0c+JpqQkRKrmYqycP+TGbJGdC/pbABiDKwJGJ6M8am7gwrOzJs7MmwOffzpp4Mm7ozPNuepn0guNH0yAGQfAMEeQSvho0hDR+88r/uVQG3DlJY9tVOy1r6mDrckwgn13LXhm6cj+yr/P8d9NMH8/ydFRN0y/cpioUMSPPf9Bkf62C19aTZ3jmQ/+cK4TPk+wTCcQ3hTruOWziJiWNq2dHRX9gHsTCn6iMfg0eWNyuAFfUh3Qu/RN9vXggDfeHMWf1fCUvSH5Vk+7IGC7Jkm1eQmHF41EuaBGYDqxXAqlBm5oBvAh9WbYhI2dTPJ3HYX8k+9hJItxcwe1cGlpRHa3+WHz3Vyfpc9tSaziwbujK0DmRDHbO6UQfFfm7ZGz4wE3rwqpBbB4eqj9GyumzkoMXS5n5OGfZJhHU+ZyBW+r+/j3b7oBXZpsKadBXxWn4Wcn92tOyrAhdwL/o20SHOnbqacG+ESCYcpx46lb/du2HYA+FKcnz9V9yjy1t00Yk4N25/Us95K+n7rwi8LygmEbJ0waXKfaiQNS+H6AewwLuNUAGsimyEZingp8AbVRsShiuuW8r1d6xh4rg6xo+pY+LYWiaOrWPiuDomjK1l4phaxu/83ZhaJoytJZXUHaxVO+hpOoLEIdeQfeJcyPb5G1AklIEl5ZFyjs893I6NNJB1IQ9v88m0yncG4OeWwWEm4IUHr8jv1kHLs2wjdB5738q0rGWkhdxri7r1acQPO1wQpJS3D+L/vcJd/yq/+nt6U1feZVi5rSe4+rPijveo9eXCnwCfcdT0vQJYYUzki4lODO2RZ5p10YnDdfG495J58lqsa2sJ21iZA0eVnH2Vk93+LDF5ZNIBoDWwKo6ZNQLXAS9TbUhYpk1s4Jm1beD2Wr7X7XWhGfTvMY01TBhby6RxdUwYU8uEsV7ga8KY2l1Brgm7gmHe78Y2KvumUrjxp5BYeCXZZW/yd3XXLYRSJmNqHPuPSbK2MzP8CNWGGGAXOtYu9E/Qo2U6DZd1NdLbBB688nPr4HBVaT6CPbv/46nm4W+n8jKw8r9trqCAVJ6Bj1BuH7QiX2+k2yCtyNcb4deb2vto700zrn70acqzBa1/FcJMNJ84joU/s33B4VNJJhyZrBX1cYbeN7zyr93SSUt7H5PG1eniE2U1TaRO+igDt3w0nLMssmtruYo+rLZjVVyKOgcUwKqsxmc2EfgHcIJqQ8K0aM54n72/o7NngI6eAdZt7fIuBHtfC/b6y6Q5SCUTuWCXF9CaOCjINaGplknjBgXAct8njqmltkbZXlHkpr6KRO8asqs/m/+AQou4A95T6zZ1DrClK01Lb4YdvRl29GRozv3cmzbSWejJZBlb67X/CXVJzDnG1CSoTzmmNiSZ0phiZlOKqY1JpjQkSSWcKncEh4yvYW1HBl/Rl1L89TXv2/OGCY6Yz0nqqMGrkX5n/p6YWMTC7W6IfZ5qHj4Da3pTikn1SVp6MwXOfKy0x7mA2weDa2PBf47hx7PekwiPnTNu1Jdesa2n8AKVcAH3Upk4ppbD547n0ZWt5WsAI+zqRjjmjy5v5oVHz9KFJ+KSh7yKzJLfkt3yWLBNyPy0mJKOXmPfL4xa7PaNcSmqMrAqiZlNA/4JHKXakLAduP947y98fjpq23vUPfoFIZ0xtrf1sb29b88LyV672l7Br/q6JGMbahjfVMPYxhrG5b7GNnq/2/VzY4qxjTXeto01jG1MMa6xhjH16hpDGwbsfymufxO28cf5bf//2fvu+Miu8uznTFWvq7a9S1r3intvYAw2Ns10HEJI4KOFBEgIgQAJJZBQAiSEFoqNGwZjsHEDY4yxwX0lbfH2lVYrrXobzcz5/pBGmnLqbTN37nl/CO/cuffc0895n3ne5wRMA2t6Po1njsxi57E57BpJYPdoArtHEtg9MofZ5EIMFs3eUBEIxwabJbnwDwKgoyaCzY0xbG2MYUtjDF1NMWxujGF9nQEOAWBbYxS/Ojibuykt1n5a8eQ9vhCzBdZVDmgiAq+o5umF8tBB68LtuV8MzaSEJxF2Ncfx+8xJhDLRcg3xdsIpl7DOXHB+iGp/ol7pI6lZ34AagLV/eFbyYn1wmWiUiXhUHzp23raWBQDLzgmE1IE+pvLOrPe8sGfUAFi+2MiFELnoE0jc8irbnZt6+bARbudnfeygX7LaAhgAqyyMUtoB4D4Ax5vaMOaFVcbDWNtegz2HJx3e8RLtr1g2m0hhNpHG0bG5AqedSphfmbDHWDSE+uooGqpjqK9eALgaahb+WxELIx4NL3y/CIrVL/63oSqKppooohHDAuNZaONnkZ7dC3rsV/IFP1RR1nXRPzmPpwdm8NihaTx2cApPDcxiLkUL+qPysCn4THP7eNb3FMDhySQOTyXx24PTOWOkLhbC6W0VOHtlJU5prcA5KyvREA9en+6qj2TtSgl7k+oWoEU1v7AKXGX6iSBNKXgleFhb9wqqoYPqYvaikwi7swEsQWJu4pbuhQ+65FxRK/pXauXInAjZpyjkflR04h61MUwdFnAHKGYFB0A4aecdtwJfvXunQ/OHE3WlVpk7D4yZDZJf9nErT0N4y0uR2nmPi+CPz9hXfsYSpo8B8zNAtLLUs9oAGADL/x2O0nUAHgCwydSGMU8du/UN2HN4EsTqPk8JlGLdRBfiC11eUxLzaQyOzmEwA4JJwh5p3ufqeBh11VHUVUZRWxlZYINVRvCFNx2Pqng42J2HRBDq/gHSz74MdPyPkl1SVVkVPZGi+N3+Sfxi5zh+uWsCB8fns1hVjH7GAKgI4Y059qAqGKMUi3QVwnyMUGA8kcaDB6bx4IEFJzIcIjippQJXra/CleuqcVpbBYIQfbitMcrZYRO1jTpRmOLseoi2gCuxQ0sgAUVEJw5SWNO9shU6yM5Pz/Cc4CTCGLsupGwrvt6UnH1l/bNe+KBFQIxbFza1rlTKuWh9A2oA1vDUvHWnWXsscsqq+N6puaQn89YZW5oQj4Ywl0i544rbOYFQ8PWOA+Mw5h+LnP8PSL14P5BKuDfknHrYsK+kBaDjh0GaSx5OaAAMgOXvrkZpJ4D7Aaw2tWHMa+tcW49f/v5AoSNHxL6ckFRgeXel8bCd90ifXb5hai6FqUQK/SNzORXwjkvX45QN9aYDhSoROu42pJ6+BJjZxb8v7H8Aa3o+jXt2juMXO8Zx34sTmFhyKoiNjscHoKQsLIV3kUWcOGOpNMWfB2fx58FZfOaPx7CiMozL11bh6o01eNmGalSEyxPN6mqIFNQFf7dKHNrU6p/qxQy3kyWjw7pipqcJXgkBIip+h1L18JlgciF3cWU737tVxdvtWVHCBx1y7FQYWFNzKQusJjsi9PbKNJPwhoEVj4Zw2uYm/H77UZcdbupo++85PIFUmiJstBl9YaR+DcLHvQapZ39gr2/psq88A4uC1Q/9BGCZGBe/djJKjwPwEAx4ZaxYjt26BldXFvv0dWrjWSc35rk39R6aMJ0nY9FmhI+/E4iu4N/jYwCrb2gWH3+oH91f3Y6337Uft/eMYmIuJdH7oUpMDKLZKfXABHnSQzMp/LhvAm/8VT/W/+8e/MWvj+CePVN6ung+sLpoCKuqwwtlz/7jVpATfwpJZ7Uryb+JQh4uaAu8orANXnEABSuhg2LG1sKH3mN8Ifeu5rjz7CvndnvsMmnkxw2Hj0jmJydcwMNjcxibETOWhibnJXOfQ3VgR/8q694ZjxhYAHDGlkaH9zruT+5z8ynsPzJp9kY+ssiZfwOEo04NKZuzhkP7/MCxrxaLMTXoh2w2AAbA8mcHo/R0AL8B0GFqw1ixrFPlJEJqY3a3IyBq8Rhztza52dZjAKxcq9yI0PG380MFfRZCOJNM4/tPD+PS7+7Emf/dhy89NoiRmZQDOxxN50zm4CqMV6LIhhlPpPCjvgnc8It+dH9vLz75+DEMTCfLpotua4yy5xglUMtGc3PSJsgGrrJuUskHlQBkUAGveGXWAK+s6F4x+iBRWWNUTiKsDHMfJraGq0XxdgcAE3trIFUvi5V3cOqB5PXPHRIW1vCk8/pXxGmHNKs+J2ZSns1bp21ust4nqLcnEGb3h537TRihn4zUrkK4+watfbCdwz+9A5eCxwKkM6N+yGYdpTRkACy/dS5KzwPwIIBmUxvGimlr22tQpXtaXxEo+9Y2su79att7yPy6WLgBOh2h7u8ChOFE+gTAmkmm8fU/HsXJX+vBe35xAE/mi0JTuYNrjYWlPo6IlhA2B8SSnCp3cDKJf3viGDq/vw9vv/8I/jw45/v+2d0QWQIycsEjRj24QMIqfC8DtFIBrhRYVwVi7Uphfst9Vg+8kvVN1TVAEJa4+PnodApDAvCgK6ODJRyrIufeGvuKWCuwXtq2GJ1OgDfWiyQLI8xhYLnOplZ8UAD+HJtMeDZvnba5ESFC1Apqo+6InTBpxrM7Dxohd79Z5CX/DwhFHAJ+iwwcBZR9BQB0dtQP2QwBqDMAlp86FqXnArgHQK2pDWNFn0EIwZY19R5M3sVbHaTHuHPZA/yiGAYWp66br0Zo46cLvyjxEMLZZBrfeOIoTvlaDz7860MYyAlpUelDDo4FGcuDxSaxGUrIuzafpPhx3wTOvfUALrnjIO7ZO+3bvtndEM2qp+W/fGCJ2Nx689PLQ7d0WF8y4Mq23tVyX9MHr3R1r3RCBwtNxMLaxtTBosrzOvuzG+LtFsIHHV5LdcIH7VqvRMg9R8DdMnBiU5heo8xeAlj11VFsXlljCRZwJQxW0fb0mx/5fLd/q1uFcPd1+r2hZIXYA6rBNjPil5w2GADLJ7bIvPolDHhlrISsazGM0Jb2utUHi/JrKyweF718bXgigcHxOdN5WJugVe8BWfXu3IslzMC67YURnPK17fj7ew+if2Jev5MJmRB2WVgCQEM5X4JQQo3wrsf6Z3H9L/px4W2H8OCBGd/1y6WTCAtYUmzqFLH4x34J1Q9VpBADVzmgCC06eOVO6GBhOn0CIfeuDICVz9bVYF/pLiBFEW+X5d3h8EEdlmh++GA8HEJFRFySkSUAy0X9Kwf3D6OT80hT736UO21Lk8d7IGq77vYPGADLjxY5c5GF5dHM5eJO1BtfohSxBn+EEAJAgzmF0A8ditKLANwNoNrUhrFSsq1r61Fw5FmxTiJknrSmmKCrJxMWWu/BSbRui5sOxLDQpn9Feu4g6NBPF/pLuLLk8rhzeA4f/OUB/GbPhOT0P9ZnyYmCuh1O+M7F4/OIZAxy87WcYOFJfIz7WenQZSTgj0dmcfXPDuP8lZX457OacE5HhS/6ZFdDVH3zSmzuaG05lurgJFE63U8CAFBO2JzT4BWV62fJ2IcEwPbhWW61dC8JuWs2BBfwssu+onntxakfSi2mD04buLmZlff1FTVRXN7dhCu2NeGSzkZUxcLCJJdOIKSSdtFxXZ3UI6O59ybTFOPTSTRURz2p8jO2NOHHD+9zScCdujKf7TUMLF8aaViHcNcrkNp+h1p3KFn2VYDxBn+EEAJAtQGwSr0zUXoBgJ/DgFfGStGxW98gd7Jp9q5Qb6vMPr6ev5mkSpiAAoDgMqC1/dAELthmZOzYFkKo61tIPz8COvEUECudsypmk2n8++8G8OXfD2I2RZX7FdHZGy3isHTJYSViUGyp7ws6XgHIxQB788GnfCAMxFI6JONjZ80BjxyewaV3HMKrt9bg385pxsoS34o0xEJYWR3G4amU2vj3dpNgAWjRAK+o+L3ug1cKwIFiKGXvsOQkwqwEddlXutqKxNUOYzMkTgbw8B63GE7Y1VaFK7c14aptTThtXR1CGmtvwoljT13Xv8q91j866xmAdXr+SYSWy2C/Lonis0dHZzA9m9TXWDVWdIuc+R6ktt8Ja0w8w74qus37RuohZGaHErZF8OoXAGpMbRgrReta1+DAztGjRSvrVWqAQhb4YAOEYzFk+owOlmRpqkTohJ8ByVEgVBpMte2DM3j77XvQe3QWIAs9g3LaV4uFZalvabKwGOkSSkEJ0XoN4eEcTNxODGIBwK07JvHLvdP4yOmNePdJ9YiFSld3ors+gsOTqdLYY+s4mFaBK9EGnVL+bwOWwCsRvmI/dDDzrl5BCGHmJMJjXKF3hbqzy76SV4azLpjsUAeXwgejYeCsDQ24srsJL93WhHXN1pmYc8k0tAG7IulfZezg8Cy6V3mjBrKhrQZNtTEcG0/AFQF3Rzdoy9Pb/iOTDuwvjXkO/zRtQmjd+Ujv+62zeI9ha3ljyYRfcmpOISxVo5ReDuBXMOCVsRK2pro4Who0N592NKRKRMeCtwFWPVHKCLmr7IQiQHRFSWTl238awiXf6lsAryz2XaLZv7S0sFjOolTQXZE9k18OVT0syhgbDPBhMpHGPzw2jDNuPoBH+2dLtjt2N0YXy5r958VmAHnvVAzboZl+RPk6VyLWFVfvyg3wSle0Xa+fZ9IfnE5iWHgSYRx89hU/f46xr4Ti7dAXb1eeN9y3hooIXnVyC/7nxk70/tNLcOdfHo+/On+lLfAKABLJtHAaJiW4bzh0zDsdQEKAkzY0iJlzdvqES/u5fUYHy7cWOfnNFvoMcWfM6Y0Wgz2kfKPPGzYMrFLsQAuC7XcCqDS1YazUrXNdA44+cyQr7MnCpo5YfLBA38cGo8tDHay+w5NIpSnCIbNglrJNzKXwvrv34/bnR5gsqqKysPLD95ZCD90PJWTqYTG0tlSZWKDAjtF5XH7nIbx9Wx0+d94KVEVKa2ywdbBEIBZR3xNTh3bpMrYV9zVqrCtmcagKGCMAr+AgeMVqhTyQp3d4DueuZh8M0d0cx+8PTqmdiiirB8un89nrB0QXRFB9N9UPH1zXVIELt9Tjyu5GXLy1EbGw82N6bj7tmIPrtv5Vxg4Ne3uQxfHr6/HwM4MOOSgW+49m1zZC7v610MZLQepWg44fVGx6h+cFw76ybj5iYBkAq8SMUnoOFk4bDIbmFU0AI18Hnf4tSN1rgLrXmk7gM+taV4/fPTOA0hBy53lYFkSzXQS05ubT2Ds4jU3tRtquVG3vyBxe/cNd2Lkk/Gxnk6WghZUP7Mi0sFgdzdFQQu9BLEqA/90+jkf7Z/G/l7bi1NbSOehgW2PM2i7X7c1uQbicw8AV75TBpWdkoXUS8ErhxEGr+AtLT79HAmARlbpzgn1FddhXHoi3y8IhFSo/RIATVtbgyu5GXNXdiJNWuR9AMMdiYOk4n9RCx+JdUzyh8qDXANbaepvzC3VkbtKxfUbI3b9Gwgif+AYkf/dZ+33CM3DJ/JgMAPAPA8sAWCWF5VD6EgQpbHD+RdADrwLmnl8o/9T9IAbA8p11cnUKSlnInQWiSYAuh3Wweg5NGACrRO3xA5O48ebdGJ5OqjcsA4CydiKhCEiwIOiuciph/hiTYr5Og1hYrjMAvSMJXHjHIXzsjEZ86LTGkthadjdGPZXs09mgEwlzRniRCjcl/K29W+AVAwQgjPRkaTH1l+gCgMVt4xVxReF2CdjjqPaVXe/NfbpAR10M/3DFGlze1YgVHomTZ4wZQijS8bJTN9SZqj14zFsA67h19bAHwtkHD4jGswQmhNDvFj7+dUg+9iUglfCWfeVgn3Vlii51MxpYxrTHEKUnA7gHQG0gCjzzBOje85bAq4VKmIM5x9R/1rnOwq97lkRUHVhALD5LNMqgqoPVe8hs0ErRfvrCCF75vR0YnkqKN/ZUd/ulwNigKo6/pFNTPWchc0H/NDnNQSbUxCp0OpNpio8/fgw33NOP0bl00ftFUzyE9qpwjr4UXyvKwc01413ZulZcYXauxpVM52rxy0WtK8JNwiPwyoJou8gRVz+JUFRGyunD4vFgTftKnX1FVIEWZe0sThvmPR4LE7z+tFbPwSsASCSpEAhxbo236XJnpXVo2Futv3Wt1aitiipN11p1Rp2c6HLtyDHfnIZmjNU3qpoR3nq1SpS3c/t1y/cb9tVyw/mmLgyAVQpGKT0RwP0AmgJR4Im7QPdfCiTzYvKrLjETiQ9ty5p6j7ScqLrz4taC52BaRsi99Oy/Hx/E22/brRmWonpqF+SnfkmdK2qNzaGyi1QU0s5Ph2iAB7ogFgDcs3ca59x6EM8MFZ/avq0xwgaPqEt/KASrhCGCIvF1JeAKS+L0YtaVSBCewlXwyoLuVXbeewT9KHMSoTh58XiQisqXCPuKOPie/SOzmEqkijImI3Z0tajDTcDob6z+Pzg2h/mkd6A8IcC2tXX2y0gd7JOStAY8DrM05ryFZWLufvP3gsCv8E9gngGwij4eKN2GBfCqORAFPvYV0IOvAdKFv66QhptMh/ChVcTCWNdRo8gW8WBhoDZCBdwEtPI+GwCrtOzbTxzFh3+5P7f76DIfFDuFlvYMtdDnqcVTCVVALAaAYBfEIhIQa8/4PC66/RB+1FfcMdPN0MFiAUxKgJPNZ5fqRwpa6QBXHNYVqx8I+kNuH8x/h1pfUQavFHSvsu8ZnE7imOAkwu4lFpa4rERzrLrGvoK1OUhn4ZOxRikFdgwWB3CIhgi/LML2sSNsT62Fmi5amlIcHvGWhXW8baa8vT6ku7eamJ7H9GwSxnyMhXSchlDLcdb21oZ9VaRGC/slp8QAWEU0SulWLIBXLQEoLejRT4AeeR8AxuYx3g3UXWc6hU9tQQdLL9xILZRKf4khTm7CZKEVNmz/4Aym5lKm85SA/eDPQ/jQL/bl+CBEq41tsLAUN/9CFhan7xJZ2kwQS6eMyx/sgFhLz/NACwrMpihuemAQf/u7oaL9ENrVELU09C2BU7x6k4YuUmb9yRAIIXClCV6RAvCKCvqCFfBKtE7w1qGs8G1RGOGKCsG41RRu94J9RSX1ZFe8XQp8L1zoO1KckK8cBpaT4YMONhErrRePTHlaT8cVaJVaF6GH2/W1+OyRY4aF5XcLd1/L6QulABwRb/qzn8w/DKwZA2AVC86hdDWA+wB0lH9h50AP3QgMfZI7YZAV/wDAdEe/WpdQyJ3vSOg48E5uHh3b5NrQwUpTih2HjQ5Wse3HTw/hvT/bgzRVdQB1WFj89rd+ApiGc0wV+quyHpbIUZaAWFTB8QaL1VL4vq89O4Y33XcEsynvd5TdjdHcrLmlhaWVPuMmpTwtAldUBbjSCBlUEFgXOcxq4BVHtJ1SpXWoR6aD5YRwO3PtsMu+0nHDvBV07z1SJAZWmDg35izXteReRlo7+70FsI5fXy8tszs/FOoLuGcumDBC/1u48xp9rkzJsrUCYP5hYE0axKAYeA6lK7AAXq0r+8KmhkH3XwGM/4S/jMU2A7U3mI7hY+tc6yQ9XWEDXkTtKic2wUubfhNGWFS7f+cY3vPTvYvglV2HT4cFwWJyUKmDLHcEeCe46ethEY3hmP2B8NhhlkAsRt4pcPuuSVx3dz/GPBZ339YYlXcBh7Sv1F/Ev8TtIyLgKqddbIYMegRe8dLjsZOkJxEK0lEWblc+idDiHCMon95n6+Lt2Z97i8bACknmYD0mmaVrMlF8xrNe/3i1ZWUN4hEHXT5q4yFFZW8j5O5/I7UrEVp1OnNX4vp+XJwz0zisWglF/ZJVA2B5bZTSOgC/AtBd9oWdfxF07znA9O/EA2bFRwESMZ3Dx9a1vsH+4kNtPKikR2FRB8tFgMvoYBXPdhydwU237kYqzXfS+ad62WVhwZqgu1OhhAp6WMqi7i6BWITH8ln8+PChGVx512EMz3oXhttcEUZLZQjFPYaQIxwvnSMloYI51Sw42ZADFhQTvCKaBxD0DmmcRCgMHZSHCRPVhcRR7StF5qftBTorLHOwOGDDEgPLIrO6WHuCXQPeAliRcAidq+scqAMLQJ/F+jIMrPKwcNcr4droNOwrZy1e65ecGgDLS6OUVgL4OYDTyr6wc8+D7r0ISOwST1rRjUDdjaZz+NzWtFWjqiJS2NJF0sFSX4T0NmNEYyOn4rj0HjQhhMWw4ekkXvfDnRjPgB92wlvz7lU+yl7FobQcSsgDsaCejg4w4ASIRQuRGBkb65mjc7jszsMYmPYOxOrO6GAV5MulYwh5r1DbdOScKqgGXInCBfMuUI7elbSd8/uZitOr20f513qG+QLabdURNFeG1cckVVgDHGFfScZhEdlXAHBwZA6TRdB0jNgMISRKc7WDrvdi2jv7vV/7l8MI7bDIvHP6B4wGVllYeOvVatpKhn1VdCMGwDJWuDbQKIBbAVxQ9oWd/g3o3guA5CH5YFnx94Z9VQYWIgRb19ZD/Zc4iwLGTi1PTv5aa+nX2YWbDAPLe5tLUtz4wx3Yc2xWqV11WVhanVeLhaUTSqjwhSJW5xmIxUmXfUphFvPjWAIvvesw+qe8ObFqW1OsMCtOaGI5llYh28oScCUBZ4SsK0WmXW4fsQJeifown3E4OJXEiIC5lyvk7kToYLHZV3bXOrUDT4oh5B5bCiEsUvggJ6yTSPY8I5PzODo+52ld5ZxEaAMscFT/Kv/erLSGx2ZhrAxAkcomhNeeC8O+8oH5B8CaMgCWB0YpJQD+G8DVZV/YyZ+B7r8aSI/Jl7DoGqD+TaaDlIl1coXcVRcIzQ1jEbWrnFoEhycSGPR4Ext0+8R9B/DE/kktVgTRCj+1ycKSMSsKwAPFEECqqIflBohFOSALRECH6JTC3Jf1Hkvgip96w8TqbozqjX3HdK9EoAkt0LYiKnkSAVdarCtBPxSAOPbBK/mJg/nlyDjJPbIwQiuhg8xdj1zbTnvh0WZf6bNrrLiafYPeM2Zq4mF3wwdd3Ct4zcLatq7emfZ2Uv9KACaOTSbMhqVMLDeM0IE+ZXncGfaVsHYq6vyQzRQhxJxC6JF9EcBby76UY98DPfhqgKptYkjz3wEkZnpHmVjXunr7iRRFB4u6mC95WiaM0Dv79Y5RfPMPA+oNq+sYam/gwRF0h9wxh0t6WJxqsQViwcIJhZraWLtG53HNzw5j1GVh9+7GYq9ZuYBVdnigtA/lgFaawFVO/2Hlh/de9rtsgVfCsSsHrwCgVyrkrgM88dYg9QWFaM4xjrKvdBlLnM/FEHKvr7TO4FcKH6QOur15ae887O1JhN1r6xEixEa+vdO/AgyAVU4W3nIVEKko6rLpjS/ic4v7AsCaBAADYLk9Zij9JwDvK/uCDn0KtP/tAE2qbZsi7UDD20wHKSPrXNsgcHJgc2Otv4m0R3PX1MHi/IpOFNIzYYTe2NGpebznjj1L/qDYeXGLheVsKKGaA10KIJZzIYXstlt4x/PDCbzi5/2YnHcPxOpqjOYCSK4JuWe0pMSAlRJoJWJbMb9iAFdWWFccvSvb4JWmaDvrHWIh9woxyCGpBzn7igWOeMS+csQ7YwHpFDuKAGDVVkTgTfigerUQxWS2Hxj3tK6q4mFsaK9iOSr6Y8kDx98AWGVksRqE15zlTJ+xfL9hX0n9Jn8AWFOAAbBcNUrpXwD4RJmXEnTwb0GHPq6nUdT4VwCpMJ2kjGyZgeXgZsjFzZGnYYOCtHsPGgDL/bkYeNdtuzE4Oa/fqaRsBF0mCFwKJdQYM56DWFlltAJicQTeWWGFTxyZwet/eQSJlDs/obZWhrGiIrwMINGsPDr6h5xwQCXAaqm+IGdbATaBKzshg7K+7QB4xWJfZZlIyH2BgWUzdJDyGVzVsRDOX1+Dm05bIVk3HDjtFKpi7CyNPaolDt9TZAaWu+6p0yxviuf3j3teX9vW1hfxh0HJvXlpjTPXa2N+tdC6YkpAE62hHlQjtW1+yOYQABj1bNccJno1gK+XdyHnQfvfCozfrDdhkAqg8Z2mk5SZNdbF0dpYicGRGfniQLL+QZH3kyXhPVB4Lf8r6uAu1sm0BGkbBpb79n9/GsSDOxd1+ShZqnuS8UGIoH/mzWhs/IUC2aEZi4+y7xf3XQJJ5BEjb8vP0JzycfOn1L/5NxBKQZnp0dy5nxZ49QAIyGI22Q4iYb+WlX5WddCsy/cfmMI7HxzEty9vc2UIdzdF8bvDKY8cZ90Nt2ZYLNjgD9Fx5KVOPYd1xcyPS+BVfuj2EB/Aaq2OoKkyjJGZlO3QQQJg64oKnL6yCmesqsaZq6vQ1VKBMCFIpil++PQw5lJpDaepFNlXC3Z4bA4TsynUVoQ96/r1VWFLWfc8fJCRl55DE0imKSIh72aQbevq8fM/HHKq+e1VgIQNNz6VYC5dxvxp4Q0XYv5hm/3JCLe7aqSm3Q/ZPAwYAMudvSSlZwC4pazrlyZAD98ITNypP+jr3wCEW0xHKUPrXFcvB7BcA44YDzJ3P5ogWYEDTfKAD/GzOeAC474dh6eQSlOEQ2aX5oYdnZzHP997QK/vCIFRDkjESZdkgg9VAKP8dLP6XGFeOECYBoi10DezElBNCyIQS1afyyAWwAOyBCAWGHWCQiDr5h0T2NoYxUdOb3K8T3U3xvC7w0U6IUspBEp1Y+4kcMV5CeWE1Gkw8ZwGrwCKgckkRmdTaOCALdtWVODR/VOSOi4MHWyoCC+CVVVLoFU95x2REMHmFRV4gcVcss2+4rE6WZ85J5wqs68WV7g00Dc4jdPXeneS1UIIoV5ov/419fGlfoAHMJtIYVf/JLpWeVdf29bWK5RD9eRozVOnNas2laaYmplHTVUUxsoAHGnaDFK3CnT8kMdgkdlbK9dUrS8ArH7AAFjO7y0p3QTgbgDVZVvI9DTooVcBU7+2NGGQpnebjlKm1rWuAY88PbCwESbq65Ma60ThXlm6AmBCJ12VfKoCcbPzKewdnMam9mrTgVywf7hnH0ank1wAisnCEjQiyd7jEwFAJGx/AfiUAUhzLvESW04nd7zxQKBCYGnhuWKAWAu1aZmNteRt84Gsf3n8GDbVR/GaLc46iAs6WC7vk6nyRc00HAaueOASNEMGOfklAmDMKniVLeR+1qoqdhs3x7MALHa+wyDYsiKOk9srcUpHFc5eU40T2yqh81tE14o4XhiYVqtPLfaV3f4jByxYxew74i2AZUXEnWgX3/nwwUw+nt8/7imAtXV1rVJfc27OspfW2FTCAFhlZOH1FyD57I+96V+GfaU/N9b4IoTQAFhOG6W0BcAvAbSWbSHTY6AHrgFmHhUMesH2oPoyIH6C6Sxlap05Olhs9pLQyXURKCrltHsOTRgAywV7eNcYbntm2FoDyVhYKh1jsd+zWVhOhBLmgRAy0JjD6CoOiLV8geSFAKq8NwfEEABZf/XAIDbVx3Baa9yxfrWtKSYAVYgDE4Ubj8vYUXygR/wuB0IGOck4D17lXusZmuUCWN0rKgry11IVwRmrFthVZ6yswmkdVaiO2ZOS7WypUGxTiV4dByDh3maXfcX5onfAWx2sQgCLquVfsXxuhQ9m7Pn947jh7FWe1deq5irUVEYwOZPULp+X+lcZG5tMYFWL2RuVi4XWXwg8+2PDvipFi9cAMV+MNQNgOboeUVoL4FcAtpRtIVPHQA9cDcz+0fpU0vRe01nK2DrXNTgA7lgM8eM6vDbTswzEqYcR9h6axMtPM/3HSZtPUXzo53vA1VrzgoWV41C7HEqYA0YJwB+7IBZjT8gFscDJNwrHO8l7RSGQYg3Imk1SvPYX/XjsdWvQUumMNk93Y8w9AMqGM6z0pVTXxyngSgYyCcAGcA4L4L1bGbzKvdgjOIlwW0sFTuuoxOkrq3DmYkjg+oaY483XvaJSmEexG6YD1jjMvuK8s89jIffKWBjVsTCm51K2yqN3TTKmNA5xeX6ft0LuhABbV9Xhz7uO6XcDamOCsnga5GwiZTYzZWShtecBoQiQSjq4zhXh/nJsm9qVfslqP2BOIXRm/0hpBMCtAE4t20ImB0D3X1IIXumwr2JbgZorTYcpY9uyps4ZLacinQho69dIGxu+HnMSoeP2f08OYveQpk4RpcrtSbgnu1GNPkCFjj1Rdtx5oT1Uy08Tn0woBxyIEHAQgw45pxRy9ZEUdJgYJxYenkrirfcOwKmDCduqwmiMF2H7RBl/wptyL2Wfauhk/bJBDcpq3kIntkjgFQDsHOYDWOetrcZDb9mMz1++Eq8+rsEV8ApQYGDJTiNVmTu4499Z9hUA9BbhJMK2OvW2sbRuuxQ+CADP7x9zNIpPxZbCCKnqidF29K/s2XwybTYzZWQkXotQ+8ke+QOGfaVVW00b/ZLVAcAAWE7ZfwAoX2Rmfh/o/guBuedsTSoL7CvT5crZ4tEw1nfUsjfFdpYaKnKUbC5hjvzKaHEhXvxsTiJ01qYTaXz+wYNyUV+q2k8E4TtUtd0p5xd6KnSSpCAWJx05iCUKKbMGYkEIYsnAh1znjoicZi2gZeHGhw7O4NN/POZYH+tqjLEBJWpjDqGwkCbnJlXQSqU+JX2P0PyQQVn/4b/PLfAqTAi6muN4/XEN+OylHbjvxo348avWFX2u2tgURzxMBICCjnA7OGCUs+wr0Zp5eGwOYzNJT+uwrS6uPM/rrPFuhw8CwMR0EnsHpzytr62r6+yXz819U1ZaSQNglZ2F11/o7gsM+8qSkaYNfsnqIcCEENofJ5S+H8DflG0BEztB918GJA/aW+7DjUD9G02HCYB1rqvH7kPjcCr8TnyN85WXulgOhBHuPzqNqbkUquNh04EcsK8/2o/BiXkLjQuBGLvXoYRg62GpaHPZOJlQOZyQ+R4sglikMBRQK6Rw4QL/pMJsx1QWWrjs1X/2iWM4tTWOl2+wr/OwrSmGx/pnPd4UU6WviWo6GuCrHCxRYR4KGHwsACe/DbnpF4JX7dWRBXH1tgqc0laJs1dXcU8cLKZFQgQbmyvQw2EuEQvsK7UuZJ19RSTv2jE4gzPWeSdMrsPA4teTxWs2wgcz9uzeMWxo8057pmu1ftu49aMhkdRRwgBYZWehVafZG6pK9xv2lXa7NPoGwDoCGADL3laS0msAfL5sC5jYCbr/UiB5yP6kUvcGIGSEGINgXesacM/vD9gHiiw/pApKsJ8lBcFh/HcQng+hCaalKcWOw5M4ZUO96UA27dh0El995PDSFobmA1BKJ1E6IOju1KmEiqcJykXdPQSxQBdPFyScotLCTSYv/cXb+froCkDW0m0Uf/XAETzx+rXoqLa3/elqjEoWQmJhLrP2CNG5meqkTRUdWkXwiorSsg5eraqJ4qTWCpzaXolTOypxWnslmiv982NAdwsDwNIWboecfUWt9EF19lWmjXsHpjwFsFrrY1DRAyMqAJNjpzsqiuuD4tl9Y3jlS7zTn1lgYFHF/uYA2EetP5uYNwBW2QEl7ScDJARQt9pWY+017KvlWvNHCOFRQsgMYAAsy0YpPQXAjwCUJ2UisWOReXXIkQmDNLzNdJqAWNf6BocGmRgIIhprj/ReNxlciu/qPTRhACwH7JuP9mN8NqnRgC4JunMf1zyVkAWWWhJ1Lyxr1oKmDmJBJc8ZYGIhET7Iq8HGyso+vx0XHxa0w7GZFP7y10fws2tX2Rri3U0xhcZ2cM7Q35rDGmglfsAScCVIUhwyWPhge1UEpywyq05uq8Bp7ZVoq/b3Vnbrigpm2fWE26mlfiEMNbbAvgK8F3JfDiG0CrTYcoGtO8uLn5/bN+ZtfTVWoCYewdRs0tVyOWFGA6sMLVYN0rQJdHins0uoCR20ZT4BsPoy/zAAlpW5mtIOAHcBqCnLAib6FsGrw84M+orTgYqTTMcJiHWuq8/ZVJNsB1bi5OuAUqUAOqkAHKphhEbI3b7NzKfxnccHCvuUjIWl0uhC5hYFVWFhZT2sBWItplMSIBYzz+AwxRhzQP46wmNjARbCCrMdcT6Q9cCBaXzz2VH81YkNlvtad1OMGVZjd09MbE9UFjKioJNEZCwKXdaVCHRZvNxeHcYpbctg1ZkdVVhRVX6/GXYzhdxtCrcrMGqITn+S5mO5rb0Wcm+vj9kcV1St73JEz+2EDwILIYTcpcIlW9NShd4D49bmJA8P2Zk3DKyytFDHKUjJAKwirKBBNVLZBFLV5IesGgDL8lxLaSWAnwJYU5YFlIFXFiYM0nCT6TgBsjWtNaiqiGCa++ueQAdLGpqlcS3foWbuEB0KI1TWyeIn12uE3G3bD54YxPBUMsvjdpmFld9fVYAhTXm3/HtKE8TKSpO1JCyKu/NDCjmVwGSjLbxAC8hi5OkfHx3CxWuq0Nlo7XS5ldUR1MdDGJtLF3H7bPPULzeBK0HSRKKr1VYdwTNv34SaWDAOfelqreSDIirIAdVvVytC50Sxo/UOeM3AilkrE+czcXJc5l0jjGsTM0nsPzqNda1VntXZurZqPoBlg1ElBQqpSn9avpZIpszGpgwt1HEyUs//RG8I6Q45J+8v9/ZoP94vWV0CsMyRcDr9ndIQgB8DOLMsC5joXdS8Oqwx6CVLPakG6l9rOk+AjBCgc61DoXAOUtOJbtpeLnDUnERo15Jpiv/63WFm++Vqn+gIWPMYCJTfv6ycSqjk/FO2gyU8nS0X4FD6JV31dEJeHoXAheCUQprzD8Z37ItLJ+DJTunLO2lvOklx031HkExbH+jyMEIHJ4jsP5pVHt1TDzMnNFLxg8KTBWXtQiEJGaTCPjA4Ne8pG6XYtrEpjliYCMa3fMypneJL+XOBZPEliuwrABgYT2DUw5MIVzZW2PBarYcZCutdc3/x7F5vwwjXtFaL1xCr9WVlnRVYOm2QhrIETDpOccP7MBVrtebaDIBV7vZpAK8sy5IleheZV/3Oplv3GiBUZ3pOwKxzXYPYcXZoCSJegk7KG1LxBo93atfwRAKDY3Om81i0nz03jP0jcwr1ruaEKZ+ulvOMhj6NMPxEDmJZ7bhE+g4IQSySj05ogligVKx7ZBXIKgBdOC/IAn/+fGQWX3161HKf62qM5YFBDv+xgCqrTCsF0ArUKnAlb/eF9lHTu6IAeoeDMxdGQwQbmyoEYICgYqkCoC3rHMrrqHq6OzwMI1zTWIEQi72ZPefZFm+3I3ou39t4rYO1tlXtUCXtH/4c3mPFouZk5nK0UEsnEK2yO814c38Q2qPtOL9ktXcpz6bZFPs7pdcD+PuyLFyiB3TfxXLwSpd9RQHS8HbTeQJoXdk6WF6ediPdmKs/SzTeS1TGi8JnE0Zo3b77+BEuSKTuZFCNI751HU3+O7VBLOiwsArTIvloBBfEYoMXhFV+yrhRwsSRsxdETB3+RTmQtfzMp/4whL3j85b6XA4Dyw0My44jqApaZdUXEVWyELhSYF1pirUHCcACMjpY1Hnhdo/ZV5n29jKMMB4NoS1HB8v6vsEdDoectfTMXq8BLEXwwLHwQca9CmnHosZNLUsjYYRYrB/L655hX9kxn4QQzgPYs5Rn02wKSw+lJwP4XlmOkMQu0P1XAKlB/fVXuqvoAqrOMh0ogJbDwLK713Pw15KSDiOECSO0anuGZ/H7PWNSh867UEKqEUoocQ4FjqszIJYgvzw2h0MhhZbZWNzLuegPoXIwazpJ8f8eGrTU77oaY6UxAJiAlVwDqbBunAauoN++ix+DBmB1tlTYDx3kAvaCTmCLWcw3r08iXNNU4ZBbqyreDnXxdoV9xdMvjiLlYbjc2pZq8RzvxDWZJplCeoaBVc6giQOHexn2lX2/KF4L0rDWD1ndTQhZ+rXRAFhSv4U2A7gDQHXZFW5+L+gBXcF2xW0BBUjDX8Cg4sG0rvUNthYNNT2PZSfJU0eR4zDIwRF5GGGvOYnQkn3/j0eWfQwrgsYCB8ZaKCHvHoVQQtXs+hHEssrG0gayCr8QgVn375vCzX3j2v2uu7kIAFYOS0sDsMq0GZdt5SBwBYHWlQgUyfrYMxQsAKurpVI8ZrnjT2Weo4JnxIuc+EcfNvsKAPoGpjytv7XNlfx5jKrN3UR7IKpfk6U9OZvEzsOTntXXmtYq+zpzHoQTGgZWGQMnzZvt9R+q6I8aE7dDx0l+qcO+7A9mZhD6BzQG4E4AG8qucMmDoPsvB+YPWFunpRYC6l9jOlFAraEmhramypxOpLbZ9uBXP8fDCJ3b8PUcnDSdR9PmUxQ//tOgchupsbCo4BnBvSw9LCj0P0ui7vAWxJKKuyuEFAp9bOoMkEXlX7DArA8/chTjCb0j21fVRFAXDbkQ+odCkIqptaWwObUCWlkErpYADKsaZ9lz4fBsoOax7tYK6VgVr2G8aYkXOkjlc5N2eP+y9XrMwFrbXMGe67U2ti78Gib7QSWrjv+0e8Sz+opHw2htqBDmVUdjlDhSL4UWixg3tVwt1LjRY6fe1DnLwqvP8EtWe/NQBmMC+zKA88uuVKlB0P1XAfMvWkxAzr5C9YVAZKXpQQE2rTBCD0P5bIcRUqfzsZzgjv5JT8MIysHu6xnB0Yl5LaeB6ciptDNVO+0v54OqSPri/Xp6WLBwMmFeelQRxOLlOwccsc/GEoYVykCQgnt4XxSCWUenUvjXx4e1x3BnUxR88XXNPyeEsCiPbSZIU+kUR4kDKwoXFIEhDLCTgOLA2DymNAFFP9vGpgpEw0RhzCuC1rJOojDfEeHcBi77CgCOjCcwMu3dSYQLDCzqgFi7ypxP1cMHNezPHgJYANBaX4Fi/JBINNIzDKzyNdK0yfq4Mewrxyy05iV+yeqTOfk2TcfbQ9O/AfDOsitYamiBeZXosQYsKN5P6gz7KujWubbexQFa6Dx5ODtwwRGlMELBhnc2kcLewWnTeTTsp88OqTHlbOrDyEMJBYLAKnt1mu3Ag913eA6tHRArA3rIHFyeQ1eQhgqIJdcfI9pAlg4ri/3lN54Zxc6RhFb/29YUL64TQHksKzt1k3WDDLiCQrigIutqqe8v4nm9xwJ0EmGYYGNjhdLyoz7OrQu3QybcrmBehhGua67Q2MS6Id6uGj7Ir7s/eQxgtTRUOFdcl/ZgRgOrfI1UNYNUNNhJwd7wNAaEIgh1nOSX3D6R/SFiWo+1P6fnA/hS2RUsPQZ64GXA3PPuThgkAtS+0nSkgFtXPgOLAoTk7a2JuKdRiG4WXKN56AElubfSxcwopEf4wWCuWM+hCWxqrzYdSMFm5tO4t+cYu/mYbZzXv5aeYfWbwkRzn5FslkjmGbrglkvSVuvmgnwu9vHMuGmtjuDa7gacuaoKXSsqUBdfcASOzSSx61gCjx6YxD07x3FkKsUen6xxk1O3YOafLNZnjutGWctHxrkmwqWFLFY4JZKNKeG+qHADy6FhJlIUf/fbQdz5ytXq81yTRzpYi1VeEwuhozrCAdrkwu3KN1CFnYAS40oBHGH+AAD0Ds3htPbK4KyZLRXoOzoDR0MHoQBOq7CvJH2JMJhKvQPTOGtjvSd1t6mtSn6CrOZpiq6Lt+e11e7DUxibmkd9ddSTOmttiAvaU33usA3+Cd5lQgjL20jjBtDDT9nrL07fHyALdZwERH2xxg4RQvZlXzAAVsF6RdsA3AwgWlYFS0+CHngpMPsn9yeJ6kuASKvpTAG3znX16oBTzj85TroKcKC6aLL8K+LgZ8UyL+dj+VrfoQm8/LR204EU7N6eY5hOpBbrkrD94oJ2knQklbbNB8fy+27eP5dALEjSycpjTnk0QKyVdVF8/OIO3LCtAZFQ4TvXN8RwakcVXnNcA750JXD3jjF8/vdH8cyRGT6IBU43Bif/yKSTl0nKA4+IEHsC6KJDpQBkFXhfRL62Zd1y394p/GrPFK7aoAYidzfFpAxQqun4VYQJNjXGsLkhik0NMWyqj2JTYwxbGqJor45gZDaF1d/c5dAaTrXulwJXHBBFBF7xNOZ6AnYSYVdrJe7afoxbT4CF0EGVkOZ8zT9qJY1C8/Ikwra6OOoqIxifSUoGgF32lbPi7TnbdErx9IujuPCEFk/qjM3A8iB8kKq2C0VDbRzGytdI0yZAF8CyMGqNsS3kH/2rJ/IvGAArx5egEQC3ACgv8SY6D3roNcDM4w64/Qp31b3WdCZj2Ly6DuEwQSrl0s8fec4wyfK1XX2R5BqTpaPxucecRKhsdz0zJGkWMcuJycJitX8WE4kFOuZ+ZINYXEaTgyDWNV11+OY161AdU/vVOkSAV3TW45rOevzvU8P4p4cGMJlIL2WH5jglIjYWGyRaBrEAJTaWMpAFgBAlXX0pmMXwnT726FFcsb4aIYX5pKs5Bhm6zvomFiZYVxfF5oYotjTGsKlhGbBaXRsRrraNFWG0VUVwJF9jiOrMaXrPES2wRA24AsQHJPQOBUvIvbOlgl9XboUOagm38/oGOw2vTyLc1FqFp/aNW2NfKQE0NtxmgXh7dls9uWvEMwCrqTZmoyxW5h0LeawzAFZZAyiNG5Cy0/ecvj9gFl5/nl+yagAsif0bgAvLq0hp0P43A1P32hz0RO1+EgNqrzE9yRjisTA2dtRi58FxhlMrwIHyep1nYYQCdg5xcR3MB0S2GwBLyaYTKfy6dyQX3ACRg4d5F5VDCfNBLFZ/EfTnhXZ2D8R6x+kr8PkrV1tysAiAvzilGZdtqMVrb9uHnqHZnHBE7hjKyT9jnci6zGRjAWIgi4gd74W0JSG+umAWgO1Dc7i5dxw3dtdJ625NbRQ10RAm5wsFx8MEWFsXXQSnYtjcGMXmhgWwam1thMmQU7Wu5hiOTOmIZFsArVgAhzBpFeAqM1Yh1t+iQM9Q8BhYlp0wKfDkhHA71QJJvT6JcEt7NZ7aN67lueqFA4oBKCcc50d7hvDB67Z6Ul+1lVFmXkslfLC6Mop4zGhglbPlCLlr7ViM2bZoFUJrzvRLbg2Axd8L01cC+EDZlWvwA8D4T7x7Yc2VQLjJdChjABZOIswBsEo5jJCPcWh8ZrGwVAG1he/3H53B9FwKVXGzcRPZ73aPYTYDGhBRu/JYWALGlQqAIuyPvFDCLD/IQRDrlV0N+NwVq20PjfUNMdz/pk1445378NDeSU0Qa/H/BGysAm2sbIfFgj5Wpt4yUCRVaS+ul5b78KceG8L1W2sRDxPpPHLhmipMzqcXQKqG6CJYFcP6uihiYXc2292Ncfxm/7R6gane3GgbuGJelrOuskGSA2MJTCXSyoxCv9um5gpEQwTz2axlqhA6yCEQESkIYV+4nVB+GkcnEjg2NY8mjzSdNrdVSdhX6kwrJ1AZYuE9f949gqnZJKor3HfP6graxYUTCWW6ZAIz7KvyN9K0UXdYuXd/wCy87lwgHPNLdgv0j4w6HgBK6RYA30OZwbp06J+Aka9YXXu5G3vR/eb0QWPZ5upJhIy+Shz5FdTOhs2+pSnFjv5J03kk9kDfKL9NVMSPtTfWnFMJVUJwcp6jFroU5c7CK+ui+PLVaxByaPWqjYfwk1evx2Uba5cOjmOKQAtPKeSfekeyPyg52FThxLzFOlo8uZCoDvOcdHMv7Bufx/8+N6pUZz+5ZhXuedUafPmSNvy/U5vwso012NoYcw28AoDOAvF4WvinVG/L/Xnp5EcVjSveyYLcy3TxHZK+kzds+gJ0EmEsTLC+MS4GQoShnLzQQQVmHHVAuJ1xY9+Adyysza1VamuzVIydfdKwW+Lt2e2VTKXxeN8xT+qrrkoBWLRbVot7KQKK5noDYJW7kdoO3SdMpTlkoU0X+yWrBwgh/QX5D3oDUkqrAdwBoL6sCjbyFWD4094i1iQK1L7MzArGlp2sdQ2CjbJan5P/imnt10Ax+KAIclA7A4t1StTCtZ4DJoxQZg9kb/KpAtgjYSAQjmMh6kOEl7hlEEvkaLIdqC9fvQYNFc6y9eJhgh9ctxandlTmjFmSj1CI/FfKZ+UQnrNMIQayoAjIUE0wi4X/gOJzfxzCFCM0sBSse0l7iwFWaYFW0AOtLAFXKiGD7C97jgZLB6t7KYyQcjSs5HON2qmDVOwWKrCv2FnLnfN6j3ing7WlvRpqwnhObHjFadpxs3+3/agn9VVbFZX/COgmlCDZTzUaAfeyNxKvAyIVzvumhn0ltfBG3ygmPcm6aBhYwH8BOL6sSjT+44XQQWemF/VJouo8IFRvepSxJetaX6+/kXRJW8KVDRgodwOvLyS7/LnnkAGwRLb76Az2Ds9CFEZDlMEhOZtBlA7hpSMBsfhhV+og1nnranD5pjpX6rgqGsLN16/DytpcnRRH2FiLjy6AYhw2lhNA1mIetMGsxfSPTqXwbUUWludza1NcC6zK7q+5oJUq20pQ6ZQ3TrKAK0XWVX4SvQE7ibCztVIdb5HeQzVDB51gX+XaDg8ZWBtbqxCLEEtrLnf+dYR9JRdvz26v320f8qS+opGQTmeSX5OePqiXv+aGChgrfyPVKxS32YZ95ZSFWjpB6lb5Jbu/ZZYhyA1IKX0ngDeXVaGm7gUdeBuAtPuIdf6GpualZlYwlmOrW2tQXWlfy4Ho9EO7G1bBJs355ZPNwuo1AJbQHtwxAiXlbqdCCbUdR/mcSkQOpiKI9ZELOlyt5/aaKL79ijUIZx9LyAxPss7GcgzIsgBmqYzn/3jyGGaTpfdzbktVGCsq1Zh3heGBivpWNoErebgglbybLhwoECDraq1U073izHdEpV15cxHzHqohIl+YRo+HAFYkRNDZUa1UaOIK+8oZ6zkwjqHxOU/qS7jPsh0uaG2RzLSN0cAKhpFqlVM3SSkMzbKx0Nar/JTdB5hlCGrjUUqPA/DFsirU3HOgh18P0HmnphW922uvNrOCsdweRIDOtQ02wgip69dsb9oEv7gqhaUxPm83IYRCe3T3mNBpynxwLJSQdb+KHhbrpZThOFoAsbpbKnDuuhrX6/qcNdV4/1krCspQCADZY2NJ9bGEQJYmKysLQJEBWgNTSXzvhdHSBDua4tyVm2SVDVQjBIypCQaF9lAEriDJT16IYm/QTiJsqShcl1QYntRi6KDDwu351jfgrZ7jcatrbazd7HIps6+UxdupdGp61AMWVmgJwKLajr/b4YOgwMqWarPZCYKfUN2q3k90+5UxpoU7fSP3Mwjgeeb8FcSGo5RWAPgRgKqyKVTyIOjBlwPpMW8Gff79sY1ArNPMCsYKrHOdnTBCa5+dYUp5L+aeyfexyTkMjs2ZzsPZ3D++d1y571gJJfRWD4vjbLIcqqxn33xKs2eE+g+f14YTWiuYZbDGxlLVx6ICgEWAvlgIrSsAtLJArS89cQyJVOntjLuaYzkhgdqAFbNOJaCVXeCKSvKRNw4zJxEGxTY1VyIaIty5iTunCOYm6MxNkkeIJkg/NDmP4cl5z+rvuFU10vleb97UWPMt7FsIp828CCOMCg+ZKG74IACs76g1G54AmJyBZUIHHa3vpo0ItfjGX3+QELYyX1AZWF8FcGLZlCY9tgBeJQ862cX1bq8x7CtjHCdrXb33PZKqb66YQIFdMXdqNz8wYYQce3FoBkcn5qW+BL++IQCGLOhhMfuGFRALyiAWocAruho8q/NYmOBLV65ePOmwkPGkz8aCMpBFtFhADLRFU9i8oO4pxcHxBG7uGSu5sdDdFFMPCeRUD+eCQj2rAlcQA1c5Y6YQRKYU6AuQDlY8QrChOa6NK5Ra6GDmAwHQO+CdkPsSA0vGLNNlXyluOuTsKzX7zXNHtXBoK0bz1hRrexorb+Nfyw7tXL/SAFiBsKoV6l1Gt4sZK7Bw9zV+yu4DvC8CB2BRSl8N4KbyKVAC9NANwNxzDg56oj1JkBpz+qAxtnWub+BugIjSRth9JpTjYu7cDa16XnoOGgCLZY/vGbfkROl2F2Kxm1kHsQRhHHmezEkdVVhdH/O03s9cVYU3ndDErggrbKylW6gUaMkFsnRYWYwbLIJZX/3zsZLbH3c1x9WnJ254oA7bKjOedIArefvmA1f5Yy9wOlgtlex5jTWhlGjoYHb++jzUwTpuVQ0IEQEkFtd1C1IAwvlfwL4CgMPDM3hu36irdTUzl7K0yHkRPhiNhLCq1YQQBsHEDCzDvnLafBQ+CBgAK7OXopsA/E8ZlQh04B3A9INO+PDWLVQNVJ9vZgVjTOtc1wBHACfdMELtXxC9EnNXe0+vAbCY9tieMe0wFmZ/UHD0rOhhASrglz0Q68INxfll+h8uaEMl7+Qqq2wsDaBjOW0rwAvjBg121vahOTywd6qkxgIXwGKWS6GgUraVwqmCS22uClwtA/3stCl6AwZgdbZWOqd7BYV0FB6xM+f2ecjAqq+KYlX+6XW67CuLa7qzrjbFfX8acLWuFgAsC/sWDUY5sVi/6zpqEA4Z8CIIRmpabbsHhn2lWNfNm/wUPriPELKHCz0EpdEopVEAPwBQXzZlOvphYPwHTqy7+a6X3iRRfSlAzHG3xtjWUBNDx4oqRxYZot+hla/ZptBzjt/mAhqSzyaEkG1P7Z+wsIERhAAyL9nTwxI6Rg6AWF6It7OsvSaKm05pFmsmyU4qdALIkrGylPAaBspDOX+L9pU/DZfUWGivjqAhHlYArKhyFbBuyGFbqbSfks4V4wRWyrw5cAyszpZKOKZ7xViXnAsd5H+ZPf69ZGABwIlr62CLfUXzymDjIBc54MP/fO+f3QWwZhMpa3sfZzwYRvtkhQ921JnNTlBAlYpGyzt+Y3oWOf4GP2X3ftGXQWJg/RuAs8qmNKPfAI59wd4i49CiRGouN7OCMaF1Z8IIGZtrrTBCKxttFzZa9llY4vcQAH2HJ5FKm5+Vsm1mPo1dR2cWN90KOlasUEIv9bCE6fPzKgOxTl5ZvPNH3n92C6qiISHgkO0o2wOyHGBlAYosKwFytfjxwb1TeKHETsXrao6J865dF7lsK6ISbqkiHM8Brnisq+x/9h4N2EmErZUqS5AN3Stw50jmHs8C+yr7s5caWABw+sZ6fvlssa+clwoQpdlzYBx7j7hXd9NzSa0yWoIULP4waPSvAmRRhfnOA1+27C0UQfj4V/kpxw8KixOENqOUXgHg/eXjxf0WdNCN4hBrk0TVhWZiMCbekK9v8GaV0QojtCfmrv6ZxcKS/xI7m0hh7+C06TxZtr1/KgfUsxTWYmEDpK6H5T6I1VgZQWt1tGht0FIVwTtPay4ERHh1bwvIgjqQxWRlSZhZVGVCWf6joPj6n0uLhdUt08FSKi8HtFIJE1QBrqgOcEUL/hm0kwg3r6hAJBM+xRpbtnWvbIYOamoOHpuax9GJhGf1d+bGBsYcrrj/8Jp9JbE7HzvoWj0NHJuxwTxXDB+0KB+xYZUBsIJiJFLB6BqGfeW0hTdcAFLT5pfsJgHcK7qh7AEsSmkDgG+VzWhI9IEeehVAE7rrgTv3h5uAeJeZGYwJrWtdg/oGSbbYSR+2rrfl2vHaFtIkMELu+fbcwUmbcxvNc+TUHUCuHpYqiAWq3YVYIFbniuKHa7/3rBbUxsOCsvDDCl0DsrLfw2RmKYbRSV5xa+84xudKB0zpaoqLyyMptB5olenfCuxXkUC7Sn/J+7ZvODhhhPFICOvy29UN3SsXQgfZazz1NIzwxLW1iEdD+mH/Ftd7W+wrSZ7ufPSQa/U0cGzGxt7LYRAjry46s/eMxsrb8hlYOj3NsK+ULXzCq/2U3d8SQoS/FgaBgfUNAGvKoiSpEdBD1wKpEVeWD0tWdT4CeJilMV0naymEUCEczyH9iKWe7aCWVSHAAFdZWH1GByvHnj006QhDgN0VLephKWyiuCcTSp3NQhCrq7X4AFZTZQRvOrFRAFqIgQnbQJZFMItYCbPLu3VqPo0fbx8tmTHR2RzTDpFcqg+dExmpFeCKo3MlYeyxEu0N4kmEVkXbKU//STInQmFulcx9hDOveinkHouEcNLausI5VMkZdpB95YCXvWdgEs+86M58018AYGn+ICioDyu6n0vtFw3h+E1NZsMTFMswsEzooGtGKhsR3nypn7J8l+yGskYeKKVvAPDa8ihMEvTwa4DEDvuD2MH7SdV5ZmYwJrWNK+sQj4Wdm4wtdVpFMXf7g9Wx581JhLm2/fCkQ44WR8OM2gCxJI4lF8TipcUBsbauKI0DM246pXmx3gVhehKQwjKQtXQrVWNRZAE1lgCtvDT+5+mRkhkT7BDC3HJls6y0QCutMEFkAYua4YLcobTcH3oCp4NVpT3H8G4nKsCBC6GD2fd4roO1oSF3PS8G+4pR72L2Ffvzbb/b70od9Q9NK71fbWtjZ8+Ve23bhkbEouaH8cCAK9khhCZ00BULH/8qIBzzU5Z/LruhbGcISukqAF8um/IMvg+YftCt6cP6o1UXmJnBmHzyDBNsXVOvuLGDvpi7ez1cuhkjVh5VZGH1GAZWju0cnOE6bkSmX8Z00nT23PZE3QFnQKz1DfGSaIstzXFctKGWybbhObiuAFkZZ5QqozIagBY7vd7hOTx6sDT06VbWRlEbIygAq2AFsMr0W3tsq5w2per9gDl+MnPh0YCdRNhaCdahCPJ1Rlf3yt3QwYz19XsLYJ25qUF5f5Bdd86zr+zvMW5/9CCmZpOO19H2vWPKC6bjsIKgPk/pXGE2O0GyaIVhX7lqBJGT3+inDP+JELJHdlNZAliUUoIF3avy4KCOfBUY/bozg5hquvai9EM1QMVJZm4wpmSyMEK3NkNMgECi/UFsi7nb1ctYuHff4DSm51Km8wAYnEhgPHsTr+x0iYEnJT0s1qypGpboMIjVVBUpmTb5i1ObGUAGD+SQAxhSIEuLlUX15o9sQCsP1GIBW99+5liJbE2BruZ4IVilNaVqgFYF7V3ItrIPXBXmo28oiADWcpV4qXvlZOjgUvsd8RbwPX1jPTI6+KqHtRDlTbAO+4oV/qnGvsrcPzE9jzsedVbM/eDRaQyPz7myhyKCOlaxkw2AFTB8JQyEozDsK3csvOkSkKYNfsryT1VuKlcG1nsBXFUWJZm6H/ToB9Wcdq+t6hyARMzsYEzJuhwW5bQm5m7XbLCwFDa4+d+nKcWOw5Om8wDYNTgjbVtH9bC0RN310rIDYq2oLp0592Vb67CmPpYHSuiEFWoCWVqsLGSBMlR/PsgDg/KBrZ/vnMBYiYDLXc1x/cmHWgStRGGCmu3MfAFjrBAsnEQ4GaCTCLe2VCAcItZ1r6iDulc2QgczNuLxSYQramPoXlljbW0vIfZVxr5z34t6UY8Se2b3MeW9knOwgjx8EABO6TIAVtAsN4zQwlAxxrXIaW/1W5Z/qnJT2QFYlNJuAJ8pi8LM7wPtfwNAHaIOO8m+AkCqzjczgzF1J2uJgcXbBBZTzJ0q/0qr/pkvBq/Dwuo5OG46D4Bdg9MusQcoW3BWW9Rd9KhVEKswz42VpQNghQnBm09qKuzPsrBCFYCDeWphHtChg0vZBbTyXj8zn8adfaUxNuUAVqbONACrvLYQhgnqtCvvRXnf56dNKcWOoWCdRLi+IW5TtF0ZH5EsQxbCpxmXej0OI7xwW7Pv2VeZzzsPTeCR5wcdq5sneoctoARU7VYbn1c0VGB1a7XZ8ATNolWmDlww0rgBoQ2+0qreRQh5XuXGsgKwKKURAN8DUOn7wqSnQQ9dB6SG1NcW3bXIrlWda2YHY8rWnQNgOdMhnRNzt5I2AwSB1XHJB+X6DhkGFpDPwJI4dNrdwAVRd0dArNwPIZQWgAUArzmukQ00UYnzKwM8si4RKLKydHWZCwAtvXnph8+PlkQbdDVXMPpaHmBlC7SShAnaAq444yJnDC6C+UELI2yrlM91QtF2Pd0rZ3QE+exVrwGsi7qb9TfIln4oc5d9lbEv3NbrjHtBKe75w0FJmVQ/U8bYtb7vMvpXQbWQ9aFijGuR098Gn4Vm3uVwj/GNfQDAGeVQEDr4N8DcMy6+wR77CiBAxclmdjCmbI11cbQ3VUo3RkRp46SmZaXHwoIWi8ru86osLMPAWrD9x2Y1nCqFMBglZwzFBbHy0mysjCzrupSIbWiM4bSVlTngRmE5BCgGFwARs7IcBbNyklAHtR4/NI3dI4mit0F3c0w/JJBb5exyi9lWgFPAFSnoN8vWFzAh95yTCBUPlyCe6V6phQ5mX+zz+CTCl2xuRGX26ccy9hVVGSges6+y7Kndx/DrPw/Yrpc/9gzhyMgsVBZUN5cbwqiPs09sM5udIBo1Wq+Oj6+KBkSOv95v2b5F9cayAbAopVsB/HNZFGbkS8DY9xUWSI3NqdMW2wyE6swMYUxvQy5lYRVXy6pwg6WXphssrN6D5iRCADg0Ost3yKDokFkSdYeS8+gKiJWXZjxSmkv29dsacwAJZ4AszkWhVlYeAENtAFo5SVHmHwXFj14YKXr9r6mPoUr32HkN0ErOtnIDuCpMJLAnEaqejKoCXlmdK1X0/qj4JNIdHgNY8WgIZ21plOwjBBN+0dhX/K+/cGsPUml77/zp7w5IyqS6P2GJt6umx7YLT+0wm50gWjppe6gYy7XI6W8FYr4Kx91OCHlC9eayALAopSEsnDro/9DB6YdBj37Y5ZcQ+5OEOX3QmAXrWt/ocm+Wow/aIJNtFhZ/06uSl6HxORzNPi0ooHZgZBZesArY3YiWBIhVovgVXrWtAWFCCgAKW0CWbVYW40bLp/Txu9Gt28eKXv+Zkwil6zpTiF0XtAJkwCLz5TaAq8z3vUE+iVAGnKiKtlsNuc77kljQDPSagQUAF3Y3C9fhkmJfQR6Ct33/GL71y92W6+Po6CzufGS/UqGtsa9UfxwsvLamrQYbVpkfxgNp6aSpAyctWoXwqW/2W66/p3NzuTCw3g3A/4riyQOgh18vFm13m32leD8x4YPGLFjX+galsDs3xdx1wxCJ7QFENR5jl6nnQLBZWHPJNEYm5+X1SRU24QosBa6oe5FBrHCJrtjtNVGcs7aaC1jIgSyHWFl5YBYRoziOAFp7RhN4amCm+HNrNoCVXy5FwEoNtKLCS4V9XAJcAcrMvAOjc5gK1EmElYvAsGSik4JXgvmR6rK4oB06mHlmdCqJgTFvf4y5aFsz9I7vKyL7SnHv8oXberC735o25udveQGziZRamTT2WpbYV3mfLzrNsK+CajSdctaXDbhFTn0TSGWTn7KcBvAjnQd8D2BRStcD+LT/R+8s6KEbgNSgyy9yKKLdAFjGLFj3ugZXViVdFpYzG01qcyOnzsLqDbgO1uHROVAqO1nLWlgLL61SBLHCJSzGecNxjVIAQy72bpOVxQBv9AAtBqilMHXc3lt8FlZXc5wDVrFDo5maVk6BVsrAFfjgQoEGHAUF0BcgFlZFNIS1jXHpfCY/cdDlE1slc2z2M30eC7l3rqzB6uZK5nxNVIGWEmFfZWw2kcIHvvFnzCf1wNzfPTeInzy01509kQN7ryvPXmM2yUG19LxeVzPGt3AMkdPf7rdc/5oQclDnAV8DWJRSAuCbAGr83t/o4AeA2Sf11wut+4lz6RsAy5gF27i6FrFoyNIx0k6ysIjsVB0VcW/bGzv5BjhjvQE/ifDw6Fxev3BB40XVWdM5xdIuiJWX73CodAGsKzfXCcaJQ0AWF0ARoCp5X4kBLYCJYPGArcW/O3vGir7H7loRhwysYrKsqFIFK4B5eaw2Rh5yb5UAlpwBE0wdrKVNL2Nuk81LGuCVgkYgLIQOZtuOIoQRXn1Km+L0TdUuF5F9lbE/7xzGh/7nKaQV2WV7+ifxnv/8o4SMxhJvd35mY4UPNtbG8JLjjYB7YC2dNnXgkEVOfC1Ije/G0vd0H/A7A+svAFzh+942cSsw+k19n7hoo6MDiLSbWcKYftcJh7BlTb1C59bv8HLX3mVmlossrKAzsIYn5xn16IAeloIjwg6XUUvLNoiV965wCa/YHbVRnNheqRVSJgSyFE4BlINZYnYWi6FFlF6W+7d/PIEnDk0Xtf67VlTwyyJllCnUFxTa1AngijI/LH3sOzoTqLmvq62KO+cQN0XbGR+JCrNLwkbtLQKA9fLT2goy6Vf2Vfb9dzyyHx/4xp+RmBc7/8++OILXfOI3ODYxJ9mPqH5mibfbA+SuOGsNwmECYwE0muafQmjYV5pOVhyRs/7ab7keB3CX7kO+BbAopR0APu/7zpbYBTrwly5UkKZ7b9hXxrzakGdOIrSpl6CrZWWfhUU1xoyzLKwdhydtnzzkZxueSsgdN5ljBeunbbFPJvQexJpPlXYfuGpLnfr4kAFZORiGQiyfLqOIB+5wQC0iWUV/trO4IPPa+igqIyHFEEhFkE9W2ZRynfECcXabwFXGeoPIwLIDXlkVbaccwEdjSWPNfV6HEALAaRsa0NFYkTPfKBdGVyfKygZde++zfOGOR/bj2o//Bn/aeazgLWNT8/jszc/juo89jMGRWeUGdw5GUhNvB4Crz19rNsdBNZn+lTFli5z6FpA632nJ/YQQov0LYMTH7fRFAPW+7ml0FvTwa4D0uP7mophWcaKZJYxZtiUAS2HzQwq2O1S4vSLS4cJ6ntrcsmU9n/VPktlnkryNZ7YoL814IkSY95lECnsHp7GpvTqQfWZoYl7e1opNSygF5QojE8Zzi+1DAUoYjkR+WlltmpNXmu3REU7+Fl9CGOWkFLPJ0qbZX7mlHp99ZGA551TmEWUAEJL5n9AXz6U2ELU1k8gWU6K+5hL+W+/ZOY5PXVQ8ZnKYEGxpiuHZI7N6GwiqM8+J7xeGfUvfLdeqIwB6hwLGwGqtEtSLPnilL9quq3slbvMdRQCwCFkII/zWA/ugJ0XAYl/J+7QX7Ktse37PKK77p4dx3Lp6nLKlCRXRMPYMTOL3LwxiZi4l+bEOtn4cdEK8vb25EmefaKI6Amu8EwgN+0rPYtWIvOSdfsz596w85EsGFqX0MgCv83tfo4PvA+aecSFhhQ26jUmCxLaYicKYZetmAlgeCYoWnYUlvo0INo+9h4J7EuHQ5DwzRMH5Y+NLiIlFC2fw2RI/ge2Ujiq01USzCkYL/sltAFroGAlZWVRRZV2bjUTV08r62zU8h96huaLWf2dzXF4WLYF6hgYYY3fBZFyp1COvczD6P1m8eGAkgclEcH6x39JaiRDRmfcEQIkF0XbuHCWZ83hr2dhMEv2j3o+Tl5/aBmHooIX9Q7HZV/nfv7BvDD+4fw++dc8uPPDnAczMpbT3StZ+yrMnz3D9JRtLWt/RmMu+cHLGVIIDFj3zHSBVzX7Ldg+AR6086DsAi1IaA/AV3/e0iVuB0f+xti44eb8Vi20yM4Uxy5bDwFLYrKmJuSt+dmCzpeMAKP9yrfD+IOtgjUzNSzb/TmnAyNPyDMRi/NJd6gysEAEu21jLRytUTrCj7PBCR8AsFoCjDGrJ0/9FkcMIu1ZUyIuiWkHaoBVcAq5yARAKoC9AYYSV0RDWNVUslZ+ozB0OirYT1ZNYVU5hXbS+IuhgnbG5AW31cX6+OXuHUmdf8dcSTvu5LM0g+kyYYfIU11+60WyMg2wzo8XxZcvISGUTIme8w49Z/wohxFJr+5GB9fcAunzd09zSvdJY7ixPEhQGwDJmy5rrK9DWWOFAZ1Tp8fI03WZhEdVxlS0Wy9hE9h4MLgNrdCbJB4Uc18OS9Ad4BWIV5n12vvRP6rloQ51Ei4qPXxSWnc3KUgezNFiQyo/xwa27d4wVte67VsStA1YS0AqQibK7BVwV5qlvKGg6WFXegFcqp+9KrhGFe4qhgxUiBFef2qYGurCE27WAHsUNt132lbZZOLBEer+9PJ11QhvWr6w1G+MAG50bN5Vg0yLnvBuI+U5iZBTA/1me033VySldB+DD/h6pCeDw6+S6V1bWBS/YWqHKhVMIjRmz42hpsbCgyMKi1jaFtgYE53lHN6IL9/YcCC6ANZUdCsF00BQcEsccO4HDIkxPxFAQOUHLeU+mackLuV+wvoYLTDAvKgNZVsAsWAO0CtKAEjD01MA0hqaTxZtXmyv0CpYNWEmYVlqi7GDVlX3gKmM9g8ETcncevIJwjrNz+qpsruztnyxKPV5/1kq1NZ/qlDEf0OG0BXdfY4N9JdkLEapZLkugnNpeinDK+ZZrOs2GOOBGZ0ac3YoHzEjzJkROfbMfs/4dQojlxcBvDKyvAajydU8b+kfQuae86tYOzzIAohudT9dY4Iwv5O5MeB/RTLMoLCzBZpL1K/a+wWlMzwXztJbJ2aTUkfKWnUAFTAOB7hAXxMpzGgR5nyjxPtBeG8XW5jiDqSNBOFQ1mXTBrPxXWQW0hGku/KXTwMN7J4tW9xsaY4iHCT+jEsCKW5eqoBWzHZ0DrjLWdzRYmimdrVVwHrzSFG23oXuV/1AxhNwB4NQNDdi2ulaaP+nu2Qn2ldJ+QLKuaE9YdrwFlni7PUbZqpZqXHrmarMhDrplhxAa8Erbopd8DAj57kw+CuAbdhLwDYBFKb0BwNX+HqS/BY79hxNrTfHuN+GDxhywrvWNub/IlQMLS1efS1P4NU0pdhwOJgtrei4tbyunxY2dBrGkDp8s7wsOxEgRGT6qdsH62qX6kQNZeV/oCIxLwCxlQIvqaV2J7KEiAliREMHmplhh3UiK5BhoRbkXmO2vC1xl8tMzGLCTCNsrtdcRogK88OYfF3SvstPp65+yj8dYtBvPW60M0nDXAWF9lwn7yt5GKC/v7DTf8vJOI95uDHR21FSCRQtvvgzhjRf5Meu/IITssJOALwAsSmkNgC/5upelR4H+t4DCq1/PXVoUDIBlzIkNOZeBpbepUx8BHrCwJJs6J1hYQdXBmpybV3MsnDxeXvqOrHb1EMQ65gMA6/z1NTmhk1wgSzW8UBfM0gW08t8lBLbEGXrwxeKO0a4VFcpgFVeInWoK4vMvMC9bBa4ydnAsWCcRbm2tWjiJkAde6cw/lg6pEF9T0b3KtonZJPrHinNi5w1nrURFNCRYfyV7B8aPZULwSqUCbZw8qLr/0PYWBPsfJ9hXjTUxvP6qzWYzbAyYHbO6zQ+2haOIXvwPfs39V+0m4BcG1kcA+JtnOvAuYH6/E2uNwv3EtfRJzJwWYsy+bVpdh2gkxP1lTqnflgQLiyrmiQ9IqL+CBhbAmk6kBXWjIOpeRiDWyEzpA1jnra9dLlMOkEXZTAJZeCHnkhBVsQtosd7LArjyQK5DEwnsGJ4rWt135p1EyC0vF6jTqA9RwzAu6wNX7DEUxJMI1zRUsBcGV08chGO6V/kgSO/h4jAV66qieNmpbc4ItyvNHzymsGBtUtrRO8i+suwcWH/+7dd2oboyajbDxkBnjYi7FYucfhNI0wY/Zn0ngPvsJlLyANaicPv7fd3Lxr4LTPzEkTD5opsBsIw5YNFICJtX1ytsshhAgYa5z8LS29wRlXJSzmYaQE9AAay5+TS4v24LRd19CGJJ8u4HBtaKqgi2ZgMpeeUillhZVsCsbLBEDdBSBrZ4WaTAw3uKN067FvXHHAOsmPUteJ5xWRu4Who3/LETJAALALa2Vbo4f8GyaLuq7lX+mOsrkg4WALyeFUZoJXRQiX3Fqmeq7gO4zL6S772onG0n+EwY9VJbFcGbrt5qNsLGFrrL7JhhX+n6NrXtiJ79br9m/8uEENst7gcG1ucAVPq2l82/CAy+z72x6SH7CgAQWWlmDmPOOFqLYYTEzi+BukdblwILS+VdnA1j78Hg/VKVpgv6X0IngSXqrqLHoj0XykEsLouBytMkkJxQSP3BwAKAM9dUS8ANTnghoKCVZRXMygZR+KBWdltYAbgeKCaA1VIhYYmpV5E2aMUEBrNF5KEGXIlA38WvAqeD1VYlXtvgNPhuEbxiPcT4qq+/eFpx53Q2Y0NbdUFZHRdu1wqzKw77ijix59F8/q+uPw511TGzCTa2YLMjpg40LXrZJ4B4jR+zPgzgu04kVNIAFqX0bACv9m8XSwH9bwbSiptZt4XYnbBIi5k5jDmzIV/foA8wURYLS0ffwUsWFvtdhFMuleeHxudwdHwuUP0kmaKFbagKYkmrVOP0LkVnkN8n1ECsQscw98PRyXlftNuZq6vVAJK88EI1VhbnS8s67CxQSyyALgK3frdvEvPp4vykvLExjgWJHwsALVfTiirez2BbAfaBqzxHnYAG7yTCtip4Cl6pAB8WcIzMc8UEsAgB3nzhGuWyyvcWVOnHsUCyr/KsfUUl3vbKLrMBNrbcZaYNgKVj4S1XILz1Sr9m/98JIY5M/iULYFFKQwD+E66pkXtgx74IzDzmIc7kMvsKISC8wswexhyxbCF34qQeQzFYWA780ipyPnJZWMEKI5xP0ULdEFWxXKWTCUsJxJLrYg2MJ3zRbmesrpGDEgXFVmBlScEsJwAtRgKU91f4nsm5NJ48NF2Ueo+FCTY2xZWL5SRoxWRbqYizy4ArmgFblsHsoIUQdrZW8YERt8Er1k7TwumFJCtfO4p4EiEAvOnCtWisiTog3K64f9D8YYy/o3eDfWXLMYAOKPe3bzwJFbGw2QAbW+4i44dNJahavAbRyz/h19yPAfi6U4mVMgPrLQDO8G0nS/QBQxqdzG32lRMbhUgzQCJmAjHmiHWtb1TY2EHOwlL4tdR1FpbKwJP+kqn2a2nPgWCFEc6nNJwGjtPmGxBLQdy9f9wfDKzOlgo0VIRzgQpVUEXEypJgLMIbbANaqmgQxUNFDCPMF3IXl1tSKTqgFeAM2ypvPLDE/w+MzmGKd7hDGdrWtkrm/McHryCdn5TBKwdE2/ND1abmUjh4rHgsuqp4GG+9aG3h+q0t3E6V9jBS9pWsXSlgP8xPUja77Kuc+aHwy+M3NeHaizfAmLElS82DTh019aBo0Qv+DqS2w6/Z/w9CyKhTiZUkgEUprQHwKf92sTQw8JcAnSkd9pWVPXm+hU34oDHnrKWxAs31FfY3YdobMxSHhZX3JVF5HUPQPWgMrDTV01bxNYjFSHdJV2vxUr9PQkgJFllYusBFAQiiAWYpsbOo+CuHFu2HXiyiDtaKCgV2lVgkXaYLxgStPACusglxvQEKI6yOhQtOIhSDV1R/XlLU6dMFdQhnjewtopA7ANx02XpUZrOBHBNuV+jjwjT0waeSYF8J8hAiBP/yrjMQIgTGjC11kYl+gKZNRagANitPQeSUN/o1+5MAvupofZRoQT8MwL9q4ce+CMz8zt6aUMz7eRZpNTOIMUete0ND1qZQbSOU2Qj7nYXFBVEElwiCJ+QeyvaYVEMJSxHEYr5LPd1MNQxMJHzTdqfxdLBUQseYwIgEzFIGUyRADpX8KdjTA9OYTRZnY961Iq6XccFtbKYV1QCt4ChwlW19ARNyzz6J0HnwyoZou0I4HFPI/fBkUeuzqSaGN1ywRmHvbE+4nSjuOcR7D5sHw2iVzXn21RtftgUnbW02m15jud1o/JCpBCX/O47oSz8LkJBfS/BVQsiQo75ByXVmSlcB+IBvO1miDxj6Z+W1zhnzgH0FGADLmPOOViaM0O5mzMrmU1m41S3RVaqxMVy+uOPQJFLp4Jw5vPyLrRUQS9fB46dnG8Ti5kmWbq4DOT6TwrRPQqdO7qhyhpUDKIFZUnaWNqhF9W7N+kskKZ4ZKA7A0tVSoVfMvN2ENDxQ1ZGnGsCZBnCVudgbMCH3rvZq/lxUEuAVZ3fKmSP7iszAAoB3XrkBkTBRBolsC7cr/Dinu8kpHvsKSuVqa6rE377pJLPhNVbYbYz+lZJFL/oIQiu2+jX70wC+5LhvUIIF/TiASn+20XLooFNrgvx+t4XbsyxsACxjDm/Is4TcS4KFxT1hkHIdAulopHKnAkr5Wrg+m0hh3+B0YPpIKEQK60YZxGK0UdFALCoGsTR0sQ6N+SOM8OSOKgEIwQE8dMEsmntBCGgpADhqD6iBXcUSct/UFEeYEOWyskMDbYBWmsL9usBV5p+9g0E7ibCyBMArKM+bhHdj5kCSIjOwAGBVUyWue8kqqGh8OS7cLt2jQAqsWTqV2S77SrgHymMOE+Df/t9ZqKmKmg2vscIeNHbQVIJsD7zuXEROe4ufi/BNQsig4/VSUh2Z0i0A3ubbJhr5z6XQQSXcyGckChIx9F9jzloOgOXGYNFlYWm/ixFKSKlWGawIugdJyD1M+M5TaYJY4jQJ7Oti7RvxB4DVXhvFyrroslPjNBCSj2vQwgtSQAtwUAsrN4EnDhWHYVIRCWFDY4w732QzrIShgap1YFHbzCpwtQSABA3AypxEKFrjOECJc+CVpmg75Z/ot+vIlEDj0Dt798s2Ipz9Q4kTwu1QEG53gH3lCrNcdq+GpugbX7YVF57aAWPGWJY2DCyx3x2vRexln4fjkVbe2SyAL7iRcKkxsD4FwJ/H3CX3ux86WEz2FQCEasxsYsxR27ymHpFwKA+U8BMLy4kNn76ge9+h4Ai5LzkWHEetWCCWFhNCS9xdDpDtOzbnm/bLsLBywBI3WD359a0IaBGdtDRBrmIBWMCCkHt+OQkr81ZBO0s6ZnSpH9gBrjJ2cCwRsJMIq0CIwnyjOtfInCdOeuqnF4rfMZNIYd9Q8UHIzR01eO15q/nVYkW4XVNDk7mjl7GvNMXfiWa+7LKvNq2uw4fferLZ6BrjLw8GwBJa9PJPgtSt9HMRvkwIcaWRSwbAopSeCOAG3zbRkfcAaQ06dLGE2O0YqYAxY05aLBrCxtV17g4CN1hYMkF3lU2fZUF3GigGVjQcKkkQa+F5RRBL5FhaCCncPzLrm/ZbCiPMcoqIBJiwDZrwABRGyGE+qKIMbonSX/w7OJpA/8R8Uep9QQdLwq7SJWFYCfNc/EBEQL0mcJW1bwwUC6smHsbqhrhwLmTOMVCc04Q/AKmzkeQhh8tf9h2eKom6/eArt+aeSKgTOqgl3K64lkj1+hQucwEw99lXVRURfOXvzkNlPAJjxri9y4i4cy3c9XKEj7vOz0UYAfBZtxIvJQbWZ1G6pyKKbeI2YPJuOy62BfOYfQUYAMuYK9a9oZ7Ruz1mYUneQaxs/BwRdGc/1HMwOAwsQoDqeFi8CfcziMXtG/x3+omBdUJGyJ0pFm6RlQVYA7Py8REBU0sF3FIBup4sEgurc0WF/ZDInDrWFdpXYFtZBK6W8wb0HQ3aSYRVnoBXVk8cFIm2s9Lq658siXptb6zAOy7fIFmsnRBup2o/VknWJDX2lUS43UX21Wf+5kwNiQhjwTRqGFi8fW/DWkSv+le/F+NThJBjbiVeEoARpfR8AFf5snnS48DgB3THrLv3u9ZbDIBlzHnrWteoBfRYGjMOhAESzZAAZwTd2WXZPziF6blUYPpIdTwkd4Z0nHLwnIFigFhUAmIVfrHvmH8YWN2tlUx8In+sEB5TSBdooTaYmsIwQXEsIWH+FU/IvXNFhbWx4YD+mB7bKu8LJeBqGfwNnpB7NcRae16BVxzgRgO8AoC+w5MlU7fvfvkmdDRW5OTR8dBB5voh2SdI90BUQ5fKffbV267pxCsuXG82t8bEvWtiAEjOmooo8LUjiF3znyDxWj+XYi+Ar7laTSVS0H/zbRMN/QOQPGTVlbJoRWBfAYaBZcwVW/iVTvKLni4LS6Fj67KwlNJ1Q9CdcW86TbEjQDpYNcIwBM2TCTNOMNeJcBjEkp5QmHH6BaGneSGFLw7PgvrkEJB1DXFUx4gE9Fju/9wQQ6v6TE5UFLXwt/jgEweL46BvXVGBEHGpnriglRW2lTXgKvOevoABWF1tlVKAxBvwSu/EQV5aO/pLB8Cqjkfw8dd1q++LrYQOWhFup5L2lQBrjrCvBABY9l7twlM78NG3n2o2tsaklh7aaSqBYdGLP4rQylP8Xox/JIS4GipQdACLUvpyAOf4snlmnwBGvqm/ES6l+7V6iwGwjLmwId/QqAEeaXRymf6DhWOxiYVfV10RdAfQczA4OljVsTBUwvE8BbGcOKFQRxcrqyyTcykcmUj4ou0IybCwOAUTglnUHjOLB9R4gf4t5vOpw9NIpr1HGyujIazN6CU5UQc6oBWgxrYCLANXGQsaA2tre7VwDiwqeEX1QuEIgJ0DU0UZHzy75syVuOj4ljzgx+IPXC4ItyttDlxgoKu84/hNTfjah89HOExgzJi0hw3tMJWQZ+FNlyBy+tv8XoynAPzY7ZeUAgPrn/w58pLAwDsBpHRcaifcAec32cqvNgCWMeetrakSjXVxJkBhn4Ul6fiyDab2EdTeCbr3HggOA6u6IqzAZPIYxOJ0AzGIpVIGtZeIF20AAIAASURBVJDCHT7S/jmutYoTiqcGemQzswhPkFx77aOeAFsz82n0DBYnTKJrRdw5nTCGJpjwGdEXKu0mAa4y6RwcncVkgMKpOzMnEfoBvKKynSxFYj6NfUenS6qOP/XG41G1JOiuHjpIdDfaFoTbHWFfydrTAvtqdWs1vvVPF6Kqwoi2G1Mzw8DKG0t1KxF9+Red9/O9t78nhLh+PHBRASxK6VUAzvBl84z+FzD3jP6G0Nb9RQodXHq9AbCMuWPdLBaWE51X4ddMIktXJuhuMdRAlGkVQffeIDGwMiLugQCxlvuAKKRwp4+YJ10ZHSyhrpQKEIIsQIPyQw3t4FA8YMsGwPVCkdqqs6VSb0qVsKz0QCtAm20FqgxcZYTlKQV2DgVHR6UmHsaq+rgc2BDNe0LwSjwvqR6OoSMAv6N/qqTqeENbNf7u+k719Rwy4Xb+HC+sdCvC7a6xr/j5WlFfgW9//GK0NlbCmDHlJccwsJYtEkfs2q+DVDT4vST3EkJ+7cWLis3A+kdfNk9qCBj+pJ4rTctggBkAy5hbDu7SaTXFZmFB6ddWIvzaGUF3WShhz4HgAFi12RpYHoJYUqdEAmJp62JphBTuGvIPgLWtrVKKbSiFGAoE4F0DtFh9RfOvp1gAlkjIXSBUL2RZAYqglY6GGc3ReVMBrrKt58g0gmSdS2GEboBXlD/XcU8clIAmef/MP7Gu99BkydXxTVdswEs6m9T2B0URboeUMe4s+4o191KsaKjADz99KTavqTMbWWM6Cyno8C5TDYsWu/xfEOo4ye/FSAL4O69eVjQAi1J6MYBzfdlEQ/8IpEZkc7vdsQ0FF1hpkXHu/jSMGXPDujY0WuiX/E0dEW0MHWBhKZ3oY0XQXSOU8NhEAoOjwWAe1FSExW0qcMLsgFjggVhKDp+k3SkHtOGEFOY7PH5iYG1rq1IDUlQQDw12Flc/yw1gS2DbjxSnrbpaKwrrjMuwUmRZOQZaZcYjXRpnusDVEgASMB2s7vYqlA54pSfaThjv6OsvPQArRAi+eNNJqK2MihflYgm3qxxSI2NfqYRGCtqypbECP/70Zdiypt5sYo3puZTjA6BzE6YiAETOuAnhE19TDkX5CiHkWc/m6CIW9GO+bJ65p4HRb1sAf8phxknAmDFXHK0lBhZvg2hPL0q2ObTEwrIi6O5wKGHPwWBsAKqX9Ej4zhgEzpjjIBbzXdQiiCVLO8+JWfzOTwysFdURtFZHoCQMzAWz9NlZQKF+FhGBLS4BW9uLxsCqzDsdrhCwkrYDVWwsbdAqF7jiJy8HM4N2EmFnexUH1BDMbyUBXrHnt77DkyVZz+taq/GFm04Srg9ilq6Lwu1UNQ01VhdR2Z9kfV7bVo1bPnM5Nq02zCtj+pY24YMLIMy6cxC96CPlUJQBAJ/wtO6KgoNQehaAi33ZRIMfgOvC7SXJvoIBsIy5ZlvW1C+fXMN1RDXE1GUsLMg2le6cOuR0KGFvQMIIMyLu0o2/wClzH8TKStcpXSxWSOHiPw+OzmE64R/x6uPaqpYBCaqAdFAIwgwV2FkSAWk+qCUBtiyAXIfGExib9b6tqmMhrKmPitlVyvUmqSOVjYRymCDU2nnReoMWQthWzQavaKmDV+z87T4yhflUaf7Se/UZHXjzJesdDB0sknC7ArCm6jAct7ERt332CqxfWWs2r8asubkGwAKpW4XYK74KhMri4IP3EULGvHxhsRhYH/dl80zcAkz/xhuwqPSGmgGwjLlm8VgYG1fW8QeCVPvKwkByQIydUP2B61goIQV6A8LAWlETWypzaYBYbupiKZ5SmAZ2+Ui8urutMhe0kLFreNiJDuqiAToRsIEtNsClAXIt/vWUkpC7MhBHwRVi1wKtVMMEAR3gKnPh4NhcsE4ibK9CiCjMWYz50TZ4JVyf9cErUIr5ZBp7BqdKtr4/fuNxOG1zg2A9UNzPW1j7HRFul+/uldlX557Ujps/fSlaGo0mrjHrlh4O+AmEsWrErv8fkKqmcijN/YSQW7x+qecAFqX0VABX+q556Aww9BEd99g54EjJCVcth5X7M8yYOTPrGnPNlnSwBP1UyMKSCboriKQSpV8p7Qm6ix0A9r2E42AE5STC1vpYTn06DmJxT9ZihLPaPKFwoZ85w8ba5aPQqa0tFUywSIuVJQRfFFEZi0wqAjnIJforVhhh14oKi4CVB6BVTt/WB66WPqWBnUeDE0ZYFQtjVTaA4CV4pXkSpwy8yliphhECQDwawnfe/xKsba0qLJfGuq+0bsk2BVaE2wV5I8L9R+4Xr79yM7778QtRUxU1G1Zj9lzqIDOwSBixV3wVodZt5VCaBID3FOPFxWBg/SOgcVBYqdixfwcS+zwAi1y83/aMYxhYxtyz7g0N3M0tf+OmORiKIuhOFX5VhaVQwh0Hx5FK07LvG+35x8Y7DWIp6sYUtp9LIBZV6XsUOwb9Ezq1dUUl18G1DGYJMBctlMqBMEGZlRQDi1to/apbHpOKIYI56Ssy6HgX6PJ47jkSMCH3jmr2OikCNlTBK96aSEVzEtVbm/PSKmUACwCaamP43/eeiZqKiDOhg8I9vTXhdmZ7WDkmPe9jRTSML73/bHzmr89AJByCMWO2LJ1E+mhfYIsfveyfEN50cbkU57OEkN5ivNjTmYhSugHAK3zXPKmjCwCWnqvsgDmM89lhXwEGwDLmqnWtb1QcFXqUfaI7QGwJulsPR2SmLcnL3Hwae45MlX3faKuLMxxmJ0Gs5TShkiYEIBZP3F0npDDnvfzyvNDvn7bf2lq5DHBIBdfBALOcBrQsMr4s6mIVD8CqgBZYpaONwwGtpCcZap8yyQeuMu/qGwyYDlZ7lXvgFVN4XR+8IhrrYakDWADQvaYO33n/maiMhWE7dFDyY5rS+qTCvhKkocK+2ry6Dnd87gpce9F6s0k15oilj/YC8zOBLHvkzHcgcupbyqU4+wB8tlgv9xpKfx+AsO+aaPhTQFozVKfU2FdOoG4GwDLmouWeRMjZ+Fk6+U9v41i4EdQRdBfkjblBtR9KGAQh99b6OEKEMDfjxQaxlMXdBe1rNaRw+4B/nPbmqgiaqyIoAPWUwSzos7OUABqHqVec5LYPFCmEsLUSS0PHVjGzAavC8ED1EEFVthXjIgO4WgJAgnYSYVuVpK55IEUJgFeM9PwAYAHA2d0r8O33n4lYJKS0zgMWQwetCLc7cLpy9sfrLlqPu75wZSE73pgxG5Y+/Ewgyx3edCmiF324nIr014SQov2K6hmARSltAPB23zXP/IvA6H87igOpWZGjLCkjD2kDYBlzz9pXVKGxJq44OvQEz4lSf5cDDaJNuJKgu1OhhNkncAUAwIqGCRqZuhvOgFhK4u4Urom7L/QFlZDC3Hv2H5v1lXh1Z2slG+nRAbOy24JaBJyUMCublKs8G5lJYnBy3vM6r42H0V4Ts7B5ybSNBsuqoOo0RPZFFwXAVSaPvQNBY2BVc+Y8/4FXoMCeI1NIJNO+qPvzj2/B199zxjKIJZjYXQsdtCJlkO9hcH4gbK6P4xsfPh9ffN/ZqKqIwJgxJy09EDwAK7TyZMRe+VWAhMulSP9HCLmnqHXq4bveAaDGd0009DF95pFtdlSRhdt5lhoxM68xV61rQ4Ocfk8tdPZ8kMMtQXdLDDHdUMLc+3sOBEPIva0+xm8DmyCWcycUitoNsB9SmJsopUCPjxz3LSp6TBpgFpOdRW0wqCxhVerxhftHi3MQSldLhXrhswErVZZVfjuoCunLLtJlliMPuMo8ErSTCLe2VS2zUikPoGDULU+wvYjgFUCRSlPs9lE4/BWntuOHf3c2arN/WHEgdJC3vonS0BVuF9nLzl2DX3/lZbjyrNVmQ2rMFUsffipQ5Q2t2IrYDd8BopXlUqR+LETUFbdevXgJpTQC4N2+a6K5Z4Dxn+jhQOWgp0zZSyJNHTUzrzF3HS1WGCGnj+qysKxsJLUF3aUghhOhhLnOSU9ATiJsz5xE6AaIBTgDYinpYgFOsrG2+0gHq7OlUu8kPAUshAmwMAEtBxZnau9v30hxWMy5zLesglAnACvogVaqbCvKe38ucJU9JHcEKIywMhbG2uYKJpjBDCfjrYs6pw1KwSvB+iUAczLP7fBJGGHGzupegZ989Fy0NsQdCx0ktuQK1BjkLPbVuvYa/PCTF+NrHzoXjXVxGDPmiiWmQId3B6a4pK4DsVd/F6SysZyK9ReEkGPFzoRXDKwbAKz1XRMd/RCAtPIaYh0sEi55+ouZW/cnh8zka8xV69rQyAYOtI7u5uk/FEnQXWGc2QklPHB0GpOzybLvG631cckGvRgglru6WCpsLD/pYG3NZmAp4Uo0D2xRc87YgBY4oJZ3vzrtHykOA2vrigomWMWtL4XmUKo/aXhm4SUu24oDXGVbMHWwGCGDRQOvqCZ4ldvWfYcmfdcGx6+vx32fuRjnHtdSMH/r7reJhR/eiCaDKz+stKoigve+9njc+58vxTkntplNqDFXLd3/DEDTgSgrqWpC/LU/BKlbWU7F+naxQwcz5hWA9T7fNdH0g8DUA86BP07c792wY182DCxjLpuYgcUIL9E9ulsGblgWdLcfSkgshBKSRd9gx8GJsu8b7fXx3ErwGsTSEHfX08WSnMwnYWO90O8fp29Lzol4KkCHBMiwAGgVhh4iD9xxD9zaVyQAq3uRgcWsB4XqLmRZ2QGt+GwrPnCl0BSUojcAJ7JmW7YOFpHMaZCsY8UAr/LT6z086ct2aK6L4wd/fzZuumrTwoEJ2qGD1g6gYTLEFUNFwmGCN161GY988xq873XHIx4Lw5gxty3d/3QgyknitYi95v9AmjaWU7EOAfjbUsmM6+p8lNJzAbzEd800/EldV9iJLq/gbOtUvpX7BXlIGgDLmMsO7roGhEMEqTQFKMntjpTdPQkoX6Y9/xlKQQiRkz5I1j8oQEiO8lBhRigEQhSEcQ+jfJnNfvZpe/l5YZYJ6D04jlM3N5Z131gGsHLbholWUZLXZplH8h7Ib5OsOi5sc3DaLOuBvOtk8ZGC9iuYakXlWQaxKCn8sqffPwys1fVxVMVCmE6k8xYowl63pDFsgrWLWFttqapzSfTX8WJpYHW2VqqxT638CCC8VeyYE1mCmodp9B4JFgOrq6N6uR59CF7lhxz2HfLvDzGRcAj//KYTcNmp7fj7//4zDhydFk0qBRVCrLDOVYTb89oqEiK49sL1+Ovrt2HDylqz6TTmqaX7AyDgHq1E7IZvI9R2XDmVimIhdLBkxLC9YGD5T/tq+kFg+hEPwCIX73fDTAihMZetIhYWb6pkgu6Kv2rqCrq7E0oocCSUx/6CExAEIfd1LVWKJ2ot160yE4vjpBGFNpM5HHohhfpsrLGZJA4VCRjRNUKALc2VauwcwWX+WOWEHGqsn0Thj/U6Lpsr62/fseK0U2NlBK01UWF1aTPPdJhWWZeJapgglb2bFoy5vsHgnURYLuAVAOwfmsbsvL+F+M87rgW//txluOmlmxEJhwTMXdZeQbDo2xRuj0VDeONVm/HQf12Nz7/nJQa8MlYUSx9+urwLGKlA/FX/g9DqM8qtZP9DCPlVKWXIVQCLUtoM4DrfNdPwvxQBNyIOV76V+yV5MCGExjywBR0sCVhQMHqKIOhuO5RQHaQQOyYUfQfKP4RwY2sVe5POrVcNEKvAWVtOl8C+LpYwpNABbawen+lgkczYsACA6AFS+YAWtZhO4Vxg5e/Q2BzSRfoxqitbQJ9S/QoV3m4VtMq6SSlMEMJTJg+OBuskwi1tVQgTorBGsOetUgKvMicR7ur3fxhoVTyMj7/pBDz0hctw7blrECLgrt3q+3eG1pnCerG6tRoffP0J+N03Xo5/+cvTsLq12mwyjRXF6EQ/6OSR8i1gOIbYtf+F0Przyq1ke1FCoYMZc5uB9VYA/jrOYvphYPq3HoBFLt7vlqWngXSwNCaMFcHR2tAoiRzSObHPhqA7Y4PoxamE4jKy0+k9MFb2/WJ1UwVikRDfCXAUxMpLV0vcnZ82l5Vnk43VM+CfeXlLlpD7ErijBIw4AWgxHuQBWy6su4kURf94sU4irNArmLQunACtnAGulu5JB+skwopoCOua89qVN45Y4BWFN+BVViJEsk73+VQHi2Xr2qrx5Xefjl999lLceMl6VMUjBWVWCh2kCu2TZbEowVUvWY3vfewC/PbrV+M9r96G1sZKs7k0VlwX8tCfyrdwkTji1/8vwpsuKbeSJQG8mRBScr+Su62BdZPvmqoUta90zQ321VJXPgrEzC84xtyzrvWNS6OC8rSiWOAAydLC4mkbFTyTtxckPDErjkYRT4Mp6yKhDB2kAucit4xLZefqNeVeG5lMYGBkFu2NFWXbL8Ihgg0tlejL/ELPamOJJlbB3p8wBKl0dLEyc6eqLlZWF6P5YliiviTRxvITA2vzkpA7Ya+C+X4x4S1uRL7uaS2tIsdRMSGF2/aPzmFVfczzes85AdLSvkF+qipReV77QFkqn/uzPvQemcapa2oCs15uba/Cixm9JQGIX9BNlZiohf+0BF4tvosodCc/62Bx9zRr6vBv7zgVH73xBNz+yH786o+H8ETfEFJJqjgHyUMHm+riuPjUDlx2xkpccFI7qisjMGaslCy97/dlujmNLjCvNpxfjqX7BCHkkVLMmGszHKX0IgDdvmqmmUeB6d94ABZp7HhLja01vxeIrTczsTHXrHtDI7tf54mxM8EBHUF3vvK68BaCfBCDJTbPA7EEr867VvAMJ+2M9R4YL2sAC1gII9zRPykGKnki6RQAIbntR7Mq2xKIxekDOf2UDbYsp6Mi8I7lzsB4T4+PWAvrG+NZAB97HSQ8n1jqATsNamkurAq3HRpNAOu8r/fOxZMI9cIv5V8R1TSozmvlNxNOKFbfkYDpYHXU4FfPDRUfvIJV8CoX2CwnBla+1VVH8barNuFtV23C6GQCDz89gCf7hvH8nlH07h/DzGxSWK+ZtotGQtjQUYOTNjfh5M1NOHlrE7oWD8AxZqxULbXvsfIrVDiK2LVfR3jTpeXYZA8D+NdSzZybEP07fNdUQx/X22vRMuieOuwrAJjbDVRfZGZiY65ZR0sVGmpiGJ1MsJlIbJRBwo6ywcJinEooBcKsnEoIFluHMk+eY6XTe2AcF53YWtZ9Y9OiDlYOUFlQjwCXtbQIfBLYP6EwdwkQgVhgg45Z2JYS207AxtoxOINkmiLiAwdmXVMF22FWALPE7CzWokzU122Pqm5oer44QEdrpf5pgVwQQ/FmV9lW7PuDBmB1tVcr6egRWT3bBa8ov01VwSsA2FHGAFa2NdTEcO15a3HteWsXnPs0Rf/wNI6OzmF4fA7HxueQTKUBALVVUcQiIbQ3VaKjuQotDRUgBqsy5idXc7wfdGRPeRUqWonYdd9EeMMF5dhkgwBuJISUrKikKwDWonj7q3zVVLNPANMPae+59MEijR1zCWpr0cRumHXTmOvO1vpGPP7ckby4IqIQvicCN6ABPolBMyVGlQOhhNmgS2GyuaBKbwBOItzQWr1UbGE7i0LvdEEsIE81dxnxLAwp5LCkchhHPDYWI6SQheAABe9JJNPYNTiDrvaqkm/DxqoI6isiGMtnGyiAWazq0AO0BOuubD10aOEbnkoWpd5bqqNoropgWAVAo7rFthAeKAJTGPep6g8Gj4FVzVhHOF23xMErADgwNI3puRSq4uFAtWM4RLC6pRqrW4xEh7Hys/S+R8uqPCRei9gN3y7H0wYBIA3gjYSQ/lLOpFsi7m8B4K9YlmOfdxf8KVm2FtErQ2K3mYmNuW7dGxvVeqjngu68kaN7KiHP4RM4H5L8BAHA2tSWexIhkZ26xesTi/3Glrg717F2QeBdQeT9uUP+YS6sa4rLxxvztDz2OGSKwSuJj2uotlNn/oan5otW70thhIJyZYuvE5XKUBViz3mUykXZkZsfqZj/ogXtJMLNrVVZoWOykwZFdVd88AqgSKcpdg1MwpgxY+Vjqf3lEz5IKhoQe+0PyhW8AoBPE0J+XeqZdAvA8pd4+/weYOKncv/X2SGg7TCXxP1zu8xMbMx1W9LBoiqbaIbTIzr1j/uMBGhw6FRCJZJIvhNC5eKuOw9PLIUclKttbKsqqCNbIJbwhEIROCoCsSR9lXfyF1jOuqzrLpfv+cP+OYlwfVNcE/CANUALqqAWB81x4VjCYjGwgKwwQg5YpQ1YuQlaicaC6DKl2DEYHBZWPBrC+hWVkINXEKxnFgXbHQavMtd2HDIAljFj5WTpMgGwSE0rYjfeglDHSeXaVI8A+KQfMuo4gEUpPRvANl8117EvAtD4xS6I7KuMJXajPMS/jJWyZTOwpOOJBwaIgA2qMEiF4S1UMV0IWGJ6IJsMxErMp7FnYKqs+0VrXRx12acr8UAsJYdp2WkqcN4pJCBmYfsRFqBJRUAW3zHnOu8CNtZzB30k5N5UkVU/VF8rSQPQAtigFrGEUdmnYA1NJYpW750tlQpgVV45rQBWgDZoVTiGBIwhEbOOBi+McGt7FV+snSqGDOZ9JCI2KXVGsJ31bgKg7/AEjBkzVh5Gj+0BHT/s+3KQ+jWIv+FWhFo6y7WphrCge5X0Q2bdYGC93lfNlToGjH8PQNDYV8Ra+ukpIDlgZmRjrtrmNfUIh0nBxpbPoCrhUELGg9xwMVk6VAyo9ewv/zDCLe3VHMdHAWyShMEohRQWhN24w8ZCgTPPy8OCPe8jpy9HyH2pjiyAWfmgBtVDpAg0wS0HyFjFZGB1t1XJKtA6YJXdn6niw3ksMNUwQWbes+7pHQiYkHtHTeGapKN3lfeRKIRfgzNXWgOvckO6ew8ZAMuYsXKxcggfDLUdj/ib7gBpWFe2zYQF3auDvmkTJxOjlEYAvMZXTTb6tQVQxgqYUwr3F8PmjA6WMXctHgtj4+o6/kZYcZwULZTQET0scEJC+PnpPVj+ANYJa+u49USsOlAZxx3O6WIx+4STbKy8145MJ3FwZM4XbSjWwMoDs2wBWtAGtbLHmvCPaoBdJaKB1dVWCSFYZbmuLYBWqtpWQuCKfU/ghNwXQf2leUdXrL2EwCsA2HHQhBAaM1Yult73e1/nP7T+PMRffzNIdUs5N9OHCSH3+qpdHE7vMgBtvik9nQVGvy5yZ10wh8/w85J9lbHETjMjG3PdFnSwqPro4bCwihJKaHWsKmz6iQDoCoKQ+/FraqVhMUqOlCVxdxnLKzd9bYF3ERtLpFnjMyH39U0VimtXNtBCrbOfWKAWdY5aRTT+RqeTSKWL80tVS00UK6qi9lhkzPqTP0NUQgQhS5LKxzCCeRKhUKw9b37krUmlAF6BAoeOTWNyNgljxoz53SjSB/7g29yHj78e8Vd/F4jXlHMj/ZAQ8gW/ZdppAMtf4YPjNwPJI/bAHK37ixw66NR0NPNnMycbc92WhNzz+rv0VCTlMVKioYQ29LB6DoyVfb84YU0d36Giqg6VRXF3aUhhYVtyQwp12VhgAQC5yT7vEwBrdUMcYcJgMKmhJ/YBrfy2Uwa37McQpikwMlNEIfe2Sgt1RPVYVpm+zwWtrLCt1EIbCaU4NDIbrJMI26oQCRHJnMhfZxbA1dIArwAKSoGdhw0Ly1cwxfh+gKZMRRjLXe8Ge0GnhnyZ98i570Xs6i8AoUg5N9FTAP7Sjxl3DMCilFYAeKWvSj/6DbmPq+QI+2WFKXSzLZXZAFjGPLCuJQBLQyeKc6uvQglVyslxKg4NTWNyprx/ue5aVYPokj6aVcdK4lzxxN15fUHUr3ghhUpsLL2wQr8wsKJhgsaqyFL+mfpT6uiKc4AWD1QRAV3KgNfy3+hMqelg5ZfZGmAlDg/UAa3y+rZCNgilS8A+pcCOALGwYpHMSYQQrFGSkwZ5c6HH4FXG+owOlj/citkRJH7+Zsx97xyknvu+qRBjOZbe/YD/Mk3CiF7xaUTPez8cj5oqLTsC4JWEEF8ulk4ysF4BoN43JZ99Eph9wj1cqtTYV04WdOZZgM7DmDFXHa2NjUyQSDqaVEIJpePDqVBCtXTkelicI9LzykrTKHsdrFgkhK3ZosVSB4vK29myLpadkMKsdrURVpgNFDx/yD+nULbXxbhoBlNMXQdFoQxQy+0foTQwrJn5dNHqvbO1Ki+/VD8kML8Pqgixc7AUbiUqZicbuMq2HQEMI2TPRSKxdskcZIvlCsvgFQD0GQZWyRsd7kXilquR3vvgQpvWrTWVYrUux/YjfbSn7MqV2v2gr/JL4nWIvfo7iJzyhnLvcvMAXkMIOeDXAjgJYN3oq5KPfrM44E9xh6YzZaazwNx2s+IYc9VaGivR3FAh6ZvUmv6UymabFUqYv9FmhRKqsMKsamZR+Yju3R9AIXchiMVg4CmLu0MMYlkMKdRiYy3lQa6PdWBkBsem/PHjQmtNVB4yZoudxQJFigBsMWyuiADWtvZKa2BVVl9TDg0sbE5JG6lniwdcLc2DAQOwulbWMKYcRfBKMO+xn3cQvOLcvOOgYWCVNjBxD+ZufeVC6CCAcOerEFp/qakYC5Y+9CRmv3cF5r5/NVJ9d5dNuej0MNKHn/aPh9y0AfE3/xThDRcEodu9mxDyWz8XwBEAi1LaCOAq/8wWo8DELYZ9ZcdMGKExD6x7QyN3My4MD+M4NrZDCYXji3JGvLd6WMEQcq/jOEd8p4tI2VIQMxFshxQ6xcYS62M9uc8f7d9WG5NiH6wbuCcAWlqoWcCW+wDXXKp4v4p1iUIIGdUjB6yorMkU6h9abCsRcJVJp7d/CkGyre3VYr2rgpMGSwS84rzLhBCWLCyB5J/+C/O//CtgfmGMhVpPRPSSz5mqsWLJWSR++X4gMQPQFObv+wjo9FBZFC29+8GFsAA/gCEbzkf8TT8FadoYhF73FULIf/u9EE4xsF4BIO6bUo99D0grbm58IqwuN+JoGejMn8zCY8x1697YyO6T+YLuKptwj0MJHdPDUmCcZTt0vUEQcl9by2eoUTGIZVnc3WpIoeNsLAgZZ3/a6w8Aq7U2JgY+FNhZmbZwDtTiASyyP2j9FZOB1VAZyQvfzC1uYUigUsO4Blpl5jchaFUw1mjAQwgtnjQIeAxe8ZfQ/pEZjE8bqYqSsvkpzP/yL5H8/WeWgAlS3Ybo1d8GIhWmfixY8pkfgI7tX+7+c+NI/uFrZVG21M5f+yKfkZNvRPyG74BU1Aehy90L4IPlUBCnAKxrfVXq0W95iDOVAvuKOJ/+tAGwjHmwKc8/iVAT2JH2b1dCCR3Ww2ICKXwnIQgMrG2raxEiFpww2+Lu0A8pZPYPFTaWtbDCJ30CYLXVReUIhhY7ywtQSycf/L/Z+eL+Kt3dVpXLrOJqWCkCVqrtYwG00gWuMh8OjgbrJMJNrVWIhvnrktJJg56DV+KDUXYYHaySMTq2D3O3vQKpXb/M8vwrEH35d0Bq2k0FWarUFJJP/k/BMEg++yPQmRF/ly05h9S+R0s7j+EoYi/9LKJXfqbcTxrM2J8A3EAIKYtfBmwDWJTSSgCX+6bE078BEor6TX4M7fPKZp8DaMIsQMbcdbSyAayihhJSjVDCbCdMYcyznpPewxd1H5uax+HhmbLuFzUVEWxsq4J2GEyW46Ssi2U5pFCTjeVQWOGf908glS79xaW1NsYAHhTBLFWWjwTUIsppOrx8JosLYG1bCiOk6hVrqf7161cJtMoZT+wXUAr0DQSHhRWNhLCxtZo5vdg7aTAzXyrMlZx0rYBXgAkjLBVLH3gEiVuvBh3uy+pUIUSv/CpCrSeaCrJoqT2/AZ0cYIA/s0g9d4u/y7b/D0CidMO4SW074q+/GeETXxuU7rYHwMsJIWXzq4ATDKxLAVT7psTj3y8d9pWulQr7CgDoHDDzjFmBjLlqm9fUIxoJSfus7VBCRaBJdnKSZT0sKk9HWdSdUvQdLH8W1hmbGq0JEfP6AOBsSKEuGyurj1kPK6SYmkuhd6D09X/aa6McYMQioKINauUBWygEtwjVfY+aJYoMYG1tq3SxbmEZtFJmW/FA4rz7dhwJlg5W58pqsd6VNni1fJACex60qnmltt7tMABW0S35zLeQ+PmbQGdHc5oncvbfI7zxKlNBdkCe52/hTmHJp78HpJO+LVt6V+mGD4bWnIn4W36O0KrTgtLVhgC8lBAyUE6FcgLAeqVvSktngIk7XQSLSuh+L2zyQRgz5qZFIiFsXlsv3ugWgAp2x5O9EEBWOq6KujNArJ4AnET4ki2NWQ6SVQdNposlcdIy6TvMxrIeVriQHz+EETI1sJjghwZ6pA02ycL98gAu8IEunb+5ZHEX9O5sIXdLAJ0AsHIatAK4YYLifgP0BU0Hq70mby2woHeVNW/lzGk64D4LvJLoE7KAfANgFRNdSWD+wb9F8pF/LgBSwl3XI3La35g6suWOjiC1m+9D0fHDSO1+wL/dZ/dDJZgrgshpb0P8dT8CqW4JSlebAfBKQkhfuRXMFoBFKQ0BeLlvSjvxU9D0mGcDpbizo2YeLABqdPIBGDPmtnXl62BRNrBQtFBCr/WwFPLZt7/8hdzP3tqUN9s6rO+iE1KYBUo6ysayCGQ9saf0Aay2upgeTmIF0OIBNMrrHbXxx7dia2B1tVctsjUt1oFFRpol0EoQJsgfkwsX/cBEdNK6V9UszUGWxdqlOoEiVjDlg1fQA68AoPegAbCK4j5MHUHijuuR2n5zQVuFOk5H9JLPm0qyC/Bsvw1IiWVYkk99x5dlSw9uBx0/VFqZilUjdu3XEL3s40HRuwKAFIAbCSG/L8fC2WVgnQnAP+p94993DczJd4vdTb9EbOoxID0DY8Zc3ZRvaIQS8wJOhxJStVBCxTGrrodlX9S9JwAA1toVlVjZWJE369p12hwIKXSEjSULKwRErDM/nERYEw+jOhpSAzN4WAoPYLGIyzirhcV/wVyyuOLi1bEw1jZWqFeyA4CVo6AVIASuMvPBjv5gAVhdK2vUGKl2xdoBoS6jE+AVABwdm8XIpNFa9RR8OPw4Ej95KdJHnircKzVsWDhxMBwzFWUXWXj+dnlb7H8M6aM9/utDJXb6IGnejIo334Vw58uC1s3eSwj5abkWzi6A9QrflDR5GHRKgTFEy6BVPWBfLfx3Fpj+PYwZc9O6NzYKNKp0Qwmpft/nsKfc08NiLMD5X0pE3XcdnsR8kXV2vLCztjRxxIrt6WIphxQ6zcZSCCvk6mNl3f7i0DSOTZX+QTPNNdECoEN7LXIS1BI97iDgFQ6Rotd955IOloRdpVk+7bbktp3KvYXPZEI8QYFDo3OBOolw3YpKVESJ5blP+aRBD8CrTJomjNA7xyH1zP8i8dPXgk4NFo7ryibErvkeSGWTqSq7AM/AM8rAVOrp//Nd+VK77i+ZvEROeQMq3no3SPPmoHWzTxBCvlbOBbQLYPlH/2r8h1hg0zk+53NdTbX7Udz77Rbf6GAZc9m2bWxid25LoYTsMUN0QwCpy3pYlCrlm+dEJFNp7AzAxv+srY0FTtUyyEOddeSUmQiZd1tgYzH7n6I+Vhb4QCnwp32lz8KqjYeFAIg2oAVogloOUa40Aa9oKFT0uu9ur3KkKiy1l7BtZPcWfpGtS5YzXCiwI0A6WOEQwZY8HSy1OY9CGbwCf91xGrwCgB2HJmHMZUtMYv5X78L8Ix8vFA6nACIViL78OyANG01dOQHwPPcT5XuT2+8EnfUPo56O7EV64Lmi54NUNCB23TcRveLTQKQiaF3sy4SQfy73QlreRVFK1wHY5ptBNf5D34NFGkPXvTLk3z9hdLCMuWsNdXG0NVdJAKLc/qkVSrg0arzTw3JH1D33Wm8AwgjP2trErQ9boTSOhBQKnLu89/DzwLkg0sdafOeTPtDBqquQa1HYBrQABezKYYqVxKLh4jOwurKF3HV2F1bbQwe0AsQMRwbbimd9A8ELI1Rd87hi7SUCXgGGgeW6bzS0HXO3XIXUrrs5Az6M2JVfQ6j9NFNZTlhyFqnen6nfPz+N1Au3+aZ4qZ6fFx/YWHkK4m/9OcJbrwxiD/s6gPcFoaB2fga81DelTOwA5rxAhEuBfeUieMWy2aeB1DGzKBlz1bo3NLL7rIrIuUYoIRGBQw7qYbku6k6BngPlfxLhprZqtNTFIQWxRPOdJyGFEjYWVRWoVgeyHn9xtOTbr74ybCtEzTKgxQNWLANcen+RcAnMqe3V7te3VdDKAtuKN+76+gMMYCmB9IpzG7N+GTtfB8ErAOg9OA5jLoENfbdj7rZXgo7t5Q6h6Pn/jNDGK01lOVXnO34JOqfRpymQfPqH8Iu+Tar37uK9nIQROfd9iL/xNpD6NUHsXt8F8G5CCA1CYe0AWJf4ppQTtytNEtobMzfvL0VjOuIpYPI3ZlUy5q6ztbGR3xE5elhWQgmlnd9JPSwnRd0ZIFbPvvJnYBECvGRzo7A+nACx1EIKVdhYjP5S0NYWgay8dJ/cM46ZRGnr/yyEEFLHNJccA7V4oIpDf7Fw8UMIt7RWFmhx2a7LgnZUaFjh13psq5xxtnhf0BhYnRkAy7belexUV6ivfRbBKwDoMycRuoAyzGH+wQ9h/tfvBZL8g5gip74L4ZPeZurLQUs+/xPtZ+ix3UgfeLz0XcShnUgf7SvOXrBuFeI33ozoee8DSDiIXesnAP6CEJIOSoHt7KIu8g3uMnmHF8PH+U2z9v0ehg5mfzV+N4wZc9O6NjblhjgUM5TQqh6Wk6LuCiBWz/5g/HJ91tYmPhMvRxdLQdzdVkhhXh8RvkfExoLY2eddyBN6T6TSeKLEwwjrKiNsFMNhXSZXgC0bFi0BEfd4JIQNTXFn9cZYbSl7TvClLtsqG1hZAkACpIEFLDKwnNC74k1DWSC8+g83hemqrn3HJuYwPGFOInTMtZg4hMQd1yO1/cfC+8Kbr0HknI+YCnOy7scOIn3gD5b8ruQzPyr58iWLFD4Y7roa8bfdg9DqM4LatW4H8AZCSCpIhbYEYFFKuwGs8kUJ5/cCs095BuY4cr/fbPznADUbDGPuWYaBRXhjSgDoCAW9qW4ooQ09LA7QYUnUHRwQK8uOjs5geHyu7PvG2Z1N/D6Q91Gqi8Wp6/y+4TQby+mwwky/emTHSEm3HUvEnYmKOCRJxQO2vAa3IiWggQWohxGKmka5cXRAK1hjW7Hs0MhsoE4iXNlYkQUM508RGnpXVDxnSdc6B8CrzBd9JozQEUvv+TUSN1+B9JGnxY7h6nMQvfw/ARIyleYkwPP8LQC1RpBJ7bgHdHq4pMuX6vUWwCLVKxB71f8g9sqvgVTUB7Vb/RTA6wkhyaAV3Ors5B/9q4k74D6CFFz21cKsNQKY0wiNuWjrV9WhMh4Rd0wq67B6eljCa1p6WA6JurNALJbjkWXbAxBG2L26FqubKxl9wKWQQhfYWNwZ3GZYYakDWLFISAGUUgC0HFjiReCW00BXKYQQAkBXe5V87XcCsKKyG/JAK4tsK+ataWBHgMIICckKI8ybEx3Xu8qZoyBe57TWutznjJC7XZ8iheQfv4jEPTeBzon3BGTFNkRf+i0gHDP15mgbpPXE2PPHRWoeqedvLdnipQeeAz22x7P3hbuuRvym+xDecnmQe9W9AF5HCJkPYuGt7qIu9s2cMflTl8GcIgu3l0o9j90OY8ZcW6xCBJvX1ueOOO1QQs4Y44JRcvYUa5NPFNJWTUs6QUjS7wnASYQAcMkJLUrOU+6sbTGkMKdfabKxLIu8CxIQvPPZAxMYnS7dH+ZikZAG4MG70T1Qi+ngKQJdor9oiTCwlgAsroC9ZqVKb2MzrZxiW/HGTHB1sJYrxLLelUisncUSdRi8AgyAZWtvPjWIxF2vR/KPX5Syf0jjZsRe+WOQeJ2pOIctte8R0PHDttJIPvNDywwu18vnkXg7idcheuVnFlhXlU1B7lK/BHAtIWQuqBWgDWBRSkMALvBF6ZIDwMxjZQcWFZahiOyrjI39zIQRGnPX2drQmAdAwFooIQ+sYC2WunpY0NXDynaMraUl0sMKCoB16YktAlBHpIuV5Ui5zsZSDCt0EMhKpdN4bNdoybZbPEKgJO6tAm6oglolsO5HSgbAqpactKhZ7ZIbCsIDlUErNbZVLqiy/EDwTiKszZmbbOldWTppEAVj0Cp4BQB9BwyAZcXSB36LxC1XIn3w93JgoKYDsVf8AKSy2VScGwDP8zbYV5nLo/uR3ve7knREU72/cP0t4S1XIP4X9yNy8o1B7053AbiOEDIb5EqwwsA6BcAKX5Ru6hcA0k6O0QL31hHwx6v7XZ2dR8xphMZcte6NjZqsJM1QQq/1sKSi7rB9MmHvvmAAWOd3NaMyFhJ0DQVdLGGXcYKNVejUCZ12OANk3b99qGTbLbYE5GieVqe09gnQK4qiglvVsdI4JWnjikosZIVaq07pjQyWlZOglWQ8ZMbPjoFgCbkvMLBU2KGCNtERay+Ya2ne3Kiy/rLTJdRoYGlbOrkQMvizN4JOH5XeTiqaEHvlj0BqV5u6cwPemR1Fate9jvh1yed+Unrd7dCfQccOupY+qW5B7Op/R+xV/w1S0xr07vQDADcEmXmVMSsA1oW+mTSm7nUO/ClZtlYJsK8yLuDYHTBmzC3r3tgEZjiDCjhUsJHWcI6E1/hgmLui7oVpsUCsHQcnMJ8s/1N1K2JhnNfVrO5Y5VVfQUih02ws7bBCqOljKQBZv35+CLRE169YOLQEbhCar+mmCWgpl5GK/yj0/ixYfWVpAFjRMMGmliqbdctnWREdsNEKaEXZGVwCXRa/CloI4bbVNTb1rjTE2lnrLW/N1QGvMv0HFGNTCRwdC7y/pja7jb6IxG3XIPnEF9XCzWK1iL7iByCNW0zluWSpnruApDP9N7XrPtDZ0vph0j32FUHkpNcj/o4HED7+etORgP8E8OYgCrazzAqA9RKfTBnA9EPFA45KjX3lhQMzdhdAzbgy5o51bmgEIbmdmej0b6owcil7c04UtbYKn5Ns1G2Juhe+OB/Emk+m8WL/ZCD6x6UntmY5tTywh1H/rJBCUZ+iElAFDDYW14m0GVaYkww7X0fGEni+RDVkcjSwspxWUlBei8LhltY9TfSK6v/V558SV0Traq+ypT/GBKzcAK0U+no+cJWxQyMzgTqJsKkmhhW1Mc4a47BYuzJ4BQHTi3LWzuXrvYaFJfd6+m7D3E9eivTR59TGVDiK2Eu/iVDriaby3GwXVfF2lTZLznl+2p84zylX9K9I0wbEb7wZ0av+1WiyLdhnCSHvI4RQUxULZgXAOtMXJZv5I5A65h/wx9oQd3FS0swDBZAcAiYfNqPKmCtWVxPDypYayUaY1YcFeliKp/1lQAn2+NAQdZeONSsgVl4+88odFB2sy05sRYiI21AvpJCKCXOKbCxHwwotAln3v1Cax29TKgej1BhamqCWY+GC1NJfKQFY3R3VGuWDDcAqux9bAK0kbCt2XhYuUBqskwiBbB0sxXmGOivWXsB2Vl1r88CrTR01+MSbTsApmxrNJohniQnM//o9mL//fcC8Yj8PRRC98usIrbnA1J+ba9zwLqQHnnU0Ta3TDF221Iu/AZ0cdBCViCBy9rtR8bZfIbTmJaYDLUyEHyKEfNhURV5X0dxstgBY74sWn7rXxdRLgX3lYuignXo/9j0zqoy5tynf2FgA6BBRZ/daD4sDTkg1RGyBWGzdkMwzPQHRwVrZVIHu1XVZrDxBaB3Lk6OFTrFSSKECWKYt8u4wkPXr50tTB2s+pYkkMQAtS6CW6BGX9bAqYyHEI6GSaYPOtmpuBeSDVcRquKbDoFXOGKWS8bT4MWhC7lszJxEqsa6s6l0Blk4a5KxbmedDBDj/uBZ8+wMvwUOfvRRvv2IjaioiMFZo6cFnMfeTlyK14071PT8JIXrplxDeeJWpQJctuV1RWkVjvUkffgp0eHdJlC/13K3OARJrz0L8bfcgesHfApG46TwLIt7vJIR8wVRFoemuCGf6pmRT9zkIFrl4fymaFfZVxsbuXGBiRVaY0WXMceva0IgH/nAgq6OSpZ64tNcmNHcbTrM9HbL0n+XzzyhACSdmojAdArrMq8m5hbIhBUqxGPuYlxYvnxBc4+SV8Q6yeGvPvtHA9I/LTmrF9gPj4v6QPWeRvEqmuVPbQjq5/YbrjBHCn0tJBvwkhZgq4TzA/D7fMSRLr+UeYkkont4/juHJeTTXREuqvVJpmuskE4gKza1fwl2WqHjt8no9J0BjZWm1QXdHVW6N2CoztZ4GlWdAnEcx0BK4kwhX1UB6yqBuyGDBJWfBqxW1MbzuorV44yXrsXpFldnwSAZM6plvY/6xTwGpeY05iyB60b8i3HmdqUIv2qj3LldSTr5wO6IX/F1xSzczgtSuB+wvizVtiF74dwgf/yq4GlnkL0sAeAsh5OaS7NmUEgANABKEkKIsruUJYKVGgNknXUrc4cFVauwruxt2mgBGbwZWvNtMP8acd7Y2NhX21xywAWKgIe85ku83EXba6tf4ABMhpHDvLwPbsAxE5ToG6iBWUEIIAeCyE1vw5bt3FfYHCACmHF01wuxXGRhrqSGIwCkTAll0CXL1EshKpSjueWYQbzp3VUm113wqLQYxdAEt1qMobFoFioJb/gza6mIl1QbrmitRHQ1jOpGyViA7+wbboJUKyLJgQQsh7FxZI683y+AVlYw3PfDqxPUNeMPF6/Cqc1ejskRO6CxpWGRmGPMPvB/pfQ9q+y/RCz+F8HFvMJXogaUPPK52Op8FPy31/O2Inv9BgBRvvKSevwNIJawnEIogcsqbFhhXsWrTYZZtFMCrCCEPeTanUBrHQoRdB4BVANoArM767woAlVgArSoBVGQ9uxPA+wkhv/CyksoTwJp+CEDKBTCnyKGDJWWEv3cc/g6IAbCMuWDLIYQSMAdyYCgXxNJjTxFCWTLd3Ndn0ioGiDV4bBbHJubQVFv+lOyTNzRgRW0MQxOJnBmbLtUNYx7nseicZmPltS1B3kH3XCCLCL7Pdxj5QNZdfy49ACslOySL5TAThbVYkBYRoiSqAJcUbuFaS4mx4EIE2NJWhWcOTKhXom3ASpwIkd6mBlplW29ADrPIWOeq2twfaArmCl5d67GuCnu92qEj8WgIrzxrFd5y6QactLHBbG5UQZH9D2P+gfeDTh/VHgPR8/8Z4RPeYirRI0tuv909wGHyCNL7fo/Q+vOLt34/b12LK7T2LEQv/yRCK7aajpJrewFcTQjZ7nifWZCB2gpgE4ANi38bF/+7CtZ/udsC4P8opWu8ZGNFNApOAJzhh9anM78rM7AouwylwL4i4vtnnwOmnwSqTjdTkTFHbe3KWlRVRDA9m2SCOVqhhMyNvRootDAKJKGEHLYWIbAGYhUMOUE58q737hvHOce3lH3/CIcIXnZaO77/0P6cKrAcUpj30Vk2FiOssCAvjAtChmEhkJV55Pc7RzA0kVg+nawUNviptP5D+U62FZaWYO0jCksf/3H5ItpaYgwsAOhsZwFYNsEqGfghqlpV0Eqav+UyHB6ZxeRsCjUVwWD41FVGsLKxEoeOzTDmB2dCBnPTEZ00uPzFmhVVeNOl6/G6C9aiqTYGY6qT5SyST3wRyae+AVD9eTNy9ocRPukmU48etleq7x5X/bTkc7ciViQAKz3wLNKDPdrPkYa1iF70YYQ7X2b6SKH9EcArCCFHLC+3lMYAdGIBqMr8t2vxv26ehNEIoAVA6QFYWEDpmn3RBWZ+7xBYpLBzdR0ssnh/kY0e+w6IAbCMOWwhQrB1fSOe7jnKZaq4ooeVD2Kp6mFxNKwKQCwhMrGcFhv8Yt2e+0XP/rFAAFgA8IozOvD9h/YVAEyFIYWMeV0UUliQVsZhIxI2Fmf9EIUVMttWNaww21FdBnbTaYq7nx7EW89fXTJtNTmXWgT7iPJSy18bKWfJdjAckCqALxJrL0Gnvau9CsKwL8t1JE7QHdCKDaZQCuw8MoVT1gXnSPbOVTXLAFZW6J63elcLjOXztrXgDRevw1WndSASNjo3WmDBkacwf/97QUdftOQjRF7yQUROM1ERXlpq131AYtIlv25h/KR23gs6Nw4S935OSz37E70HYtWInPEORM96lxFoZ9tPAbyBEDKttMxSGsEC8+l4AMct/h0PYDP0o+sc6RJYCH30zHQK6Qv2FdJTwNzTvgZ/FLd7zk6MTrGvMjbyQ6D9k0CkGcaMOWndGxcBLIFmleN6WMLnLIBYIJz3FYY45qeVC2LxADfkgFi9+4Kjg3Xm1ia01scxODa3WBckj0HlJBtrEcgSsrGWvDjx3GtHH4u7POQCWT9/qrQArNHpeaZzbAvQKljTqGAZ9d6RbitBBlZ3R43rYYEFNa6jaaWUNJXe29cfLACra1UNHnxu0EXWVfYcU2h1lRG85vw1eMulG7Ch3Wjc6PszSSSf/m8kH/8ckE5ac/JOeSciZ7zf1KXX3rzq6YN2/LTkHFK9v0DkpNd7W7jkHFI9P1e7NxRB5MTXIHL+B0GqjD/Isf8A8EFCSAG1klIaxkKI3wkAuhf/uw0LrKpS2kw8RQgZ9fKFOgDW8b7oBrNPAHTe2UnCsK8sLLzTwLHvAK1/a6YmY85uyjc28gdKEfSwpKLuTqdlAcQKkpB7OETw8jM68O3793Lrx7bAe9bHAjYWb8kQhRXmvU8byOLek+tk/mHnCAbHEyUTxjY6nVQEI4jWkmwLcHEZ4FrTVFFyY6azvcq5+hNVp+OgVdZNVJ6HvqDpYK2sLQp41b2mDm+9dD2uO2c1quJGlN3SNDWyE/P3vxfpwWct+wiRU9+FyDn/YCrT67abHkZq7yMu+XW5IzD1/O2eA1ipHb8EnZXvKUPrz0P0ko8h1NJpOgWnKrEgfv6VhS0iXQHgJAAnYgGoOhELYFWlD8pyp9cv1AGwun3RHWYesTdJlCxY5CP2VSbZoa+CtLwXIFEYM+aULZxEKA7Rs6SHlQ9iqephsUTdXTmZELAKYvUdGEMyRQMTunFNDoCVVT9Z05iywDugx8ZSEXkHpPpYekLvjPmZkXwqTXHbH/vx15etK4l2Gp2aZ3Z36SLlNKhlFaCx8M61zaUHYK1qqEBdRQTjs0nrdSHqmjobD4dBq2ywJnAA1qoadjd1AbwKhwguPrEVN12xAedta+Hi9MbkfTv1wg8x/+gngflpy6lETv1rRM75qKnOYqASvXdZZszpTpfpQ38CHdkD0rjBs/Iln71V+H2o/QREL/owQuvONZ1BbLcDWE0p/RUWAKuVPi3HNIBvev1SHQBrmy+m/plHvQWOPGFfuQheuWnzh4GxO4GG15hpyphzm/INjQvgDRWH6GVGjiei7p6dTJj1QQPESsynsKd/AltWByN85vTNjVjTXIkDwzMMp5foCbwX9JWsOZnBxlISeef1o/x5nCzzsJwCsn746CG869J1JeFgLjGwBIcMUtXFzk1Qy6H1lhBgTWPpAViEAFvbqvDk3nHtgtkGrJRfR5XuF52q19c/hSDZ1o4aREIEqTRl1ge7PgvHFWHdvPifNSuq8PoL1+J1F6xBa0MFjNmYTqYHMf/gB5He96D65MVoTgNeFddSL9zukt/I3qcmn78D0fM/6E0fHTuI9P7H2HNv00ZEz/4bhI+7DiAh0xHkVi7O8XcIIcNev1Sph1FKo1g4drHUp39g5o8OTBI+BItc34ATS2Wmg182U5QxR626Moo17bXK/Zro9HXWyUqUAz4wRwkVOwWctJR+Ieekp3qEeZDCCEOE4PpzVvOFoXmySDTTthwnjwrAk4I+R5ffxRU4pty+lJ8uAc2XeeekTXO/yLtn9+A0Hts1UhLtNDqdENc1XcAUCXL/5BWWqfvMX+FXxbCW2hgqoqW5se/uqFaqnJy2kNap4EultqCF44iK87Q0hhnjOHMSYVCsIhbG2pYq/prCW1eyqp61vkRCIbzs9A788G/PwqNfuAT/7xVbDHhlF/TYcQcSP7rQPnj1kg8Z8KqYLtXwTqSPPO9Cyvw+kXrhdksnU1qx5HO3FbyL1HUg9tLPouKm+xA+/noDXgXLZgB8rij7fMX7tgAo/TiwxG4gPebJhOEuWJR9fymEDtqw6T8CU38wQ9yYs87WxqYCIEcGUiwBBswxIAmXUDkhKwtoEDoHRQKxgiTkDgA3nLNqgWXEA3koLQCdiKjumX2G3z7L6cnDndwBsvK+yAIAfvjooaK3T5pSHB6dY6AZErBDG9RipS8Bt1xaG9c1l66URWdHNXMHlA1W6QFWVPkr7o2S+wvGLBUnTimwYyBYYYRdSzpY9kMG17VU4yOv7sYTX7oM//2e03HhCS0ImVhBe27B3Djm7/9/mL//PaBz47bSirzkQ4ic8V5TqUW0pEy83QU/jY4fRnr/773orUg986Pl+beqCdFLPoaKdzyM8ImvBUIR0wGCZ58hhOwvxotVASx/6F/NPecdmBMothaxVWY6+DkzxI05uylfArBEAAHla3dwAQnWBl5Dq8UWiAVXQayegAFYG9qqcdqmBskc7BQbi3K+yzjZCmysjIetCWQRHkjAzzDufmoQo1PzRW2fwyNzmEukFVhkboFaondlA1wSoEv2l2VbWqtKd05tr9YEqwBnAKu8mxVBKxnbipf8joCFES7oYFGt+St7/EQjC4di/PhDZ+F3n7sEf/PyzWipj5tNiAOW3vcgEj++EKkdt0vCxOT7j8i5HzPgVbGNppHa/lP3fDCBJbff5Un5SE0bSP0aRM97Hyre+QgiZ9wERMx8EFA7AOCLxXq5KlzqCwCLzj3l6YThbmE081DKANzY3cD0n4Cq08xwN+aIdW9s5OpCOaaHZUPUPaNdRPPSkuaVkjxdKyhoYmU5HgJNrKAxsADg1eeuwZO7RgralA1iEY7Ae1blsuZF3omTVk8rzPQrQEkji3lqIeP92Rfn5lO45fF+vPOStUVrm71DM+I1hsgWISJdp4j6re4tglmPbW0rXQZWV0e1dQ0rS9VDlZ8V6Vrp5Sl4Qu5dq2sFdcJnXW1sr8aNF67Fq89bg+baGIw56auMI/nYp5Ha/gNHfJXI+R9H5KS/MBVbZEsf+APoxOGi+F3pHfcCV3waCLs4VkkY8bf83DS0sYy9nxAyXayXqzKwfCHgjrlnHZokiizcXlJmEcjL/8HvyL+aoW7MuU15hoFFFcYbVw9LgYnFBDo4YINszCsxsagFJlbhr+esPB8ensboZCJQ/eQVZ3agIhaGSBNK1L6koJ012ViM/qesj5V5pyIjCyxGlqC833xgH+ZTxVucXjw6LV9DtMLVBJXJuI1wWFv6DC5129JWXbJjpbUuhqbqqHq9aodc5rPboM60Wnpc4WWUNyYXLgROyH1lDWceKASvKqIhXHvWKtz64bPxm3+9GH/10k0GvHLYUi/es8C6ygavLLOvCKIXfsqAVyVi0vBBF30wOjeO1N5HTCMY88p+Tgi5vZgZKK8Qwtmny0hYvRTYVxZDB1k29nNg5lkz5I05YqvaalBfE+MDORJgQrlf2xF1p2BrFeV/8BDEChoLq64qipef3iF02grrXqKNRSUgCctbZIYV5vUBr4CsDKA5Mos7nugvWtvsGZzWQ0CUdao0Ra0E4X9EEehS/etsry7p8dLVUWWz7gUPKjxbGB4ItRBBLkBT+Ezf4WAxsDa11yAaDrHrZfGfm9tr8A+v7sYfv3gZvvpXp+DsrmYYaSuHt/UzQ5h/4L2Y/9U7QKcHHcA1wohe8nmET3iLqdxSsPkZpHb8sgh+2vL9qZ5fmHYw5oWNAnhXsTOhCmCV/gmEqWNA8oBFsIgB2hRxEvL/Ss2+SI98xgx7Y44YIcDW9Y2M0eq2HlZuWgUgA+O1SiAWpxxOg1hBOokwY2+6eB3fsdVkY5GctlbRRpOfVkiU8pP1XqoIxvCArKz7vnLfXqRpcRadnUem80ARCwiJFrCiKFRl5XGFv8poGKubSlsrpKujxhmwygLLiq1pZY9txbpv4STCZGDmv0iYYNMScLpcLxXRMG44ZzXu/Og5+M2/XYS/vtqwrVxzT3bfjcSPL0aq7zbBeqHBvgpHEb3yvxDe9jpTuSXTxvcBiUmH/To9FDm1814gOWcaw5jb9l5CSNFPApICWJTSegC1JV+dc8+VEVjkY/aV6P7RnwKzz5uhb8wR697UuNxTNZhNOSNMAxAqGJmqIBYYIJYELMlOy0kQK4g6WKdvbsTxa+uUQmgK28UFkXfGJceBrJw0KFvwHcCu/in88umjRWmXp/eNSzAQi8cCWsKpLKqya9gJq2tK/sS2rVoMMQFYpcqyyh5H1AITj32BO84yQ2fnQLDCCLtW1S5VxOaOGnz0hm488e+X4j//8mScubXJbCZcMjrZj8Qv3oz5e98JOnvMmT1/tAqxq7+L8OarTQWXkDkq3m7V70pMIbXnt6YxjLlpvySEfL8UMqLCwFrjiypN9DmQSCmwr1wEr4puadD+j5vhb8wR69zQJB8PlH/BHohFxcAH4yORASY6IBbU85z9bM++0UD2ldddsDavvTntK2JjOR1WyLjkLpC18CEfyPryvXvgNQnrwPAshiYS8tVOCGhZyLQj2JQ1CtaJq2tKfpx0r6xWKzOlyvXG1BWzDVoJBgcnX5mxRUDRG7AwwpM3NuC1563Bz/7hXPzmMxfhb67ehCbDtnLRKFJ9tyFxy2VI73vAsT08idUh9oofIrT2QlPFpdTa08NI7f2tw36jtR87Ur13mwYx5paNA/irUsmMCoC12hcTSGK3xUnCpftLc01VXSZdqSMKgI79HHTyITMNGLPvbG1sREGoHVXojHZE3Vkglso4kIJYAkCMBWLxyikBsXYcGEMqTQPXV244dzUqY+FCfR2WIywSDLci8i57H/jOtitAVh4r69l9455rYT22cyRnLCkLpxfgQs6ypNwkYp24tvSJ7F0d1ZCCVXYBK0dAK6pwL38s7QiYkPs7rtiAL950Ek7b3Gg2Dm5vsycOIPGz12P+gfeCzo06BlSQyhWIXncrQh1nmEouMUv13Q2knQxLtk5kSO26H0jOmkYx5ob9HSFkf6lkpnwYWPO7bSbgMLW/1NhXJeSz0sP/iPJABI0V07ZuaEKYEEhBLEEoIfs51rihnBlD/2RCOyCWUt4EINbMXAr7BiYD11dqKyO4/txVkjbX0MaSsrFU9bHEDDDLQJYmK+uTt+/AhIe6QL/pHc4CR3JDNbVPAmQCTA4DW8rv5f+dvKau5MdJQ1UUbXVxrSpzDLAC9EArwXjIZluxBOR39AdvDjTm+s4Wqe0/wNzNlyJ90NnT4EhVK2KvvAWhFceZai5BS22/szh+Guv+xBRSuw1JwJjj9jCA/y6lDJUNAwuJF72dJMrW3GNfLdn0E6Ajt5npwJgtq4iHsW5VXQ57yoqoewEAIOvFdtKyCWIR7sBSB7F6AqiDBQBvv2wDCKEFjrclbSypyDsU9bEYF5wAsgAtIGtwbA5f+dUeT9ohmaZ4uOcYOzP5gBbn9D9tMIR5op3LAFeWVcXC2NRW5YtxssDC4u8O2MLrsA9YUeFF9jOMMaIyToJ2EqExd40e60Pijmsx//DfA/NTav2es2MpGHMNGxC74WcgzZ2mokux7Uf3Id3/tPM+mA1L9ZnTCI05apMA3kGyN9AlYIaB5dCEoQPmsO8PBvtqKUv9/wjQhJkWjNlztjY2KQAPTp1MWHjN6smEgNcg1nKavQHVwdq6qhYXHNdS4NXaY2MpAFlKYYWMC14CWQC+cf8+vHhk2vV2+G3vMQxPqsz92SFsYpaWFrDFwki4IIwzsYSnb6hHJER8MU66VtZw63i57qjeaYG8uhdfVPqaOyYEWTo8Musp49BYmVpyBsnH/w1zP7kC6YEnnXfQWk5A7Lo7QGpXm7ou1S6w/Q5wgXbX/Ua2pXY9AMxPm8Yx5pS9hxCyq9QyVR4MrOQRID1pcdAXWbi9pMwD9lXmwtwe0KNfN9OCMXvO1qamgk4mFOt2TdQ9A2hwAATOa70DsZY/9OwdC2x/eceVG3N0oHKdYMjZWIphhYBmWKEtIIvqAVkcMGs+mcZHb+lxXdD99j/22yA95QNauWW3DWzxQBPhH2X/Zd30kk31/plTO6r5YBW10GhcvM8+aMULEZT1H5qm2BkwHSxjzlp6/4OYu+USJP/0FT39I0X2VWjNBYhddytIVYup7BK2VM/PnPfB7Nr8DFK7HzSNY8wJu4sQ8t1SzFh5MLBs618V0UqGfWURvLJT9IFPL4CPxoxZtAUh9+y+ztPDEowJGiwQK6gnEQLAhce3Yssiw2S5jTXYWNw5kg0kaetjqQBZzPQ1HXkOkPWb7cP434fc0+g8MjaHn/35CL9cltYfFlNLDdhylROVVaazNjX4Zox0tldbB6uE7akRGugoaIUCBh9gdLCMWRzWU0cwf987kfjFm0DH3Zkrw1uvRezq7wHRGlPhJWzp/qdAR1700E9Tvz/Va8IIjdm2QQDvLNXMqQBYHSVfxfMHLQ76IrOvAnCyIRVdSI2CHvqImSKMWbbcEEJIQCwvTiYUvIoq0sztgljCfAOHh6YwMT0fyP5CCPCOKzcJ68s2G8uOPhYgB7IYlwqALMAyK+tTd+7A8wcmXKn/bz28H/PJtBixcEyaSgJsKYBbToBd0TDBqevrfDNGOjtqQIheFVsCrAAFwMoJ0Ip9s9HBMqY3naQXRdovRGr33Tb3/PwBFj7x7Yhe9mUgHDV1XuKW6vmpg36dsz+npHY/CMyZOc6YLe/+JkJIybJMQuL1n4YBlP7OKzVgG2gpoktlYfFz+n7icvqCJI79EHTyN2aqMGbJ2luq0VAXZ/RLe6Lu9kAs/dMEiULonzKIJck3pQg0C+uG81ajvbGC4UhbZGPZ0cdyCcjSDi/McvjnEim85b+ewuD4nKP1fnhkFt968IAgLwI0xFG99ey64f1ByHjT+Tt5bR2qYmHfjI+aijBWN1WqNZH6l0q3FAqxU/02V9R86ztknDtjapYeegGJO1+B+d/8PZCYcAmoIIic/VFEz/8kQEKm0ku+UySR6r3bGZjAjfuTcyaM0Jgd+29CyN2lnEHZLFkHl1n2Thi1FIbmM/aVD9laVKkMFPTAewE6b6YLY5asa0OTsAcSJggBjdMERddKB8RihxSy0+zdF1wdrFgkhHe+dJOgy9CcvsNnY8nCCoFiAVm579AHAg4fm8FbvvaUo0LXH7u1DzOJlDLWIb3R1UME8xKmun/Lj17U3ey7MbIQRggNdpU1wGq5n1JtIfaCOVXj1E1QYEf/BIwZE4MAM0j+4TNI3PZSpI885R5QEY4ievlXEDn1r02d+8RSe38LOj3kkJ/mjpvtCMBmLIj2IoAPlXomZQCWP5RHZQBWObCvnFwsWXnwQridZ7PbQY9+zUwZxixZ16ZGhq6VrFNqnkwoDP8rDRCLOaNwQKzeADOwAOANF61DY3VM7OQqhxWqhOxRCcgEZ4EsB8ILn947hhv/80+OgFg/+N1B3PPUEf6KZxnQUmBqOQ5uqS6QC3+XbGvy35y6skZS59bbMRuw8gS0KujvCx/6zUmExgSW3vtrzP34QiSf+hpAU/Z8ClHoYLQasZd9B+Gt15pK95Gltv/UIT/NvSic1J7fmDBCY7o2D+BGQkjJ/8IjA7Aa/DGT6DKwSoF95WLooO+MgPb/CzB/yEwdxrSte2MT+McYi0TdHQCxBIOUyAZvEUGsIJ9ECABV8TDefsV6cZsqi7wD2vpYTgBZVPJCnfBCzquefHEUr/js49g/NGO5rh96YQj/eEvvUqZIzp8iEKJyupzsIdlpgi5YU00UJ6+r89346OyohjZYJQSsJCwrN0GrrHGc6XNkMamdRsjdWH63mTiIxD1vQeKXbwWddHdPSqrbELvudoTWXmQq3lcu/jRSu3/trd9oxUwYoTF9+ygh5HE/ZLRMGFiDzk0SARBWz3exi8q+yuQhPQm6/11m6jCmbV2bmpadGy4IoXkyIQu0YN0oAZeWQCwqcMgYr3YbxNqxfwxpSgPdb95++UbUVkWZIX4FTrDVsEI3gayCd0iAGw6oIAOzeg9P4qrPPIY7/tivXcc//v0hvPXrT2NuPs0BLBQBLQ3ARP6Q4il4DoBdF3Y1I0SI/+bUlTWW654NWFHrgKFl0Gr5Ai/EeofRwTKWsdQcUn/6T8zdfBHS++53wafI7YGkuQuxG36OUMvxpu791lV23APMTzuQkvtEhtSu+0yDGVO1XwH4d79ktkwALJ2NtcObyVJjX/nYJ6Xj94IOf9dMIca0bPO6BkQioRwAhwfe6J1MyGPeUPmYU9XX4iXgMog1NZvE/iNTge439dVRvOPKjVntowpk5TrqpQdkcV7KAQ+EIYaLH0em5vE3//ssXvsfT+LRvmPSuu07PImbvvkMPvD9F5BYOnUQYlBk8WI+oKUNaimvgTaQKkWg6/LjV/hybGxpr0aYEG2wyhHAKl9zTKcpsz4w+09efnYYBpYxLIQLJm6+GMk/fg5Izrj+vtCaCxB/1Z0gNStN5fvQkvnhgyWsgZza/RCQSphGMyazIwDeRgjxDYoQke3x/bH6jCoO+iKHDpaUlRD7Kvv2gx8Cqb0UiK0x04kxJYtFw9i4uh479o4sAzj5rAcKgFAAZCF8pPDLpf+wvsr0VpqXVuF9NHdskaznQAFKOO9gvJwChNBcXgrNRzZ4+V4sK2HgGovv6tk7ivXtNSXTjlOzSSRTC7kdn54HpRSJ+TRmEilMzSYxn0pjfDqJVCqNiZlkznfJdBrjU/NIpoEtK2vwly/brPTOd1y1Cd/59R6MTCaynGcU9p+C+luev0h2lQMMlJQwPxZMkpQUfE+y78j8HxGsZTR/eqXs+ZZxmWR9mQPTZd37255h/LZnGJvbq3HxcStw8vp6tNXHEYuEMDyRQO/hCTy8fRhP7BpdYPgRGz/WZOWfMNYNqpOWxjbAqUU+Fgnh8hP8CWBVRENY31KJ3UemGdVGnd8PWWGDMgB9otmMfYcNgBVko6MvIvnox5He/6BaF3aAfRXe9npEL/xXIBQxDeDHPjM1iPT+3zvng7ltiSmk9j2G8MYLTeMZ46IoAN5ICBnwU6ZlM2iDD6YTID3jj9ouGfaVRfDKC0uNg+77S5At98AHB2AaKxHr2tS0DGAVAD0FCMSSBoocDMoFnXwFYi2+iwdiffnW7bj70QNK00X+VJGmwMQ0++TQydkUUuk8iJBSjC3en0xRTC2KJ88m0phLptjzEw+j4YEii5e71tQpA1i1lRG86+rN+Mwt2xkONWHnYQmIKgSyckhaIiCLCCZwVSBr6QsJmEW4F7iXZWDWrv4p7BpQYPDlAxPE5vonAbUcc0IdWHou6m5GbYV/ndTOjhq8yGNp2t07WA1fdgC0ygmlNgBWMC05jeRTX0fqqa8usVPc3w4TRM54PyJnfsDUv48t1fuzXFF/H5xAn955rwGwjInsU4SQ+/2WadnuqvTVR9MzWAAPZYO+FITbfW4us6+W/LeJB4Hh74I0v81MK8aUrHtjE372wO68zsRiYeV9F2AQq2fvCHr2jkqGJsnHLnK/I6LhzWBYEs74J4yG4gA9hNLFdNhAzK7Dk5hPphGNhJT6ztsv34Bv3/ciBkZmGXUHMRsLuW1WADQR5gMCNlb2RCgBsrJfZAnIAmSsrNx/8plZyoCPHUBLtKYQKsiKAmPL6fWaAC8/tc3Xc2rXymr88mmn9i7UWjqcTQWx1G6FIbWHj81gfCaJukrDhgmGUaR23I7UHz4NOjXo0Z6fAOEYopd+EeEt15om8LmlXrjdgXXC2x/nUzvvQ/SKTwEkZBrQWL49AuCTfsy4rDfHS389mvZRdfuYfeUxAEcP/h2Q2GumFmNK1rmxqbCPcvWwBP68wsmEhc/ytKpowTUic+goZ7DZ0cRafBdfE0stXaKj68UpB+GdnMd0VPnpEwouiyOZTOPFAXVmRUUsjHe/fItYaF92WiEtPK2QcKpXTR8rrw64Iuz8PPCSk2plce/liL8rnGbIz5MFvSNZ2bhC3qw/Rl06YNFwCFee2OLvObWjxvq6n9+u1GJbFrQfZx6T6cxxtN0oBXYZHaxAGB18GvN3XIPkg+8tAK8cDx3MnjMrVyB23W0GvCqHPjS8E+nB7fbWqSL4XXRqCOn+Z0wDGsu3IwBeTwhJ+THzIZvfF9/SUwqD3rCvXJ/YtcpM5AmkxpHe82aAzpspxpjUtm1p4jtSAnAlWCAW5covKYFYWACOCCNdnXLkpiEDcyjXOSVYYGOxbMfBCa3+88ZL1mPrqloxCCNzxBmAoLbQu1DsnfLrIedWagHMUjydj/Fekn+TZfFuBvBhd/GU6rPnXiTCPzD/WHb58StQ73NWT+fKGhvtZqONCtrDJmgFcV/caQCs8t6bzhxF8uEPInHnNUgPPuXphpg0bkXshp8h1HaqaYgysOQLtzng1xVHGiW105xGaCy3SwB4EyHkkF8LUH4AVsmCReXLvnKtyqceB+3/JIwZk1lzQyVaGiuEp/LxwBU/gliEy16iQtCHC2JJT1ekeXkQ1wvyARVG2kQJPMsrE2tWYzjNvQfGtfpPJEzwkdd0LznMQlaU8mmFFoAsQM7KogonF4rqnptnBXRAAcwiItaLlbXHaVCLB5xIDyJk38ACu153tv9PF9vUVs0Owy1gV1F7dZ93gQsOWgWtJGGFfYcmYKwMLZ1E6rlvIfHj85HqvRmgabXlxqH9eGjtRYhdfxdI3VrTFuVgNI1Uz1321hs375ehFX2/Mm1oLNs+Sgj5tZ8LIAOoSl9FWxpCWArsKxfBq5JsE832EBEFBr6woIllzJjEujY18cEHSyCWAFChiv3eJRALgADEAoRsLBaIxXufEyCWoCzqIYVZ6SuwsXQBLAC4/NR2nHdcy7ITrQIkSUEhXSDLxfBCWyGG6mBWbh4YaJAdQCu/PE6EH+qALQp/rbVxXHL8Ct/Pp9EwwaaWSmfqWZFl5RVolRm/W9prsKWjBsbKy9IHHkLi1suRfPTjQMJ7gDJyyl8h9vLvg8TrTGOUS5/a/yjoRL9Nv7F4LjUd2QM6vNs0pDEA+BmAz/u9EDKOe+kzsLJDzIywuhw4cpt9pQteyZcN0L1vA+l+Eoi0wJgxnnVubMLvnjwEApJ3wuAycFMgGp0lnJ4rzp7zD6GwO8nu9tx3sNNTEnYHP02CLHF3pmg4RwydUhDCELfmCdMDyEUHyVK2KNj1wpwsGCL1JCubBXUE6Au8A+g7OG6pD33sxuPwso/9ZukUxaW+xJu+Ml8qCb0vJ0LyHueKvXPrIe9eyj650ZLoe36nkIm/s+Z9wruT5t1KhM/qrVWCxYd45zi85uyViITK4wTdzpU16NU9qY+KLxJb+xlqYw+0APhuXVmDa07vwDVndGDrSgNelZPR4R4k//AvSB/4jVL3cZx9FYohetHnEO56tWmMMrPk9jttplB8IkNq532INL/LNCYA0DTo1FHQsYOg4/2gkwMglY0IH3ctQMLlXPKdAN5MCPE9AuJ/AEuYRYc3kaXGvgoKADc/ALr3JpDNd8EPpEBjxbGuTU1LnYoPYkF4+l9JgliSNO2AWCAkN+959cGvu+V0CbJPF1x2FJmnFAoAueV0GAAO0QNtDh6ZwtRsEtUVejpE29bW4zUXrMWPH96X1ZcWUqVUMP1QCuGpjJ4BWVk3cEAkmvt/DoBZgHOAVkFncmYplzGHHAK4CAFed87K8plTV9Xgrv/f3nnHyVEcf/up2XB30t1JOuUAEpJQQAKJnERGJAMmJxOMbQzYxhiMeY3BROcf2NgGYzA5Bxtscs45Z1BEOccLurS7/f4xJ13a3dswuzuhns/npAuzszPVNdXd362ufj+XPtxk3nQFFq0iIYvdJ/Tn4O0Gc8DUwQzuU4bis7low3Li7/2J+IyHwJSmHrH0GkTkoJuxhmyvDeI3WjcQn/l0ceZpBZzXxWc9S3iXswPTZmb9YhK1SzB1SzC1SzDrF2NqF9vf1y+DeGu3gUb5ZjsjfUb41SqNwPEist4PN+N9AWvjtqBaiD2dkQpyz44Xbk/3XrXPwNLfI0N/pZ2pkpSJo/tnINykEYnoImIlV266v8brIhbSPZPKdBdbup+7/YfOWVQZ2NokzwIS01G/yD0bK2EMsxbXMXVMv6z96KLjt+KZ95eypr6l03tJ23uZdCJSKuGua8wrmJDV4YAesrI2HZmrmAWZZWf18OdkS1F7zNLKSBnJpq/LsnNMIXjtvdUAxgzu7ZuYOr7j8jqTmVMURLDKarxgqIiEmDaxP4fuMJQDtx1MtccL6ispiDUS/+xWYh/9rW2pYOaxy8nsKxmwFdGDb0OqRmib+JD4rGegtSH/OViJSSz9BFO/Aqkc5PEWMZj6FbYgtVGcql1qZ1Nt/LlxbfaCyO7n+lm8AjhDRD7yy834OANLSv184arsKx9ka5klV0GvqUifQ7RHVboxZmQfouEQLbF4WwRoE3VSCTpJf9VBxEqRcZS0UIsbRSyyu/7kIlYSe6UQsRxdUkjHbCxJ03SpxZoZC2tzErD6VUb55fFbceHNHycVaYoqZCUViSQjzainrKxO79fpJRmKWSmvIcvsrDTX1fEFGYlaxer6UwheP9zXXwWbx2/cmTNF42VkapPjQVmNWQw1lVH2nTyQw3Ycyl6TBhANWyg+xSRIzH2C2NtXYeoW9eyNJg/X6oHQmG8R2fdaiPTSdvEpsS/+4495mkkQn/084aknudvg8RZM3TLMugWY+uVtYtVCEht/Xr8YWjc4+pbh7U4jMu1nfnbja0TkHj/dkA8ErFCSh168FVQKSo6jeRdlX7Ufn8B8czoy8Q0oG6u9qtI5EoQsxozsy1ezV3eYr3cQdTIUgnIWsTqIEK4QsboJPj2JWCAiyeerTtTFShYK0tRkas/G6mlJYfJ7y7UOFsAJe43kkTcW8dZXq1KKZj3Wx3JCyEpy+0lVI6ezsrq+ebZiVsrrzbA/6HEVoUnRjUj6vqWA4taYwb3Za6sBvoqpIwdUUB6xaG7NcFlWNvWo8h5rGTYf0IvpUwZxwJRB7Dqhv29qjympSSx6hdhbV2JWf1XAiX5mY+vwTj8nvMPP0NIW/sXULyex4M3iz8EK9fzMegZKKWDFW2wRqm4Zpm45pm5pWwZVWy2q2iWYxjXFnTtscxyR6Zf72Y2fA37pt5vqScByv3QjLuw4XJN9JV5pxSyC3zoSs4/CmvA6hHSHF6UzE8bU2AJWp6fAYJIWSE8nLqX6Xc81pTY+ed4TsdhU3D2pQJ1lXazOWkIHAaWgBd7bRZqvF+QuYInAb07bhgMvfplYPJHy/TrVx0oZ9vMXsjY2ecp7LkBWVqfTZStmpb2WHAStFIdJiheaVP1hJn1hjkOKs6aPcuVwJK+BvSWMG9qbz5I9S1mKTc6MMA3jhtpF2KdPHcQ2I/topxcUIWHdbGLv/R+JOY9l99AWYulgpJLIfn8hNFpXA/id+Ff/teuq+WSVTHz+W9BcD2UF2MAi1mRnS3XMnKpfgWlY0SGTahGYhHv6uHEHET3wd/hYhJ4JHCciMb/dWE8CVoP7b8HKbvSpS/XyvofSZF91oGmGXdR9zIPoJ19KRzYVcu+ihXTPpupJCEpV1L0HEahQIhZkJcD1LGKR9rwZ71CYyjZt3zqxpDC7Au/tv/x6QX51KseNqOKMg0dzw+OzU+pFG39ZaCGr43cZCVkprzXJa/IWs3Lod7MVtFL1G5Jxr0N6cavDK3Powwf3KeOYXYb6M6YOr+Kz+dmIwcbR8VEkBLuO689B2w3mwKmDGdqvXDu6AGGa1hD/4C/Ev7wDEqWfg0nfMUQPvhnpN04bJwDEv3wkj3mdC+cn8Rbic18mNPHQzI5PxDAbVttf9Stg0/fL7V38ape1iVPLINbsqbYNjdmP6LevA8u3NRJrgaNEZJ0fb877Apa4cTDj4ewr4+zlFmxQs+5RWPoHZOhF2sMqm5i4aSfC7sJK6p0J3Sti2T9m9l5dH1KRdCJWBveQV3H3djEguYiVQsjpYUlhNtlYq9Y3sbq2mf7Vue86dsHRE3nh42XMXFSXgThUACFrky3aT5ZZnawUfYBDYlbHpursdBn2f2nFqCyUqhyWC0qGF5ZNX/eTg7egPOLPrbfHDe1d5AGDoTwaYo8J/Zk+ZRAHbTuEAdVR7dyCRmsD8U9vJPbJDe0FtE2WT7TD2Vd2vas/Q6RS2ycAJFZ+RWJlDktVXZ74EJ/5FNbwbe2MqA2rbVGqfgVmwxrMhlX2941roGF10ZfzFQtr5G5Ej/iHn8WrBHCSiHzh1xvsqeXq3O+FfTIXjoqSfVVA8cqNFDv7quOfllwBZSORmpNQFIAJY/onFYPaBQZviVjtr89SxNqofYjpJK1kJWKlK+4OPdTF6nzu7ksK28/vaDZWl7AzY2Etu00amLM/RSMW1561PYdf9qq9lDBVQfJuQpZsaprUXVMGQlY3e7efLPPlhUlslLar6lnM6vb+nb7JMjsrVayXnjqCPPr7DC4p0558cJ8yTt7DvzsXjR9WlVnnnfN4xn5h/8oo+0weyPSpg9hv60H0KguhBFE1aCU+4wHi71+N2bDCHdckIcI7nEt4x/PRrP/gEP/iP3nMWdzrJ/GvnyD+9ROBbVdr2LaUHfUvCJf5+TYvFBFfN3JPAla96+8g1NcBocUjuC37KlvxqgAGMfPOhMhwpGov7W0V+laXMXhAb5avakBFLFLvUJiViEX+dbHavs16SWG22VhdfpyxKD8BC2DrUX0565CxXPfozOTZZyltSlGErI7fmR7rTmWzxLDDQTmLWR2+yVfQSnlPOfQ9mfaNGZzqp4eM8W32FcCE4ZU4u41bu0+NG1bJ9CmDmT5lEDuO7ee7GmJKNm6RIPHNE8Te+R2mdn6Gz2zhs6+kvB+R6ddjbaZjzGD5Y5z4V//L8cUBS2TwENbgSUSPuwOivf18m3eIyDV+b0vvC1gStZcRGofX3rot+ypQAlwWx5sWzNwTkfGvQPmWGp0VJoyuaROwgpiJlVpc6SZiQdbF3bs9loVeUtjF/l1/31M21ow862Bt5LyjJvDch8vadzaUTAWhXIQs0m9OksHywtTvlWtWVmfhoVuBuTSncEzQStcnZCRsOT+5GNG/gu/4OPsKYHhNBVXlYeoac60/1O43kZCwy/gBHDh1EAdMHcyI/hXaYalSQGL+88Te+0PqnQVLNP61BkwictDNSPXm2kwBIz7vNbvmU6nnOIpzz/OgiUSPvwsp8/UGYK8CZwahPb0vYIGdhRVbrkEi1aTEgUBa9MLt2RBbTWL2EVgTXoVwf43SAWfC2BpeeWdhWjGIXOpKuUrEInnm0qaspTx3KITs6mJB4ZcU5pCNNWNhrSM+FY1YXHv29nz78ldoaU10aSdwVsjqcIBkuEwur6ysFP1GJmLWpm8zy87q9EqT5Fy5iFo99S+SS2eU2ftfcsx4omHL3yMKgXFDK/lg7rrsGqPtv+peEfbdeiAHTR3M3lsPpLoijKIAJBa+SOzdP2JWfZb7WDeDeJBL9lVo3NFE9v4ThHXTgKBhmtYT/+Lf+c3BFFdhDdqK6An3IBX9/HybXwNHiEhzENrUHwKW1Q9Y7mD0yuV4zb5ytgfJ8vim2SRmH4M17kmw9FPdIDNxTP8k4gzdfrdJzOnhuM6/K4SIlUQA6SqOdPi22w6FKTKm8tqhMNu6WF3sk9qWmSwp7HCjWbxHsmysGQtrU66uzJbJo/pw8YmTuOzOz7qZKnshq80DMxWysl5e2PFdkpwuxXV1+kOGmwN2Fy0k7WskXbhPmaWVx8Qgp4SsnjugHcb047DthwQipo4bnkrAMknNNaJ/BXtPHsj0KYPYe9IAIj4X+ZTsSCx7l/i7vyex9J0cn1/J/XnviVAZkWlXEJp0ijaUJ5wphmlpgHgztDRgWuqhpd7+XesG++fmOkzrBmhpsI9prrX/1vY701xr/9/a2MOGATqv8yIBEa9WA4eLyNqgtKv3i7gDhKo1qKSbeOR5z67OvupI/ZuY2UcjWz4CUoYSTCZ024kwdY2k1CKWSZ3hlI+I1SZESNe5epprTLVDYeFErB7uI6O6WJDxkkI2Ck8Z2B96zsaiXciqb2xlyeoNDB/QyxHfOv2AMbz55SqeeX9pEvGo2w9J/t75RjIWsrKtkwVps7I2uWPSsJ3iD/lmZ6V5Xc9ZWl1+yDVTy4k+X8AS4aoTJgamZtP4YR3qYKWw17hhlRy2w1CmTx3E1pv30XpWSvdHbe0MYu//mcTcx4r3nlkcIJXDiRx4I9bgbbWxshGQNoo+rY0Qb7HN2lwHJgEmDi1tuRDxFlskAlsoSsTsn+Mt9jGJmC0mmQQ012LirdC6AWJNEG8m0bIBEq3QVAsmbr9HJp1S0eZ1GvTcRkDEqyZs8WpWkNrWJ0sIB5SwR84yaBVMUMtRvHLlKCf3403tC/DND5HRtwH6qW8QGTmiD+VlYZqaYxkJREUVsTqcs6QiFvnuUEgPdbGSnDDVkkK6LgPsYqtUITZVNlbbrze+9OsF6x0TsETg6jO25fNv1rF4dWPyOJSHkNVRp0oZ7DrucpSRmGWSCj7FEbO6BuguL8hQ0ErqY8k6CycytjK4neOnDWfKqD6BiakTh1d1M3VFNMS0if05YKpdhH1QH/3QSEnxyKyfS+z9P5GY/Vh2A7wiFm4PbXEQ4X3/4s/6OK0biM9+ArN2jh3sOwpJsQ0Qb20TndZvEqU2ik4m1mwLSGBnMCVigLGFpmTtkcscxGR5iCmwcKTZV74gIOKVAX4gIm8GrX17ErBWeeIuIiM0CBUoUBc9+ypvmwpmzQMQqkZG/l0jeAAJWcKWW/Tjs69XJlM8UnlNsESsTufIsLh7skc827pYPdxT92ysNPW+IKNsrK8X1LLfdkMd86++lVGu+8mOHPub14jFTeoY1pOQlUIskoyErI1tDj0KWd3ao/ubSxdzpru+tPeT0VwijaCV5vWS9cSmMOLW4D5lXHrshEDF1PHDqxCgf1WU/afYBdj3mjSAimgIRUn5pNctJP7RX4nPfLBN+HDjLDdMeNeLCU85A79m0MTe/SuxD/7hznlO3uKVW+Z1mn3lqsc6GOIVwMUick8Q2zitgCUi64wxDYCr95uU8PASakkezr7ysQBnVv4Lwv2Q4VdqJA8gE8bUdBaweiiObj9FXZbVdRIKCitidRIP0hZDz0DEShaWstmhMOl9gONLClOIPE5nY81YuN5x/9phXA2Xfmcyl97xaeoCWz0JWSl/nUTIStvV5JKVRY/1sja6TfKuLo1qlY+gtelHyfgcmd5uRrMg6fmXfzhlEn16RQIVTwf1KeOxi3dj6hZ9sHRtoNLTE12/iPinNxL/6q5NS8qcGZ86m30llUOJTL8Ba+iO/p7Mj9oXPr4ZYi0OzxEcyL4q5hysiHMQX8+73O7vwRGvbhSR3we2nTM4Zqnr7yKyWfGDSgCCluuzr3pIIzZL/4RZdrVG8wAycUxNmhGtSelD0kkMSCUSdD2n6ex9ySbKGZxTkpwz0+uXTa9P836mqyLR9RwmswCQ6jk1psN1dH3fnu6p+30JKU5k0sQDY7q9z8wFtQXxsdMPHMN39h2FGJPcrt3uv9sPKY7p/EvZKC2aDGdlxmQWS03Xtun+BtLRt0y6azCpDzA9vTaD8228pyzPIz189XgbG32q7euInYZy4NTBgYyp243uq+KVkv6prZ1P7JXzabl/d+Kf35K7eFWMyc/m+xA97lnfi1cA1vCdiR7zH2SAk5mjxak/6OrsK+OgLRRnfH3YVKIn3hcE8epR4MeBbusMjlni+rsIb1aiNy5g0Cpx9pXJ+XpcNqBadAlm2TUa1QPG+NE1aQSn7mJJ5yfKmyJW++t7FppSTdylTTBJLayYtDrMRqEh9cZumYhY7e8hqYQsk7mQNXtJHbF4oiB+duVpU9h+XI0tiBRMyLL/sFHIkoxEHNNBeMmwP8hVzOpR0Erzp6z6lWSilkkuOmXRe2b6NbC6jKtO3EqDq6J0fTJr5xF75TxaHtyD+Iz77ULbjo9/Hcq+khDhHS8k+q07kfKa4Ez2Bk+l7MSniOx1OUQrXST+uHQOVtJ5nZKTj2+2E2XH3Y2U+74+5avA8SISD3R7Z3CM+wWsyPASBN4CLh30HO7Lvup06KKLMUt+jxIcxo/pjyWkzTjyv4hlshOxOpwnfTaWyeB+0mRjpcvSIfm9CVm0RZf3ao0l+GZpYfYjiUYs/nXeLgzrX9EuiBRYyNpY9D37rKzCiFk9C1o9KEx5CFApT+CAuNVpoCTC334whf5VUQ2uirLxyatbQOy1C2l5cE/iMx5IXufKRasVpHIo0cMfJLzDuSAB3OTHChOa+n3KTnmJ0JbfcnbMX2i9R7OvlDSERu9N2XF3Qlml32/1C+AIEWkKepv7JANrRFE6v+KNCrLsREqafeWN4G0WX6EiVoCorowybHBV2+TahSKWSX/OnEUs0/WpLJSI1eV+0pw/vyWFzmRjfb1gfcF8bUCfMm4+fxcqy8Od2i9jIctARtlKSf6QXVZWR3vlIGaZ1G/SbVleVhlaGWRp5dyvpxO3UghcSd7vp4eOYa9JAzSwKgodhKsHphH/6u4iFGjPP/vKGnUA0WOfwxq2S+DbTyqHEDnkn0QPuxWpGl5C8Sef490w99BEBjcQ2nI60aNugnC53291MXCIiKzVVveLgGX1gnCOu0y5LfsqUAKcU8dLRsebxVdglv5Jn/qAMH5MTbt3uE3EguxErB6vP3ldrE7nTbXkD4fqYuW8pDDLbKxs2qONGQtrC+prk7foy80X7EI0YnWLTD0KWZ3uOQNRJ8UfssvK2mizDK4t2TWY1GpP0jpTWQtaGYpaefeXaRSsNtvsOq6G8w/fUgOqEnjMujnEXjrHrnGViXBV5MLtyWe3ZUT2+A3Rg29FyvtpI3acOo2eTtmpLxHe4UdghTO0aQmyr1w/BwnAvM6lhLY6gugRN0DI99nR67HFqwXa6m3xK4NjlnjiTsomBiyouDT7yuU2NYsuxSz5nT75AWDCmP6dPdXLIlaP15/8vHkXd8+4LlYeSwqzzcYi+2ysmQXMwNrIblsN5Jozt09a6Dp7ISupobtrLkn+kH1WFt2zkjLtSwomaCU7yGR+mCPiFgzuW871Z04lZOkyESW4mHWzaH3px7Q8tDfxWf8B487SK902QO07lrKjHyc0+XR0qVcKwhWEd7+IshOfwBqyXf5GL8rx4tz5852DKaVz3W2/Q/TQP7eLr/6lAThYRD7VVm/HRwLWpCL1jm7IvspRvPLCiCPr4yXr85vFV2IW/AL9WMTfTBhT091TfCFimR5Ej+7fFr4uVodfpDt/AbKxMhGyvl5QWxSf+/ZuI7jyu9uktMFGIUtMDwpLUiErl6ysHMQschCzul1m5oJW0hpaWYlaGS7TzFLgKo+GuPWc7Rnct1yDqRJIzKrPaH3hLFr+vQ+JWY9kJ1wVWajo+vLQhOMpO+YppL9uvJDRrGLAVkSPe4TIPr+BsqrMRJsCDaFNJvMf18xBHD5eyYjwLmcTOeC3Qahl1wIcIyJvaat38YEMjlnsieAbnZj9hkZBC0Juy77K26a5d2Rm+d8htgrZ4iaQiEYCHzJhbH/bx6SzxxhjQJIMxKTTN0leazBGkqcRJfu92agcyKY/mU7nTP1em4SmtuuUrnqGmOSDyTT30H6OFNe78QIlxbMtbTbo+MJk1420X2xSW4GIdA8Bm16T7t46HbjpR5Fk4aT9PheuaGBDc4xeZYX/pO7U6aNZtqaJ6/47I22Ykjahx/5cRHqOkZLk3lMe1/2PmzzJZFN/tsvBmYZck/RmU15kKlfMPOyb3PqJFC+zRLj+h1OZukVfDaRK4Egse5f4J9eTWPA8PW6W4TYilUT2+j2hLY/Shsx6SG0RmnIa1thDiL3+W+Jf/aeocxDXH+/A3EPJf94X2etCwrucHYSbjQMnisjT2u5JxmkZHDMPaHb9nRQjA8vL2VeardX9z6vvw8w+ARKNGgl8yObDqqnsHU2STUVJMrE6aRAZvNemWXy35YA4V9w95XsWckkhDmZjZVbkPZEwzFpUVzTfu/D4rTj3qPEprru7P+a+vDCbJYbtf9yU/ZRzZlYe2VlJlxymLwyfdvlhj9dvyDYV65LjJnDQdkM0iCrBwSRIzHuSlv8eQutjR5BY8FzuA8cSZV9Zg6ZSdtyzKl7lO9PpPZDIgdcSPfJupM/I5O3hh+yrEs9BlGwVizDRb10dFPHKAGeKyMPa8CncocdAJhIDZrv+Tsq2ys4tNAilv0W3ZV9lu3Qw09Oue4LEzMMgvl6jgd8GYQJbjuqb1H8KJ2KZNIJMF881yYWY5OclxevzLO6e7ll0ckmh07WxclhWOGP+uqL638+P3YqfHDGOTks3nRSyeqqV1ZPt8xKzOvi7yTFDo5uG1LMiJeQgbJnsLuasg0Zz5kGjNYAqwSDRSnzWQ7T8Zx9an/s+ZuXH3hsvS4jwtj8meuR/keqR2qZOTRBH7mUXeZ92EYTLHJ5k9HCIZl8pHYlUED3qJkKTjw7KHf9CRG7Rhk8TnzI87ivX30moH4SHFbKHdEEgLVLhdj+QzU3VvU7iq+nQskQjgs+YMLY/qYQaR0SslDv7JTtn+wvS1sXKVsTKu7i7w3WxipGNBWmLvCc738yFtUX3vwuPn8TPjp7Y+RozFLJ6rJPV7bbzy8rKvWbWRv90WNAymatRQh7iVofTfn/6Fvz6+IkaOBX/09pA/LMbabl/Z2Iv/xSzdqaLxmpZLPutHkn0iIcJ7/IrsLQchPNzqwjhHX5E2SnPY43ap8BzHIfmYKWeU/h2YlUapLwPZcfdRWjMvkG55ctF5Bpt+fT4R8ACKJ9aoCBUQPHKjQQk+6oTGz4l8cVu0PChRgUfMX5TIfcCiVip/DmDczomYkGexd27n5uezt3h/N2WFCa9/h5ELEezsZIvK/x6QWmyLM8/ZiIXHj+pQ5mrzIQsaLv+vLKyshWz2g9IKmYVU9Dqeq05CFsbfbynL4BT9xnJFSdO0qCp+BrTtIbYB1fTcv+OxN6+HNOwNPXYyuWTdmvMoUSPeRpryA7asIUWEfqMJHrEHUQPvxWpGl7YaYdra2Vp9lXR/a5yMNGTHsAaEZhn/M8icoW2fAbxP8PjPCFgSa9dPDiayPjuChKo81466Gmbdjm+dRmJr6Zj1j6ukcEn2BlY6UUUV4tYWe1QCIWri4VDSwp7EG4cycbqfq9iYMaC0i0T/skR47nmrO0Jh6zU9nA6KyubJYaZilnkkp210be6CFr5THazErZ6frNT9xnJ707ZOmUtfUXxOqZ+EbG3fk3LfTsQ//AaTNNal47VMsi+Kqsmsv/1RA64ESmr1sYt5qRx9P6UffdFwrucB6FIjm3soE8Ub4ZZuDmIktzi/cdSdsojWAMnBOWW/wVcoC3v4BNpjJkKfOT6u2l4ETP/AIcDqRuWDna4DrcJWG7Lvsp16Uqntwghm1+NDD5bI4THaWyKsd3Bt5FIJNmmLdmHzclmsJLE97q9VlK7Z6pZsbS/IPkHfJLG7TvvCGdSnDf1o5P83CaNfTK7ny72SHf9PT3OyXYqTNcmPb0X8OGth1NTXVYyf3zj8xWc8ed3qG9sTR9jM+h20u5e2GP4liyPT32AcWyeIQ6cI7t7EoHzvj2O848Yr8FS8SVmzRfEP/0n8Tn/g0Rr5g9HSbJgeh7fWZvtTXjfvyC9Bmnjltq3Vn1N64sXk1j8Xl5+YfLxC7dlX6l45QjW8O2IHnMrUt43KLd8K/ADEVEPytRHMjxuBpBw/d1U7AiEfBhUfCJeubIHTva7OGb+eZgFF4CJa5TwMBXlYTYbUpW80UuZibXp2AwysVI9rDnvUJj63BnXxTLpl/PlX+CdnrOxclhWWMosLIDdJw/iwV/vwaA+5WkCUg5ZWSbDWULSgumZHJ/6gJTZWVn3DwbHM7XS3FPYsrj6e1NVvFJ8qCwkSCx4jtYnj6Pl4f2Jz/p3D+KVBwiVE552FZFD71bxyi0zkwETiB73byIH/gXp1T//OUKhxat852BKcR71cQdSdsK9QRKvbgfOUPEqOzISsESkEZjv/rupgnKHali4KvuKANTWyuR4KapNzbLrMDOPgNhajRQeZsLY/hnXZPKWiAU5FXd3Yklhj/fkUIH3dLWxOtkvMyFrxoLakvvj5C368sTv92X7Lfv3KA6R5va6+m27kJWPmJXfUkNnBa0O5zXOCltVFWFuP29Hjt9jMw2Qin+IbSD+1R20/HsPWp89lcSS13KboLss+0oGbE30mKcIbf09FRNchxDa6mii332F0Lang4QcdB2H21rnaa4nvP3pRI+4AcLlQbnlB7EzrxLa+tlhZXGsNwq5V+zqs6CSYwD3+tJBl2DWP0fii91hw+caLTzKpjpYhRKxOglIbYvn8hCxpNt5exJ6sizunupeOvzYeZdCilDgPfPaWOmLvKfPPJu5cL0rfHJwv3IeumxPzj58XMY7BGaelUXmWVld3iLFL1Ifn4Oglb+o1dFnUghbac675bBK/vfraey9tWZxKP7ANK4g9uHVtNy3A7E3folZP9cfYzUrTGjbHxM96jGk3zhtaDfPVMqqiex9BdETHsYaNMlHYpEKpsUxc4jI9CuI7H8ZiBWUu/438B0R0aU+uXQPWRz7mSeeAScKubsm+yrHpYO+GJFl2YkUsvNrnkvii70wax7WiOFBJoytSSPEOCBidfuxBxErVZH0Dn9wdofCFC9KVeQ76yWFOJCN1eX+Ut5jfssKS72EsCPhkHDRSZP52zk70qss3MO9d/ljFllZBRWzuh5iMjsobZZWXv1dR8Gv+9dRu47gicv3ZNzwKg2MiveHSSs/pvWlH7UXZm/OJVs8zwl6gbKvpGYC0aMeJ7zzr8CKaGN7ZVI5ZFuiJz5GZO/LIdI7D9fR7KvAEOlF9Kh/Et7utCDd9UPAiSISUwfIjYwjhDHmSMD9M/jWRZhZoxwIQh4WsPyQfZVtZeCidE4WMux8ZMQVWadJK6Vj8bI69j3u3s6+lGFR8awKu3f7UdJo4ZKi4Hvnb7Iv7t79ejufI4vi7klDUI4F3judS3oMMYUq8l5ZEeGzu4503W5zXy9Yz3n/eJ8v5q3PspeWrHvzrIu/99RGjs6PJa9uIBUV0RBXnDyZk/YeqQFR8TYmQWLh88S/uIXE4lfzHOfkuXTQsbFXh+uwwoSmnEl4hwsgFNX29rKr1i6i9flfkZj3cno3cFvh9vaOsrDvoSC9BxI95hasIdsE6bYfAk5S8SpP38n42TRmKLDEE0FzzjbQ/GUegS5A4lWPr/HhzoN5+oT0mY6MvQ3C/TWCeCEeGNjp0NuprWvuQRzxkYiV1y6Fqe/H9HTtm/4sPYS17HYPTP1ekj5UJrmnN288lGEDernOT2Nxw7+emMn/PfAVsXgih966SGJWOp9zdNSR/AXZznV23LKGa86YyughlRoMFe/SWkd8xv3Ev7gZU7fAobGOu2pfSd+xhPe9FmvQttrePiIx93lan/8Vpn5Zcldw5Zg/245Uybpn7zeKsmNvR/qNCtJtP4i9bFDFqzzJeAmhiCzFC4XcASoPckSoCETQ8rp4VQqTrX+OxGc7Qd0bGkG80EkKTNiipruTlXo5IT3t5leA4u7gwJLCDufPpcB7trWx0saRbJYV2if5ev56V/ppOCScffh4Hr5iT8YMq0zuVw4uMdzYnp2XGeaw1NCk/WXPAbpkEQAAY3tJREFUrzXZvZl0XYJI8tpaFZEQvzpuK/5zye4qXineHaLVzSf2zmU037s9sbcv9a54lfZSLELb/JDoMc+oeOXHiebo/Yme+iyhycfTraCA25b25bIKR8neJ0buTtmp/wuaePUAKl45RlbroC6//PJdgUluvykRgfV35/rqAo5EsrwGty0dLE1ruqAzS3IN8TrMqnvAJJDqadrZuZwvZ67isy9XJM9iyiATqz2RJ7fMJdn4b7ZL79qypSTtY5FuuZ10+rMkOTeZnLv76TJ4757vTcjkGlI1RvLY39OKuwkj+7LjxAGu9dUhNRUcv7c9qPtkzlriiUTqm3YwK0u6fKVtu5zCthPLFjO7h0N2GMZt5+/MflMH2+MBRfESJkFi6WvE3vstsTcvwix/HxItxR1bFWX8K0jV5kQOvJnQVieDFda29ykSLic05gCszXcnsfRDaFyTfTqtW+Yd+cwpFMJTTiB6+N+RSK8g3fb9wCkqXjnoR1ke/w5wnOvvqtc0kN5gGvIXKkolnLhyUFXs48UFNk23Dj+OWfxbqH8bGXMbRAZqRHEp49t2IhQDplNKk2z6r7Njdf+9AMaY7pP6jX4oXV7Q7fUGY1IIPsnOu+kc9omk49t1OneH6yXJvWyMbR3e2nQ8Ucr76fbDprdqv5aNGT9pxLl09waImLYfJcU1dPmFSfNomjZbpfoMwMDMBetc768VZSEuPGESJ08fzZ/u/5yHX1uQPCaZnkJVx0y67JYYdsw8zHqpoUl6Mmfie5qXbb1FXy49aRK7TBigQU/x3hCraTWJGfcS//ouTP3CAo7VXLB0UCxCk79HeOdfQriXNn5AsIbvRPmpzxL74F+0vnENxFuK63c6rysdEiKy5wWEdzk7aHd+H7Z4pbsNFmd2nmxuYHYDPLFuyiw4HOqezDIQaeH2lG5RkuKeLs2+SkZkCDL2dqR6L40qLuSzr1Zy7A8fTjqXd6wmVqdjJc1cIU3WUobnLX5drNTnz7jAe0b352CR97b77frYTxzVl6f+fKCn/Pflj5dzxZ2fMGdJXWYxsgD1sjJ+BvIaeeR2zuH9K7jwuIkcudtmaMKV4jUSy98j/tXtJOY93n1CX5BxTmkFLOm3JeG9rsEasoM2foAxa7+h5bmLSCx803tj/lznRUEl2pvoYdcSGjs9aHd+E3C2iCTUCZwlWwGrDFgPlLn+ztZcj1l6rjuClsmhSYK286DbxKvuKkcGx1vIsHOREZeBVYbiHpqaY2x/wK3EEyZF86ab0EsKESuFn+YrYrmtuHuqe+ryY94F3juFP+eWFXYVsqIRiy/vPYZwyFtKR8IYnnpnMVc/8CVzlmYoZGXUtUmWx6cIrfkqR5L9H0cN7s13DxjNyfuOoixioSieIbaB+OyHiX99O2b1F0Uc65RQvLIihKb+iPD25+kOg8omB4l/+TCtL12BaVpfujG/Fm4vnNBQNZTo0TdjDZ4UtFu/DvipbFxmoDjrV1mHGmPeAXZy/+BgKWbGSCAD0VOzr9K7hGZfZXf+iq2wxt4GvbdBcQ+HnHw/c7sU8M5HxGp/fW4iVk47FG46XnoYc/WQoSRpdnZzczZWunvN8P0M8PzfDmbsiGpP+vFGIeuaB79kzuK6JDp7PmJWFvbscR7gkECY5DRbj+rL9w4aw5G7jSBkacqV4qHp+vq5xGfeR3zG3dC8rgTjnNIIWNJ/KyJ7/xkZqOMiJYmb1C+n9cVLic96uoRzEM2+chpr+PZEj7oJ6RW4Xdv/KCK/VA8oHLkIWH8FfuqJgPjN3rDh9dIGrUKLVxm8RrOvcrGp5PceVhky4tfIsPPIYrNPpYCcf9lzPPninG7+lbeIlWqynkHWUnoRix6Lu3cXDbIRIhxcUtjlx+JnY2Vyv+3ved3Pd+Nbu2/maX+OJ2wh665n5/LOVytTbOjnoJiV04ihh2ckC6p6Rfj2rsM5fq+RTB3TTwOa4qHZeZzEwheIf3ELiSWvkdVun46OdUogXoXKCG37E8Lb/RSsiPqCkr5fm/E4rS/8GtO4pgRzEM2+cpLQpCOJHvzHoGVbGuACEfmzekBhyUXAOgr4jyfubs11mKU/cy5oFTSQBnTpYPKZc4naoNNsy5HzS/VeyJh/QdlmKKXlprs+4s83vpNUnFERK1VYzKTGUgGzsTqFxiyFrDSnPOe4SZx/4ta+8e1vltbzwEvzePCleayubU6hv+crZmXiT9nOF3o+ydZb9OU7+47iyN03o1dZCEXxzEymfjHxWfeRmHEPpmFZkSbhGT7kRchqsYbsQnjvq5E+o9UZlMzdbMNqWl+4hPjMJ4s4B9HsK+eUhcAWa48DZ4nIzeoERXCzrJ9zY6qBVYD7P0qJLcHMGEXKZYQ+XzqY9BDNvnK2I8vkPUJ9kJG/Qwadjju2CA4mr7y1gDN/8WQHN3OTiFXI4u4dfpGueHbJs7HSXKDDywoP2HkEN/5ymu98vLk1zjPvLeGpdxbzysfLaWiKFUfMymk0kTyMlpeFmTZpIPtvN4Tp2w1hUN9yDV6Kd0i0kljwDPEZ95BY8gqYRPYZ3QUZ6xQx+ypaRXinXxGadKqOeZTc1YCZT9D63CWds7EK9txo9pUjokJ5X6Lf/jvWqD2Cdust2DsNPqheUCRfy2mgacxrgCdG/+abfWDDa6UJWpp9leXx/sq+6nZ31Xsjo6+Hcv00shQsX9nAXkfe1cXdPCRiZVsXq9t5Cl3gPfV7lDwbq8u3I4dW8vI/DvW1vze3xnnt0xU88+4Snv9gKWvqcsjMyiocSk6vFYGxw6rYcXx/9t12CHtMHkSFZlopHsOsm0l85r0kZj+EaVrd+SEo+liqhwexgNdjjTqI8LTfIr2HqlMk53HgOeCPgKrzPbnehtW0Pn8x8ZlPFfC50ewrJ7AGTrDrXfXdPGi33ggcIyJPqhcUj1wFrEuAqzxxh2tuwCw9p6hCRXbHu0G8SmELzb5yviOTXsjmlyFDfgyik7Ris+u3bmft+qYuLidp3MBBESuL87pySWEKe6V9jy4/ukXIskT4/L5jAiOUJIxhxsJa3vt6FR/MWMN7M1axeNWGFCHMieys1H5SWR5m4sg+7Di+PzuO78/2W9bQt1J3JFM8SGsD8W8eJTHzHhIr3k8xTnA4ozun1xRewJLKYYR3/y3WqAPVL5ITA34LXCkiCWPMtsC/Af1EMwPiX/+P1hcuwzSu9daYPyCEJh5K9OA/QaRX0G69AThCRJ5XLyguuQpYOwDveSPqrcPM3AwSjcUNWpp9leXxUsI2KJJfdDy+9xSsMTdC7ykahYrId899jLc/WJzE9fIQsVLND7IRsbr9mI+I1f5NUZcUJrmHZN86LWLZ58xeyPrf1QewzdiawD4Ly9Y08vk36/hmaT1zl9Yxt+3/5WubMo/LKf4cCVv0ry5j9NBKRg+tZMsR1YwdVsWYYVUM61+hgUjxNGbVp8Rn3EV87iPQWp/+AfF79pVYhCacRHjXSyFSqc6RnPnACSLydpe5VA1wJ/AtNVEGrrhhFa3PXEh8zgsOPjcqYOWnImysd3UWAVwuvAY4SETeU0cogevlFESMsYClwCBPBL1Fp8D6+0ojVGRifreJVwW951TH+zz7KtnxEkWGnYeMuBCswH1qURL+8Pc3uf2BT1M8BoUQsVL4VTYiVirXzFbESnL+9I9fT9lYWYpYXX4stZD1p3N25tj9ttCHoguNzXFW1zazrr6F9Q0tbf+3sr6hpZMxKyvChCz755rqMvpXlVFTHWVAn3L69NbdxhSfTZ6b1pCY82/iM+/BrJ2R2fiu6JvgZDDGc/CaZOA2RPb8P2TA1uogqXkM+K6IrEkxnxLgDOAvgA4EM3DI2Kf30frSVdC6wb1j/iAICOV9iR7+d6wt9gji7S8HDhCRT9UTSkM4J6e101+fB07yxEPW7/uYjQKWa8QrV/cPRT5eXNAGJfjkwLRgFv8Rs/JuZPMrkIHf0YhUYCaM7Z/aZ8R08gNp+72RTQd0OLbbi7v9vv31JvkkQpKcrNOPthxjkpy7beRL0mWMG/2/7X2l46+7nD/1PXW6+U4ak+n4/pJmgiTdfuj0Pu3najvGpKnxZczGzif18y7tkp9JppR1abOZC9bpA5GEirIQIwb2YsRAnUspQZ8rJ0gsfZ3E7IeIz3sMYk0eG6sVSLwKVxDe/nxCU87SUgip6bRkMM18ygA3GWPeAO4FtlHTpffp8DYnERo5jZYnzyOx+H0XZDkGsBX6j6HsyJuQ/mOCePvzgekiMks9oXRYebz2ac/cZe+9IDrWdUG4EIG06EsHfTFILfHxLYsxs3+A+foYaJ6vUamAjE8lYG1qp+6NJSZJQyZ90EzSthZDuwCT1C9MWn+RjXKMSXHRxvRwP6bz026SXHeXb9Pdl2Rgs+Tv0/0thS5Vu0wPz4sx6d/PtNss3d8BZsxfpw+EoijdQ8W6mcQ++B0tD+1I6zPHEZ/zUJbilfh2Um2NOojoCa8Tmqp1PNMwD9hdRC5PJ1518hiRL4BdgOtUMsnAXn02p+z4B4js+UuwcsnF0N0xcyU0dn/KT/lfUMWrGcAeKl65RkXJoYM3ZgiwxDNRYNUfMcsuxtNLBzN4TeBrX+VkUynyPadpD6sXMvwXyLCfgVWmEcphWlsTbHfAzbS2JnoaTaZxE+nBhd1Y3L39m8ItKUxzccVeVtgpzCZfVjioXwXv3HaEPhSKomAaV5L45r/EZz+EWf1pnuMK/9W+ksrhhHf/jRZp75lHgdNTLRnMcH61O3ALMF7N2TOJpR/T8sR5mLVzs/DrAu5A72PJILzLWUT2/AWIFUQDvAd8S0RWqi+4wRvz6fCN+RDY1hN3GluKmTEGTKs7hIoCnN/14lX62XOR26CTquA6nzDlY7FG/Q6pOVSjlMMcftqDzJyTwdgyrYjVxW8KJWJ1+7GHulikWYbnyC6F3d/DZGC3tO/T5UeT6f309H7dztv9uA/vPop+VSoUK0ogiTeRmP8U8Tn/JrHkFUjEHOj33ZJ9Jc6M1UJRQtucRXi7cyGsGzCkoQX4BfD3tmWBeWGM6YW9BPGn5LdaJiDWb6D5vmNJrPiitGN+v4oFZdVEDvsroTH7BNUETwDHi0iDeoM7COf5+kfwioAVHgp9jod1d7tKqAhUEDVuPN4NCYRJioc3zSbx9XFIn72QUX9EemtZBKc4+lsTeOfDJdTVN1NX30Jtfcum77uMILuJPmI6ilg91MVKUtNJ7IFp6lpO+dbF2rgML+X52wtCbapB1a0uVpdJWKraWF2SpPKujdX2Y+fzda/DlWSk3/b37OtjzZi/nl0mD9KHQlGCgkmQWPGeXZB97n+hta6045AijClyHatZw6cR3v03SL9x6jfpSbrLYF4tKLIBOM8Y8yBwKzBBzZzGZZvWk1g9y4fPsguiSc1oyo66Cek/NqgmuAM4Q0Ra1Rtc5Jd5BQxjxmGvB/UGTZ9jZm+XWVTS7KsC20ezr1L5RPeXWcjAE7BG/RYigzVqFZDauuZOglZtfTP1bSJXbX1L2/fNNDS1Ul/fQlNznMbmGLV1LTQ1x2huiVHbSQhLLb6YvHYotH/hxJLCTj7neDZWmhcXZFlhDwd0+FNFeYRLf7Adx08fo46vKH6f4K6fRfyb/5GY/RCmLotak57Lvsp/6aD0HkJop4sIjTtWHadn/gt8T0TWFsx3jSkHLgcuALTwWBJan/klsU/vK+2Y34eExuxH5LBrkbKqoJrgj8BFTmRVKs6Sd/qJMeYTPLRrhpl3INS/6Aqhwqnzm6xfo7WvitKR5ZDmn/YloSqs4Rcgw84Bq1yjl4tpbIrR1ByjvqGFDY0xGptjbGhspb6hlabmGI1NttjV1BwnFk+woTFGwphNWWB1DS0YY2hojBGLJ2hqjtPSEqclFqexKdbhmHYRa0NjK62xRHf/ymtJYZdfOFgbqywaorzMHov3rogQClmELKGyVwSAivIw0Yj99+rKKADRiEVFmZ04XNkrQigk9mstiz6VUcJtP288d6/yMJGQRXXXv0V1DqAofsc0rrDrWs15CLP6syKMK3IYUrtJwApFCW2tywUzpBm4QESuK5o/G7MLdm2srdT8HeyybgFNt+yTeglw+gGOc2N+n2GN2JGy7zxIQAvex4GfiMg/1RPcSdiBczyEhwQs6X8eJp2A5fulej4UrzzXBjkeH68jseAyWHYT1mYXI4NOBgmjuI+K8jAV5WH69Smd0NjS2i52IUIinqB+Q2EzoKPREOVl3X2yune0x5rriqIo+Qe+9cQXPE3im//Zda1MvFijSxeME3IXr6wRe9vLBfuMVh/qmRnASSLyYVHnLyJvG2O2xc7EugRQlRFoffNaZ8UrxSbWHFSbNbY93/9VJ3AvTmRgeWsZIQYzayo0f1k84aGjqd22dLCg95zqeJ9nX5kcHj+T5dsYoGIc1uaXIgOO1I5ZURRFCehEq5HE0teIz3mIxMJnIN5S5HGFlGATnAzGeBm8h/QeQmhHXS6YBXcBZ5e6mLMxZgvgOuCQIDeGWTuXplunZyBg6dLBrAWC3gMp/8l7QbvttcC3ReQ19QCX+6dDgdRTywhZeydm8feLP8ApwHv4rvZVwZbqdTxeinzPPfuEyeP8UrkdMvIKpO9+GtEURVEU/xPbQGLhs8S/eZTE4hcg3lzCcYUHa1+FKwhN+RHhKT/S5YKZsRL4gYg86qaLMsYchi1kbR7ERml57CfEv34sg+dGlw7mIhFUXDADQtGg3PAS4GAR+VTb3gve6UwAvQS4yjN3bWKYWZOhZU7RhQonz1908cqRe9Dsq252yFPA2nTGPnsjIy9FqnbRyKYoiqL4i3gTiUXP28XYFz0HsaYS9+NtfbkrdljOVMASrDGHEd7510jlcPWpzHgWOF1ElrhySmNML+BC4CIgMGpDYtUMmm8/CEyidGN+n1N+1mtIn82CcKtfYItXC7XVvYFTAtZYYCZeWse07i7Mou+5d4CTwXsEPvsqJ5v6K/sq6Zmrd0U2uwTpu49GOEVRFMW7xFtILHmZxPxHiS94GlrqshvCFnxc4Z3sKxmwNeHdrsQasrP6VWY0YtebusELu5AZY6YANwC7BqFxWv77Q+KznsngudHsq1wp+86DWCN28vttvgIcISLrtMW9g2OCkzHmZWAvz9y5iWNmT4HmGUUTKpw8v+vFq6Sv0eyrZD5hCnTPUr0rMvznSE2gSyQoiqIoXsLEMSvft2tazfsftNS2d32FnpR6PfsqyfFS3o/QducRmnQ6iO7AmiGfA9/x2nIiY4wApwDXAAP82jiJ5Z/RfOdh6R8Qzb7Km+hhfyO01eF+vsVH2p7zRm1tb+HkFma34CUBS0LIoEswC09xn3jliwFomgFW0QeZOXRkpTKTg/ds1r+FWX8M0mcastlFmpGlKIqiuJN4U1um1ZN2IfaWdWn6QDeIV64ZzKb+kxUhtPUZhLc9F6JV6mOZkQD+D7hURFo85w12ptidxpin2+7jFHy4y0/stavpWbzy+7NfhDlK3RI/395fgfNFJKEt7aueL0snN6YCuwBaXy/1U2bWVGj6qkCBTgu3Z+xmmn3lfOfatdh71U7IiPOQ/ocBlkY/RVEUpXS0rCex6HkSC54ksfhFiG1I35Vp9lX6sVWH462RBxDe5TKkzxbqZ5mzEDhVRF72jQBhzB7Yywon+eWeEgvfpvn+40s75g8I4e2/S2T/y/12W3Fs4epv2sLexVFV3hhzA3CWpyxQ+xhm/lEFFyqcOr/J+jVa+yqn7KsipPmbUl1PxTis4ecig04Cq0yjoKIoilKcCXXjCszCp+1Mq2WvQ6I1s+7MbdlXJofhcxEELKmZSHiXy7BG7KnOlh0PAWeJyBrfPXPGRIAfAb8BKj1+NzTf9W0Syz7J4LnR2lf5Ehp/MNEjbvDTLTUAJ7ltN1Ele5wWsHYA3vNcOPzmQKh/0eFAp9lXGbuYZl8V8Xo62CE6GGvYj5EhP4BwH42GiqIoivNjrLr5JBY+SWLBk5iV70Mi8xUbplufptlXyewgFYMJ7XAhofHHaZ2r7KgFfiEiN/n+OTRmBHAtcLRX7yH+9aO0PHZOBs+NZl85gTViJ8q+86BfbmcpcJiIfKAt630cXxdtjPkE2MZTVmj6DDN7RzDxgggVTgXRvMWrgg/qCF7h9oxf45Lsq2S2sCqRId/DGnYmlI/SqKgoiqLkMRBMYFZ9QGLhsyQWPYNZNyPnPs0X2VcFGVe0XUOkN+Ftzia0zVkQ7qW+lx2vAaeIyPzAPJrG7N52396rixVvpem2/TFr55V2zB8kkaBmNOVnvOiHW/kM+JaILNRW9QfhApzzZsBb60rLt4Z+p8Oam/0d5LwuXvnEpq4SrwDi9ZjFfyO++Dqk717I8B8hNQfjw7qfiqIoSiGINZJY9hqJRc9iFj6LaVyed59mijFuyX5K54JxhYBYhMYeRWini5Feg9X/sqMJuBT4s4jEg3LTxpgwcL1XB3exj+/MQLxyU6zwAQ2r/HAXzwLHikitNqh/KEQGVhV2IURvrUmKrcDM3Ari6/MMdD5ZOujIPfg8+8rk8Ji5TcBKdXzFllhDz0CGfBdCvTVSKoqiKJ27j6ZVmMUvkpj/KImlr0A8g03bMuzTtHB7aqzhexLe+TKk/1bqhNnzNvA9EfkqcM+rMT/F3nnNe7Q00PSvPTAbVpduzB9QKi6YCaGoVy//Vuzadq3akv6iICq8MebPwHmes8aqP2OW/r/8BzgFGLT4rvZVMT4pMW4o3N7ZJzwhXnUk3A8ZchrW0O9D+WiNmIqiKEHFxDEr3yex+AUSS17ErP6sYH1sTrWvCv5BXWkFLOk/ifDOl2IN1wLtOdAEXA5cHaSsqw7zssHA13hqp/h2Wl/7E7G3r8/gudHC7U5T/qO3kKqhnnN54EoRuVxb0J8USsAaCcwBvFVJ0sQws3eGpk/zFiqcHOBo9hXBK9zu6DU5UQ/NQvrujQz9HtL/UJCIRk9FURS/T3ybVmLaBKvEklegZV3BxxWafdXlnXsPtQu0b3kciKVOmT2BzbrqMC+7AzjVk9dev4ymm/eG1sbSjfkDTNl3H8caPNlLl9zc9rzfq63nXwpRAwsRmW+M+R9wlKesIWFkxI2YOdPaC7oXWrxyZW+R7/EeE6/caFYXLFPofHwCs/ZFzNoXIToIGXwy1pDToUKzshRFUfwz041j1nxOYtmrdj2rle+DSThw3lyPd0nh9pLMHPsSnvJjQpN+AOFy9c3sCXTW1SZXtwu3n+LV6299/ZoMxCufPftu8h9v1cFaDRwpIq9py/mbgs3yjTF7AK968mFdej6s+nuWgS6gSwe7vaYAaf5By75y9JPtQu5GaSH99kGGno7UHAJWmUZURVEUr415GpdhlrxiZ1ktfRma1xah/+jh0CBnX4V7EZp8BuEpP4JotTpobgQ+66ptLhYC3gemevH6E6tm0Hz7wel3idfsq4IS/dY1hCYf7YVLnY290+BMbTX/Ey7UiUXkNWPMB8D2XjOKDL4KU/soNGe6s25hxCtv9I5uPN4N2VdSvKYuWRskMGtfwKx9AcJ9kIFHI4NORPrsiu5gqCiK4lLiTSRWvItZ9gqJpa9iVn+aJNCXMIa7LfuqWGM1K0Jo3PGEtv850muI+mluBHKHwTT8GI+KVwCtL12VgXgVsHlXscNx41ovXOY3wM4iskZbLBiEC3z+vwB3e84qVm9k6LWYeUeWNmhkFXg9ULjdlZHZ48eTpU8Uith6zNJbMUtvhYrxWIO/gww+AcqGa5RVFEUpaT+XwKz9nMTSlzFLXyGx8p32HQNd1KcZV04wc+hHs7aRYI0+nPAOFyJ9dFl+HrwNnC4iX6spwBgzBLjSq9cfn/0siXmvZfCc6QemBfWjplovXOZaFa+CRUGf+rbU1a+ALT350C78Hqy9KzMTlnTpYIqmDNrOg8VIIzZZPlZe3HnQqeMlhPTdBxl8IjLgUAhVasRVFEUpxvilfiFm+Wsklr5CYtmr0LQ6ixgvJenHTS6T0oL3aYXdzdgavhfhHS9GBmytTps7Wusq+RzsTrxa+yreStNtB2DWzi3tmF8hvP13iex/udsvc6aIjNfWCpBfFvLkIhI3xvwBuMWLxpFh12IaXoWW+W6/0tIKFZkMNgO6XNJV4lXR7dVhiaFVgfQ/EBl4LNL/ALAqNPoqiqI4FW4bl2GWvU5i2euY5a9j6hfk2Ie4Qbxy8djKIaxB2xHa4SKsYdPUefNDa10le57swu0ne/X6Yx/eloF4pRTFl5rrvHCZ+gl5wCj4LNcYEwFmAFt40kINb2Lm7ptiDbZLC7cXeKCZ/HifZ1+ZHB6pIGdfpfMJqwLpf5CdmdVvf7CiGokVRVGyoXk1iVXvY1a8S2JZqjpWucT34gtYQSrcLv0mEN7ufKwtDkWXPuXFBuAy4C+addVt3hUGPgC28eT1b1hN8817pRdONPuqaITGTid69L/cfpl1IqI7XgSIQtfAQkRajTG/B27ypIV67wYDzoOVV3so+rtEqCjW9WQz4C1iG3havMr/yU/9p0QjZuUjmBWPQKQfMuBw+6vf3rqToaIoSrKQ37QKs+JtzIq3SCx/DbNuRgECe2myr4o3TigdtnB1AdYWh6DCVd68DJwlIjPUFEn5CR4VrwBir/1fBuKVf2OF6/qeZk/UwOptjBER0dYOCEXpRT2fhWVaMLN2haZPu5vObdlXBavrlO54zb5K5hOlEbA8nJEX6oX03QsZeCQy4DAIV2mEVhQlmJOGxmWYle9iVrxDYuW7mDVpMqzc1n9k8Rq/Z19J1eaEppxDaPyJICF17PxYA1wE/EsnqinnW4OBr4G+Xrz+xIqvaL7zWxnsPKjZV8XCGjSRstOf8sKlVopIg7ZYMAgX403asrD+BNzgSStJFNn8bszs3SBRT87ilSt7uxIIFY53NOJts/ruk+0c2yO+AbP6Kczqp8AqR/rtiww8DOl/CET6a7RWFMW/E8/aWZgVb5NY8ZadadWwqNgDHReNK9zWp+VgzaqRhLY7n9DYo1W4csaj7gbOF5FVao60XI1HxSuA1pd/k4F45e5n33cPnzd2IQSoAlTACghFm/kbY6LALGBzz1pr3X2YBafim+yrvD9VFeffQ7Ov8jjep/XQCCHVOyL9D4L+ByGVkzVyK4riXeLNmDWfkFj1HmbVe3amVdOqEsXr0vUffsy+ksrhhKaeR2jccWBF1NfzZwb2csGX1RQ9zrP2AF7Bo2tU4zOfouV/Z5V2zK90j4hl1ZT/7FMvXOo4EZmlLRYQvyxycD0NuN3THcTic2D1jQUZQLlewPL60sGCXlO7gBWowu3dXlMEUbN8M3tHw/4HttXN0h0NFUVx8bihcRlm1fuYle/ahdfXfAKJlu4xsyQlAHqI20XbedAN4hVgJKc2kN5DCE35KaEJJ6tw5QytwJ+By0WkSc3R4/wqDLwPTPHkDcSaabptf8y6BRk8ywWKFUqKqYVFxYVz8IAuup2IfKQNFhC3LHKAtYB3ge2920s0Y+bsAw3vOzqI8p14VbRr8nD2laOTlYDuRmlVIP32RGr2R2r2hV7jNaorilI6Eq2YdV/YQlWbaGUaFmYWtzX7qsTjiuyzr6T3cELb/ITQ+JMgpDvqOsQbwJki8oWaIuP51XnYgp8nib35V1rf+HNpx/xKSip+PgPCrt9kaU8ReU1bKxgUXU41xuwDvOhpq7UsxMzaGWIZLsU3OfxZs69K35GZLB+hoGVfuVHUjAxG+u6O1OyD9D8QyoZplFcUpXBjmsZlmDWfYFa9S2Ll23ax9XhTTv1HQWNjytdo9lX78ZmPKaRyBKHJPyQ04VQI6e65DrEOuBz4u4gk1BwZz6sGYy+17OPJ669bQtMt+0HrhgyeZc2+KgXl536ClLvevb4lIk9qawWDcLHfUEReMsY8DRzkWatFN0M2vw3zzRHpiw3mHM09LlRocfsiH++GtF6XZOS1rMCseASz4hFAkMqtoWYfpGZvpM+uEOqtUV9RlNy6haaVmNUfYtZ8hFn9IYnVH0HLusLFzIL3aW4Qr9xCZu0h1aPspYJjj9Glgs7yOHC2iCxSU2TN1XhUvAJoffEKZ8UrlyPVwzG1i7110bEmL7hYpYaC4BAu0fueD+xfwvfPn6oDkWF/wiz+eV6DuryXDvpiVpDL8W5II5bivE3RbOqi4x2ZgBhM/adQ/ylmwV9BwkjVttBvmp2l1Xd3CGl/pyhKkpDVuByz9lPM2s8waz61s6w2ZDi31l348ojbpbjnnpcOSp/RhKb+jNDoI8EK6wPiHIuBc0TkETVFDnHKmGnAd7x6/Yn5rxOf+bRzccLF8U7Kqgnv/UvCU06g9eU/EHv3Ju80VMwTZeh0QB8gStILi8hXxpg7gO972noDzoGmr2D1zQESKtyQfSWus6mnlw66sT0K4dcmhql9D2rfw8z7S5ugNQX6TkP6TUP67gLhvtorKErQJoENC9vEqk/bRavG5QXsY12eNeu27KsSTkil75aEp/4Ma/S3QUL6sDhHK/A34DIRaVBz5BC37MLt/8Crn27HW2l5/tLSznGKRGjMfkQO/C1SNQSAyD6/QqqG0PrCVXhh2YppbfKCk1VpVAgOpfwY6VLgeDyumMrwv2Ka50D9S1kH0qIXbndlVPTq8R5ZtufrNsjTFiaGqf0Aaj+wM7QQ6D0O6bMT9NkV6bMj0ns8vs18VJSgkWjBrJ+JWf8FZt2XmLVfkFj7KbSs1T6wCOMKU6x+1IHsK6mZRHjKOVhbHAZi6bPjLC8CP9Ui7XlzDrC1Vy8+9sEtmDVzPDLeznGU3qs/kX1+RWjy0d0n4Dt8D6noS8uTF0Ii5vLG8kQGlgpYAaJkApaILDHGXAH8n6ctKBFk1H2YWdOgeba7r9Xrhdvd2JGVNPuquJMP17ZHttuem9R/MA0zMA0zYMldbRGyL9JnZ1vM6rMzUr0dhKu151AUl2Mal2HWfWF/rf8Cs+4rTO1sSLSWOP766MMPN/ZpefaB1uCdCE35KdZm+6IfXjjOIuACEXlATZHnY2fMUOyC9968/oaVtL71d4+Pf9MTmvAtItOvQnrVpD5m0lGU9R5E8yNnQouLExFjzV5wq14aGYJDqRfyXwucDEzxtBVDNcgW/8PM3htiKzMKpEXPvtJsLQePFxfYVLOviuJesXWYVc9gVj2zye7SawxUb49Ub4tUb2cvQwxpv6koJaFljZ1VVTsDs/5rTO0MEms/h5Y13WNmyftBCWz8LVr2Vbbt0VZT09psP0JTzsEavJM+U87TCtwAXCIidWoOR/g/wLOfprW+dBW01BdvrFvMqFI5mMiBvyE0dnpGx1ujplF2wr20PHQ6pnGNO6df3sjA0u1gA0RJBSwRiRljfgK8itc/6irb0hax5hwA8Xrve4bbsq+yLdxeKjN5afKR92TFT9lXmR5vMBtmw4bZmGVtHyJLCOk9wc7OqpqKVG2DVE6CsGYzK4pjNK8msf5rqJvZJlS1/d+0MqDx1wVxO+d7FnfYVEJYow8nvM2PkZpJ+owVhhexi7R/qaZw6LGzC7ef5NXrTyx6h/hXj/oknnaOraGtjyGy36+Rsuy0RWvoFMpOeoDmB07G1C93X6N5Q8CKanQIDq5QBIwxtwHf9YVF657HzD0CTEs2c+LsmqgYgd1k6SZuE7CKlH1litYGGbSH1wv6F0PUNFm+dbZLgjpM0KRiJFRtjVRNRion299XjESXpShKqplNK6ZhPqZuNtTNJlE3B1M3G1M7E5pX5xErcqmR5/Txbsm+Kn7/YZLEx5L246EooS1PIDT5R0j1KH3uCsMi4GIRuVNN4eh8KQx8AGzjzRgfo/mOQ0ismlHaMb/Tk+m+I4ke+FusUdPya99182m+/zuY9Ytc1WzRb19HaMKhbveuf4nIDzVKBAO37AV8AXAoMMDzFq3aH9n8Vsz8U4GE22JsaQeNxRIqCmZkKV5buj5bwIN1XIpqI4NpnAeN8zArHusQcauQyklI5UToNR6pnIj03hLKR2hvpARlCoZpXAb1czEbBaq62VA7G9OwAEzM4fjqBvGqyMc7aQvH+7QSileRSkITTiU06Uyk12B9FAtDC/BPbPGqXs3hOD/Fq+IVEHv/lgzFq1LExxywwoS3PYXInhdAtHf+EbrvSMpOfpiWB08hsXKGi7ptT8xeNQMrQLhCwBKR1caYS9o6Pe/T7zgkvgqz6Gd5Bt4SZF+5Uqgo1sDaC8d7RDjykE1NoW3RafRWh1n3Nmbd253fOFyF9LYFLXqPaxO4xiIVm4FEtKdSvEW8GdMwHxrmYernYdr+p2Ge/ft4c9oH0HgpthQiTvioTzOlnmAC0mswoYnfJzThNCjro89n4XgcOFdE5qopCqEhmCHYO7h78/rrltD61l8zjC3un3tYg7YicvAfsIY4qydK5SCiJ9xLywOnkFjxpVuczwsupjWwAkTYRdfyL+AUYHdfWHbAj5D4eszSy1KP+VwvVLhloByw7CsPT1aKZxxxgU3FORvF6jDr38esf7/LW0SQis2hYjTSe4wtavUaA73HIOUjQMIoStGJN2M2LILGRZiGhZjGRdCwANOwEOrnYRqXuuRCi9CPeib+eihr1qF7ln7jCU0+m9DooyCkH84XkFnAz0TkSTVFQbkG8KwC2/rC5RnutOfypYORCiK7/ZTwzj8ECRUmUvbqT/Sk+2l56LskFn/ogtZLeMHFVMAKEK6Z/YhIwhhzKvAJUOkL6w6+CDFxzLIrPTpQdrjGkWeFis7Hl65wu8+2X3fBBNC4ZUCU8gJbMRvmQMMczKrnOv/NiiLlm0PF5m0i18i2/9t+LhuC1ttSsve5OKZ5JTQutZf6bVhki1UbFmE2LLS/b1qewQOVW6amZl8V+Rrcln3lQBtYQ6cR2vpHWCP20RhYWDZg74b3BxFpUnMUMCwbswdwolevP/7Ny8RnPeOBeJ2e0Oi9iRz4W6R6eOGjdlk1ZcffTfNDp5NY+E6JHdATApZ+ShEgXPXxvYjMNcZcDPzVNxYecglgMMuuyk+oMD6whWczhVw8AdHsq9K3R6lsmmixxa0Nc7qW32qbxZXZSxArNkfKhkLFCCgbgpQPg7JhSPkQiA7SXjBINK/CNK+C5pV2llTjElukalyMaVpu/9y00q5DlZefigtihWZfuau7l8K+kRXGGnUY4a1/hPTfWp/1wjfvvcBFIrJQzVFgYxsTAf6BV9XYWBOtz//aQ+O7JFfVewCRvS8iNPno4r5xpBdlx95WehFLlxAqLsON60+uA44C9vKLkWXIr+1PtZf/rpSjxyyPL/EOc27syEqafeWGyYpmX7kssqT/c6IZ0zAbGmanvi0rikSHQPkwKBuMlA2G6AD7++jA9u/LBkGol/aYrpsYbMC0rIHWtdC82s6cal6FaVoBzSswzavtbKnGFZiW1ZBodXWc8FT2lSmsLYrSHn4Q4CKVhMZ9h9CkM5BK3QyjCLwLnC8ib6gpisZPgclevfjWt/6OWbfAm+NfsQhvczzhvf8fUt63NAaM9KLs6Ftofug0Eos/KNH8R4u4K+7CdQJW21LC07GXElb5xdAy9HIggVn+B/cVbncjbsu+KqlNxWc2zcdPpSSmSHkNXrdpogXTuAAaF/T88lAFEh1ki1qRfhDph0RqIFoDkb5IpB9E+3X4Wx8IVUGoXHvadMQ3YFprocOXidVC63poXY9pWQ8tq6FlLaZlLbSsgeY1mNa1nYuhp3s+TNBihQuFowBlaxUj+0p6DSW01Q8IjT8ZolqYvQgsBC4B7hIRo+Yolm5ghgC/9uz1r51L7L2bPBS327EGTSRywG+whm9f+ospq6Ts+LtKl4lltAaW4i5cWQFYRL4xxvwSuN5PxpahV4JVgVlymct6mCw7EbcVbi+VmXw9AXThwMKIz2zqgvbI5h7ijZgN82HD/E3XYDI5v4QhXIlE+kK40v4KVbX9rg+EKsAqg3Bve8fFcDVIyP6bhCBcBVa0QwaYBZHqdktE+rTbI9QbrBx3bYxvgERL91uI1UMiBqYVYm0FaFvXAwYTb4REMyTiEKsH02JnRcXqId5k/y7WYGfDtdba7xFvhlhtu2iViDnUZuICv5aiuGLw4q8L4nbO9+xs4XZr0A6EtjoDa+QhuT/rSjasB34L/E1EmtUcRecveLhwe8uzF0O8xVvxNNKLyG7nEN7pDLBcNE0u6XJCXUKouAs3b2F1A/ZSwv38ZHAZfBGEajALz6X7rg5uyL7y4BJ7zb7ykE1LP2AxpWqPQu8m5tZJtYlB6zpM67qeLyHLazKuEDWl+DYNRPzN9XgfbHbh4fhbkEfAimBtfhChST/EGrSjjtyLQwy4CbhcRFaqOUoQWo2ZDpzg1euPf/kIiQVvemruEZp4KJF9f41UDnanUTcuJ3zwZBJLPi6iL2oRd8VduFbAEhFjjPkO9lLCwX4yugw4E0J9MfO/Z3+qr5OPLse7bwISqOyrbDPy3Dgh1AyMAscKKbmNjBGf2TSf4zX7yl99YAliZkFsml/2lZQPwNryBEITv4f0HqYj9uLxPHadq8/UFCV6hIwpA/7u2Rtoqaf15d/l/OwXu7OQfqOI7H8FodEeKL9cVkn0uLtoue9EEss/L84I3Ap7wetUwAoQrvZIEVneVg/rCXy2F7L0Ox5CVZhvToREIyXJvnKlUKGTD3e1h/iqDYxX2sNtQoXW1eu5PQItVOR+vLOF232QfeXhPtA45NdSM5nQhNMIjT1Wa+gVl6+BC0TkCTVFybkIGO/Vi2995Q+YhhUZxpYSxu1wOeGdzyKyy9kQ9s4KNCmrInrcnTTfdzxm1azCv2HIE8u1dQlhgLBc/5CKPAX82Y/Gl+pDsMY8BqG+AZ4Adj1eCnf+HCcgxvM29bpQIS7wawl4G2TZHm7LvlIBrsDHe1Q40uyr0rfHxnuWENbIbxE5+BGi336e0PhTVLwqHquBnwFbq3jlglBvzFjg/3n1+hPLPiH2yT3OxyqH+/HQmH0o//4zRKb9zFPi1SbL9aqh7Li7kL6bF0EtUAFLcRdhj1znr4A9gJ181wKVe2KNe5XEnG9Dy7wSDpQdLtzukwlg6ZYOavaV08d734XdkH1VAJ/wbKxwg6gpnrapcWmsKGjMLLifSklslGv2lZT3xxp3EqHxpyGVI3RUXlyasIuE/15E6tQcruF6wJvqrUnQ+vylPe9aV8JxgvQbRWTPXxCa8C3vjwqrhlB24v0033MspnZx4d4o5InVebqEMEB4QsASkRZjzInAh3h4N46UlE/AGv8miW+Ohfo3/HFPbsu+yrZwu29s6rUJYJHbQ7OvPOfXrivcHvhY4QZRU3xmU2/FCpNDe0j/bQiNO0WXCZaGBHAvcImIzFdzuOhZMuZ44ACvXn/soztJLP3Y+bjtRLyLVBDe6UzPLRfs0YrVwyg74W6a7zkO01Cg/Ra8sYTQQgkMnip6ZIw5BnjIv0OKJsyCMzBrHizywFcKfP5MXuOWIt3tOw+6KvsqJ5u6bFJaQlHTOOETJZ2U+jj7Kmg7D7rNJ/K6ptyLdJe09lUxRM2S+IVbsq9SXEeojNCowwlN+iFSs7WOwEvD88CFIvKRmsJ1c5xq4EtguCevv2Elzbfsi2muLXj/kS2hMfsROeBKpHq4b/0nsfJrWu45rmf750DZCfdgjdzd7SaoFZE+GkmCQdhLFysi/zbG/B04x5etYZUjo+6A8FDMir8GqNd2y/E+KgDsi2wBKYkp3CdUFG5Q57VnX7Ov/Bx/c/VrUZuWMFZkkn0l1WPairIfD1GdX5SI14FfisgbagrX8hs8Kl4BtL54ZRbiSXHitjVoKyLTL8casZPvnccaOIHoUTfR/NBpEGt29uTeyMASlMDgucY2xoSBZ4F9/NwwZs19mAVnt+1QWMiBrGZfdbOF17Ov8s7AcEP2lXM+YRzyidJNYn2afZWDTTX7ymGfyOuaNPvKEZ9w7Jpcln0lFtbQaYQm/gBrs+k6tygdXwKXi8hDagpXz222B94BQl68/sTCt2m+/4Seg0eRsq+kvA/h3c8lvP1pIKFA+VJ81nO0PHIWmLhj5yw75b9Yw6a6/dbrRKRao0kwCHvtgkUkZow5FngP2MKvDSM1JyJlY0nMPR5aFzsa2LOalBa813bL8eKQTT3YHj7OFjClag+vi1euHOD7QKhwnVG9/uz7IGvWw22QLPtKeg3F2vJEQuNORnoP01F26VgA/Ba4RUTiag43923GAq7Do+IV8RZanrkoi+BRwLgtIcJTTyK858+R8r6B9KfQltOJTL+C1mcvcfCkYX1QFVfhSY8UkdXGmKOAN4Bevm2d3jtiTXwX881JmLpXfDpZcd8ExHjepiWcjJViQqhL+wowos6yPQpso6zFK9fbNJ/j3SBqStHMoM++y+O2oS3bag9C407B2vwgr2y57ldWAVcD14pIs5rDE5wF7OLVi4+9+0/M2rklj6ehLfYkvM/FWAPH6+R+25NhwypaX7/WmRN6YxdCTfMNko979cJF5GNjzBnAPf5uoQHI2CdhyWWY5Vc72BF48Dn39WTFDdlX4iubGq+0h6uXDnoUry8ddKtQ4arjNfuqlMcbQCqGYI05ltD405DKzXREXVrqgeuB34lIrZrDI12VMYOxa1958/rXzaf17etL2odZA8YR3udiQqP3UofqOH3c/WeYhlXEPro7/54uWqUGVdzl316+eBG51xizHfBzX7eShJHhv4XyCZiF50KiwSeTlSJvoZtBZ2o8b1OvCxWafeW59nBb9pUKcAU+3g3ZV+IzmxbZFnmOR6wR+2ONOxlr+L6Bqy/jQlqA24FLRWS5msNz/Bno59WLb33hcog1lSQ+SkU/wrudQ3i7U8HSJW7JiEy/ElO/gvisZ/ML+2UqYCmeni26cJxvF3V/DDgoEC3WNIPE3O9A42d5dAQOF27PuXOSAp8/i0fAZPmyQhdud+Ok1EOipsnrmnxUpLsYmZpeF7C87hMeiRWeKtye0WukxM9mcX1Ceg3FGn0M1vjvIpUjdPRceuLYwtUVIrJQzeHJ+cu+wAuedcAZj9Py6I+ziC0OjflDEcJTTya8x/kqrGRCrInm+04kseSjHJUCi4pfzAax3H6nDSJSqQ0eDHyxXtQYUwW8AmwbiFZLNGIWnodZdVthJqVez74yObh/0HYedKWo6YadB90gVKRpj4CJmsYVQoVb/MLbPuGcgCUuyY4KgKgZimKNOBBr3Hewhu7lhQlMIEaAwAPAlSLytZrDs/OWMuATwJsFm1oaaLplX0z9siKO+YXQhEOI7P1LpI8uWc7K3xrX0HzXUZi187IXCsqqKP/ZZ164TRWwAoQvci5FpM4YcyjwFrC571vNqkBG/hOqD8TMPxPi60srVGTfYi6L7B4Xr9zYHiWcYJqS+XWB28Pr4pUrR3U+ECq8bmZPLu1zef2tPO9Z+o7DGnMcobEnQXl/HSm7gwTwELZw9aWaw/P8Aq+KV0Dr61dnIV7lH3+toVOI7PtrrBE7qOfk0ltU1FB29C003300pmlddi8u84wmpEXcg+TTfroZY8xWwOt4eD151jTNIvHNabDhgww7A82+SjYpLY2A5ZFlYsWo7aLZV+nbo2jLerPoGoK2dLCkfqHZV5uuQbOvnPWJja8pqyE0+missSciNZN0dOyioS3wBHaNq4/UHL6Yq4wFPgUqvHj9iRVf0HzX4ZCIFXzML/3HEtnzF4TGHaD6hBNtt/Bdmh84GeItGb/GGjCOsu8/64Xb2yAivbWVg4Gvqt6JyJfGmCOBZ4CyQLRg+ZZYE17FLL8Ws+RyMK3uFio0+6oANs3rqXFBG7hBvCplGxSgPbxeD82t00ivCxUl8EvNvnJxnBALa/A0rDHHYo06HELlOip2V8RR4cqf/AOPileYBK3PXpyFeJVb/JWqoUSm/YzQ1sfoRhEOYm22E9FDrqblsXMzbyCtM6a4EN9t2yAirxhjvgvcS1DkegkjQy5AqvYmMe90aJqpE8BMBv+BFypccHwJ3cux9vB6lo0bQ4XXC7dr/C2An7pQOPKoTaV6LNYWR9jZVr21ILsLn9QngMtE5EM1h88a15iTgelevf7YJ/eSWJqNnppd3JbyvoR3PpPwDqdDWAX1QhDa6nDCq2cRe/PvmbWJdwQsTdELEL7cd1RE7jfGbA78MVCt2XsHrInvYBZdhFlxY5fRrMeWDrpxTuc7schf2VfusKlHp0vZ+ITblg663qb5HO8GUVOKZoZgxd8it0dZX6yR3yY05jhkoNaRcWnU+C/2roKfqDl82MDG1ADXePb6G9cQe/3qwsTHcAXh7b9LeJezkbJqdZYCE9njfMyab4h//XgGfYfWRVfcR9ivNyYifzLG9AF+FagWtXohm/8V+h6GmXc2tCzAk6K027KvHJ2siM9sWvoJoGZflXpS7bdYIS5oA/GZTfM53gfL9kph01AUa/j+WKOPxRq+P4SiOup1J88DvxSRD9QUvuaPwCCvXnzrS1dhGtc6GzOtMOFtjiO827lI5WD1kCL2Z9GD/0jzmjkkVnyV/sjyvmouxXWEff14ilxsjKkCzglcaKreH5n8CWbJbzHLrwUTL/HAuoCF23PsTAs613e9WOTBCaFmYBTYTzX7qvRt4Lbj3ZB9JT6zaeFtIf2nYI0+ltAWR+kugu5+8h8DLtcaVwFobGP2AL7v1etPLHyb+BePOBjvhND4Q4jscQFSs4U6SCmI9iZ69M0033E4ZsPq1C3Ve6Bnpr7aqMEhHIB7PBeoBE4PXOtavZARv0X6Hk5i/tnQ6NOdlz01WfGIcOQhm5Ys+8oxPxVvtEFgnv2AZ1850AaeKtzuxvbI4Z6lz5ZYo76NNfoYpEonhC5/Yh4DrtSMq4A0uDFR4J+enWDHW2l57uLMApPpOWZaI6cR2etCrCHbqHOUejZQPZzoUTfRfN+JqXcm9I6A1aotGhx8L2CJiDHGnIG948cJgWzlyp2xtnoHs/yvmMVXgWku8mQiYNlXrpiEu20CWOQJoduECteLRR7MvlIBrsDH+2i3PV/E3yS2KOuLtflhhEYfiwzaCf0A2tUkgCexM65UuAoWFwJbefXiY+/diFk9O++4bY2cRmTPX2ANnaIe4SKs4dsTPej3tDzx8+StWekZAatZWzM4BCEDCxGJG2NOxc7EOjSQLS0Re6fCPoeQWPBTqHs9QEJF5+NLV7jdpxNCt2VfeUrYcEP2VQHEKzfiGVFTs6+Kdrwb+rBsryFShbXZQVijjsAatjdIIIZxXqYFeAD4jYjMVHMEC2PMWDxci9fULqb17evzir8qXLmf0OSjCS//gtj7t3bvfXp7pmxbi7ZkcAjMyEdEWo0xxwEPAwcFtsUrtsIa/zxm3ROY+edCyyJPCBX5He9i4Uizr0rfHlpbqwCj3mwH+W6ohya+sqn3RU3NvmqfXZRhDd0Ta+ThWJsfCuFeOnp1P3XAjcCfRWSpmiOw/AN7BYgnaX3+19C6Iae4bQ3fwRauNttZvcADRPa9GLN2HvE5L3ZuUV1CqLiQwOWbt61FfwA4IvCtn2jALP0LZumfwLQ4P1kxbinS3b7zoKuyr3KyqcsmpSVcUmqc8ImSTmJ9mn2Vg1+7TsDyuk/kdU2S8/mdzb5yoahZTL+QENaQ3bFGH4e12cEQqdIRqzdYBVwP/E1E1qg5gosx5mTgLq9ef3zm07T878ys+w9r+A5E9vg51ua7qhN4jeZ6mu4+ErNq1qb2rLhghld2sJ0pIuO1EYNBIAsmGGMiwH3A0eoCQNNMzPyfYWpfdKVQkd/x0un40ghYbsm+kpILFU5NSo3nhYoU7RFAUdPz4pXvYoWU6Lnscg0lz44qgXglFjJwBzvTatRRSPkAHZ94h+XYhbr/LCK1ao5gY4ypAb4CBnnyBloaaLp1f0zdkozjlzVyDyK7/xRrxE7qAF723TXf0HzXEZim9Uh5H8rP/cQrl/65iGytLRgMAlk8oW054fHAbcApgfeC8nHI+CdgzUOYRb+G5vkODNzdp42WLvuqBMdnOjEuagOIz2zqgvbwQfaV90d7Th0vLmgDKZoZghV/09vcFq2OxBp5OFIxCMVTzAX+BtwoIk1qDqWNP+JV8QpoffMvmYlXYhHaYh/Cu56DNWxbbXU/zJFrtiD67etofuh0L+1ACFoDK1h+GuSbN8aEgJuB76orbDRKC2bFTZjFv4H4ujwG+x7OvnI0A0Ozr3LyiTTv4f3sqxIKFZp95axP+MEv3JZ9ZaSEbZDCDk6fXyxkwA5YIw7E2vwwpGqUjj28x6fANcC9IhJTcygd5hbTgFe9OsdKrJpB8x2HQCKNW1thQlsdSWTns5GaMdroPiT20V0k5rxI9JjbvHLJb4uIrlsNCIHfc9kYY2EX2vyBukPHyLUGs+zPmKV/67k+VoGECicnpZ6ufVVo8aoo1+ScTzhS+6roYpF/hAqnjjeuECq6x4rSXI8bRE2tfVVQn9goWo08vC3TaoiOM7zJq8AfgKdFxKg5lC5ziijwEbCVV++h5d+nEf/m5eR/jFQQ3voEwjv+EKkepg3ue4dOgFheudrXRGRPbbRgEPj9l0UkYYz5IbAYuExdYqNn1CAjfoMMOBWz8GLM2scKFBw9fnymk6DSebiv2sB4pT1cn5HnxYGUR4QKL8UJB+65pOJVqWJmplgRrMG7Y408DGvEIVDeX8cW3iQBPAn8TkTeUnMoabgQD4tXiQVvJhWvpLwPoW1PJbzd6UgvjWPBmSRbXrraZm2wAMkUagJo+xTtcmPMGuAvgKVWaaN8HLLlQ0j9e5glv8ese7KHyUoBlw7mOAEp6Nw9ULVaXDpB91Thdo+0h9eXDroRV8cKjwpHbrSphJAB22shdn9QC9wC/FVE5qs5lPT9mhkL/MrL9xD74uHOUblyMOHtv0946skQ7a2NrLgZrYEVIFTA6hioRf5mjFkI3AuUq0U6ULkjMu5hqH0Zs+gyqH/HExNAVy0dDKBQ4Z7sK9zbHl5fOujKmUSW7eG2pYMesalxaawoaMxMOpLqjTVsX6wRB2ONOAAi1Tpm8DbLsEtL/FVE1qo5lB7Dkf2pzA1AhZfvwxo0kUT/sVgDtyI04VBCY/YDS6eKiidQAStAiJogaUe0N/BfoI9aI4WNal/ELLwYGj7qMJlwUeH2ttdo7SuHJ4CerH3lluwrrX1lx1eX1TgqqV/4tHB71tckLhG8sogVZTVYw/azC7EP2x/CvXRg4H0+xs7Cv09EWtUcShbzhu9hZ+spilIaHhCRE9QMwUAFrNSd0WTgaWC4WiMVCcya/2KW/AEaPnPB5KODS3tdvPKBUOGkqOlI4XYVKpw/fw6vMX4t0l0qn8jrmrRwe8r2SPIaqR5rZ1ltdjDSfzuv1QdRUg1k4EXgbyLymJpDyWG+MBj4EqhRayhKybhLRE5VMwQDFbDSd0pbAI8Bk9QaPdhq/YuYRVdA/bslmnx0cGeTw9v4SqjI4NEuyu5mzkxKjeeFihTtEUBRU7Ov3BYrpETPZZdrcHH2lfQZj7X54VgjDkBqpmhn7x8agTuBv4jIDDWHksdc4X7geLWEopSUW0Xk+2qGYKACVs8dUzVwP3CwWiMDe61/0c7Iqn2tBJNkn2Rf5S1suCH7yg1LBzv7RH42Da5Q4aSfavaVwz6R1zVp9lXS9ghVYA3ewxashh+EVAzSjt1fLAeuB24QkVVqDiXPOcKh2B90K0pHPsUu6H8coFlBxeGfInK2miEYqICVWQcVAq4BzlVrZEjdm5glV2PWPd15BqHZV0W4nhJnX2W7dDDNe3g/+6pEPtHtNZp9lbdP+C5WaPbVxmuQ3iOQYftjDT8Aa/A0COkeLj7kE+DvwN0iotutK07MDaqAL4DN1BpKG/OAS4F7RCRhjIkCzwF7qmkKzt9EROfpAUEFrOw6qx8A/wAiao0MaZqDWX4DZsWtkGgsyqRUs69KK1R4PvvKUWFDs6/s2CkO2tS5WFGa63GDqBnw7CsJIf0m24LV8AORmm10OORP4sBTwF+BF0TEqEkUB+cEfwd+opZQgNXA/2HvXNrUxU9qgLeAcWqmgvJ7EfmVmiEY6Igt+w5rGvAwMFCtkQWtKzHLb8Qs+yfEVjs8Wckx+0qFigIdr9lX7vEJd/hF4JYOpnyNlPjZzN8nHMu+KraoGe2HNWQPrCF7ISMORsq1C/cxy4HbgX+IyAI1h1KAucDOwBtASK0RaBqA67DFk/Vp/GU08LbOHQvKr0Tk92qGYKACVm4d1zjgv8BEtUaWJDZgVt6NWXodNM1yfFIaqOwrFwoVmn2VQXto9lUR2yB1rKAkscIjPpHiPZzLvirC0kFCSM1UrKH7YA3bt23XQJ1r+py32iaT/xaRFjWHUqA5QBT4EN3gKci0Av8CrhKRZRn6zZ7Yywmjar6CcI6IXKdmCAYqYOXegVUBtwDHqjVypO5NzLLrMWseBRNzRKgoWPaVyeEx0uyrnM+v2VdOHa/ZV673CY/ECk8sHSzrjzV4d6zBeyHDD0QqBms/63+agPuA60XkAzWHUoTx/6+BK9USwWx+4EHgEhGZnYPvnIqdHarzb+f5rojcoWYIBvoA5d+R/RD7Ez+ti5UrLUsxK27BLL8RWldlL161dSmafeXg+Us8Kc09+8oNQkWa9tDsqxL5qYqa+fqEK7OvNtayGqa1rALIEuwMiOt0N0GliGP+cdgbAuhOD8HjeeD/iciHefrQVcAlak7HOUpEHlEzBAMd6TnToU3DVuSHqjXyINGMWf1vzLIbof69zN3X6+KVD4SKgmdf5ShqqlDh4PlzeI1mX2XQHpp9ldX1SPWWdh2rwXtiDd4DIpXadwaLN7CLsj8iIjE1h1LEsb4FvAzsodYIXMy5WERecciPBLgL+I6a1lGmi8jzaoZgoAKWcx3bUOAB7dgcovFru1bWijvsrKweJqWlEbA8skysKHWgNPsqbXsEUNR0nXhVUr/Q7KtN15DlPUjZAGTQbvaywKH7IL11x/oAUgvcjZ1t9ZWaQynROP8s4Aa1RGB4B3up4PMF8KVy4AVgNzWzY+wqIm+rGYKBCljOBqQw8EfgPLWtQySaMWufgJX3YNY9Aybe2XU1+6rkQoXnC7erUOH88Wj2leM+kdc1uaFwe4axIlSBNWAnZMietmilywKDzHvATcD9IlKv5lBKOL4fBnwJ9FFr+J7PgF8Dj4qIKaBPDQTeBMaqyR1hkoh8qWYIBjoqLExQmg7cgS4pdJambzAr7sCsvAdaFmdfuN13QkUGj7CHsq+0cHs+bZBlWNfC7QGLFVKi57LLNSR7jRVF+m+PNXga1uA9kf7bg6UlJQNMLXA/cGO+tWYUxcFx/cPAkWoJXzMP+D1wi4jEi+RXo7GXKA5R8+fNZiKySM0QDFTAKlxQGgLcCUxXazhNAurexqx6mMTK+yG2pgST5BIUbnehUKHZV/4RKpw6PmvxqmDXpKJmVt18sbKvJIz0m2RnVw3YCWvQbhCp0m5NeQe7KPv9ItKg5lBcNJ4/CviPWsK3zAV+B9xRirp6xpjtgZcA7Qjzo5+IrFMzBAMVsAoblAT4KfAnIKoWKQCJZsy6FzAr78WseRxMSwEmgG4UKjJ4fN1WuD3Ne2j2lVN+qtlXRfeJlK/xduH2/J/LjW8fQvpu3UGw2hUi1dp3KdCebfVPEflIzaG4cBzfB/gCGK7W8B3zgGvb4k9zif1sH+ApoEybJTcTApFiZc4ppUcFrOIEpu2Be4Fxao0CEluDWfVv+6v2TSBRoAljCbKvTA6PrmZfFUmoSNMemn1VomvS3Siz6uKdzL6yokjNtlgDd0EG7oo1cFcI99b+SenIB9i1re7V2laKy8fvtwHfVUv4innYSwVvddNOpsaYE4B7AEubKGsaRES3JA4QKmAVLzBVAn8DTldrFIHW1Zh1T2NWPYxZ+xyYLPook8MjE7Qi3dlmX5kc/qRCRZbHa/ZV0X0i5Wu8nX2VlXgV7o3VfwdkwM7IwJ2xBuwMoXLtg5SurMfeSfAmEflUzaF4YNx+APC0zpV8wyzgt8A9bhKuuvjc+cA12lRZs0xEtO50gNCgXPzgdCj2J4/6oBWL1tWYtU9jVmcoZnk9+6oodaDckH3lBvEqTXto9lWJ/FRFzay69ywFLCkbiNRsiwzYBWvgTkiNFl1X0vImcDPwgIhsUHMoHhmrV2LvRjdKreF5ZmILV/e6Vbjq4nv/B1ygzZYVs0REVzkFCBWwShOc+gJ/BH6o1igyLcswa57ArHkMs/4VSDSrUOG27Ktslw6qUOH8+XN4TeCyr7L1CY/4RedThJDq8ciAHbH674T03xGpGq39iNITS4B/Y+/mpdlWihfH6dcBP1ZLeJpvgD/gsqWCGfieALeiS1ez4UMR2V7NEBxUwCptkDoEe9edYWqNEpDYgFn3Mmbtk5jVj0PriuAVbs/pmjT7Km17FH0nRF06mNQOKmpmf/5wJfSdhDVgZ2TAzlgDdoJoP+0rlExoBh4F7gKe8tKEUVG6jM13BV5HaxF5lbnYSQK3ejUOGWMibfH0IG3OjHhZRPZRMwQHFbBKH6T6otlYLmiIGKb2DcyaJzFrnobGWSpUpDxes688L1Q4eTyafeW4T+R1TZm2hYVUjUVqtkcGtGVXVY8D0TmbkhUfYItW94jIKjWH4vExeRnwETBRreE5NgpXt/hhNzpjTC/geWBXbdoeeUxEDlczBAcVsNwTqI7BLvKutbHcQNM8zLoX7a+1z0O8rsRCRQaPa1EKVjsjVHi/cHuK9tDsqxJdj5SwDTJoDzeImuWDkX5TkH5TkX5TsAbsCNEajfVKLizBFq1uF5Gv1RyKj8bifwD+n1rCU3wJ/Aa7zl7CZ/44EHgFFVR74m4ROUXNEBxUwHJXoOoDXIm97j6kFnFLw8Qwde9i1jwF617C1H8MJttZfr6TajdkX7lh6WAHW6hQUXqfQLOvSu4TnV7Tdg3hSqTvpDbBagoyYBek90iN5Uo+NAPPAXcCj+gSQcWHY/CpwLuA7krhDb7Ezri6xw8ZV2n8cjjwKqAFKFPzFxE5X80QHFTAcmew2hW4EdhareHGYfxizPpXMGtfsgvBNy8uwiS5xNlXJodw4dvsKzcIFRm2h2Zf+d8vwtVI363bxap+U5GqMdq9K07xDnAHcL+IrFVzKD4dd0eA94Apag3X8yn2roL/9lvGVRr/HI0tYg3X5k/KxSLyOzVDcNARrrs70/OBS4FeahEX0/QNZt1LmPVvYta9DC1LHZ7AavZVN1sUXSxygVDhdfGqYNcUIFEzUoVUb9VpKaBUad0qxXHmA/cCd4nIV2oOJQBj7kuAq9QSruZV7Iyrp0TEBNBHt8JeTjhAXaEbPxSRf6kZgoMKWO4PWFsA1wMHqzW8QALT8AWsfx1T+xZm/RvQvCyPSWwACrdnfE1auN1NfhG4pYMpXyMFuWfpNRz6TEL6TEL6bmOLVboMUCkca4HHsZcIvhDECaIS2HH2BOzC7eVqDfc1D/AE8HsReVN91UwBXgJ0e+DOHCEi/1MzBAcVsLwTtA4DrkXXQHuPlqWY9W9tytJiwwwyX1+n2Vfd7OC2wu1Fv6YAiFee8os8fcKKIJWjkb5TkOoJUD0eq2YHKNMPWZWC04S9y9WdwP9EpEVNogRsbG1hZ/bsrtZwFa3A/cAfRORLNUcnn90Fux5hpVpjE7uJyFtqhuCgApa3glYUOBs7zblKLeJRWpbbReFr34W69zB1H0G83pVChWZfOShUOHJ8AXwih9do4fYM2iOJGC29N4fqCUj1RDuzqs8ku16VhDUuKsUiDryNLVrdJyJ1ahIlwOPq84Fr1BKuoR64FbhaRBaqOVL67X7YGbOaNWizpYjMVjMEBxWwvBm4hgF/AE7WNvRDg8YxjTOh7iNbzKp9C1P3Sc+z7KIUrNbsqx7DpWZfleB6pIRtkEF7RPoiVePtZX/VE+zv+06GsH5gqpSMD4C7sIuxL1dzKDqWNltgFwTXwFx6VgL/AP4mImvUHBn577eBfwP6CRj0FZH1aobgoOKHt4PXTsDfgJ3VGj4jXmeLWPUfY+o/xtR9DI2zwMSLPGkvYPZVtoXbi3bPWYRKzb4qYhu4zCckhPTaDCrHIlXjkOpxSNUEexlgpFpjmOIGvgIexN5mfpaaQ1E2jZ8FeBbYX61RUuZhl0f5l4hsUHNk7ccnY+8SG+SdXFqBMq3bGCxUwPJ+8AoB3wcuB4aqRXxMvAHT8DnUfYyp/wTqPsFs+AoSGZQtyUnYcEao8P7SwRShsigZcFmGa82+cv6aQr2Ryi2RqjH2jn+VWyJVY5HKLSFUpnFJcRvzgYewRauP1RyKknTsfCbwT7VEyfgEe0fBh0QkpubIy5fPws5eC+qcfqmIDFNPCBYqYPkngPUCzgEuAvqoRYLS8DHYMBvT8KUtbjV8ae+C2Div80zdk0sHO4SoootFGYTJgC0dtOOMT7OvQmVIr1FI5Rio3ALpPRrpPRqqxiIVwzXOKG5nAfBfbOHqDf0kWlHSjpdHAp+htWRLwRvYwtXjGqcc9ekzgBsDOq//RESmqhcECxWw/BfE+gO/AH4GaHpAUIk3YBq+gobPMRtmQcMMzIYZ0LSg8zLElJN8zb5KGyKLIBZp9pXDPhHq1SZSjYbeW9g7//XeAnqPRiqGgVgaNxQvoaKVomQ/RhbgKeBAtUbRSABPAr/TneIK6ts/xM4qDNrc/nkRma4eECxUwPJvIBsD/BY4TttZaR9GNGMa58CGmbBhJqZhBmyYZf8u1lb/0OvZV45ma2n2lR1PxEGb5nN8GgErVIb0Ggm9NkfavuzvR9q1qsoG6POveJ1vsAWrf4vIe2oORcl6bKxLB4tHI3A3cI2IzFBzFMW/zwX+ErB53/0icqK2frBQYcP/wWwH4PdooUqlJ1rXYBrnQuM30PjNpu9N4zfQvDRr4UGzr5w6XrOvACgbjFQMt7OlKkbYS/vKhyG9NrPFqvLB+gwrfmQu9k5TD4nI+2oORcl5PDwKe9dBXTpYWBYD1wM3ichqNUfR/fxn2CJWUPi7iPxUWz5Y6NabPqdtwDvdGLMbdn2sQ9UqSlIiNUikBqp3sH2n498SjZjGedC0EJoWYZrt/2mcj2laZAtcJoM6nG4Tr9z/BDt/z24Tr6wIEh1oi1Flg6BiKFI+FCqGIxUjoGKYLVZZuiJaCQzzgf+hywMVxalJvWDXCFLxqnB8gL0z+n0i0qrmKNm871pjDARHxFqhrR5AP1cTBK4T3xu4AthTraE451gxaF7aJmYtxrQsh6al9v/Ni6FlBaZpMcTqswtLmn1VxHtOFTNyFLCi/ZDoACgbYP9fPqRNoGoTqsqHIWUDoGyQPj+KAl/TVtNKRD5UcyiKo2Pfs7F3alOcJQb8B7hWRN5Wc7jK5y8A/i8At3q2iOiy4IChAlZwA9s0bCFrX7WGUjTiGzDNi6F5BbSuwrSsgJZV0Lq6/fuWVZjW1dC8iqzUFkeFHK19ZceJtmsIVSCRfhDtB5F+SLQfRPpCtD9SNhCiA5Cy/lA22P4+2h+siPq7oqTnS+wsqwdF5Es1h6IUZLw7Cl066DTrgTuw61stUHO41vfPB67x+W0eLSIPa2sHCxWwNLjtD1wO7K7WUNzlnHGIrcO0roPWtRBbB63rMB2+3/T3WL19TLwBE99g/7yxKH3K82cZFr0qXokF4WoIVyGhKojY3xOuQsLVEOlj/xxp+zncp12oivSDaF9dvqcoztAMvISdafWoiCxVkyhKQce4AjyPfljrFF9iLxO8S0Q2qDk88Qz8P+APPr7FvUTkVW3pYKEClrIxwE0D/h/wLfULxTfE6iFej4k3QKwO4vWQaLV/b2KYWB0Qh9ZaIAGt6wFji2Mbn41EE8Sb2s/Z4W/2AbEMl0a2Ea4CQl0isdjC0aafy5Bwr7bjq20RyioDq8L+XaQPIEi4Cqyofc5QhX1MpA9ilUGoF4R7g2gmlKKUkA3Ai9iZVv8TkfVqEkUp2tj2x8B1aon8zAi8gC1cPa41+Tz5HPwcuNqntzdGROZqKwcLFSqUrkFuG+BC4Hi0yL+iKIqiZMsS4FHgEeBlEWlRkyhK0cezW2AvHaxUa+REA3An8FcRmaHm8Pzz4MdMLAP0EpEmbeFgoQKWkirQjQLOA34A9FKLKIqiKEpK5gKPY2davSkiCTWJopRsDCvAM8B0tUbWLAVuAv4uIqvVHL56Ls4Crgcsn9zSChEZrC0bPFTAUnoKdoOAnwJnAf3VIoqiKIpCC/Aa8AT2sppZahJFcc3YVZcOZs+rbTZ7RERiag7fPhvfxxYo/SBifSwi22qrBg8VsJRMA14Z9rLCC4Ct1SKKoihKwFiFXYT9cbSelaK4dbyqSwczpxa4H7heRD5VcwTmGTkBe3mo14ukPiYih2uLBg8VsJRcAt807Kyso+hWjVpRFEVRfMOXwGPYopUuDVQUd49PLexNE/ZSa6TlA+wsnHtEpEHNEchn5VDsJe/lHr6NG0TkR9qawUOLdCtZIyKvA68bY8YC5wDfBarVMoqiKIrHqQWex14a+KSILFOTKIpn+BEqXqWiAbgP+KeIfKDmCPxc7nFjzJHAw0CFR29jibZkQP1XTaDkizGmGjgNOBOYpBZRFEVRPEIC+Ai74PMz2FlWWv9FUbw3Fh0DfAL0Vmt04gvgn8BduuxZSfLc7I2dZezFJbeni8jt2orBQwUsxelAOA1byDoGb6elKoqiKP5kJfAs8DTwrIisUJMoiqfHnhbwMrCHWgOAZuA/2NlWr6k5lB6en12BJ4G+Hrv0/UTkRW3B4KECllKoYNgHu+j7T9Ci74qiKErpiAMfYy8N1FpWiuK/MecvgD+pJZgD/Au4VURWqjmULJ6hbbGzkAd66LLHiMhcbb3goQKWUuiAKNj1CM4EjgTK1CqKoihKgZmBLVi9ALyoS2cUxbfjzEnA+wQ36z+GvQTsRuA5FeeVPJ+l54ChHrjcOFAhIq3acsFDBSylmIGxL3A4cAqwn/qfoiiK4hArgFewRatnRGS+mkRRfD+uDANvAjsG8PaXAndi78Sm8U5x6pkahZ2JNc7ll7pAREZqiwUTFRCUUgXIicCp2GLWcLWIoiiKkgX1tAtWLwCfi4hRsyhKoMaSVwCXBuiWW7F3SL0Ne5dU3XBCKcRzNQi7Jtb2Lr7MV0VEdxwNKCpgKaUOkiHsbKzTsJcYVqhVFEVRlC40A29jF2p+HnhHlw4oSqDHjztiZ1+FA3C7XwC3AnfrphNKkZ6vKuCRtjmaG7lTRE7TlgomKmApbgqW1cBRwAltATOsVlEURQkkLcA7wEvYotXbItKoZlEUxRhTAXwITPDxba4D7gduE5F3tdWVEjxnUeAu4DgXXt6VInKZtlIwUYFAcQ0iUgvcDtxujKkBDgWOBQ5SX1UURfE1MeAT7OyqN4BX2voERVGUrvwef4pXCeAt7NpW94hIgza1UsJ5WYsx5gRgEXC+yy7vG22hAPummkBxO8aY4dhC1gnAzmoRRVEUz9MMvAe8il3L6g2drCmKksGYcG/suneWj25rHnAHcLuIzNNWVlz43F0CXOWiS9pHRF7WlgkmKmApXgugW2CLWUcCO/lsAKMoiuJX1mNnVr0OvAa8JyLNahZFUbIYA1YDnwJ+2H2sEXgYuyD7SyKS0BZWXP78nQHcAIRccDkjRGSxtkowUQFL8XIgHQgcjC1oHQBE1SqKoiiuYBnwPrZg9QZadF1RlPzHfbcCp3v8Nj7Arit0t4is1lZVPPYMHo5dm62Um241AFW683BwUQFL8UtA7YddM+sI7JpZvdQqiqIoRSEBfIm9I9ibwOsiMkfNoiiKg+O8w4BHPXr5K4C7gVtF5AttTcXjz+JewH+BviW6hI9FZFttieCiApbix8DaCzsj65C2r+FqFUVRFMdYB7zd9vUW9g6BWnBdUZRCjesGAJ8BQzx02U3AY8A9wJOagar47JmcBDwOjCrB2z8kIsdpKwQX3dlN8R0isgH7k4H/tgXZ0cBh2BlaewERtZKiKErGzMVeBvgB9pLAj7Rei6IoReQfeEO82riL4EPoEkHF33OtL4wxO7bNtXYv8tvP0BYIuP+pCZQgYYypAQ7Ezsw6CBigVlEURdnEMuzdAd8D3gXeFZG1ahZFUUo0bjsJO4vJzXzUdo33a2FpJWDPZy/smm5HFfFtTxORO9X6wUUFLCXIQdcCtgf2b/vaDShXyyiKEhDqsAutbxSr3hORBWoWRVFcMk4bjr10sJ8LL28ecC9wj4h8qa2lBHw+9UfggiK95W4i8pZaPriogKUo7QG4ApiGLWbtB2wLWGoZRVF8QBP29vPv0yZWAV/rUkBFUVw6JhPgKeysebewGnt54D3AG7oLmqJ0embPBK6j8CWKBorIKrV4cFEBS1FSB+L+wL7YYtZewAS1iqIoHqAe+AT4sMPXlyISU9MoiuKRMdiPgOtdcCmNtBdjf1pEWrR1FCXlc3sg8CBQXaC3WCEig9XSwUYFLEXJPCgPAnbGLla4P5qhpShK6anDzqz6oMPX1yISV9MoiuLR8dYY4GOgskSXsLEY+53Yda10l1VFyfz5nYy9Q+HIApz+JRHZV60cbFTAUpTcA3Rf7CWHe7b9vwO6w6GiKAUKOdi7AX6CLVht/Jqry1gURfHR2MoCXsOuS1psPgTuBh4QkSXaGoqS83M8FDtzcXuHT329iPxELRxsVMBSFOeCde+2QL1L29fOwDC1jKIoWVKLXbj4U9oFq89FpE5NoyiKz8dSPwH+XsS3/AS7rtVDIjJTW0BRHJ0X3QUc6eBpfyQiN6h1g40KWIpS2OC9OZ0Fre3QnQ4VRbFpBr4CvgQ+b/v/M+AbzapSFCWAY6bNgC+AqgK/1WfYdXoeEpEZanlFKdgzLcClbV9OlF3ZS0ReVcsGGxWwFKW4gTwCTMVebrhd29fW6NJDRfEzLdhC1Ve0C1WfYy//01pViqIo9hjpXuDEAp3+c+xMqwdF5Gu1tqIU9dk+HDsbK9/i7gNEZLVaNNiogKUopQ/qUWwRa7sOX9ugmVqK4jXWAjOBr4EZbV9fAHN0B0BFUZS0Y6GtsQu3O7k5zhe0i1ZfqZUVpaTP+ETgv8C4HE+xTESGqiUVFbAUxZ1BPgxMws7WmowtaE1Ga2opSqmJAfOwxamNQtVM4CsRWaHmURRFyWnc8x/gKAdO9SXtNa2+UMsqique8z7APcC3cnj5CyKyv1pRUQFLUbwV+GuwxaxJtItak8k/JVdRlHZiwHxgNjCn7f+NX3NEpEVNpCiK4tjYpj+wlNzLKXxFu2j1uVpUUVz9vFvAlcCvyE6LuEpELlULKipgKYo/OoPNgPFtXxPb/p8AjFDrKEpSGoFvgLl0EKfa/p8vIq1qIkVRlKKMYfYBXszyZTNoL8T+mVpRUTz33B8N3A5UZviS3UTkLbWcogKWovi7c6iis7A1psNXjVpI8TGN2Ev9un7NB+aJyHI1kaIoiivGKpOxdwZMRxx4G3gaeFREPlXLKYrnn/2tgUfa5iXp+BqYrBvfKKAClqIEudPo19ZhjKWzsDUGGIqzhVQVxUkSwDJgAbAYWIQtTC1u+908EVmmZlIURfHMmOTHwE+wP3CLtcXyucC7wDvA6yKyVi2lKL579muAO0ldF8sA3xKRp9RaCqiApShK8s4kir38cPO2ry06fL/xS3dJVApBI3YtlKXYItViYGGH/xcAS3WJn6IoiqIoim/mHqcAF2OL2BupB84WkbvVQspGVMBSFCXXjmYIdqbWcOzdETt+DQeGAIM1zijYSz9WASvbvpYAK7Azp5Zji1PLgSUisl7NpSiKoiiKEri5hQVshV3HtxV4UUTq1DJKR3RiqShKITuiCLaINRQY2OFrSNv/A4BBbccMRLO6vEItsBZY0/b/KmxBaqNItbzt/40/rxIRo2ZTFEVRFEVRFCVXVMBSFMU1GGMqgX5tXzVJvu/4uz5AFfbuJVVtv1N6JgbUYQtPddhiVF3b1/q2r41/7yhSbfpfi2gqiqIoiqIoilJs/j8GpqE/MKU1ggAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAxOC0xMi0xMlQxNzo1MDowMiswMDowMNRb8B0AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMTgtMTItMTJUMTc6NTA6MDIrMDA6MDClBkihAAAAAElFTkSuQmCC\n\n",alt:"lotto"}}),e._v(" 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XOqa0LtZJ9cr4ISgz99G4d0kN72GKspSOGAgAAALCNEQx0jjdMagyiv5Z10H3sEBt5rS6STTodP38dz2t+dgg9/b3WX/dzg3Nq60IXxhJCiaFnblDPa8JpqX21xy3GWjJiKAAAAABbGcHAf3swiP6vrKvuY4dzU2fvyjJlX5f908xr3UQIVbtW9/OEc2rrQhcRQ+PbiP6dtcctxloyYigAAAAAWxnBwAozsUpjEH1D1lP38UMjeS3ayKbInjBi/Oi7iRCqdrHu5wznqPBBDI1vA7u3C48d1kt74GIs1hFDAQAAANjKCAbayT7yaBA9Juul+xgmMhWkZVWnXwvLXttmQui7up83nEUMNbchvdtrD1yMxTpiKAAAAADbGcHAN83GK81niPKReQfJ8U6W3Sl7xo7XtJkQqvYb3ccAziKGmt/NKTdoj1yMxTJiKAAAAADbGcHARCsilsYg+keDmyrZTo5xW9lC2et2vZYxhFC1b+s+FnAWMdT8UnpcFR43vI/20MVYcyOGAgAAALDd6TP9LAlcGoPob2SX6T6WfmQ03hF+udF4Fq5tr2GMIVQtoPuYwFnEUGs27MaO2kMXY82NGAoAAADAEYbJGym5JIj+QNZW97H0CzmWrWWLZG/a/dq1IISqrdR9bOAsYqh1Gz2om/bYxdj5RgwFAAAA4AgjGLhEdtIHQfRhWZLu4+ll6vjJDNn/OPGatTCEqqXpPkZwFjHUuqX0vDqcltpXe/BirKkRQwEAAAA4xggGSqyMXBqDaKHuY+lVcuz6yZ536HWKJ4Sqtdd9nOAsYqi1G3FTJ+3Bi7GmRgwFAAAA4BgjGLhC9q4PgugnsnG6j6eXyPG6VFYt+9jlIfSk7mMF5xFDrd+YoT21Ry/GzjViKAAAAABHGcHALqujl6Ygelx2ne7j6QVynKbI3nIqgpoIoWrf03284DxiqPUb3Ku99ujF2LlGDAUAAADgKCMYuEx2widB9AVZa93H1K3k2Fwp+6qTEdRkCFXbofu4wXnEUHs2ckAX7eGLsbNHDAUAAADgOCMYWGNHBNMURIln52A0ng16zGMhVO123ccOziOG2rOB3duFxw7vrT1+MRY9YigAAAAAxxnBwEWyP/okiKrrh96s+5i6hRyLC2U1TkdQi0Ko2hW6jyGcRwy1b0P7dNAevxiLHjEUAAAAgBZGMDDVriimIYj+UXax7mOqmxyDPrJXPBxCX9F9DKEHMdTejU7ppj2AMRYZMRQAAACANkYw8LSPgmil7uOpkzz/mbJ/eDiEqu3VfRyhBzHU3qX0uCo8bngf7RGMMTViKAAAAABtjGDgBtn7Pgmip2Spuo+p0+Q5t5JV6IigFodQtYm6jyf0IIbav+E3Xqc9gjGmRgwFAAAAoJVh082UNAXRXxoJdHd5ea6Xy571SQj9wOBSBwmLGOrMbhncXXsIY4wYCgAAAEAro/HMwpd8FETzdR9TJ8jz7CT7rU9CqNq3dR9T6EMMdWaDel4TTkvtqz2GscQeMRQAAACAdkYw0Ev2nk+C6AnZl3QfUzvJ8xssq/VRCFWbp/u4Qh9iqHMb0b+z9hjGEnvEUAAAAACuYAQDi+yOaA4G0X26j6dd5LndLvunz0LoJ4bPAzbOjxjq3AZ2bxceO6yX9iDGEnfEUAAAAACuYQQD3/BJEP1Q1ln38bSa0XjH+A99FkLVntN9bKEXMdTZDendXnsQY4k7YigAAAAA1zAab8jzJ58E0Ud0H08ryfPJMhrPoPRbCFWbq/v4Qi9iqPMbNbCr9ijGEnPEUAAAAACuYgQDNxkOfAzbgSB6StZD9/G0gjyPPF0R1IEQqr7XPq/7GEMvYqjza/i4/PDe2sMYS7wRQwEAAAC4jhEMZDgR2RwIog/oPpZmyXOY5+MQquarM3gRH2Kong3te632MMYSb8RQAAAAAK5kBAOlPgiiH8k66j6W8ZLHPsvw70fjIxur+zhDv9q60EXEUD0bPaib9jjGEmvEUAAAAACuZAQDSbJHfRBE9+o+lvGQx32H4c+bJUXvNfV9pvtYQ7/autCFxFA9S+l5dTgtta/2QMYSZ8RQAAAAAK5lBAMXyH7k8SB6Unax7mPZEvJ4U2Xv+TyEqi3VfazhDrV1oTbEUH1L7Xe99kDGEmfEUAAAAACuZgQDl8p+5fEgukj3cYyVPNZuspC2ELqtyKkQ+o7sEt3HG+5RWxfaJfuAGKpntw7poT2SscQYMRQAAACA6xnBwJWyX3s4iP5S9zGMxenj/AdtIXTnBqdCqNoe3ccb7nP6RkqDZd8ghjq7wb3aa49kLDFGDAUAAADgCUYw0EH2uoeD6E26j+H5yONrazh0SQIXhFB1LdRrdB9zuFdtXaiSGOr8Rg7ooj2UMf+PGAoAAADAM04H0dc8GkRdfSMleXw1CRJC1Q7qPt5wN2Kong3s3i48dlhv7bGM+XvEUAAAAACeYjR+lPsVDwbRWlkr3cfvXORxzUugEPqxrKvuYw53I4bq29A+HbTHMubvEUMBAAAAeI4RDFwm+4kHg+ho3cfubPKYBss+SJAQqnaf7mMO9yOG6t3olBu0BzPm3xFDAQAAAA+4vWjF05PW5L88uXjtt41goFA2X3aXbKSsh+xC3Y/RafKcL5I97rEgWq37uEWTx3OJoemGSZpC6HuyDrqPO9yPGKp3KT2uCo8b3kd7NGP+HDEUAAAA8ICJ+YvqI+FIRaQmQs9bsp/JHpNtk82U9ZW10f347SLPLUlW7qEg+hfdxyyaPJ5HEiiEqpXpPubwBmKo/g3vd532aMb8OWIoAAAA4AGTCvP/FIlHzQTRc+0j2auy+2ULZDcaLr12Zbzk+WTL3vdIEO2j+3gp8jjmJFgIPSH7gu7jDm8ghrpjtwzurj2cMf+NGAoAAAB4wPSH9z8yaeWSsIkgevb+LnvGaPzIfX9Zsu7naJY8h0Gyv3ogiK5wwbHqKHsngUKo2hLdxx3eQQx1xwb1vCacltpXezxj/hoxFAAAAPAAIxiomH70QNjiIBq9Y7KgbLbsUt3PN15G453mv+XyIPotzcdIXVrgmQQLob8wfHY2NOxFDHXPRtzUSXs8Y/4aMRQAAADwACMY2KCijs1BNDL1sfqnZYtk7XQ/95Y6HfuWGzbfId1EEP27zjAnP/e8BAuhaiN0HW94EzHUPRvYvV14zNCe2gMa88+IoQAAAIAHGMFAXiTsOBREI/vkdBjNkF2k+zi0hDzem2QvuzSIarluqPy818hOJlgIPaLjWMPbiKHu2pDe7bUHNOafEUMBAAAADzCCgenRgcfhIBrZ27Ivy4bpPh6xksfaRlZsNJ7t6qYgukDT8fhqgoXQv8ku03Gs4T21daFbZd+XvdNUCCWG6tuogV21RzTmjxFDAQAAAA8wgoHBZ4ceTUE0MnUNxhzZhbqPTSzkcfaRPe+iIHqvhmMwOsFCqNodTh9neFNtXaiV7MPzRVBiqN6pj8uPHdZbe0hj3h8xFAAAAPAAIxj40rlij+YgqnZcViq7Rvcxao7ReC3RWbI3XRBEX3T4ubeWvZpgIfQRJ48xvK22LnRhLCGUGKp3Q/teqz2kMe+PGAoAAAB4hBEMvO/SIKr2oeygrKvu49QceYyfk5XI3tUYRN9x+DnnJ1gI/bPsC04eY3hbbV3oImKoNzZ6UDftMY15e8RQAAAAwCOMYOC3TcUflwRRtY9lR2W9dB+v5shjvEp2wGgMuTqCaEeHnuclsmMJFELVTb+4ezxaRIUPYqg3ltLz6nBaal/tQY15d8RQAAAAwCOMYODJ80UgFwVRtVOyB5wKfmbIY2wvq5S953AQvdmh57c1gUKo2mYnjiv8hRjqraX2u157UGPeHTEUAAAA8Aij8dqc5w1BLguiauqj/XtkV+g+fs2Rx3ilbIth0TVFYwiicxx4Tu0MGy4H4OIQ+pysld3HFf5DDPXebh3SQ3tUY94cMRQAAADwCCMYmB1LEHJhEFU7KVsla6P7ODZHHmNbWYbshzYHUdvPYJSfoyKBQqi6TuiVdh9T+BMx1Hsb1PMa7VGNeXPEUAAAAMAjjGDgpljDkEuDqNpvZLfqPpaxksfaxWi82dIfbAiiNTY/9isMm88KdVEIVWcgp9h5POFvxFBvbkT/ztrDGvPeiKEAAACARxjBwIVG481hvB5E1R6VXav7mLaEPN6Bsh2ng64VQfSrNj9eW68V6qIQqpZt57GE/xFDvbmB3duFxw7rpT2uMW+NGAoAAAB4iBEMvNySSOTyIPqOLFeWpPu4tpQ85o6y+bLHjRivMXp2EJ0auOcFGx/f54zGSxMkQgjdaddxROIghnp3Q/t00B7XmLdGDAUAAAA8xAgGDrY0Frk8iKo9J+uk+9iaoR6/0XidUXWzqO/K3moyiC6a2xgRc7M/svHxLEuQEPqI4cGYDvchhnp7N6fcoD2wMe+MGAoAAAB4iBEMZMcTjTwQRNW1LZf4KWzJc7ncaPxo/XSj8eZRu2VfvmPHhpcbQuK8rA9s+nmTZL9LgBD6vKytHccQiYcY6u2l9LgqPG54H+2RjXljxFAAAADAQ4xgoHu88cgDQVTt27Iv6T7OdpLjPuX08X/Zjq8vxy8tAULoL2WX2nH8kJiIod7fsBs7ao9szBsjhgIAAAAeYjSe9Xfc50FUXYNznO5jbRcHYuiTPg+hr8qutOPYIXERQ/2xWwZ31x7amPtHDAUAAAA8xmi8aU/cMckjQVTtHlkb3cfbanbGUDle7WQf+ziEvi7rYPVxA4ih/lhKz6vDaal9tcc25u4RQwEAAACPMRrvwG4qKnkoiKrrQrbTfcytZHMMXUkIBVqOGOqfjbipk/bYxtw9YigAAADgMUbjnctNxyUPBdG/ygbpPu5WsTmGvuzTEPoaIRR2Iob6a2OG9tQe3Jh7RwwFAAAAPOj0WXKJFEQ/kM3TfdytYFcMlePT16ch9BWDa4TCZsRQf21wr/bagxtz74ihAAAAgAcZwUC1VbHJQ0FUbY8sWffxN8PGGFrswxD6E9llVh4n4FyIof7bqIFdtUc35s4RQwEAAAAPMoKBW6yMTh4Lol+XefYPKTbG0Fd8FkK/JrvIymMENIUY6r8N7N4uPHZYb+3hjblvxFAAAADAg4xgoJUslMBB9AXDox+dtiOGyrHo4rMQWmF4/AxgeAsx1J8b2vda7eGNuW/EUAAAAMCjjGDgPqsjlMeC6O9lXXW/Di1lUww1dRd5F4XQD2V5Vh0XIFbEUP9udMoN2uMbc9eIoQAAAIBHGcHA7XYEKY8F0TdkvXW/Fi1hUwz9Lx+E0LdkI6w6JkBLEEP9u5QeV4XHDe+jPcAx94wYCgAAAHiUEQy0MSz+qLxHg+gx2Y26X49YWR1D5blfIPunx0PoT2XtrTgeQDyIof7e8H7XaQ9wzD0jhgIAAAAeZlh4V3mPB9G3ZUN0vx6xsCGGxnUzLReFUHV90LZWHAsgXsRQ/+/WIT20RzjmjhFDAQAAAA8zgoEUO0OVB4PoMN2vSXNsiKFbPRpC62QTrDgGgFnEUP9vUM9rwmmpfbWHOKZ/xFAAAADA44xg4FWC6BlBdJDu1+R8bIih3/FgCP2W7Cornj9gBWJoYmxE/87aQxzTP2IoAAAA4HFGMLDa7njlsSCqriHaV/fr0hQrY6g8z2TZSQ+FUPVYsy04jIClautCFxFD/b+B3duFxw7rpT3GMWIoAAAAABOMYOByI84b6Pg4iKo7k3fV/dqci8UxtKeHQuhTBjdJgkvV1oUuJIYmxob0bq89xjFiKAAAAACTjGDgPieClseC6F/dGN8sjqGzPBBC/yybasWxA+xSWxdqQwxNnN2ccoP2IMeIoQAAAABMMIKBfk7FLY8F0V/ILtH9+kSzOIaWujiEvi8rkV1kxXED7FZbFwrIThFD/b+UHleFxw3voz3KMWIoAAAAABOMYOBHBNFz7mlZa92vT4TFMfRJF4bQU7Kjsk5WHC/ASbV1oStl42XfJob6e8Nu7Kg9yjFiKAAAAAATjGBgipOR0WNB9Mu6X58Ii2Po/7oshKo7299kxXECdKqtC1USQ/2/0YO6aQ9zjBgKAAAAIE5GMJAk+w1BtMkV6n6NFKtiqDyfNrJPXBJC1dm3w606RoBuxNDEWErPq8NpqX21xzlGDAUAAAAQJyPGG+okaBBV4TBN92tkYQztrDmEqo/Df0M2wKpjA7gFMTRxNuKmTtrjHCOGAgAAAIiTEQy0lr1OEG1y9Soi6nyNLIyhozWF0BOyCoNrgsLHiKGJtTFDe2oPdIwYCgAAACBORjCwSEdo9FAQ/ZVM2x9yLIyh2Q6H0JdkC2QXW3UsALcihibWBvdqrz3QMWIoAAAAgDgZjWeH/p4get49rOv1sTCGFjoQQv8qK5X1sOr5A15ADE28jRzQRXukY8RQAAAAAHEyggFDV2j0UBDN1vHaWBhDS20KoX8wGj8GP1SWZNXzBryEGJp4G9i9XXjs8N7aQx0jhgIAAACIg9F4Z/mfE0TPu3dl3Zx+bSyMofdaFELfkz0jWynra9XzBLyMGOrfjR/ZL7wwa3p419aicPDokfCTTzzesBdf+HH49ddfb9jzz30v/F9P/WfD1OtdXb4jvHR+RnhK2jDtIY8RQwEAAAA0wQgGxuiMjR4Jov8ta+vk62JVDL1j67qX4wyhx2RPytbJRskutOq5AX6RSDFUBcFIBIxns6dP0P4cmpuKn/cdrD4jeMY7FUoP11Q2xFHdUc/tUxHZzLG26xgTQwEAAAAfM4KBbxFEm125k6+JVTF04rKF9Q0hNDe7qRD6f7KfyB4yGq8vepusg1XPA/CzRImhmwqXmY6Dbo2h6gxQFUB/9cuXTT/Hpvazn77YEPwypozVHh7dNhUyzR5fYigAAACAFjOCgS6y93UH0YkrFrs5iJ6SjXTqNbEqhk7Iza5TX+e2hXPVTY5yZVNkqbLuBmd7AqYkQgydOiHVkiDothiqHo/62LtdAbSpqe8Lomjj1OUEXnnlV8RQAAAAAHoYwcAO3cFx+sP7wxMLFrk5iP7WqYBoVQyVf/8Hp7/ODyx6aABO83sMHdm/syUfGXdTDFXPSZ0J6nQEPXvqTNFEv7aoutaqFceSGAoAAAAgLkYw8FnZn3UHRw8E0TInXg9iKOB+fo+hZq8T6rYYqq4JaufH4Vs69fH5eRl3ao+SOmb2OqHEUAAAAACWMIKBu1wQG90eRD+RDbL7tSCGtpy8Lkmya2TDZJPu2rdz1e3rV35d9+OCf/k5hlpxnVA3xdDqip3a42dTKy1Zrz1OOjkrrhNKDAUAAABgGSMYeNwFwdHtQfSXstZ2vg7E0POT4/852WhZkeyrsldkH0Reo2n37Q1PWDQ3PH7enLDuxwr/8msMteo6oW6Ioepj8Vae4WrX1PeL7kjpxKy6TigxFAAAAIBljGDgSlnIBcHR7UF0iZ2vAzH0TEbjWZ8DZcWyn8g+buq1iQ6hd+3fdVL3Y4d/+TGGWnmdUN0xVD2XZ595WnvoJIj+e1ZdJ5QYCgAAAMBSRjAwywWx0e1B9ITsS3a9BsTQRnKM+8nKZX+J5XU5I4QeKFX/2e90Pwf4lx9jqF1nUTodQ70WQhMhiFp5nVBiKAAAAADLGcHAf7ggOLo9iN5v1/FP5BhqNN7MK1f2i5a8HucIoWo/1P184F9+i6FWXydUZwz1wkfjEymIWn2dUGIoAAAAAMupsx5lb7ogOLo5iJ4ybLqZUiLGUDmWV8i2y+pb+lo0EULVHtL9vOBffoqhdlwnVFcMdfPNkmKdn26qZMd1QomhAAAAAGxhBANpuiOoB4Lo9+049okUQ+UYXi4rk70bz2twnhCqVqL7+cG//BJDnfhIuVMxdGHWdO0h0+2Rz+nZcZ1QYigAAAAA2xjBwD26I6gHguh4q497IsRQOW5tZYWyk/Ee+2ZCqNpM3c8T/uWXGHrfwWrbw54TMVRF3V/98mXbnoP62k8+8fgZs/OY/eynLzacVak7ZpqZXdcJJYYCAAAAsI0RDLSR/Vx3BHV5EFXXtky28rj7PYYajWcd/9bMcY8hhKr10f1c4V9+iKErl+TYHquciqF2XCdUnTGrrqU6fmS/Jn9edYkB9c+8+MKPLf/5D9dUag+a8c7O64QSQwEAAADYyggGOhtxXMcxwYJohpXH3K8xVI7TZbIHzB7vGEOo+th9K93PGf7l9RiqIp6dZ1I6GUOt/ni8Ousznses/h2ro6gXPy5v93VCiaEAAAAAbHf6TL5PdEdQFwfR1wwLzw71Yww9/T1k+qZcMYZQNe3PGf7m5RjqxHVCnYyhVgZIdZan2cdj5U2cnn/ue9rjZktn93VCiaEAAAAAHGEEA+t1B1CXB9G7rTrWfoqhRuOlFiy59mwLQqjaNl3PGYnByzHUieuEOhVDrfyov/pabnxcW9Yt1x44Y50T1wklhgIAAABwhBEMJMm+pjuAujiIqmuHJllxrP0SQ+V4tJM9ryGEqo3S8ZyROLwaQ526TqhTMdSqs0KtDKGRbVqbb8ljUzdT0h05Y5lT1wklhgIAAABwjBEMfO509NMeQV0aRG+z4jj7IYbKsRgg+5umEPp3WVunnzMSixdjqJPXCXUihloVdtXH2u065o8+8qAlj9HtZ4c6eZ1QYigAAAAARxnBwDWyv+gOoC4Noj+y4hh7PYaqKGw03sBIRwhV+6qTzxeJyWsx1Ox1QlVEjfcsTLtiqBVnhapjYvdx/+lLL5h+nOo6nLqD5/lm9jqh8f77xFAAAAAAjjCCgb6yt3UHUJcG0f5mj6+XY6g8/yzDopttxRlC1WY49XyRuLwWQ81eJ1Sdhanusu6WGKq+ptnAaGeojV5etmHJY52Xcaf26Hmumb1O6OGaSmIoAAAAAPczgoGxsg91B1AXBtH7zR5br8ZQee55Vh1HEyH0HRl/QIXtvBRDzX6cPHj0SMPXcVNwtOImUCruOvUaPPWfXzf9eFU01B0+z57Z64Q+/9z3TJ1ZSgwFAAAA4CgjGMiw6ixAHwXR92RfNHNcvRhDXRJCLYnRQCy8EkPNXidUfRRdfdTbbTHUimufOnFWaGQLs6abfrzqmpy642f0zF4nVP27GVPGEkMBAAAAeIuVEcxHQXStmWPqtRgqzzfHJSFUbbidzxWI8EIMNXud0LODoVuioxVh0e5rhZ5rL1lwjdPC/FztETQys9cJjb4pVLxfgxgKAAAAQAsjGFipO366LIj+QZYU7/H0UgyV53mnof8aoZH9wq7nCZzNCzHU7EfJd20tOuPruSWGWvEReXXpAKdfj02Fy0w/bvW9pTuCqpm9TujZz4MYCgAAAMBzjGBgo+746bIgOiLeY+mVGCrPcbDsny4JoWpZdjxP4FzcHkPNXif07OtpmrlhkdUx1IqPyEc++u/kxo/sZ/pxu+Gj8mavE/qzn77Y8BF7YigAAAAAzzOCgRLd8dNFQfRwvMfRCzFUnl972VsuCqF/kbW1+nkCTXFzDDV7nVD176pw58YYasVd5CM3hNIxs5ctUNN5V3mz1wlt6vETQwEAAAB4lhEMrNMdP10SRN+WXRTPMXR7DJXndYHspy4KoWrLrHyOQHPcGkOtuE6ouianlRHSyhiqPrpvNiaqj6vren2sePzqI+q6YqjZ64SWlqw/59clhgIAAADwNIObKkWWEc/x80AMDbgshP5ZBVornyPQHLfGULPX06yu2HnOr+uWGKo+vm82JqozZ3W9PurnNvv4VZDUEULNXif0fI+bGAoAAADA84zGO4xbcmMdDwfRr8dz7NwcQ+U5TXFZCFXjWqFwnBtjqNnrhKozSpu6lqZbYqjZkKguAaArhEZm9pqnOq4bavY6oeoxn32dUGIoAAAAAN8xGu80bskNdjwaRN8z4viovFtjqDyXq2THXRZCfy5LtuL5AS3hthhqxXVCz3fGpBtiqBVnVeq8XmhkVpzd6uR1Q624Tmhhfu55fw5iKAAAAADfMBrvOF6nO4BqDKJTW3rMXBxD/8NlIVRtqBXPDWgpN8VQK64T2tx1NN0QQ82e+aqmrtmpO4Zacd3QLeuWOxZDzV4n9HBNZbM/BzEUAAAAgK8YwUBn2e90B1BNQfThlh4vN8ZQeR4zXBhC7zX7vIB4uSmGmr1OaCxnS7ohhloREa38yH68UzeoMvs8nLqJktnrhD7/3Pdi+nmIoQAAAAB8xwgGvih7TncA1RBET8pateRYuS2GyuO/RPY3l4XQv8g+b+Z5AWa4JYaaPVtSfTy+qeuEui2GWvHx8vEj+2mPoV65iZIV1wmN9eP8xFAAAAAAvmQEA61llboDqIYgOqwlx8mFMfQel4VQtdvMPCfALDfEULPXCW1JqHRDDDV7KQA13SE0MrPPI9YzLuOdFdcJbclH+YmhAAAAAHzNCAZmG403F9IeQh0KoptbcnzcFEPlsXc081rZFEL3mDkugBV0x1ArrhPakutnuiGGmg2I6njpjqCRvfjCj00/HztjqNnrhH7jsa+06OcjhgIAAADwPSMYGCD7o+4I6lAQ/WFLjo3LYugRl4VQdff4C8wcF8AKumOo2euEtjQM6o6hKv6ajYfqY/a6I2hkVnzkX529aUcINHud0J/99MUWPzZiKAAAAICEYAQDl8ke0x1BHQiiH8k+F+txcUsMlcfcVfaxi0LoMdl1Zo4JYBWdMdSK64S29NqZumOomZ8/MhWQdUfQyNRNq8w+HztCoNnrhKrFep1QYigAAACAhGUEA7myf+gOoTYH0fGxHg8XxdB7XRRCVVC+xczxAKykK4ZacZ1QdTdzJ2OkW2JoSy4LYPfUY3FbDLXiOqHx3uXeLceAGAoAAADAMUYw0FP2C90h1MYguiXWY+GGGCqPt53sQ5eEULW5Zo4FYDUdMdSK64TGe3ak7hhq9mxYP8bQltygKJaZvU6omTvcE0MBAAAAJCQjGGgjKz59FqDfguh/xXocXBJDt7gohG41cxwAO+iIoVZcJ1QFVS/GUCviod9iaLxnYZ5rZq8Tqs4ozZgylhgKAAAAAPEwgoGbZP+tO4ZaHERPyJJief66Y6g8zlay/3NJCK02cwwAuzgdQ604M1J9xD7en98PMdSqu9pbMSs+9m9VDFXX+DT7WArzc009BmIoAAAAgIRnBAOtZetl7/koiHaP5bm7IIZOdEkIDcQakAGnORlDrbhO6KbCZdriHTHUvTFUXSdU3f3dzOM4XFNp+nEQQwEAAADgNCMY6CR70idBdGYsz9kFMfQxF4TQA4RQuJlTMdSK64SqO5frjHfEUPfG0G889hVTj+H5577XEFSJoQAAAABgMSMYmCR73eNBtCSW56ozhspjvMiI8WxcG0PodjPPG3CCUzHU7HVC1Rml8V4n1E0xtLpiJzH0rJk9I7O0ZL2pn19dJ1R9xN6K+EgMBQAAAIBzMIKBC2RrZSc9GkSfiOV5ao6h0zSG0E9ki8w8Z8ApTsRQK64TalUA1B1Dn3zicdccC93HMzIzd2+34jqhKqZaFR+JoQAAAABwHkYw8AVZWaxnMLooiP4+luenOYYe0RRC1Q2mJph5voCT7I6hVlwnVJ1N6YZ4Rwx1Vwy14jqh6uP1VsZHYigAAAAAxMAIBq6V3S/72CNBVJ35eEFzz0tzDH1DQwh9VdbVzHMFnGZnDLXiOqHq33dLvCOGuiuGmr1OqAqpVlwnlBgKAAAAAHEygoGORuOdxx09UzTOINqtueejK4bKY+uhIYTeK+MPlPAcO2OoFdcJHT+yn2viHTHUPTHU7HVC7QqQbnosxFAAAAAAnmEEA1cbjR+ff9fFQXRsc89DYwyd62AIPSabZub5ATrZFUOtuE6o+hpuinfEUHfEUCuuE2rFHeyJoQAAAABgMSMYuFRWIPu9C4Po/OYev8YYeq9DIfQx2ZVmnhugmx0x1IrrhKqzSt0W76yIkLu2FhFDTYRJK64TauaGTcRQAAAAAHCAEQwky26TfUt2yiVBtKS5x60xhv5/NodQFae5SRJ8weoYasV1Ql984ccNX8dt8Y4Yqj+Gmr1O6Cuv/CqcMWUsMZQYCgAAAMArjGCgg6xI9lvNQfS+5h6rjhh6OhyfcXkBC0PocdkqI4abRwFeYXUMNXudUDV1Zqkb4x0xVG8MteI6oYX5ubaFUGIoAAAAANjMCAaGyvbL/k9DEH2yucenKYZeb0MIPanOhJVdZuZ5AG5kZQy14jqhmwqXuTbeuSWGLsyarj2CRqYei9nnUxVDDLXiOqHq+9nOEEoMBQAAAACHnD4bcpisQvYHh4Loj5t7XJpi6CgLQ+gbsnVEUPiZVTHUiuuEqpsLuflMRrfEUPU1dEdQK59P+a4t5w16Vlwn9PnnvtfwdYihxFAAAAAAPmQEA71ly43Ga4z+w6Yg+lpzj0NTDM00GULVNVm/IzNkrc08bsALrIihVlwnVIVUu64T6qYYasWZlH6LoYuyjfDYYb2aDHpmrxOqps4stTuEEkMBAAAAwAWMYKCt7GbZBtlTspAlQXT7+r8393NriqGr4gyhLxmN1wPtYOaxAl5jRQytrthpOlY5dR1M3THUimts+i2GqmMypHf7c8Y8K64Tqr6GEyGUGAoAAAAALmUEA91On0G5+/TZo39qcRDNmR1u7ufREUOn1uyuiTGE/kV2VJYlu9rM4wO8zGwMteJMRxVTnYp3foihwaNHtEfQyNSlDayIoepr3Zxywxkhz4rrhKqzSp0KocRQAAAAAPAQIxj4vCxFNl22WlYte1L2M9nrshMqiN62aN6/gmhzX1NHDJXHV6f+2agQWnv6OXxFtkl2p+waM48H8BMzMXT8yH6mrxOq/n0Vw5yaukFTvI9V/bst+bmaOm5mA58T11Z1MoZGvlZKj6vC44b3aYh4VlwnVE3dPV6FRqcW7+NUZ6+25OeJ9fqnxFAAAAAAMMEIBlpNWJBT7OYYOmF+1lPqn5XH2k49XjM/L5AIzMRQs9cJ9fvsiqEvvvBj7RE0MrMx/OzjNOzGjg0RT33v6X793LxYzyQlhgIAAACASeOzM5e7OYbKP/NALI8NQCMzMVRFOd1RyM1z4mxK3TP7PM51lustg7uH/+up/9T++rl5xFAAAAAAcAgxFPAXMzFUXbtSdxRy8+w8blMnpGoPoVZc//S+g9Wf+ropPa8OV5Xv0P76uXnEUAAAAABwCDEU8BczMdSKO4n7eXYeN3XjKt0xdOWSHNPPQx2Lc33t/AWZ2l8/N48YCgAAAAAOIYYC/mImhlpxZqCf19RxUyHT7NduKiI6ueqKnaafR1M3mlI359L9+rl5xFAAAAAAcAgxFPAXMzF0ZP/O2qOQm9fUcbMi9LnhjvJWXPtUHYumvv6vfvVL7a+hW0cMBQAAAACHEEMBfzETQ9W4iVLTO99xs/ou7Dpm9vGr7x27Y6tfRwwFAAAAAIcQQwF/MRtDuYlS07P7uDX1EXMnZsVH/c9186TocU3apkcMBQAAAACHEEMBfzEbQwlWTe98x21T4TLTX1/ndUOtuF6ougGT3cHVryOGAu51++23t542bdrFhmF8IT09vd3s2bPb5+TkXD9//vyueXl5PZYtW9ZrxYoVfdesWdOvqKjops2bN/cvKSkZuHPnzoEVFRUD9+/fn3L48OGUsrKyQTNmzBgi/77asNMbLhsRtZGnN0o2Os6Nivo6I6O+9vCon3fYzJkzh1RWVqYcOnQopaqqKqW8vHzgjh07BmzZsmXAhg0bblq7du2N8rz65Ofn9168eHGPefPmdc3Ozr4uIyPjGnkel0+fPv3iSZMmtdL9+gAAALQYMRTwF7MxVF3z0YqPfPtt6pic77hNnZBq+ud49pmntcVQKy6PcL7rhaqpa9LyvXXuZUwZSwwFbJSWlnbhlClT2k2bNq3LzJkzb8zKyho2b968W/Py8iYUFBTcsW7dOqO4uDi9tLR01r333ptRVFQ0b/HixSvz8/O3LVu2rFr+mQdXrFjxxKpVq767Zs2aF9auXfuL9evX/27jxo1/3rJly5slJSXHt2/fXr9jx4763bt315eXl9fv2bOnvrq6ur6mpqb+0KFD9fJ1Txw8ePCE/HWsOxnnYvr66rHIY6qXH+v3799fX1VVVV9RUVFfVlZWL8ehXj2frVu3Hpfj8tamTZv+Is/3NXneP1+9evUP5Fg8uXz58gfk2FTKNi9atGix/HOz5WvMkmORro6n/Od35ObmjlXh9e677+5z1113dbj99ts/p/t7AQAAgBgK+IzZGMrZoedecx8Bdyoo2jEnQy5nh35633jsKzGFUGIo8G+33nrrZVOmTOljGMbNmZmZd2VnZ2ctXLiwQKwrKioqKS4uLq2srLxn165de+Xv75f9x4YNG57duHHjT7ds2fLrkpKSP23btu2tnTt31u7evbuuvLz8mPzzoX379oUOHjwYUpFQdlL298OHD/9D9p7sA/n7j+THT2Sn5K/DavLX4XP99bn25S9/2VU7+/E19fgj/7l63rKP5a8/PH1M/iF//Y78qALr8QMHDoTUcVTHU459nTrGW7du/aMc81fk2P9YXodvFhYWPlBdXb1XlMvrtGvVqlWb8/Lyls+ZMydTXs8xEydOvGHWrFnJur/HAACAjxFDAX+xIoaqqbilOxK5aSoYNnfMrPiouY6PylvxuNXXiPXnU2FZ9+vpphXm5xJDgdOmTp162fTp0/ulp6dPzsrKWrRgwYIt+fn5VevWrbt/27ZtX6moqPja7t27nywuLn5e/v7lHTt2/G7Xrl1/LS0tfbOsrOyYOrOxsrLyZHV19Ts1NTXvHDp06F0V7b785S9/dO+996qIGY4sEvnOFQBVKLzvvvs+taaiYvTXPfvn8NKaeh7nes5nHxv1z8nxPt/XVCFVxeT35T9/NxAI/F1ep7f37NlzQl67kLyub+7cufN1eV1/Lq/rM/Kff13+/tGioqIjBQUFVep7Yfbs2fNnzJgxasKECZfo/l4FAAAeRgwF/MWqGKqmrgGp4pybZyasqX83lp8j1rM1rTjDsrk7sls9qz66Hkssjp66WZQ6tnvvKQlXl+9w7eI9HurXWixfP9ZrhRJD4VXp6emfzc3NvWLFihUdSktLrysqKuqRmZk5Zt68eSp07lYfP1dnC27fvv37+/bt+8Hu3btfkr1SVlb2v+Xl5W/t2bPnZGVl5XtVVVUf7d+//1QgEGgIbNFh8nwRMjrane8MSS8HTLftfBE1Opw29c9GXquDBw+GDxw4EK6urv5YfQ+o7wX5nvi/e+65RwXwF+X76QfFxcXPrFy58tGFCxfule+pZVlZWWnyfdVNvp+uW7p06dXy95dOmzaN65oCAIAzEUMBf7EyhnphKqrFG6zsuHu7FR+Vb+5GRFZO/Vw6A+6gnteE01L7tigIOrl4j0lLIycxFF521113XTFr1qyeeXl5qUVFRePy8/MnzZ8/P3vx4sU7li9f/tDatWuf2bJly/Pl5eU/qqysfFF+/PWePXverKqq+kd1dXV4//794ZqamoazCo8cORK+//77/7XokBkdzZo6g5Gg6a2d7zWMvM7RETXyffHAAw80fL+oWLpv376wfC+9v3fv3lr53vpNWVnZC7t37/7Rpk2bnlu1atU3li5dWjV37tzFFRUVd2zevDlt0aJFw9PT028YM2ZMG92/dgAAgCbEUMBfiKF6Y6gVHzl38uxQK+LtpsJlph7DiP6dtUdPYijQvMmTJ3eeM2fOmGXLlqVv27Ytt6SkZGleXt6W1atXf6WoqOj7xcXF/11aWvpqeXn5b/ft2/e3/fv3/1PFKjUVO9VZnSpoPfTQQw0xSy0SPyPhS3ecY96Z+n5R30/qeyjy/fTggw82/L36XlPfc+p7T74PP5Lvxzr5+/8pKyv7tfo+Xbdu3XeWLl26f+vWravke3aBfE9nZGZmjr7jjjuu0v3rDAAAOIAYCvgLMVRvDFUfqTcbF506O9SqG2WZvenTwO7twmOH9dIePomhwGc+U1ZW1iY9Pb1jTk7OzQsWLMhYvXp1/t69e9ds3ry5Ys2aNd/ctGnTL7dv3/5GRUXFiZqamnfvvffejyNxSp2ppxaJUtGxM3J2Z+Sf0x3SmD8X+d6KnE0aCaXq+zH6v48sEAioM0pPqO/pjRs3/v+FhYWPyvd5sYqkS5YsmS8mzJw587pt27ZxFikAAH5CDAX8hRiqN4aqBY8eMR0Y1XU81fU87Tpu6hqfVlwrVF131YrHM6R3e+3hkxiKRDB58uTkrKysL6xfv/4aWaecnJwh2dnZcwoKCjZu2bJl9969e/fIf/7Y5s2bVfSsv+eeexo+hqzCkopK0Wdxqh9VbDr7o+yR6ET0ZG5Y9Pdi9Mfuo7+XI3+vvsfVX+/Zsye8c+fO94uLi38vvx7UTbv2FhUV7ViwYMGy3NzcMfJr5Qb5+6tnzpz5ed2/pgEAQByIoYC/EEP1x1Azjyl6Tz7xuC2PT0XWZ5952pLHaOUxHDWwq/b4SQyFn0yZMuWzc+bMuXbFihW9165d23/evHk35+TkLMrPz99bXFx8ZMeOHY9u3br1xd27d58oLy9X111s+Hjx0aNH//VRdhU7uRYnS5RFx1L1/a9+HahfD+rXxd69e8NlZWWn5NfMr0tLS5+QH+/Ly8srXbp06Uz59TRIfo31mTVr1rXTpk1rrfvXPgAAaAYxFPAXYqj+GKqmQqYVsdGqMy+jp76mG2NtSo+rwuOG99EeQImh8KLbb7+9zZw5c64rKCi4aePGjcNmzZo1ev78+YX5+fkPyd+r63n+tKys7A9VVVUfqJsWRc72/MpXvhJ++OGH/3XWJ8GTsTOnziqNjqOPPPJIQzBVN/5Sv5bKy8tP7tq161fya+z5pUuXPrhgwYJFO3bsSF21atXAnJycLlOmTLlA9/sDAAA4CzEU8BdiqDtiqFVnh1odRK0KoXYdv2E3dtQeQImhcKvMzMzk9evXt126dOmFM2bMuHL27Nk9V69enbpmzZq07Ozs3GXLlj1aVFT02q5du07W1NR8HPl4cOQu7eq6iZFreaq4Ewk9fJydsdgW/eslEkgjN206ePBgw3+ufrznnnv+uWnTpj8XFBQ8NXfu3Lx169aNX7Ro0aCsrKz28tcXy69brkEKAIBOxFDAX4ih7oihaladHaqmrkNq5hqi6iZHVn00PvJ47Dpuowd10x5BiaHQTV3bMzs7+7OFhYWXrlq16gsZGRndcnJyxm/cuDFz5cqV6u7XNevWrXt169atp9TZaZEgE7kOYuQ6nmqc7cmY/YtcezRy/dHIDZzUr011DdJNmzadXL58+Vfl13DB2rVrZ9x9992D5s+ff8XmzZs/P2PGjAt1v+cAAJBQiKGAvxBD3RND1U2KrIqPauqGR+oO8C2JoiqCWnXX+OjHYfYO8udbSs+rw2mpfbWHUGIonDRlypTWubm5F69bt+7zsi9OmzZt8Pz58xfJX+9as2bN/k2bNv1k+/bt75aVlTXETvXRdvWRXRVbIndpZ4y5c5Gbjanrj6ozR3fv3h0uLi7+o+wR+bVdkpmZOSs9PV3dtf7zc+fO/ezUqVOTdb8nAQDga8RQwF+Ioe6JoWpWh8joMzNXLslpCK7nOiabCpdZclf7c019bbuPW2q/67WHUGIo7LBq1aqk7OzspFmzZrVavHhxm+3bt1+wZs2ay6dOnTppwYIFlWvXrv3W1q1bXyorK/urOptM3dQocnZZ5OPtnOnJmHenfv2qM0fVr2n16/n0dUc/Ki0t/XVxcfG35s+fv2P69Ol9Nm3adNGyZcvaZGRkJMt7RZLu9y4AAHyFGAr4CzHUXTFUzcqPp+ueXXe4P9fGDO1JDCWG+sqcOXM+t2rVqquzsrI6ZWRkZObl5X118+bNv9m7d+9bBw4ceFf2cSAQ+OS+++47df/9959SoYSzPhnz99Sv8dMfqz9VU1PzibwPfFRdXX28uLj49SVLljyWnp4+Qd4rOsp7xkW638MAAPANYijgL8RQ98VQdfam+mi57pBpdnZ/PP7sDe7VnhhKDPW0qVOntl+0aNHwHTt23LZ06dIVBQUF39y4ceMblZWVJw4ePPjuoUOHPpSdUkFEnS0Wme44wxjTt8j7gHpvkPeJD2tqat7Zvn17aPny5d+eO3fuwvT09BHyfnK57vc3AAA8jRgK+Asx1H0xVE19pF13zDQ7J49XZCMHdCGGEkM9Iy0trcO8efNmrlu3bk1hYWFFUVHRD0tKSt6srKysPXTo0MnDhw9/GIkd6mww4idjrKlF3h8i7xXyowqj9Tt37nxzw4YN35H3mM05OTnTZs6ceZnu9z4AADyHGAr4CzHUvXHPruuHOjEVc3W8vgO7twuPHd6bGEoMdaXJkyd3mD179ty1a9dWbd++/dHi4uIXd+3a9X9VVVXHDx069PfDhw+fioSNyB3e+dg7Y6yli9ypXr1/nI6jH+/fv/+kvN/8ZcuWLc+tXr36wCyh+z0RAADPIIYC/kIMdW8MVbvvYLX2sOmVEBrZ0D4diKHEUK0yMjLarFmz5rLMzMwuc+bMySkoKDi0YcOGb27fvv3nZWVlf6usrPznwYMHT0VubhQJF5F4wdmfjDGrdvb/sXLo0CF1E6b3d+/e/dfi4uLvyfvTYXmvSlu+fHk73e+dAAC4FjEU8BdiqLtjqNeCqO4QGtnolG7EUGKoYyZMmPDZhQsX9t2yZcst+fn5OcuWLbtfRYbS0tIXKioq3qiqqjqlAsTZwZOPvjPGnFzkfSf6vUi9P5WVlb0m71k/WLRo0a5169ZNzMzM7Kj7fRUAAFchhgL+Qgx1fwxV88JH5t0SQtVSelwVHje8DzGUGGqLtLS0VhkZGUPWr19vlJSULF22bNmhTZs2/biiouLlvXv3vrFv375wTU1N+MiRI+EHHnig4c7PfNydMea2qTiq3p8efPDBcCAQCO/fv/89eR/7zbp16765cuXK9QsWLJg4adKki3W/5wIAoB0xFPAXYqg3YqjawqzprrzL/Isv/Dg8dUKq9tf27A3vdx0xlBhqmfT09L4FBQUZ+fn58kPBvg0bNrxYWlr65wMHDrx98ODBho+eqrDw0EMPNQRQddaV7tDBGGOxTr1nqSgaOVO9srLy/a1bt/5W3u/uz83NXZCZmXmT7vdhAAC0IYYC/kIM9U4MVRs/sl/4ySce1x5AIwsePRIe2b+z9uPS1G4Z3J0YSgxtkYyMjItWr159xdy5c7vm5ORMLRTy96VFRUXfLSkpOa7O+lRnUkXO9lThQJ0BGrn+p4qiarrDBmOMtXSR/1NHvb+p9zX1o/r7ioqKD9etW/f9xYsXF8n74mR5n/zizJkzk3W/XwMA4BhiKOAvxFBvxdDI1EfSdZ4lqs4GddPxaGqDel4TTkvtSwwlhjZp0qRJFy5ZsqTT5s2bb1y1atW4vLw8+cvNBzdu3PjE9u3b3ywrK2sIAuqMz0gc4FqfjLFEmfo/etTZ7pGP0peUlPxpxYoVB3Jzc5cuXry438yZM6/U/T4OAIDtiKGAvxBDvRlD1dQZmepaok5GURVB3XRt0Fg2Qo4TMZQYGpGTk9MqPT392g0bNty0cuXKUdnZ2SsKCwsf3bFjx4927dr1p71794YPHDgQPnr0aPjhhx9uCKC6YwRjjLlhKoyq90X1Y1lZ2cfr16//UV5e3t41a9bcMmvWLG66BADwL2Io4C/EUO/G0OipQKk+sm5XBFV3tHfz8z/fBnZvFx47rBcxNAFj6KJFi5JnzJjROicn58oFCxb03r59e0p+fn6W/OH9kc2bN/+usrLybXWmk7rZkTrLU/0hX539pM7+5OPujDH26UU+Sq/eK9UZo+qayfLe+s7ixYuDhYWFd8r7a6fc3NyLdL//AwBgKWJoXJJiGKBFosVQdc1NdTZlPFP/ru7H39zU2aIqjKp4qc7ijDfOPfvM0w1fQ920yc3XBI11Q3q3dySGVpfviGsZU8YSQy1w9913t83Pz/+c/EH8C+np6b2WLl1629y5c+9esmTJ/nXr1v2utLS04Q/z6mxP9Yd59XF3FT6jr/epOzQwxphXFn19URVG9+zZE165cuXz8t67UN6Le8yfP/+SvLw8ri0KAPA+YmjMYgmg8QywVKLF0ESbCpnqjM5Nhcv+FXVV5FQ3YVKrrtj5r/9cRVSvnv0Zy0YN7OpIEHXT/B5Db7/99la5ubmfLSoq+rz8wfvaWbNmTVm+fPnagoKCyk2bNv1yx44dDYEzcod3FT91xwPGGPPr1HusOsNe3WhO3pdfXbhw4YYlS5YMl31uzpw5rXT/ngEAQNyIoU06O1g2/PW1116blJGRkTRlypQmZxhG0iWXXEIchRbEUJYoa/i4/PDe2gMlMTR+6enpSbNnz261du3atrNmzbrgzjvvHLxgwYIS+fvHiouLX9q9e/c7VVVVDWcpqY9wRs4A1R0IGGMskaaiqHoPVh+h37Zt25t5eXk1WVlZo+S9us2MGTP48wsAwHuIoU1qiJMXXHBB0oABA5IGDhyYNGTIkKS77747aceOHcmbN29OOte2bNmSJP8jIWn48OFJXbp0OWOdO3dO6t+/f9KwYcOSUlNTk2688UZiKCxHDGWJtKF9r9UeKImhLZeRkdF21apVl86cObNDZmbm0oKCgm9u3779N3v37j1eXV39sfyB+5MjR46civ7Iu+4YwBhjib7IpUgOHTr0SVlZWf3y5cv/U/5sNHDu3LlcUxQA4C3E0E85I05edtllSfKbfVJVVVVSeXl50pIlS5ImTJiQPHHixE9t0qRJDVN/bRhGsvwhLzk9Pf1fk/+xkCx/+EsqKSlJkj/0JeXn5yd98YtfTLr88ssbzji99NJLiaIwjRjKEm2jB3XTHimJoc3LyMi4fs2aNUNzcnKmyu+lj2zYsOF/VPysqan5x8GDBz86fPjwKfUH7chH3wmgjDHmzqn3ZzV57/5QvY8XFBQ8I3/uGTN58mSiKADAG4ihn9IQI9u2bZt08cUXJ1155ZUNZ3zu2rUrad68eclTp05Nvuuuu5JvueWW5FtvvfWMqf8seqNHjz7nbr755uRRo0YljxkzRt0VN3n69OnJKpBOmjQpqXXr1kmtWrXiI/SIGzGUJdpSel4dTkvtqz1UEkPPNGHChCsWLFhwR1FR0dLVq1dXyY8v7969+61AIBA6dOjQ+5GbG0X+UE38ZIwx7yz6fVvezz8qLy+vlff6r+Xm5s7X/fsPAADNIoae4V/hsbi4OOn1119vOBNU/bU6kzMrKyt57ty5yfL3yfKHuuT169cnb9iwQX1kPnnFihXJ8t+3kv++1bx589QNIFqlp6e3uuuuu1pNnz69YdOmTWulro2m/vv58+e3Uhcej0RTFUbVGacqto4bNy75M1xTFHEihrJEXGq/67WHSmLoZz4jv8+NW758+Rb5vfHQpk2bnt25c+cbVVVVx+QPy+9G/vCsPvYefQYoY4wxby/yni7v8R/cc889tfJnpW9mZGTMlj/v8GcXAIA7EUPP8K/oePTo0aRwONwQQSMxdM6cOckLFy5MrqioSJbf6JPLysrUx95bLVmypGGLFi1qJf99K/nN/1+bOnVqqwkTJrSeNGlSa/WjCqFr1qxpiKWTJ09umLp7rgqlKpBmZ2cnjx07tuFMU3X2qPzzDdcY/QxxFDEihrJE3a1DemiPlYkSQ9UfcLdt23bh7NmzB8vvU0UbN258SP7+u7t27fqf8vLykzU1NR9Ex87ItT8JoIwx5s9F/59dgUAgLL8XvLF+/frvyO8TU+z+PQkAgBYjhn5KQ2S85ZZbkgoKCpJGjx7dcK3Qffv2JS1dulSd/Zm8YMGC5IyMjIatXLmylfwhsJX6MS8vr2HqjM+777671R133NF62rRprTMzM1tPnz694a9zcnJaL1mypOFH9Z/JP9ta/kdCa/nareTrtpoyZUqr8ePHqzVcf1T+wNlwtuigQYOS+vTpQxRFs4ihLFE3uFd77bHSrzH0rrvuuiQ3N7e7/J41fO7cuctWrVp1tLS09Du7d+/+RUVFxYnq6uqGPwir6Kl+VH8Y5sZHjDGWeItE0SNHjjRE0V27dv1e/kx1ODs7+/bFixe3sfr3JwAA4kIM/ZRPhUb5Q2DSzJkzkyIfaVeRcsSIEQ1TZ3IuW7YsOScnR900qZX8cw1RU50VOnHixNbyY+vVq1e3nj9/vjortLX88w1xVC0rK0vF0DazZ89us3Dhwtby77ZWATU9Pb31kCFD1EfoG5aWlqY+Zt8QRTt16tRws6V+/foldezYkRiKTyGGskTeyAFdtAdLP8RQ9fuO/B6VsmLFijuWL1++KD8///6NGzf+YOfOnf+tPva+b9++hj/kqj/sqkXCJ/GTMcZYZOr3BvV/kh08eDAsv3/8dtWqVQH5vWW4Ff97FwBgo3eem3O57Ho/b8XazJLMpZlhteb+2U2bZy9Q/1x2fuZvzPyccwsyX1JfR/3Y3D+7cGXm12J5bFav/nuzz9ix78zqpBZ6JrNT6LtzOh07vbeent35raczG/bmfzXurafndP7bt2d3eeNbs7s0/PjtOV3+/M3ZXf/81Oyuf3lqTtc/Pjm76//+Z+Y590T1rM+qUDp58uTW6uxSdZapOlN0wIABrdTH59WZqeqmS+papSrQqrvdf+lLX0pSdP96gTsQQ1kib2D3duGxw3ppj5ZejKHye07P/Pz86UuXLl20bNmyPevXr//hjh071B3fj9XU1DT8YfbBBx9smAqgfOSdMcZYLHvggQcaomhVVVV48+bNLy1ZsmTD7NmzB1n9v4EBABZ557k5i2Vhxprb22rfj97s8Em1Zz+9E9H73hn7+GcPp195xx13tJk+fXob9RF6dTapYRitb7vtttYzZsxouCbpxIkTk1NTUxtutKQ+Rq/udn/ppZfysXk0IIayRN/QPh20R0s3x1D5faPt+vXrP5+VlXV9dnb2nYWFhQUrV67ctnbt2qe3bt36ZnV19Senb4TRcFaPip/qD7Lqr9UfaiN3gWcseur75fHHHw8fPXo07q+hvu/U13j44Yf/H3vnAdXU2QbgAI7u3WqHHbZ2aO1Sa+20am2tCwRE9hYQEBQQGcqSoUwFRK11VK3WWvWve6KIIMhKSEIICXuqbR1t7fT9v+/eGwgkUOLgMt73nOdcyPhyycm49+Edt7Qv9DW7a9eu5tcsgiD8Qr836GcE/Uca/T5JSUkB8t1zlnwPOZubmw/uqmNkDAwMDIxOxlU2S5B30YZ0X9QFqLbLqBS9opKiJ1tkaCsxysnQn49bZ0ybNm2ApaXlACpEVRgZGfWfPXt2f1NT0/7k+n50Qj0dukTL8RcvXqw/efJkfUNDQ32aJSrAXqJ9PlCGIsgT8MnoYbyLy+4iQ8l3xoPkpPO5oKCg4XPmzJkyf/78oPDwcJr5uYNsa5cvX94sPVUl7+rDjuhJLApQpCO2b98OP//8M6iiuLhY5zV27twJV65cYe5/48YNyM/Pv6l9ycrKgn///ZdZ5/fff4c9e/bw/vwgCNIC/W6h3zU0UzQuLg4WLFjwlZWV1XTCU3wdO2NgYGBgaImr6TYSvoUb0rNoLUNbskTbyxZlZCjZXjpqFWBoaNjf3t6eEaLkpHWAubn5gFmzZg2YMmVK/5kzZ1I5ygxeItf3c3BwMKDT6WmvUtrHlGaLTpw4Ue/ll1/GIUt9OFCGIsgTMPrVwfDZ+6/zLi/5kKGrViUPcnV1HRYcHPz2/Pnzv3RycgpbsmTJt+Sk89jy5ctr4uPjITU1lcng++abb5iTUuz1idwsVGxcvHgR2sa+ffs6vQaV75cvX9ZY44cfftBpXw4ePKixBt03vp8jBEE0od87qvL5mJiYOvJ99ZW7u/vH5FyoH9/H0hgYGBgYAkaGxvEt15CeCZsV2rqEvpUMPdm6bL72gPXbs2bN6m9sbMwIUCsrqwE2NjYD6O80Y5ReZmFhwWSK0sFL5HqaLdrPy8uLls7TYRfMICeaKfrKK6+gEO2jgTIUQVjef/M53uUlHzLUw9MzzMfH50hYWFgJnfRO+31S+UlPPKkAVZW8Y7YncjvIzc3VEJA0aIZmZ9coKirSusapU6c6vQYVKr/++qvGGjTLlO/nCEGQ9qHfTfQfc3QoX1BQUA05x3GytLR8Zs6cOfp8H1NjYGBg9Om4mm4znm+phvRMmjND0zXL5puzRFvkaDUdnET/G0qzQ6dMmcLIUMrs2bMHmJmZMVv6+8yZM5nMUQcHhwF0Ev3cuXOZ6fR2dnYG5DoDcl+mr+hjjz2mTyfPDxgwAGVoHwqUoQjSwqfvvsK7wOxqGarK9KRyiIpPVek7PelEAYrcTqhc//vvv7WKzL1793ZqjR07djSXtbeVmLR/aGf3JS8vT+t+NDY28v48IQjy36i+s+g/7xYuXLiHnNtMsrW1fYjv42oMDAyMPhtX0236E67yLdaQno1m6bxNKyn6y3HrtYaGhgazZs2iUpMOTerv6OjYnwpPWi5Ps0OpDCWXM9DLaDk9uZ4ZtkS2/WgJPbk/00+UTp+fOHGivrW1tf5LL73ETJ2/7777UIr2gUAZiiAtjHntKZj8wUjeJWZXylB6Qoll70hXQHuDaouSkpJOr1FaWqp1DaFQ2Ok1qED5888/NdagkpUOUuL7eUIQpHOoBvfR93R0dPRlDw+PWGdn55fp7AS+j68xMDAw+mRcTbfZxbdMQ3oP6gOXVD//fNx6ppGRkT4dimRsbEwzO5lsT1oKT3uF0mxRa2vrVkLUxMSE+Z2W0pP79Tc3N6el80w/0QkTJvQbNWqUwYcffqg/ZcoU/UWLFumR22HJfB8IlKEI0poP33qBd4nZlTIUJ2gjXQGVFdqyQunQInpdZ9agmaXaskKvXbvGSP3O7ktOTo5WoVpYWMj784QgyM1Bh/rRNi/kHEZEznemkXMjeq6D5y8YGBgYXRlX020c+BZoSO/lykmbPxR7Le6bO3euvoWFhf7HH3+sP3r0aIPp06dT+tEJ8jRT1NjYmJkuT0vkVYOVqBClJfS2trbNQpSKU9p7dNKkSQY02/STTz7Rp9CJ859++intv4NStBcHylAE0WTie6/xLjJRhiK9iTNnzmgVkJmZmZ1eoz2JefLkSZ32RdvwpevXrzMtIvh+nhAEuXno99n69etvxMbG/uri4pJCzoUe5fs4GwMDA6NPxdV0m8F8CzOk93LlpM2RRx99VG/o0KF6b7zxhp6ZmZn++PHj9T09PQ08PDwMzM3NDWi2p5OTUz8qRGnPUNo7lJbJ03J5KkRppqidnR3tIcqU1NNsUrLtR27T7/PPPzeYPHmyAbkd7Seq/+GHH7btI4pStBcFylAE0WTsiKd5F5koQ5HeRE1NjVYBqUtGZ1NTk8YaV69eZSbUd3YN2ldUW+Tn5/P+HCEIcnugnwlpaWl/BgcH55Fzn6l8H2tjYGBg9Km4mm5TwLc0Q3otXgJOSN511116o0aNon0+9d3d3fXppPiZM2fqGxkZGdCfzc3N+9EeoTQD1M7OjukpSrNEaXaohYUFI0m5HqPM1HlyObN1dHTsR0vwP/vsM9pTVH/YsGH6w4cP13vsscdQhvayQBmKINr5eNRLvMtMlKFIb4CWwWsrby8oKOj0GrREXlucO3dOp305f/68xhp03+h0ar6fJwRBbg+0lyjXC/vf2NjYaldX13hyvvMC38fcGBgYGH0irqbbhHcDaYb0Tl4SaGZp6r355pt6Y8aM0adylJa429ra6tNp8VZWVgZ0yBIdmuTs7Ez7hFIxykyXV5XQ0y0tl1f1GyX37e/i4kLL7fuNGzfOgJbi0wxUun3wwQdRiPaiQBmKINoZ9cogmDRuBO9CE2Uo0tM5cOCAVpG5c+fOTq9x7NgxrWts27ZNp33RlqFKL+P7OUIQ5PajGrCUmpp6LSAg4Cw5/5nD93E3BgYGRq+Pq+k247qBNEN6H3ItL7dWUvT555/Xt7S0ZOTlhAkT9L/44gsDX19fg6CgoH5z5sxhMkWdnJyo7Oxvb2/fn2aG0kxROliJ9hKl/UOpFLWwsKDStB8tu6dC9L333tMnt9WnmaIDBw5EIdpLAmUogrTPeyOH8C40UYYiPR2avdk2aN9OXdagWaRtg5bN67ovdGBT26D9TPl+jhAEuTNQIUrbcaxZswaioqIq58+fHzt16tSBfB9/Y2BgYPTauJpuo0+41A3kGdK7SGrnJdcsJ/X19fWGDRumFx0drWdlZUV7fuq7urrqBwQE0BJ6ZvK8ra0tnSLPSE9aFk8lKJWhtJcolaOOjo60x2h/OoiJClF6H/Kzgb+/v35gYCAVrPp6JATYQ7THB8pQBOmY8WNe5l1qogxFejJlZWUaArK0tFSnNaqqqjTWKC4u1mkNWgqvLWgfUb6fIwRB7izccCVISEj4w9vb+9CsWbPe5/sYHAMDA6PXxtV0m63dQJ4hvYiTG+znW1tbjzA2Nn564sSJ2v6ryYjJ/v376w0ZMoTp8enq6qrn5+enP3XqVP2xY8cajBkzxmD27Nn9ZsyY0W/69OnNU+dpeTwtl1dliFJoCT29nApTZ2fnfjTD1MHBwYA8tj4drnT33XejEO3hgTIUQTpm9GtPwuQPRvIuNlGGIj2V2tpaDQGpyxR5yoULFzTW0HWK/K5duzTW+Oeff1S9BREE6eWoyuZplmhQUFCevb29C9/H4RgYGBi9Mq6m21jwLc+Q3sPPJ2z/DQ9dkhsQEHDCx8fnO3d39wTyRe4dFxfnuGzZMjtfX19zV1fX6ba2th/Onj37VUNDw4fIy1Bv5MiReo6OjnqhoaF68+bN058+fbr+pEmTDMzMzAysra2ZIUt0cBItj6dilApQOmVeBc0WpRmkZE2mj6iTk5PB1KlTDWbMmKH//vvv6z3wwAMoRHtwoAxFkP/mgzef511sogxFeioXL17UkJC0B6gua1y5ckVjDdqLVJc19u3bp7HGtWvXeH9+EATpWmjZPCUyMrJp0aJFMeRcZwjfx+MYGBgYvSqupts8SviXb4mG9A6k+7w1vsxTU1P/Wbly5e8JCQlXo6KiLoaGhiqDgoLOky/2gz4+Puu8vb0Dli9f7rVkyRJ3Ly8veycnJ2N7e/sJtra2r5uYmDzm7Ox8l4eHx12Ojo5UhNJsUSY7lA5XUslQmiFKbjuAylA6kZ6WzdNyeypUyfq0h6jeww8/jDK0hwbKUATpHBPGvsq73EQZivRErl69qiEh9+/fr9Maf/zxh8Yau3fv1mmNI0eOaKxx6dIl3p8fBEG6Hvrdt3nzZkhMTARyPrPTzMzsPb6PyTEwMDB6bFhYWNzv6ek5OCYmZsjChQuH29vbT605YFvOt0RDegfpOyOYXjf0y1v1H00KvUxV9qG6bOPGjbBp0yaGlJQUiI+Ph+joaAgPD/85ODi4JCAg4LCPj8/qpUuXRkaQID8vcXV19SKvWStra+tJXl5eb61YseLFwMDAoR4eHs/Z2dkNtrS0fJgcKNxFS+ZpD1Hyc7/FixcbLFiwgGaI4pT5HhooQxGkc4x57akeVy6PMhTpDvz0008aEvLgwYM6rUEzONvG3r17dVpD21T7n3/+mffnB0EQfqDnT/RciW5pMomVldUsOjeB72NzDAwMjG4dM2fOfMTNzY3KohF+fn6jyIeniaur61J/f/+0uLi4zWFhYUeXLVtWfWKrH+8SDekdbN2QfFNf9FSWUkFKv+zpf0C3bNnCDBHYunUr8+WflJQE5DULy5cvp8L0ckREhCwkJOR4cnLyt+TnLeQ1/bWnp2eSs7NzCHmdO3p7e0+IiYkZHRUV9aaPj8/IuXPnDrOzsxtiamr66IQJE+gBBArRHhQoQxGk83z49lDeBSfKUKSn0djYqCEhT506pdMaVFq2jaNHj+q0BpWnbePPP//k/flBEIRfVIkk4eHhDfPmzXO3trZ+gu/jcwwMDIxuEaampnfb2dk9vWDBgtdiYmLeWrx48Rfk9yhfX9/9oaGhuVFRUSVJSUlXVq5cyWThpaWlMbKJSqe921N4l2hIz6f6sNtt/+Jfu3Ztq4xSlSylr126pa9j+npetWoVI0xpGQnhj+jo6Pr4+HhpXFxcwZIlS7J9fHwOeXp6fuPs7BxtY2PjaGtr+xG53dvkvfGmn5/fCHJQ8bKDg8MQKyurxwwNDbUNfcLgMVCGIkjnGfXKIJg0bjjvkhNlKNKTqK6u1pCQuk6C1yZU8/PzdVrju+++01iDxrZt23h/jhAE4ReaPELPhRISEoCc06ycPn36c3wfo2NgYGB0SRgZGdHhMv1DQ0PvIh+AD1hbWw/19vYeZWdnN87e3n6uu7v7jsWLF5dFR0dfo4KIiiSVTKLiiEL/o0SlkmoqJb2ebpuOOfEu05CeTc7uwDt6AKB6PVPohEXVz/TAQIVKmtLXOX2N09tpIy0t7Z+kpKTrUVFRl5csWVLt4+NT4OnpudfV1TXBxsbGPjg4eOLy5cs/8PPzG0feV6McHByGW1hYPDd79uxHye/3Jycn3xUWFnaXr6/vQBcXl/7kPrQkX5/vz4jeGihDEUQ33nv9Gd4lJ8pQpCchEok0BCQdqqTLGiUlJRpr1NXV6bQGPZb5999/NdbRdSo9giC9E1XZfGpqKnh5eR2eOXPmUFNTUzwHwcDA6F3x5Zdf6s+dO/cuPz+/e+fNm/fI7Nmz3/T09DQKCwuz9/DwiCCXZy1duvS35OTk5v6LVATRkwaKqk+jSnx2RNH/sFQeuTX2bIntkoMAdSnaVpC2pe1t6P1V4lT9Z5VApdB/GtDb0h6mkZGRQN5j1wICAhTk/Xba29t7EznwCCTvOfvw8HDbRYsWWbi7u89ycHCYZGlp+a6RkdGLTk5Oj8TExNwfFxd3X1BQ0L3k9vc4OzvfbWVlNdDMzKw/uQ0esOgYKEMRRHc+GT2Md9GJMhTpKZw+fVpDQN64cYM5tu7sGllZWRpr/P333zq/frWV21PRyvdzhCBI94Geu9Dt4sWLS2fPnj1u7ty52EcUAwOj54adnZ2epaVlv+Dg4AHOzs4Dp0+f/oaLi4uHn59fDOGb0NDQ0piYGKCl7rRMuG2W561w8Nto3mUa0nO5dMIBvlq3tku+/NXF5n/J0M4IUtVabWmbaaoq0VeV59Oy/NjYWGboU0RExBXy/ixfunRpDjko2RUZGbk6Li4ugbyXl3t7e4eQAxQvGxsba3Nz8y9MTEzemTFjxiCaWRofHz+Q3HdgQEDAAHK7Aa6urv0dHBz6W1tb95szZ44Bua0+uW2f722KMhRBdGf0q4Phs/df5112ogxFegI//PCD1vL09PT0Tq+xb98+rWscPnxYp32Ry+Uaa1y/fv22HO8jCNJ7UCU+kXOJi05OTuZ2dnb9+D5mx8DAwLipsLW1fcnCwmKBn5/fzsjIyMzly5dXxsXF/b169ep/N23adGPjxo03VJO5b/eH6Yb1aXD5pC3vUg3pmYj3LezSL//2skM7K0XbitD2hGh70AOPtrKUE6Y3Nm/efINcd4O8b28kJyffSExM/Dc+Pv5f8l6+vmLFiov0fR0TEyOKjo4+Qy5LJwcwRwICAv7n7e291cXFJdne3n6JlZXVXDMzM0NjY+N3p0+f/qSpqaleUlKSXlhYWJ8UoyhDEeTmGPfGs7zLTpShSE/ht99+05CQVVVVnb4/PS6gw47aRllZmU77ceLECa1SlU6a5/s5QhCke6GarUDOLa7a2Ngs5PuYHQMDA6PDMDY2NnBzc3vcxMRkqK2trYuHh8fuZcuW0QFHjcnJyb+lpqb+RT7c/qFCRb3U/U7/R1hx0JN3qYb0TI7uWMbLAcDtEqIdZYjqcjDS9n2qfplab1P6vv6XHLj8Qx7zn7S0NPoPj79TUlL+IvxBPgOuE35dtWrV5ZUrV14i1CUmJlbGx8dXREZGypcsWVK8ePHiXG9v7+P0s4N8lmyiTdQdHR2X2tnZuVlbW8+i5TIuLi4vkb/zWXJw9Cy5z5BFixY97eXlNXjevHmP01J+8tnzoLm5+T2mpqb9+f5M/K9AGYogN8+n777Cu/BEGYr0BEpLSzUEJO3fSauxOrtGeXm5xhq0VJ7+w7Sza9DHoyX6bUMmk/H+HCEI0j2h5xrkfOGag4NDmJGREWaIYmBgdJ8wNjZ+3tXVdbyjo6MVnWodHBwsi4+Pr1+9evXltLS0v6icaU+kdNWH6OnvQ3iXakjP5JuvU3n78tdWMs+XEP2vg5S2dOY2Ktr8bTfoECj62UH4g/Ab+Sy5Rj9PCJfI701kW5+SklKXkJBQFx0dXRceHl4XEhJSERQUJPX398/38fGhPVD3zZ8/f8u8efNWESLc3d19XVxcHHx9fWeRx5i2fPnyaeR+X5L7fE4um+jl5TWefI594OTkNMbOzu4tS0vL4WZmZkPJ59uTM2fOfGjatGl3RKyiDEWQm2f0a0/C5A9G8i49UYYi3Z1Dhw5pzcikvUA7u8bx48e1rnHq1Cmd9qW2tlZjjb/++qu5TyCCIIg6qvOF5OTka+RYffX06dMH3oljcgwMDIz/DAcHBwMzM7MJ8+fP9/D19U0KCAjIio6OrkpJSWlcu3bt9bZTsLtDH6Adm5J4l2pIz6PikDvvr11Kd8kQvdMHOVoyTTVQDVBr73nhuEH+/r+5z6Nfyc/0HzM/UZFKfq4j29qVK1fWJiYm1sTGxtbExMRUR0ZGVoWHh1eGhIQoly5dWhIcHFxEP9sIx/z9/feSz7qtPj4+a8k2YcmSJRGEgNTU1ICEhAT/5cuXLwoNDfUj91lIbutFbufu6ek5lxyw2Ts7O1vY29ub2NjYzLCwsJg8Z86cD2fPnj1m1qxZI2fOnPmSsrxyPcpQBLl5PnzrBd6lJ8pQpLtDv1t//fVXDQlJBxp1dg36WqX9PdtGY2OjTvtyu6QqgiB9C3r8T469fyXH2N9OnTr1Xr6dCAYGRh8JchL/jK2trVNAQMAqctL/Y0RERElCQsKFtLS0X1WyUzXtvbsI0LY0HJ3Lu1xDehZZPwTz/rpVpzcLUV3pSJ7SzyEV9HNJHXpZR8+B+nVqP/9D+JPAyFXyuXeFPLc/U8hB2U8pKSk/JSUlXUpMTLwYHx9/ITY2tmnFihUNy5cvr4+Ojq6NioqqioyMrFi2bJkiPDxcShCFhYXlhYSEnM04k1mDMhRBbo2J773Gu/hEGYp0d/Lz87VKyP3793d6jeLiYq1r7N69u9NrtCdVL126xPtzhCBI94Yey69evfqv+fPn75s6depTfDsSDAyMXhZmZmYGvr6+j1tZWY2eO3duEDlp/5YOPYqJiakjJ/x/qWd+quRCd5Sfbcnf48+7XENunssnrUG83RD2xr4HawJegtWBgyHO9wEIdh0IVjMMYMSLetDPQADkJfyfPPKgAD4ZI4AgNwFkfy+A2rMCyNyuB7uTDWBT9ABICXyArD8IAt3HgP+CORAZsRTWrl3N6+u3K6bM9yU6K1M7EqvtraeN9jJds8/laBWhKEMRpPO8O/xp3sUnylCku/Ptt99qFZmVlZWdXmPXrl1a16BT4nXZl/akKp1az/fzhCBI94Yeg6elpYGXl9fh2bNnD+dNmmBgYPSOmDFjxkMeHh5j3d3djcl2VVhY2MHo6Oic+Pj4a8nJyc0iQJX5eSemvt9p9m1bzrvQQzpP3f45kLPxCzi19n3I3foOHE17A3bEDIPdSYNh35r74Njm/nBsiwAObxbAjhQBRPoKwGy6AF4bppKeehyaMvTugQJ49ikBfDBKAL6OAjhC1mjKE0BVtgCyfhDA8W/Iul/3h60Jj0JqxDCIWPQ+JEdPgbXxhrA8zBqiwhZCUmI8L6/j3l4y31NBGYog/PLROy/yLj9RhiLdHTpBXlts376902s0NDRo3J8OY9qyZUun1/juu++07kdFRQXvzxGCIN0fOriNnsv4+/sfmTVrFgpRDAwM3WLq1KlPLFiwYEpgYKDL/Pnz14WGhmbHxsaWUflJ/9tCJz5u2rSp1xyof/3VGvjlpB3vkg/RTsVeU8jeMAFyv3kPDia/DdtjhsIPqx6GI5v6MYKyNF0AjQUC+LlYANdKCXIB/FYmgN8VAriuFMCv5LL6QgGkk9sGeAjgjVf1OhSi6ox5UwBJoQKoKxIAXCLrkrUukLUukd8bzwugKlMAwgMCOL1dAD+u7QdfRQ2GSP/RsCJkOqSsMIeYcHeIi43u0tezrkIUZWj3JDv7HMpQBLkNjHplEEwaN4J3AYoyFOnOtDdIiWZqdnaNEydOaF0jLy9Pp33RNkiJTprXRcwiCNJ3oZ6Cns/4+voeMjQ0RCGKgYHRcTg7Oz/j6ek53cvLy93b2/ub8PBw+apVq35ViRF1AdobZYlsvzfv0g9pQfTtNMj95iM4tGo07Ix9Hvam3QPHtwlAfloAl0QC+JUKT4UArpDtJakA6osEUHVeAOXnBKDIFkBZNrtVkt9rCwRwldwWGgXwZ6UAMvbqgY2xHjz8gD4IBPqMFNXTEzAI2pGi0yYK4Mg2VrTWkfVKyH6UZQigkjxG7XlWkP4sFMBFcl1NlgCE+wVw6GsBbI59ECL934LI4FmwaoU9xCxbDGvS7nxZ/e3IEOX7PdnXQRmKILeP90YO4V2AogxFujO0UuHKlSsaEvKPP/7o9GuRVjX89ttvGmvQAU26tM06cuSIVqlaUFDA+/OEIEj3h57HqITowoULD5ubm7/Fp2fBwMDoZuHq6vqgs7PzEAcHh5mhoaFeQUFBW5YuXdqYkpLCpJereuHRn+nBTW8VJGtXJcKq8GBI3xnGuwDs6xRt/RIKv/0I/pf4BnwX/zjs/1ofFBkC+FnMZnj+Xi6AX0rZLM2K86zoLM9lqchlL6tUJ4/dqm5LaSJrwUWyZokAVkfrwUvPURnar1mKdpQx+syTAlgZJgBJOlmLCtczApATZGQfS04RyOUygiJTAPV5bPYolaMNOQIQ7RfA7mRy/6VDIDLwM1iTyIrRO/meuh09RPl+f/ZlUIYiyO1l/OhhvEtQlKFIdyYnJ0erhKQZn51do7CwUOsaNPO0s2tQcXo7pCqCIH0Xeh5DW/nR85vFixcfnzNnzghe5QsGBga/YW5u/jj5MBhuZWU1deHChcvJz99EREQ0JiYmMtJz8+bNzUOP+srBRsh8N7CZbQHbNqziXQbqwpV0e6g/vYj3/bhVSnbOgKLtn8CeuLdhW+wjTI/Omly2xP2vagH8IhNAXSErO8tVwpP28MwXQDWloBNwt63KY+9PuaoUAFwQwI/fCGDsW1SG9icYgIGBPjxwnz488agePPOkHgx9VgCvDBXAiJcF8NJzAniV/Lw1iexDDitEFVksZZksVI6WcnJUeoJwklxGfq8jt/+J/B0XyX7Ij5PHXSOA2IBnINR/GqTGz4W45SF37EDgZrND+X5v9nVQhiLI7WX0q4Phs/df512EogxFuitbt25lytHbRk1NTafXaK/np1Kp1GlfioqKtK5z8OBB3p8nBEF6DjRDlLb5W7hwIS2ZH8q3j8HAwOjCMDExuX/BggUvBwYGfuLi4hK/bNmy07GxsY1JSUmM/KRNzakI5fuDig/WpqyCL6eawoTPTWBVeBDUHnHlXQ52FnlGAigzonnfj5uh8ZA5CL+dDPsT34dvlw9mBh3RTMq/KgTwR5UALkhYcVlOxaVKfNLy88IWqos6oLCNDC3kyGfXolC5Ssvn4ScBCE8IYMqEfmBhaAALXfQgfokefJ2gBzvW6cGPWwRw7HsBZPxPAFkHBLDra7IlPyuz2JL8ck6GKjkYOXqWk6MZrAiVnRaANJ0Vo1SQVpDrGmnmKNmP0qNkzVUCiPEfBkF+lhAX4wOrVibcntf3TZTKaxOiKEb5AWUogtx+3n/zOd5FKMpQpDujbZASHYKky7lCY2Ojxhp//fWXTkNW25OqEomE9+cIQZCeg6pknp7jzJ8/f5eRkdEQvv0MBgbGHQoXFxc9Nze3u11dXZ9xcnIaY29v709CGBsbe51+CNAPBSpBadp4X8n+bI+N4X4Q4GjNkOrrDOd3B/AuCjvDL+mOkH72TI+ToRV7TUC441P4NvJ1+CFlIJSfZTNA/64WwEUpm/FZcV4PqvL1obrQAGoK+0FNUX/CQKgR3sVtKQMI5HIhuU2RPkGPIGhB2Fqc1hRqEaT5LdmlNy6wvUevV7J9ReFnwlXCFTUuc5dfYbNVGRFKyWYzRFVl+Eo1OVp2loPLGKVitPQ0W04vPiEAyXFyf3L5BbIPTTkCEO4TwOrQeyDI+xNIjXeHhLhlt/zlf7uEKNL1oAxFkDvDhLGvogxFkHY4fvy4Vgl57NixTq+RkZGhdY0DBw7otC9NTU0aa1y7do335whBkJ4HdR+rV6+mQvSHOXPmPM63s8HAwLhNYWZmZuDv73+XlZXVo25ubmM9PT1dvLy8TsXFxTFvfIqqB2hfF6AqNn+VBj9v9oWrmxcyXF7vAcJ1vrwLw85QkpECR7PyeowMVe4xguKdn8KmsKFwfKsAfpEK4N9adqhRdb4eVOQZQGUBlZ73QK3wAagRPkJ4AmpFTxKeJjzDQX9+ijCI8BjhYXL7+wh3EfoRDAh6BAHUqsvRojZitI0UpVmiv1WQ/ZILoEHEldPTsnyuFJ5BVQ6vygjN4TjXmubbq5XQK862iFG5qpT+tABkXJ9R8XEBSAnV5La/0EFQ5PpdKwWw1GsEBC5ygfjY8Ft6rd+MFMXeofyDMhRB7gxjXnsKJn8wEmUogmiBZoD+888/t5SRSYeuaiu3p/1EddmXc+fOaZWqOFUeQZCbgTqRlJSUv+fNm7fB0dHxXr4dDgYGxi2EjY1NP19f34Hm5uaj/fz85gUGBm4PDQ39lcoMeiCCB9Ltk7MhslmEqmRoY6wl/HzCnnd52BE/n5oLJ7KyeoQMVe6ZBZLvP4WvQ5+C0zvZIUhUgjaJ9aE8rz9U5t8F1UUPQY1wMNSKniW8RHiFMBxqi0dAXTOvEV4lvEJ4GepELxKeJwwhPEV4nNznAYJKiuqzQlTYeSGqPniJylAVrQYyqQY1qchhaStFlW2kqLKtFM1kpWjpGQ5OjNJM0eKj7BCmJvJ4TWSdc98JINLneVjkMxfiY28+U/R2CFGUol0LylAEuXN8+PZQlKEI0g60R2jboKXvuqyhrVS+urpapzV27typVYbqkqWKIAiiDm3XkZyc/JuDg0OUlZVVf759DgYGxk3E1KlT77K2tnZfuHDhdxEREcqEhIS/yIHzDfofXcz+7JhN61pnhapk6IUoE6j6pnv3DU0/shn2HEuHgxnZ3VaGVu8zAeH2CZAcOBhyfxTAn5UC+KtGjxGVFfl3Q3XhY1AjpPLzZagtfh3qit8ivE14hzAK6sQq3oF68dsEcr34TXLdSDU5+jLhRcILnBQdRHiQcDdZtz+XJSrQzBLVJkTzW6jK70CGcrQrRNuIUZ2kKNdblJGiJwRQfIxsjwqgjtyvkayTs4tK0RcgyN8N4mKjb+p1fzMl8yhD+QNlKILcOUa9MggmjRuOMhRBtJCbm6shIK9fv67TGtoGIF2+fFnnffn999811qH7x/dzhCBIz4W6koSEhKvm5uZ+ZmZmenx7HQwMjE6EhYXF3cbGxu/Omzdva0REhCIpKen3NWvW/E0lqC5Nyfs6WRuiWolQdRnaFGfJu0xsj9oT3rDx+92wYecPDFlHUnnfJ3UaDs0B0fbPIS1oCJzbK4AbdQL4vVIfqosGQEX+w1BTNARqRa8x8rO2eDTUid8lvAf14nEc77NIOJjL6PVjCKMJ7zBitF78BtQzUpRmi75EoFmizxAGEx4i3EUep19LyXw7QlTbxHmtQvS/MkS1SdEOMkVVQlTRtnReTYoy0+hPspmioqPsNHqaKXp2uwAWubwEK2O9IHlVok6ve5ShPQuUoQhyZxk74mmUoQiihX379mnNyNQl2eLIkSMa96dDlHTdF20DnYqLi3l/jhAE6dnQz7P4+Pirpqam02fOnKnPt+fBwMDQEvPmzetnYWHxhpOT0/zFixfnJSQkNKalpf2hehOrc9s/KNakwbpeJkBoVuhPbbJC1WUo5fJ3tryLRW3s/i4F1m/fCeu2szL07JHVvO8T5dJRS1DsNoINIcPh5HYB/FsjgOvV+lBVcBdU5g+CmqJhUCN6C2pF70JdMZWcHxI+gnrJx4TxhE/VGM/xMcdHnBwdRxjLiVEqRd8kvA716kK0+BnC41Anuq9z2aFaZGiVFhmqNUNUmxDN7UCIZrfTTzRLSz9RtSxRlRSlQlR0hPwd5L4XyHr70gTg5fwRJMaFwOrU5E699m92oBLKUH5AGYogd55PRg9DGYogbdi2bZtWGUonMnd2je+//17rGrruCxWfbaO0tJT35whBkJ4P9SdhYWGXZsyY8TbfzgcDA0Mt5s2b97Sjo6ONr6/v5mXLlilTU1Mv0TctzQCldEUpfFpsFCx0tGelaDf4wLodaMsKbStDL8Rb8C4Y21J52A2Wrd7GEJywHoLj18F3W+N43acrhKofzeD7mHGwO20A/KYQwB/VdLo7laBPku1wNgO0eByBCtBPoF4ygfAZ1Espk6FB+nkb6GWfESYRyG2l49WkKFlD8h6htRBle4kOJTxLeBLq6GAlJju09UCl2pssle+oZP4/s0Tbyw5tI0S1StEzLVJUmi4ACSdFhYfZ8vlqct2GSAF4uxlDUmIcrF275j9f/yqhiUK0+4MyFEHuPKNfHQyfvf86ylAEUYNKz1uVoXTI0e2Qofn5+ShDEQS5owQEBMiMjIye59v/YGD0+TA1NR3v6+u7LCwsLCM2NraWZoFS8UkPiru6FD45MgQmfG4CLlY2sC41hfcPqltl47o1WrNCNWRoN8wO3bcjmpOhWyEwbi3Dt5v46xl66ZgliHdMg7Whg6A6VwB/1+hDk4SToMLXobZ4LCNA68TjoV48Ceolk6Fe+gU0SL8kTIOGEsp0NVSXketLppDbfMGJUSpFJxLGq2WJjuXK5mk/0ZGE4WrZoU9DnehRwj1cqby+TpmhOstQNSlaqS1DVFu5fJamCFWXoc1CVL2fKDd5nkpR8QlWiEqPsv1EpQcEEOj6JMRGekLa6s5liVJudpgS3+/jvgLKUATpGsa98SzKUARRgw5h1Ra6vCZ37NihcX86pV7XfaET6NuGLpPtEQRBOkJVYevp6XnUwsLifr5dEAZGnwsjI6MH7OzsnH18fDaFh4dLEhMTmYnw9KBjw4YNXS5BVSSFBDAydMb02bA92BW+X5vA+wfWrbB6xxaIKzquldjs/RB86ttm9p1axrsAVUEn3K9Ys5mRoWHJ3zTL0P3fhnZ9NuhJG2g6ZAGbQ9+C41sN4O9qPbisoD1BBzMStK74PcInUC+mGaCfEzj5KZ0JDSWGBCPCLBbZLO53I+66mWpi9Es1IfoZmyUq+YQTorRk/l3yGKPY7FBmCNPLXHboEGa6fEupvL5mqXwHmaGdLpPvQIpqLZtXk6Gthij9BxpS9HRLlqj4mACKDpHbkd8byJoH1gjA0+lTSEle1eksUewh2n1BGYogXcf4MS+jDEUQjl27dmkIyD///FOnNX788UeNNa5du6bzvtAs0LaRl5fH+3OEIEjvgX7fpqamgqura5K5ufkDfLshDIxeH9OnT7/PxsZmrIuLS8jixYv3xsTENKgEqCoLlO+p8BuiguDHUBe4tGEBkz3ZFG8D+9as4P0D62ZJ3bEVIotPayXi/FHwzNrTzK6M5bxLUBU5exc3l8iHrNzYLEMzd/l36X5cPmkNpd8bwbqQQdCYL4DfK/ShRvgoVBe9BrWMBFVlgU6B+mYBSoWnMcEUGmSm0CibTTDjthRTDmOG1lJ0qlqWKC2rVwnRD9tkh6pK5V9kZWixapDSQI1SefXsUCpBa7TJ0JsVoR2IUUaIclmhVHI2l8CnsxmfFPo7FZ4qAapB2wFLVIoeZ4csCQ+RfaXXHxFAlM8zEBzox8jLjt4PN9NDFGVo14EyFEG6jtGvPQmTPxiJMhRBCOnp6RoC8tKlSzqtkZWVpbFGfX29zvvy008/aaxD94/v5whBkN4FTUBLSEj41dbW1s3Y2HgA364IA6NXhomJyXOLFy+29PDwSA0JCclOSkq6TsUn7cPT3Q58s9v01/w51RkuxsyG42kRvO/bzaCLDN10fCXvElTFpk3JrfqFqmSo/IBHF2aEWsOh5DFwYP0A+E0pgJ9K7oGqwhegVjQG6oo/gjoJJ0EZiUkFqAkjOxtk5mRLsSBYqmHBQa+bwwlSKkyNuftTKTqDFaKMDP0c6qUTueFKXLm8+F2ud+hIsg90Sv0wtVJ5mh16PydE9VtNltc6UZ7K0LzWMvRmJWhHJfYVnBSlmaFUbsq4AUkqqUmHJFHo71SU0ttoCFG1fqJM6TzNEj3OZolKyBoV5LJtK/RhRcgM8rpvX1jeqgzl+/3c20EZiiBdy4dvvYAyFEEIJSUlGgKyrKxMpzUUCsUtl7dv3LgRbty4obHODz/8wPtzhCBI74P6mPDwcKWlpeUXfDsjDIxeFba2tiN8fX09fHx8vouNjW2kYoF+yW/evJm3Mvj/omBDeCsZemWjN1yINmU4mxrM+/7pii4yNPngOt4lKKX2qEuzCKWoRCjll5N2XSRCbSAl4FkoyxDANQUVi3RC/JvsUCQqQaVfQj2TzanKAJ3DCU9raCy14bBtg+pyK+62KilKBaqJmhCdDg1SVogyQ5eYifMfq8lQtlS+rngEQW2yvIhmiA4i2wcIA1qVy2vIUC1ZobdDgDb3IVXvTapeos89Pr0tlaS0hF6e0TI9vuiAAIQH2HJ4Kk1Lz7RGlsFxqqWXKCNTD5H1yGV5u/RggdOrEBcb0+57Qlchqu32fL+veysoQxGk65n43msoQ5E+z9WrVzUE5NmzZzt9f3pec/36dY01Tp48qdN+HD16VGONv//+u9ueNyEI0rOhVblUiAYEBGQaGhq+yrc/wsDo0WFubn63o6Pjex4eHj7+/v5HEhISmnuAUhFKt91ZJog3hmgMGvopybZ5yFBBih/v+6gLusjQ6B+3MNPS+ZahJ74Paxah6v1ClySs7ZLHL/7WELateAR+KtaDiyX3QHXhUKgRjYU68adQz0x/n0EwZgRoA5Ppac3JTjuCA8GxHew5ODEqs+IyRek6s7kMUSO2ZJ4puZ/CTJ9np9FzpfLi9whjyL68A3XFtHfoSMJwtZJ5miX6FCNE2WFKrWVoKxHangRVG4xU2Rb12+WxVHHZpSoJqhKfTGYq2Yc60d1knwYS2ExVepvmjNFzXDl9rh4ocx4DeeYzID5+FxTuF0DBPgEUH2PL42mpfCsxmsFeTqG9ROntCg+S348KQHZIDxICBsPSQM8O3xs3K0T5fk/3ZlCGIkjX8+7wp1GGIn2avXv3aghIGjt37uz0GocOHdK6xtatW3Xal/Lyco01qqureX+OEATpvVBHQ89x3N3dN86YMWMQ3z4JA6PHhZ2d3WBHR8cp8+bNCwoMDCxITk5mJjOqRCjfvUA7S9nGYM2p61+5t5q6XrKqY8nSndBFhkbs3Qblh7quDL090r5eq7VfaMTKtDv+2N9Hvw/Ht9wDl2V60Ch5FKqZKfE0G/QzticoIyvNoLHUksvyVAlQJ2iUOxPmQpPchaGxeTuXXD+XvU2zFCX3k7FClBWqZkx/UTbT1JATrl9yA5nalsqzQpTtHzqK6yH6BmEEgUrRZ6FO9CDUivRaeoZyWZpt+4N2OB2+DRpCtCMZWsTJUCEd6DSQ/K7PXEfXodmgZWr9QBm5mUmHLN0FFedfhoq8T6Ds3GgoPn4/5O8RQP7/2HJ6pr+oepboGbVeomrDlcSHyfVH9eDbuHtgie/0dt8b2Du0+4EyFEH44aN3XkQZivRZpFKphoC8cuWKTmtoK5G/ePGiTmvQ8yY6fb5tZGZm8v4cIQjSe6HnNTQ7NCEh4V8XF5cAQ0PDu/l2SxgYPSK8vLyed3BwmOnh4ZEWFhZWS99MW7ZsYf7DwPcb+2ao2RSgIUMpF1eYw4WYOVATYweVLtPg28RY3ve1M+gqQ8/uWsKrCK047N6qRF69X2hS2qo7+tgbQ1+GokMD4JKYZjM+CzWi0Ww2qGQKK0GZ4UcWnARtEaCs/HTjmMfhzm3ZyxvlrowcZaWoI3d/Oy5DlC2Zb6BCtMSEfSw6iEk6FeqbS+VVQvRjTopSPmDlqOQ9whhuyvzLZN8HQW1RfzYTVNUXlBOf7YnOttPgW9GeFM1Vk6FthGi1Wll8VYEe89g0C1ShNkxJNRiJlrwznKY9Qg3IbR6B8rxPoLLQhNx2DAgPDYTzuwVQuI/tK8oI1EwWmap0nps4TzNEadk8Ha5UclgAp7f0hwUuYzv88kcZ2n1AGYog/DDqlUEw6f0RKEORPgcVkLQMvW3k5+d3eo1t27bBv//+q7FGdna2Tvty/vx5jTXounQf+X6eEATp3dBzG/pZEx4eXmZiYjKDb8eEgdFtY/bs2QM8PT2HWFpaTvbx8TlMp5DR7E/aC5RmgvL9Zr4VmjYt0hCh1esWQVmEM1TOGQ+Vsz9hyPB14X1fO4OuMvT7zYm8ytDD30W02y/0m413btr9V0ufhZpcA7gkuxfqRMOgpphKxslQTzM0mcFIFlx5uwOXAerCCE5WeHoQPFnKyM9ldDufu5ylkdyukZGiVIY6q2WI2jZnhzaUzGH7j9LeoVKaHTqd7U1KS+UZaHbqJHI5CzNcScpljDKl868zErdWeC+bnamWCaqSnExZelty2kHtOm1ytLl3KNc/VD1LVEVFHnt/JTdAqYyTmG1lqKrknekTmqEH8syBoDj3ElQUWkJlkTW5bhiTIXp+D9tbVHaqtRRtHq7EDWaitxEeZLNEs77rB4tch0NqaqrWL/6b7R3K93u7N4IyFEH4473Xn0EZivQ5tAlIGjt27Oj0GkKhUOP+dAgSTQ7p7Br0/Om3337TWKeyspL35whBkL4BreSl38P+/v7p06ZNe4xv54SB0a1i/vz595qamg61srKa7ePjU6CSC/RN01sae1/e7MNmgm7yg4qVZLvIAn7xNIZLHsZQPufTZhlaZvkZrF+Txvv+/he6ylB6n6ZjTrzJ0OSv1mvtF0o5vGPpHXnMtUufgopzetBY/AjUCEdCrehjqBNPYYUknfheas2Iyya5E4EToIz0nE/wUsO7DeQy+XyGxmYh6krWcuFK5h2ay+UbZJacDJ2tVio/nesdqmIqO2m+GTpxfiKbISp+G+pErxKegVrhQ1BbNJD8LXpsebxaVqhKcirVKFfb/hftZYxqG7DEPN651iJUNR2eZnOWcCXudDo8g0qInuZK4jMMQJ79KFQUGEGVcCGU5U5iskTz97KZn9JTrAiVn9UjqJXNk7UkdLDSMfZ2ksMCKNqjB5E+L8DymKjm98atDlLi+73dG0EZiiD8Mn70yyhDkT4DLQv9888/NQRkfX19p9egPUG1ZZbqKjGzsrK0StnDhw/z/jwhCNJ3oNW9q1atAldX1zXTpk27i2//hIHBa/j6+uqZmJgMMDY2fsbPz29xYGDgeSpB6Rulp/QB7fSbf10akwVas8wFfplvzEhQdSQuJs0ylLI/LID3ff4vbkaGFv3PjxcRKj/o2SorVL1fKEW6f/5tfbyLRy1hXfgguCDUg4vSJ6BGOArqiumwommMkGSmvdMydkaCunAS1FNNfC4k+LTDQg5yO7kXWcOzRYiWurb0EJXZQwMjQ1XZoWacDJ3FYaTGLHbIEjNoaSbUl3zJTZqnWayjob54FNmOhQbpWKgXD2F6dtKy9UpVVqhaZqiyPbI51H/O7jiTtJUYzWnJQFXdlxGhZ7lMUJXwzGgpb1f1/JSeYLeyU2qZn2eo7LwXlLmToKo4GCoKHEF8/BHI3ycA4WFWqJaeHUhu8zDhPpBn6rPDlTghWswJUTFB+KMAEgKHQFhIkMb7pLNSFGXonQVlKILwy+hXB8Nn77+OMhTpE9BS+FsVkMXFxVrX+PHHHzu9Bj2n+v333zXWuHz5cq8710IQpPtDP5Oio6NrTE1Nbfh2URgYvIa3t/cLTk5OUWFhYUWrVq26QUvhe0sWqDaqfW00JKiKKo/ZrWRo0VwT3vf3v7gZGXrw22heZOiBHVGtZOiSxPWtZOgvJ+1u22P9dMwSNsc8Bg0FAmgUPw01wtFQWzyJzcYsMW3OBmUHIrlxmaBUgi7gZKcvxyJoUqjwI7/7cZerbrOQ3H+BmhB1J+u6cdmhztAoc4AGmS3BWk2GmnEZorO5KfOqqfUsbG9RIzY7lJlu/xmTOcrK21lQLx4OtYUDGAmqyGZFpHpWJoX+TiUlvZ7hHLttFpjZrWWoVinaAcwaWS09QplMT0J5ttrwpfMtgpY+PnO7MwPZLFGVFFUNWKJC9PwXUC2OgsoiL5CeepaRnFR2yjLuAvnZIVCW9SJZYzD5O+8l99FjRKlq0nzRYbIlty/6nwCSlz4N4eGhze+R9jJE09LSUIh2MShDEYR/3n/jOZShSK+nvYxOKiA7uwYtpdfWK/TChQs67Ut7UvbMmTO8P08IgvQ9VP+EWbJkSdb06dMf5ttHYWB0eVhYWDzp4OAQGhERUZWamvoHOUD9tydNhb9ZTkUFtitDKaW2X7YSot19kNLNyNAN69Pg8knbLhWhV9JtIXHdhnb7hS5NWHvbHku5ezbsTX4MfinRhybpM1AtfA/qxJO5svg50CizZbI2mWxQdQmq8GGFJyM+/QmLteDPClI1KdooX0hYQODK5UvnqclQR/KYdlx2qCWHBYclJ2VtuWFLqoFLVIrOhkYqbWXmZD+dmQzUxtI5UCt6ASrzBoIyi+vP2Tx9XZ/tq5mhXoYuAHkGK0kZYZrVIjDb0ikxqi5Ts9j16D5QqanI6ge1RQ9DvZDtK8r0EaVrk+uVlLNcNmru/aA4NwTkZx5lpKh6b1B51mNQfn4mVItjoVIYQP6WF5kp85KTtMfo01CW/TbhDfK4w0B+9gny9/Zvzjot5ibNFx8UgGi/ABKDh0BQgF/z+wTL5bsHKEMRpHvw6buvoAxFejWlpaVaBeSpU6c6vUZFRYXWNY4ePdrpNejwJW1S9tdff+3xcxgQBOm50M+fVatW/ePm5raeby+FgdFlYWho+KSjo2P0smXLytPS0q7RNwMVoL1dgqrYvDoFfppv2q4MlXnMaSVDu/sgpZuRoRTFQc8ulaGyA16tRGh4Sut+oTHJq2/L45TvMYXvkh6FJpEBNEmfh1rROKgTf8GVoFuwwpEOOWouiecyQRkJSgVoACGwAwJYKVqmkqK+0NgsRLns0FK1UnmZE3lcey471IahkcGWy0x14vZnLiM9G+UO0ET7l5Y6sBmrjJgNJrefAzWFT4HynD4jN1kBagClmY8RngP52aFk+xS57J5WQlQ1xb25JF0lRjmY7FGVEG1HirZCJVDPshmoVEYqzz0ODZLRUF34BFsyTx/zJLnuBJu5qSqRLyWUpVM5OgCUuSNAcW442TcDJqOU+Xsy9aAs+wWoyHeAakkaVAr9yWUvs6X1ZwZB2blxoMj5kNxvLCNF5VnPgizz/pZJ88fZDFHRIcKPAkhZ+iSELG0pmddFiGKG6J0BZSiCdA/GvPYUTP5gJMpQpFfyww8/aJWYNCu0s9VvtAxeW1y8eFGnfZHL5ZgViiBIt4O6H/p5uGLFiupZs2YZ8e2oMDDuaLi5uY10dXUNCQ0NPZ+cnHxV9QboKxJUHeESj3ZlqOYgpcmwfs0a3ve5PW5Whp7+PqRLZeiBHZEd9gtNW3frU+5pj9Dvkx6Da2X9oEHyAtQIP4R68RSol9L+oJbMhHc2G9SdywZd2EaCBjHikWWJGqrLgjjIbcsWc7AZoqwM9eZkaOtS+QamVN6e6R9Ky+bZ4UrsxPqWYU3qzGclqDICLiiWQX2JKVQXPMqISNUQIVnGQPLzcyDLfBdKz35E+JjwHpRmvkq4v1XPTvVMUSZbVCVFMzuQom3FaFZrEUrvSzM7adl6vXQyVOQ+BaXprPgUn34ORGeNQZizBET5SYRVIMqNgeJzXiDOnASSU/1BTqVo1hBQ5LwDpWceaM5wlZ99iBGeFcLFUF2yBiqKFpC/623yt74IZefeB2Xu54TPQJnzMfl9NJRlkb/37GPk+n7MwCUxlyFKJ83LyDYp+GkIDdEuRFGEdj0oQxGk+/Dh20NRhiK9krq6Oq0C8sSJE51eg0pPbXHo0KFOr9GelL127VqvbkmGIEjPgH4OkfOef/39/XNmzpzZj29fhYFx28PY2HjYggULloSGhhYkJyf/Ql/0NC26L0pQFXsSYzoslW87SGlfeCDv+9weNytDd2xK6lIZqj5FXlu/0B+2LLul9av3zYFvYp6Eq/L+0CR9EaqpCJV8CQ1SY2Z4ERWhdNI7mw3qzZa4N5fCB3HScyk0KSkh5Gd1lnIsaZGiZQFMdmhj2SKCugyd30aGstmhrAB1Yi+TuzG9Rdlp9arMVF8uCzSAfczyGLKNgfqS2VBx/mF2aNBJNgOS6bOZeQ/Izz4L8qxhUJb1MuE18vPr5PJXCE+Q2+i3CNEMLTJUrbeoSoqqC1F1Kap+mao/Kd0PafoD5DmeSvbvOZCdEIA4/XEoPu8PxaLTIJFWgLSknFDJQH8Xi6XkukwQFWwCcbY9lGQMBkXmIFDkjobSsw9xvUPvgbLsEaA8PweqipdDtWQ1lOd7kssmguLcRFDmGRKMyPXTQJlDfj/3AbluJNNTVJZxDytjuaFKooMCkBBi/Z+BqMhlzOv+ZjJD+X6P9yZQhiJI92HUK4Ng0rjhKEORXgXt89leRmdnz312796tdQ1dptBTJBKJ1nXS09N5f54QBEEo1A0lJyf/aWNjE8u3t8LAuG1hYmLytLe397KQkJDMxMTEy/Tknh6E4n8iWXQZpFToYsr7/rbHzcpQSsPRuV0iQssPu7cSoWy/0HWtZOj5PT639BipwU/C5ZJ+cFE2FKqLPoI68ZdMRmWjzJoToW4t8rE5GzSQlZuMAA2FC4QmZVhrFJTQNlKU3KcsEBqbZagfWd+npW9oKds3tKF5qvxcToy6sdPm5fO5SfR+LTJWuYR5/AvKKPJzAjQqlkOteBYoc+5jy8gz7gZl9iCoOP8AVOTpka0BVOQOgIqc/lCeMwDKzw0k198Niux7QJFFBw7ptWSGZrSI0OZy+TMdZIhqEaMKtdJ6WnovOXkf2Y93oTp/BMiOk9/PjAOxcB9I5T+BrOwKlMovgVyuBJmsFEqkJSCVSEEiloFYXA7FkmooLpaAKH8DSDLHkMd/DBTn3mCFaOZAZlCSImcyVBQthGpJKlSJE0CZ7waK82ZQnmdJsILyfPLzeUPCFHLf8eTvHk3+5hfJ33o/myHKlcyrMkQjfF6kfXGwTJ5nUIYiSPdi7IinUYYivYrvv/9eq4A8cOBAp9f43//+p3WNPXv26LQv2vqWXrp0qU8npCAI0r1QtUuMiopqMDQ0fI1vh4WBcUthZ2f3iqOjo3dwcPCxuLi4v1SZoChBW6PrIKVtSXG877M2bkWG5u/x7xIZeuz7sA77hVJ+OmF/U2tfOWkNB9JehEsSfbgkexaqCj+CejGdwm4K9bQ3J83GbBahqrJ4tiT+AidBqfS8oAwn23CmNL0VinCOULVM0SWcDA1ghahcXYZ6cTKUzQ5lhagr20eUmTbvxWWl0hL7YDYLlXksKkGXw4XyJGhUxEBt8SyoyL0fys89RP6mD8jv46FONBxq8u+FKjqhncrKM4QMAZRlsFsl+b08k71OyU2Zl5/RzAxtJUPVhWimFiF6tnWPUSYr9IQ+lJx6GqqL3mF6gVIRKhELoVT5B8gVjSCXy8gJQAnIZCVQUiKB8ooKqLl4GWouXYWKhotQUlrGSdE6EBWdBMnZz0Ge8Qgosl8hj/EoyLOeBkXOx1CebweVxdFMdmilaBmUF3hBRYEbYS5UkOvK8y0JpqA8PwOUuZNAfm4cue+rIMt8iOllKj7ZMmW+lGz93d+k//nsUIi2nTCPMvT2gjIUQbofH496CWUo0mugJ/W0N6h6VFZW6rQGfZ3SAUfqQXt/6rovR44c0ZCh+/bt4/05QhAEUYf7B80Nd3f3A3y7LAyMm4pZs2Y96enp6RIYGHgsMTHxF/pFvnHjRvzvYzvoOkjptK8r7/usjVuRofu3Le8SGbpmw5oO+4WGJt3cJPmfjlnCrrjhID6hB9cqn4HKwg/YjFCpKiPUmevJ6cVNileVoQczIpTNxAwnRBCWQRNDJMeyFhQRWmVoU7MMXdRGhnqqZYeyMJfRMnpmAn0guw4jX1kJ2qSMg6byJGgoi4BaiRVUFY2C2uKJzIClhpLpUFMwFMqzDEDOZHreC9Izr4M4czyIz07hmAiSM6Og5MxTjPws4+QoLXOnslNdiLYrQtsMV2orQZnp9WQNyYmBID31FCiy7gXx6RdALD4DcuWfUKZQgry0hMmEoMhKSqCq/gLIqi5ATl4hZGZmQ26BCISyKiiWKphM0WJJIwiF+WT/jUCe8Sgosp8HeTbtD/oOlJ83gwqhP1RJkqBashIqheFQWbSI4AUVhW4EJ6gooFLUHMrzjECRO4XpN8q2C3gIpKfZDNHCgwKQHhFA0R4BuNuPYV772oRoWxGKMvT2gzIUQbofo18dDJPeH4EyFOk10AnuJeQYpLa2lhxjCJnzIV3XoOX29FimpqYGCgoKbnry+/Hjx6G6upqZTH/48GHenxsEQRBtUGe0cuVKMDU1nWVoaGjAt9vCwOhUGBsbP+ri4mK5cOHCLTExMb/QF/M333yDErQT9IZBSrciQ7/+ag38ctLujorQ2qMuGiXybfuFxqWm3IQItYLdsWMh75Ae/F41CCryVSLUhJ3YzmSEunP9QVXl6IFMOXpTswSlRHJEcSXqKiJbUCxrkx26hM3qZLJDF7eWoaUtMrSByQ51J1sPbtK8D5NNypbaq7JBV7AiVJnAiVBHqBWbMn1ELyoXQ13xRFCcHcCUpksz3wZJrhuIC78GSXEmiCVSEEvlZFsKIrEURKJzICz8AYrOR0Bx9iyQnBnOCE8FJzKbBylpkaEaUrQNquslxwUgPHwXlJ29D0rSHwBxwSqQK/+BsjKaDSprEaEEZUUl5AllsCHGBxJsx0G8+ShIc/sCTu1cCfl556FQJIfiYhEUS5tAWCwFydkvyT49DmXZw0GR8y4oc6dBRaE7VImjGBlaVRwHlaIwZsp8ZdECqChyJ9e7QkUBlaLWUJ43G5Tnp0LZufEgzxoJsjOPgjRdj5kyX3CAPH+HBZDznQAiAqbA2rVrdB6khFL01kEZiiDdk/dGDkEZiiAIgiB9FOqO6He0v7+/zNDQ8H6+HRcGRodhZmZ2t5WV1fh58+alUQlK/2O5efNm5j+XeNLeOfYm9PxBSrciQymy/V53VIae/mGphgwNim/dL3Tj17E6r3ty9WdwfOs9cKPxEagsGMOI0AaJMdTTjFBmYJE7NFIRSgcTlQVwg49CuF6gbCYoK0Cj1YhpppUQbZahYa1kaGNZECdDaZk8N0RJQ4Z6cFmhNGuU9hgN5taha9PHiSXEk+vCoVbqBnUlLnCxYjlcIPtblfcaM6FdkjESpPnLoKTkPJQqLhP+JPwFsrLrZHsNSsuukZ9/A2np7yAuuQbF0gtQXCwFYcEBEJ5bCNLMd5qHJdHMzpJTeq0zRDsrQ8+wZecF+/pBeU4/KD4zEaTya6BQVLYSoawMlYNEUQ1xLjMgerwA1k+/F7abPQ1bTJ6B40s+BvGRGCgozIEiiQJExUIollwEkfA8SDI/Ivv0FCjOvQuK3MlQUeAAVaJAqBLHEhKhUhwFlcIlTIZohXABVBTOh4oiD7J1gfJ8e1DmzYGy3BmgyBkPpWffAtmZx0CSzg5VKtgvgCry9+9KEkCAjyWsTk1FGdrFoAxFkO7L+DEvowxFEARBkD6OpaWlm6GhYX++fRcGhkZ4eHjcbWdnN9rFxSUgPDy8mr5gN23ahD1Bb5IaH+sePUjpVmVo+s6wOypDN2xKadMvdItGv9CjO5botKZspzF8G/8EQMN9UFX4NtQWT4Y61dR4mTPbn7PMu6U3JzMFPpQrS1fPBFXJz+UMTWq/N6kL0VYyNJTJ7GxkZGggNMo7lqFMVii9jJk2H8Dej1mLrhvN9AdtKAuHOok71Je4wcWKRLhQHgIVuUPY6fE51lAqy4Gy8n9AUfE3KJQXoaxMAWVyWo4uJVspyMlWQbblFUqoqKqE8vIqkJXWgqTkZxCKakFYeBBE59xBlvkEIzRplmlJeuuS+Q6zQ8+w2aRUpBYdNmDKzkvPPgmi/E0gL7/O7Ie6CKV9tUrlCticGAmR7wlgn+srIEo2h6q9XlD7w1wQpRiDbIstlKavgEJhDgjFpSAWFYBI8hOICo9AyZm3oOzsM6DInQTKvNlQUeQNVaIITohGQ6UoFCqFAQQ/gi9UCBcSvKG80B0qChzJfSxBcX4mlOVMAHnW21yGqABExwRw/kcBVJG/Py3kfggO8u90z1CUobcHlKEI0n0Z/dqTMPmDkShDEQRBEKSPQr+nlyxZ8rOpqemrfHsvDIzmMDQ01HN3d3/e29vbi7xA8+mJOi2HRwl6a5yODOjRg5RuVYZu27jqjonQpmNOELl6a5t+oZs0ZKji4LxOr1mz3wzWhQyF3xQDoVb4GtSIJkO91JBgCQ0yB6403ostjW/OCA1jRCibDRrdSoBeUK4gxHKs4MrWl3NwQpQRlxFqpfJLtMhQH2gsZcvkG0o9GQnaIkO9CQu5zFCaTRpKCCe/RxBCoVbsDrVSmhGaBBfLI6EydyiUnLobZPlBIFdeBGXlDSgvrwOlQsaUo5eVyUGhoEK0FBRlZVBV3whVTb+AvLoJZJUNUFrZBCXKOpCUKEAqLQGxtA6EomooPL8OJDRLNEMAUipa2wjRtjJUlTEq54Yu0WFJRYcGgPh4PxCf+YSsX0v2o4yZGK8uQ0tLy6AgLw8C338IDnq/DdL1TlB/xBv+Es2DP/Ic4O+cuVC3xwVKN5tDxnpXyM/PA5FUDsXCQhBJrkFxXhrIzrwEiuw3QXHeBMoLnNns0OJIsqWEQKUwkC2Xb2YRYSFUFM0nt3cBZZ4VlJ03BPm5iVB69k0oyXgExFSIHhVA3j4B1J4WQLjP65CYmNChDMWp8rcXlKEI0r354M3nUYYiCIIgSB+G+iV7e/sIIyOje/l2YBgYAmdn50GWlpZTFi5ceCQ+Pp5pBH4zzcARTdhBSiY9dpDSrcpQSu0RlzsiQ8/tCdDSL/TrViKUlsx3Wq4etoB9q96G8mx9+LXiWagu+hTqJDOhXjoHGkscmOntdEgRkxFatrilNF4RwWWDRqsJUJUEjWuWoWzJescytFFBRaYWGVrqw0jPhtL50CDzILi3wMjRheRnXzY7VB5Mfl9CCII6qSfUCG0ZOXqpeg1UFYwG2Uk9kOUHQlnFH1Be9TuUK0tBoWAFaDNlCnJ5OVTVXwSJohJOnzgOu9YkwLfxgbBnXRTkZZ8AoUQGopIKkFAhKpZAkfgKFOQdA0nmWEaC0v6fTIboac2SeXnbifOE4iMCKNxvACWnHwRRlh3I5BeY8niZrHWJfEmJDE4d2Q+pM5+G/FXmULnHG37Omg17g1+GMIshsCNkBPx0wgiUG+fAIfen4eCGCMgrFEGxWMyU94vEDSDOciSP+SzTN7Q8z5rJDq0ULSGEQBXdMpmhizmCWEQB5HZ+UF7kxQhRRb41KHKNoCz7U1aInr4fJCdpz1MBiA8JQHlMAAvcJkFSUhKWyncRKEMRpPszYeyrKEMRBEEQpI9C2y5GRESAlZXV+yYmJvp8uzCMPhq2trb3enl5jXJ3d9+RmJj4Fz2IpC9OHI50eykOdu9wkFKFWfcdpHQ7ZGju7oA7IkO3b0n4z36hy1amdXq9I8kT4cDGu+Dfi4+DMm8c1EmmQZ3UDBpKbKFR5gqN8vlMuXorEdo8JEklQmPhQnkcRzyzZQcYxXFCVD07tLUMbWyWoaoy+QA225M8JiM7VVmhsnkENzWoFKWSdAG5nt52EdTLCCXzoapoNtRLPeGnqq+gVjwLSk8JQJZrB2XKJiivugYVjAhVk6AKJYOyvALKaxohP68QtixbCKvM34HkGU9CypT7YI3hvZAePwXEp1aBUJgDYnk1SEtKobi4EIqKf4G8vHSQnn0XZFwvTSpEtcnPtogYGSpgJtYLc5ZBSemFZhFKt3RyK7OVlkD2mVNwel0gFK+1hcrjzpC1ajgMvUcA5GMNBhCCzJ+A2h1fQn74GNjiNBxOHdoFopIyEBYVgEhcA6KCgyDJGA1lZ1+E8jxLUBbMhQqhLyc/A9QyQsnPomDCUhZhEFQU+TPyVFngSu5rA8pcQyg7NwFKM18D6el7QXyCHahUSv724xsE4O1pCykpKShEuwCUoQjS/Xl3+NMoQxEEQRCkD0MrkF1cXJKNjY0f59uJYfSxMDEx6WdkZPSUo6Ojf1hYGCNBsRz+zrE3IbrjQUpzu+8gpdshQ/+3dcVtF6F0Sv3yNd/8Z7/QlDUrO7WecrcJfBPzNPxTcz9UFLwNdeIvoE5qAvUlNtAom8v06aQT2FkRGsRlhNIeocu4svgVmiJUGc9s6QAjljguOzS2RYYqorieoctYGVoWwmWGBnFZnouYrNCG5qxQd06AupB9m8vCSdF6mQcjQOtLPMm+u0NtsS1UFhozfUMvKJaC4sx9UJI1DsrKSqC86leoULbJBlUqyXVlIKeT2iurIPdcNmzwMYE1MwfDD3YvQubSiZAXOw2yl02AM8HvgmTDLBDv84czBzeDRF4BYokERKJ8KBD9BufPH4KSzNdAcsKAEaKytiXzaqimz4uO6UHBQQGIM16BwpztICutb5agUqkUJGR95meCUCgE4dHvQJhmDU3Zc8Dx3XtAINADgZ4euxUIYIfvUChL+wL2zn0ODm6MhvyCIigqEoKIlstLr4AoewHZr4dBkfM5KPOtobxwHpshWuTD9AqtVMlRRoaGtUAHLIkWk9suhPICN7ZkPncmyLM+BtmZYSA9RUv92XL5GvI3xwcOgajIiA77h6IIvT2gDEWQnsFH77yIMhRBEARB+ig0AS8qKgpsbGwmGRsb6/HtxzD6SLi5ud1vaWlpFxwcfJacjN/AA8euoaNBSpWeZt12kNLtkKHrv1oLP5+wv60yVLx/gUZWaOgqzX6hu7cs+8+1Gg7OgZPrR0BD0QC4KBsGNcJJUC8xhPoSK2hgBiZ5MAOKmsr8W0Ro87Akrj9oeaxaNmhCK5qUCZoyVLGcoJKhqszQsBYZKg/iskL9WrJCmfJ4N7JfVIQ6E5wIjtyW/C6dC3VSZ6iTOEKt2BYqC2ZCtcgeLlath8r8sVB6+kEolewBZdXfUFFRAUqlsk1WqAJKZVKQy0pAWJAH2yOcYKPxw5AdOR1KN7rCxRO+8IcoAK7nLYa6H+eDZJ0TFCR+AXu8X4WD360HsYxObi8GoTAf8kV/QP65FJCeGQbFR/qB5Jgek5WqTYiWcj1Dxcf1mBJz0emPID83A2SyCkaGUglaTNYVi8WsFBVLIOPEMTieshDOx06Ha4e/gFceMAA9gQEY9OsH/QhUiE56/W7ITZgA50LGwL5Eb8g+cxqKhCIootmhkloQFWWAJGMC2Yfn2UFK+fZQUehG8ISKIi9GdtKp8qwMDYWq4nBCBPk5gssSDYTyQh8oL3AFxXlrKMshz1P2RyA78wxITxowma5FB9j+oX6en8PKle2Xy6MMvT2gDEWQnsGoVwbBpHEjUIYiCIIgSB9l8+bN4OrqutLIyAizQzHufMyaNetNPz+/I4mJidfWr1//D2aDdh3/OUjJpnsOUrodMpQi3bfgtsrQ/Tui/rNfKEX4Y8ePe+WkDeyJ/RCOf9sP/m16CpT5HzPl8fUlc6CB9gmVzWP7hMoXQVNZIDPpvUWERqtlhMaridDEVrTIUJUQXdFKhjYqIgkR3OAjrkSeywptaM4KZcvj62UqEeoA9VI7Dluoo0hsoE5sDbVic6gRGoP83CdQV0LX9AV5xkCQ5riDsrwByqsI5Yo2MlQJZTIZyEskoKyqg6zj+//P3nmAR1WtbTsJRUURFT4VFXsXFQsKYsGCNCnSe5Hee4cQILRAQgcpUhRB6TWE9EzvvfdJBRTUc87X/u+c8/xrrb0nTCBAQDAkrH1d97Wn7T17z0xk5vZ53xd7xzWHbOEX8O0Zi/PSCfhPXW/4jreCf/+n+Ie6N36TTIBtyzBkT2uCdd0bIi87E2aLRUhtmgzQ6M/AIh8Le84TsGXUYEOVmPgU5adbGnVdHLpkTa8Fc153aDUauFxeJkNtrNenlUFlqI2sD/zwHbYPaQx9Sgf841Q7vPpQbcTVqIVatWujNiE2rhYa3BeDtJWfwJT0MY4tHQJpVhqMZguMRiMr6bc4LsCinANX3mPwadvDr+uFgGEw6wcaZCnRcQiapwjDlCzxogxNFActJTJBGiT3UWnq149iU+Y96vZwK96DS1If9uxYGE/GwJMZg8zvYpAwqw/Wr1/HhegthMtQDqfq0KzxE1yGcqoMu3buxN69e3DwwAEcPXIYqSdP4HTaKWRmpEOSmw25TAKVUg69Vg2zUQ+bxQSXw8rwuOwI+FxlKAj5URAOlFJcGMLZ4gIU5QfL3J4f9F22rcthK9231WyAyaCFjjyvUiGDTJKL3JwsclynkXbqJE6cOMaO98D+fdjz448sjVXZryWHw+FQxN6h/ztgwIA2le3J+FKNl06dOtUdMmTI/MTExDPkR/f/0S+LvC/oX8u1Bik5b9NBSjdLhmb+tOimytB1W7dds1/o7JVb8Hv2wKvux/7T1/h+WUP8b7geAvqmKLK2RZGjO0pctDx+BJveLvQJnSWIUDbtPRFno3uE+i+VoKsZZ5kIjcjQCOXJ0ESc8V6aCp0p9v+cJPYDHROVCB0iCtD+KLL3I/Ql9EKRrScKLd1QYO2EkLE1XLLmZN+rENI3gVPyH/DYjyMQuoBgkIrQgDAx3usVIJc9bic85Au20+ODUaOEce9yWL4diHPpY3AurzWW938czRrGofnjMVjarwFKsj5DcdZE2LYNxw897sOWOQOhUSpgZsLRAIM5ALUyBzZZe9jS72EDlegwpWgBGsFFbnfm0v6i98KcOxgaNZWhHlYWTyWoxWJhUBlKr+//YSdWdXoY9u1D8FtePwx49yHUrFUb99xTB3Xq1EHtu+9G3do1sG9hc7g2dcbxRX2Rd+oojBY7DAYD2YcFdmcBLLpdcEg+hk/1PnzaTvDre5LPwSAEDcPElOgEcZL8XFGGLiYsISxlYlQQorMQME4m2w2HV9sLHvWXwkCl3PtYubz2eAxC5NyWTWuI+fFzuAy9hXAZyuFULVq++wKXoZxKYQf5Ef7TT3tx7OgRZKSfZhJRo1YykUllY8jvQXFBCOfPFePvv/+Kf/xxvtrwt99+wa9ni5h49XtdcNgsTKiqlXImdqnkPXzoEPbs+ZG3UeNwOLcUOrR71KhRazt16lS/sp0ZX6rZ0rt37zhCl5kzZ6avX7/+DypAI1T2B/9O5GqDlH65TQcp3SwZ+sP29TdNhIbSRl0mQsvrF7roGsOTfk3vi9T1TeCW18YvzhdRaGmFYjo9vkx5/BSxPH6eKEIXCUOPygxLSikjQQURKuJffYkQXUn2EZGhSwUZ6o2kQuezSfCCCJ0hpEJdE6PK48XSeJYGpRK0D6EnimzdCV1QaO2MAvNXyDe1hk/VHF5lexS5JsEnvw9OTV/4/A4EQyUIBvzwiyLU4/GIUCEqXLc7HHBajXBn7oVlUy+E93fCt2Mbsj6c0Yz8/F78Tfk1PDsH4fS01zC/9aPISTvJ+nLS9KXJqINKdx5G2QJYM16ALbMWXLmC+CwjQ/OE25gQzYmBMeszqBVSOF0+Jj8tYto0IkNthOzMbCS1ewy2bUORf3AoUhNeRr2770Gd++7HAw/Uw7331cWDde7Fofkfw/VtFxyL74bckweYDNXr9UyoOp1+WC0qWKV9yDE8CZ+mLXzazkJCVN9fEKKGMUK5vHk2wqxUfrEoQpcxQuQ67SMaNM1BwDARPv1QeLXd4VF9Bpf0RThy7oIlXSiX956OwdTxHa5YLs9l6J+Hy1AOp2rx7suPotUHjbkM5dx06G8dKvNOHD/GBB9NbLqdNhTmB/Db+bOVLiSrElQIh4PkO5nNzIRxdlYmS5v+8MP3lf4+czicqg2VoYmJib8PGDCgY+WaM75Uq2X06NGNx40bt2X58uUh8oXg3zwNWvlc7yClY7fBIKWbJUMp4bTRN0WG5h6YX6F+oeuuMTwpY/2XOPldPeDXRxAwfIAiW3uUOGh5/GCUuEex8vgzrDx+jihChYFJwhR4Wh5fnghdg7OlRMtQsUzeJ8hQOtTojG+pUCLvFQcneWgqdDZKPFSEir1CXeNRXJoKpSJ0MIocA1Bk702OtwehKwptnVFo/QoFlrbIN3+BkOETOKWNEdT3R9jUAR5JDJzm7fCH/ijtFer3UxnqhtstTGj3eOhUeS+8/gDMej2Uh7dBt306rGvaQ5XSDE2fqnmZDKVok15G/v6+0Cxvg7nvxeDo3h3QG4wwmoxMOhqNTqgUWTBnk8931j1MdrryrgBNhmbHwJj+ElTSo3C6Akx+UhFqMpnYmvYPpbLWZHVi/tfvIG1yU5iTe+Jsdju0a9IA99xXD3UfqI+4u+vhvRcaQJ7cBqakVjg052vkph6GwWyFgRwXLb1n/UidxbAoJsGR9SB8mi+EYUrarxHQ9WYJ0YBxBIKm8WyCfMgyj/UMZTLUtpywglxejpB1CUJmKkRnwm8YD79uELzqjnArPoRT8ig57zgYTsQgRM7x0JoYzJwyoMzwpPKEaGX/3VdVuAzlcKoeH7z5FJehnD/FTvJjmiY8pZJc2CxGJjxp+rGyJeKdwG+/nkE44IXJoENOViYOHTzA/w45HE6FoX6KlsuPHTt2bYcOHe6vVIHGl+qxjBgxYkxCQoJq3bp1/0s/XPwfpduH6xmkZBjZs9KP92bKUNXBOTdFhu7Yua5C/UIPXGV40plTffBT0gv4h/dehIyvo9D6JYrtXVDs7M8mtZ9xj48qj58niFBWHh+dCk2+2Bc0sOYSEbpGFKHRMjQiQpNEEXp5KrTEMwslbrFXqGuCOCF+pDggabBYGk/L4nugkIpQaydCexRYWqPA/DnyTR8jqG8Ga9azyLeOhF/9EpySx+Fx5TEZGqCpUHFqvNtNJ7VTKegkl93sNn+oEJq8TBye3w3KpZ3g3tQJ2SvfQaO6FwVobGysSAyGNH8Q59J7IfDTOOzo+Qi2LpsJjVbH0qE6nQ4GoxEqlQmGrC6wZcSxvqDO3CvLUDp13pT+NFS52+BwBpn8pBKUJU1NJpboNNGepFYbdm5ej0UfxEGWQN67zOHQfvsh3n/pcdSr+yga1H0Y309vjPDurlAt+gyHEwch9/RJ6I1msUzeSs7bAYfnH7CoV8Ge+Qg8yqbwqVrCp2kHv7YrArq+CBi+EfuH0t6hs8RBShEZulIkidxOhWgCAkyIjoFP2w9eVTu4ZG/BkXcfOfcYaI/GIJ+c47wJryFx0eXT5Xk69M/DZSiHUzX59L2XuAzlVBgqP9NOpbLS7sL8YKULQU5ZqIgOBTzQqpVMUvNSew6HczW+//57LFiw4EyvXr26VLZH40sVXvr37//OhAkTtixduvQc/WFNRSj/B+j24noHKe1enVypx3szZeih75P/tAj9JXMIFm/cXYF+oZthODr5ivv5aUkz5PxcE+ddTyDf3BLFto4odvRGiYsOTRpzcXq8d64wPZ6J0MViKnSFKDdTSkviBRG6VsC/RuQSGepLFkXoMpzxLiWUkwotLY+nvULHodg5mjCcHNs3USK0l5AIZSK0HSvvLzB/hnzTRwgb30dA+zbM6Y+h0DYaXkk9WOW94fXaEAwVISAOTaLl8E6nHXY7LRd3MDHq9XrY8CRVThr2TGgJ6fzP4N/VG7LNzfByg9hyZGgcPnq+Ls4c7YiCY9ORO78VNk4fCLVaDaNZkKEUldoKdXpvmNNqwp4llMKXJ0TZbQRLZn2ocxbC5shnMpRKUCpDKVSM0mSnwWiAyeHD+I8a4eDIV+D5aSL+TzUG5tWtsX1ac6StbIm/qfoisHcAMme0wNHVkyHLzYZWbyiVofS8nZ6zsBqOwJbbHG7pE/CqPiB8Dp/mK/h13RHQDUCQDVQSe4eydGgiwrZloghNFrCuYAnRoGU+AqZp8OtHkH30hEfxOVySZ2DLqcWmy5tPxiBrewwmjemOjRs3XlWGciF6/XAZyuFUTZq+8hi+bPE6l6GcK7KdvLe0t6ff46p2PTyrO7+fP8tK7I8fO8qrFDkczmVQX0V/94wZMyalTZs2sZXt1PhSxZYePXo8NmTIkJHx8fESWn7JJejty/UOUsqdNqpSj/dmytCtWzbj18xv/pQM1R2dUaF+oZTfsgeVu49zaX2xL+U5/Je/HvKNb6PI2gZFjm4odg4SUqGe8WwCO0uFeunQpAWstycdmnS2dHp8yiWJ0LVXkKFiv1BWHr/iYnm8d4koQhPI88WjhKZC3TOF8njXZBTT8ninWB7vGCJOi4+I0O5iaXx7FFq+RIHlU+SbPyTn8j7ChrfhVzeGMa0hQsZOcGXXgEWVCK83iEAgUJoKZSXidhtsNmFCu8cjytBQGHqVHPsS+iN98jsI/zQCzh/bot8H95cjQ2PRp9kDKDnWEbZNfZA6tTk2Tu0PFZOhFmi1Wmg0Gqg0bqgy55BjeogNFLpSOpQNUGIytA602aNhsYbZsZWVoSbotBro9HqYyOVdm9Zi6Rf3QbeqD7w/TsF/a6YB7glAwXQUKebDun04Do54ASd3LIdao4dOpxenydP+o3Y43WHYrCrYZF3JMdwLr/IteFUt4NO0gl/bUewfOhhBw2ixd+gshC0LxHToCkIKwvZVwtq2kiVEg+Z5bKCSTzcUXnVneOQt4MwTzt1wMgYFkhgsmPwiFi+Kv6YM5UL0+uAylMOpunzY5BkuQzmXQeWZJC8HF34pqXSpx/nzFBeGkHryeKV/rjgczu3Frl27EB8f7+3SpUurynZrfKlCy4gRI1pPnDjx+5UrV57fuXMnE6GV/WHmXJ3rGaTk6Ve5g5Rupgxl535syp+SoQd+XFGhfqELV39b7vZ/ZA/AniVNYEyrib/5n0bY2BJF9k4ocfZBiWsIznhoKnQSYUZUr9BFoghdXpoKFUTo6qiy+CvJ0BQxEbqSIMpQlggVJ8h75osidFapCGXl8U6xPN4xFEWOQWIqtLcgQq10WFIHFFjaED5Hgflj5Js+QL7xHYQNjeFTvQBT2qPwyN+ENT0GVu0q+Pz5Yp9QD4OWxlMRGp0MZYOU3B5YnV6c/nEd9vV7GM7vvkHR3j7IXvQ27q4VW6ZfaK24WByd9SKK0vvCuLYbdvZ5Ct/OGwe1WgOjkUpLKkPVUGkckGetg/5UI9jI8TjEdGhkmJLzEhlqy4yDLutr6PVOOJzO0jJ5muika7pfrUbLUqd6qxPLh7fHrt6PQbKgLTyHZiOclgj/yYXw/jwH2bM/xQ/jP0Fu2gnozXayjbY0YUr7hjpdfvIauGFXDmLH41a8Aq/yXfIafgyfpg38+i4I6PshwKbL096hNB0aLw5SShJl6BrCanJ5lZAQtSxG0EwHKo2HX9sfXlUbuGSvwp5zN8w0HZoaA92BGKxc2BmbNvF06M2Ey1AOp+ryzkuP4PNmr3AZyimD1+WodIHHufnIZZJK/2xxOJzbBxrkW79+PUaPHr22kvUaX6rC0qlTp0cGDhw4Oj4+3kN/MFMRytOgVYPrHqS0aE6lHevNlqGn9y7+UzI0efOOCvULvdLwJN+hHjiy4Qn8T/hBBA3vslRosZ2mQgegxH2xV+gZ72yc9cWLvUIj5fFJQt9PViK/SpSdEfG5NoqoVGgZEbpcTIQmosSzkJBAmEeed7aYChWmxxc7aXn8KDYwqYiWx9sHCJPjS6fGd0ShpS0KWHn8JwQqQt9F2Pg6wvqX4VM9DdPpR2DLehSGE7Gw6DbA6wuxAUl0UBJFkKEWBk1IRlKidpoU9QYhy0rFriGvIW/uJ3Bt6onfjnbE3kmN8EDNWNSsEYu7atZEt5cfxB9pX6IwayIMa3siuV0DHNq1GVqdHgaDkSVD1SoVlGozJFm7oU19kclZWirvyLkoP52iEC29Tu4zZLwLWZ4EVqtQJk+HMVGoAGWJU7WarY0mC1QGG1YOaYVln9+D09M/gialP+RLeuHI2A+wtd/rOH3oZ2jNdmi0gkA1Gi72H3U63XA4C+FQj2PDm9yyRvAqGsOrfJ+8jp/Cz8rleyCgG0g+L6MQNE0Se4cuRNi2VCiRZzJ0rYBttTBUidwfMM0Qy+W7w6P4GE5JQ/KexEF/IgZBco5r5j6AqZPHXHWIEpeh1weXoRxO1eb91x7nMpRTysED+ytd2nFuDefPlVT654vD4dxe0HRoQkKCrkOHDu9Utmvjy226dOnSpcbQoUPfGzNmzKaUlBSWBOVp0KpHVRmkdLNl6K7vNuKPGxShvlNjLxOhV+oXeqXhST8sagLV8ZoosT6LQsunLBVa7OzLUqEl7oup0DOsV2iC0CvUt6RMKpSlPcsVoZHrq0rL48+UytCkMn1CSzwLCLQ8fo4oQqeyPqFCefxoVh5fVoTSgUmiCGUDk75Egbkl8s0tkG96D/nGJggbXiU8B7/6MZjT68OYWgfKg7Vg1myBxxtkiVAhAXpRhtJycSpB6dpkMjJsdjv0Oh2OrpuDn/s1hG5lV3i2dsd/57aD/YdXsHP6czg8/yVcONAShSeGInx4BtTJ3bC4wzPISj0GvdEEvcEArVYDtVoFpcoISc5BaFJfgyUtBrZLZWi0ECW4CcaMJ5Bxch0UShNLc1LxGYGW3kegz2G22qHQO/DdstlY900LrOvzBtYNbI5N47vh5P6foDXZWFk9TakKE+6FknuLxQyHwwmHqxg29SQ4M2PgktaDR/4cvIo34FXS/qFfwK/tBL++DwL6IUI61CykQ0Osd2iSkAq1r0M+QRCiq5gQDZrnI2CcBL9uMNlPe7jlTch53wtLOjm/EzFQ/BSDqWNbX3OQEheiFYfLUA6n6vPxO89zGcphnE5LrXRpF+GPX4txvsiDM34DCuwShE0ZCGiPk+8MP8OZsxO29M0wn1wD/eGlDPVPcxjy76dAtnMiJN+NQe7mYWXIWt8fmWt7X5HsjYMu20a2Yzzbn3L3dLZ/zc/x7PkMR5bBnLoW9sytcOV9T77H7ENAdwL5liwUOeU4GzTjQrEff7twttJfS8qFc0WV/vnicDi3F9RprVq1CsOGDePpUL5cvnTq1KnBgAEDes+bN89MU6A7duyo9A8t58aQLJ5ZJQYp3WwZSgmcGnNDMjRr/4IK9ws1HZ102fbFJ3tj/6pGuOB4kCUpC62tUezojmLnQJS4h4up0Ck4U9orNJIKXYp/lCTh/86vxP/7NZmwirCasAb/+8sa/M/Ztfivs2vwa2h1mVToRRFK8EanQqkInR+VCp1etk+oYwSK7EMItE9oPxRZexK6otDSmdBOLI+nfUJpeXwzwjsIGxsjbHgeIf2T5Mt5Azhy60B3vCZyd8dAL98At8cHj9stTo53RclQU6kMNRqF4UIWswkWuwvSrDTsHPU+jg99HPqkTgjuGYL/so/Gv/O/wf+5BuFXzTgED0+BcU1vnBjbBBsm9YBcksdK5A0GPZOVSpWSoEde1lFoUl9nQ4TKyNC8y6El8/bsWpCe6IG0TDdUKkUZAXopWo1Qlm/zFyInT4bjB/fjxJEjUOrMMDo80Ov0pUlSvV5HMLBztZjNsDtcsLsKYVdNhDODPLekJtyy/yA/bl5g/UN96o+Ecnk2Xb4/AnSYkmkiQubZYjp0GSuVz7evRb5jPVlvYGKU3sYGKploufxY+Nkwpc/glDYi518DptQYeMnzJU59AgnxU3nf0JsEl6EcTtWHlst/0fw1LkM5t1SG/v23s/gl34FCh5R8bzrGBKI5dQ205LumfNckJiLTU7rh5NI2ODr/Qxye26zacGzBJ0hd1h4Zq3sywar4YRp0hxbDenoj3NIfETScQpFLgQvFPvJa3dxhVXT41fkzBfilOFTpny8Oh3P7QYXovHnzctq3b9+gst0bX26TpXfv3jV79uz54siRI5NXrVr1vzRCzL/wVW2+37gOF6rAIKVbIUPlB+bdkAz9bseGCvULnb1yC37PHnjZ9ifXNEXG3tr4w/cM8k0fo8j2FYodfVDs+gYl7tE446ap0OmsRJ5OeKe9Qn/xL8H58DL4LEmQZqyEMicFytzV0EhXQ69YA5NyDey6NXAZVyPsWB0lQlOiEqHLS1OhQnm8KEJdswkzyPNPIUwQRehIFDmGocg+iBwfFaG9UGjtRqAi9CthYJL5cxSQ4883Nifn8S5Zv4mw4RXC0wjpGhLqwa+qAcOpWBxfGwNVVgpcbh9cLrswQZ1AS+OpAKXpSLq2Ws0sFUqTk1RkmsxmmB1eZKcewXd9HsOh/nWhX9kZ4UPTUHByGvIPTUbB4ZmwbR6MPX0exuK2jyHr1AlWHk+FKk2WsuFJKhXkCj1yMg9ATZOhFZChFA9Bn/42DhzMglyuYvu5ohBVq6FRKaHT6mCy2mEj52pz+2GyRBKhEWmqZWKUnh89Rloqb6P9Qu1e2BTD4MgQhzlJa8MtawgP7R+qagqfuqU4Xb4nAvpvEDSOQdA0DSFzvDhZfgUrlc+3r0e+YyNZbxRK59lApYXksVPJtkPIvjrCLX8Hjty6Qi/XUzGQ7o7FotmdrihD6d8LF6IVh8tQDqd60Oz1RlyGcv60DKVJyAJ7Hvk3fS+Mx1ayNCWVnFQEHpnXvNKlZFWAiuA08v2PSlPV3jlMGHuVB1DsUeP3XwpuIBFaiHNFQS5DORxOudDWj0lJSRf69u07vbIdHF9ug6V37973kg9D6xkzZsjpREWaBqXryv6gcv48tjmjb/tBSrdChu7flXLdIvSXzG+weOPuy2Ro/OrL+4UmrtlU7j5MB1/CWUs95JveRKH1SxTZu6DEMQBnXGKvUPcUnPHMFErkvUKJ/IXwUiYzk5atwLyEZCxanILFi1djydLVWLpsDZavWIPk5DVIWLgadi0dqpSCM6Xl8SvItklRInRROX1Cp6GYlsc7x6HIMZoc0zAU2gejyNYfhbZeKLB1Q4GlM6EDCsxtRBH6CTmHFsg3vod8QxMCTYW+gLD+CYR0DyOovYcQC58yBifWxeDQ9rEw6PVwe1xwOGwEYXCSIENNImY2qd1gEHpy0tJ0s8UCk8ODrFNHsHN0U+z4+gEc6t8IaaNfQ/qEN3F82NPY3L4GFrd7DAd374LJ7oaBDjqivT1pv1C1GkqlEjIqQzN2Qn3yhTIy1JEbS4iDU1KTUFsgj1ITbkkNWLKfQNqhyUjLMEGhkLP9XS0hqlIpoZDksj6lOtqzlBxHpKxeK8pQNnRJ7D/KpsrbfbBbdbDJujAZygStJAZu6T3wyJ6ER/Ea6x/KyuU1neDX9RWHKU1A0ETToQtYSTydKC/I0E0iG1n5fMi6jE2XDxrGwaftA4/yc7L/p2HPqsl6h4bzYrB81lOInzv9utKhXI6WD5ehHE71oWXTF7kMvcOpqAz92/kSlmR05f0A7f4EZG8YgOMLP6t0kXgnQJOzeVuGw3BkOZOktI3A3387d8VUKBWhXIZyOJwrQT3Xxo0bMW3atLROnTrVqmwXx5dKWoYNGxbXv3//BkOHDo1ftmzZeT4gqfpx9JqDlLpW+iClWyFDKWczhl6XDDUcnVbhfqGbtqy6bPuDy1tAsv8eXPA2Qtj0kZgK7Yli12CccY3CGfdEnPFME1Oh8TjjW4Bfg4txzr8Mx/YvR3zCCqxYmYyVK1OQnLwaKSkCyavWYGXyGqxOWYWwcxXOBaL6hIoitISJULE83h1PiPQJnYESmgp1jCeMRpFjBArF8vhCW18UWnugwNJFEKGWdsg3f4l8U0t2/GHj+wgb3ka+gQ5Neglh3bMI6R5DUFcPQW1NBNQxCGpiYEqLQdqOhtAqT8PpKYLNZoTNaiZQESokQy0WOl1d6BdKU5NCr081Kymn6UmT3QOFRo/96+bj2+GfI6nji1ja9kkkdX0eG6f2wOlTJ2FyuIUBR3pBNjI5qVRBqZRDKjMhN20VNCefYP0ybVm14Mi5C47ce+HIqwtn3oNwSupHQa7n1SPUhzK1DQ4ePA2pVMbE6rWEqHB/9GPUQnKU9Re9VIYaYLMXwGZOgy3vfTgyqaAVS/UlcXDL7odb/qzYP7QFfOovhXJ5/QAE6DAl41SEzHPZ9PjIICWWDHV8y4Ro2L5eLJdPFIcpDYNX3Zns8204c+uy/ql0snzG9jgkTO+ITZs2XVOIVoTK/u9aZcJlKIdTfXj3lYb4ssXrXIbewVQ4Gfr7r7hQ4iffoaSsZ2be1pE4Ov+jSheFdwInEr9gZfZu6R7yfVeL38/lX/F9+u2XYi5DORzONaHhv2XLlrk7der0SWU7Ob5U0jJ48ODmkydPTl+/fv0/+YCk6snWLZtROKXfFWVo8DYYpHSrZKjp6LTrkqGH9iRdJkIXbSi/X+jxPQsu237X4mfhkdVBgfk1FFq+QLH9a5TQwUnOyOCkyaWDk2iJ/BnfQvwSWAKHdhkWLlqBlStXgg4so9DGzqtXry4lOXkVThxehUJ3Cps2fzERuoz1CRVE6ELyPPMJYirUNR1FzsmECSh2jEWRYyT5Ej+UMAiFtn4osPYkdEWBpROhPQpMrZBv/gz5TIQ2J7yLkOFNhPQvI6x/HiFdI4S0DRDU3s1SoQFNDPwqAdPxWOik62CyBqOSoCaWBBWgJeNUDuqZAI3IUDXrs6lmpeYGix1Gpx9KnQWnT5/GyaNHkZWdB4MjAKPNRR5jLJWN2qhUqEKhQJ7UhLxT06E7+TAs6TVhy64LR259OPMehlPyKOFxwhMijcT1Y3BLHoEx/W0c3JOIjEwZZDIZS39eS4hGi9EIFwcu0VJ5Am0FYDLAYj8Pq24brJl1yQ8oYZK9IENpuXwNuOX14VG8CK/yHfjUnxDal5bLBwzjETTNENOhy9gkedY3lMlQATpQKWRLQtASz9KkPm1fMR36BGwZNWA4EQPL8RgsnPIiEhfGXyZEb0SKXutvr7yUaXWRqVyGcjjVixZvPs1l6B3Mny2T/9uFMzhf5GWpUa9iP4zHkyHZNhonFn1R6RKxKnFqWXs2CMpyaj38mqMo8epw4UzwignQK6VCqQDlMpTD4VwL+m85/Y09fPjwA5Xt5PhSCctIsiQkJOSTD8M/+Re76o008VqDlNpW6iClWyVDU/csvS4ZumrL9gr2C90Mb2rZAU3anV/h0KaHcM72CBs4VGhrywYnlTgHoMQ1HCXuCTjjmUqYVSpDf88X+oVuXLccCxYlITl5BSG5VIZGk5yyChpJMoq9ERG6XBShSwUR6qYiNAHFrnlCKpT2CXVOJUxEkWMcCh2jUEjL422DUWjtR+iJAkukPP4rcsytCVSEfoKwqTnChqaEJgjpXyO8QHgKQd2jCGrvR1BTiyVCaTKUilAfgSYe1ae+hEaZAZPFJcpPQ+n0eHqZJkKpCKXl8aWJSo06SopqhCnxZiuMVjvBCYPZDoPJCq3YHzRSXk+3i4hQuVyOXIkekpP9oT/5IGyZ9WDPfgSO3MfhzKPi8ynCc3BKn2e4xDW9zSV9hjzmGeQcboPvd2dBKpFAJpNfJkTpsV06ZT4iQ2mv0UtlKBW2FDZR3lYIi2ou6+Fpp+X72dHp0Bi4ZbXhkTck0HL59+BVfS5Ml6fl8vqRCBonI2ieg5B1EesRKgxSounQzYwwHahko+XyixEqTYd2gkv2Nnkd7oP5FHlewu6kmhg/qnu5MvTPpESvR5xe2qe0sv/beCNwGcrhVD8+e/9lLkPvUG7pNPnff8Uf54vZkCA6aZ32FvVrj5HvATtYyTcdopS5ri9OLP6y2vUXPRL/IU4ubYucjYOg2jMTphMp5DvPbgT1J9nk+XNhK347E2Iy+Wa93tGpUC5DORzOtaDl8omJica2bdvWqGw3x5e/aGnfvn3tkSNHbl+xYsWv9APAy+KrP9ccpDSmcgcp3SoZumPbpnKHHJVHIG1MuSXy5fULnZuy+bLtt89vDM2Ju3DW8TzyLS1RZOuIYkcvlDgHo8Q1SpSh0wizUeKdh1+DCTgfSsTJQ0swY1YSViQRVlyUoREhSterVycjaUUKArYVOOu/mAgtYYnQxWVFqGsuip0zyRfNqShyTCKMZ31CL4rQ/iiw9hZF6NcoMLcXRejnQnm84QNRhL6FkKExQrqXCM8gqHsCQW0DBGivUE0cguooGaqkCccY6I7fDVXuemj0NhgMapiMdAK7tnSCPJWhVGTSJCglIkOjhWhEimp1VCiK/TjVkTJ0dZSEpOXxCshlcoIM6ZkayE98CtOpOrBmNoQ950k48p6FU0Kl54uEl8kxvirymsircEpfgUf2PGzZjbF7xxQcOqKGRJIHuVzBpBd9nujkpyA5tWVEaAT1JaXyTIaarDCbTDBL+8NGe5lmikJUHO4kDFOiQrQO4Rl4Fa/Dq/wAXo1QLu/XDULAMFpMh84X0qG0d6hjg5gM3SKWy69DiHw+guZ4+A00HdobbuVn5DV4DNaMWJhOxsB4JAZzJ33KZOiVhOjVBOnNlKb075PLUA6Hc7vQ9JXHuAy9Q7mlMvQ6+fvvv7DepLQMnJbk/1rgxLmgmZWG04n0YVMGm0rvkf9MvkfshC19M/n3fTUTjZp98wnxUP44A4rd0yHbORGS78aWkvvtEGSs6cXIXNuH9eCMvp+mMul2qj2z2H60BxYJ+ybYs7aR7yzfk+8o+5jMzLdkMaF5xq/HuZAVvxa68duZABt2xOTm7zd3OnxFiU6FchnK4XCuBf33nPzWPt+rV6/Jle3o+PIXLF27dm0+depU5dq1a/+bilA+JOnO4aqDlMZ1Q7Bny0obpHSrZCjFlzquQjI058D8CvcLXbZu4+VT5L99Cr856iFkbMIGJxXbu6DY2Q/FrqEocY1GiWeiMEXeQ/uFzsP54AJYlImIn78Ui5csLyNDI0Sk6PKkZOz8Lhnn/CtwTpwcX8ISoeLAJPcC8jzxhDnkyykVodMIk8gXZ5oIpSJ0ODmmbwgDCFSE9hBFKB2Y1Bb5pi8EEWr8EGGD0Cc0pH8dId3LCGmfQ1DXCEGtkAoNaGqw8vhARIYqBbyKGCb71KfaQSHPhUZnhk4nh8GgYQOT9HoRnVAiH50MvVSIlpWjqkvWAkqVEnIFFaESSKUWpJ3cAfWJF2FNvx/WrKdhz3kOjryX4JRQ4dmY8AZc0iZwyShviTQht79Jbn8DbulrUJ38CJu/3YHMjBxIpBImWalwVUbJTp2ubJk+TZBelKEqaAh0kJKOCVENjBYvTLojMGe9c1GGZgvpUGdEiLJhSrR/6IPwKJ4nr+Vb8Kk/YtPlA9pe4nT5CQiZZyFkEdKhVH4KQ5S2MML2TUI61LIYAeN0Nlneo+oAp+w12LLvgTGVvF/k+dbEN8ScWZNKhWhFpeiNUF17j3IZyuFUTz5861kuQ+9AbicZyrlxfv+1pIwI5TKUw+FcC+rCNmzY8K8pU6bIK9vT8eUWL4MGDZqQkJDgoT9SaRqUi9A7i2sNUrJV4iClWylDJfvnV0iG7ty5rsL9Qr/btrLMtj8vaQHl4Xtwwf04QoYPUGhth2J7dxQ7B6DYNQIlrrEoEfuF0hL2PwrjUexegA1rEzEvYSmSkpYTBBlK+4ZSkpMFqAydOz8ZVvUK/BJYLiZCy4rQEpeQCi12zUSRaxqKHJNR6BgvitAR5HiGEAYS+qBAHJiUb+6AfFM7wpcIGwURGjK+R47/HYT0byCke5XwPILapwgNCQ8ioLmLECtIUDEVGpGhPkUM3Hm0d2gdyNIXQqZ0QK1RQqtVQqdTi+ig0woiURCi5clQQSpeTFwqBNGoUZeWq6toKpSVx8ugkElwKrMAece7wZD6ICwZjWDLfh723JfhlLzGJKiTSlDpu3DJ3hN5X4Rebkrue4fJUXvuuzj0fQ9s23ESeZJsSPLyWA9RuULBSvLpcUSXy0d6lkYokw7VaKHXq6A3X4BBtgCWU3ezMvnSZGiUDC0tl5fWgkf+COElsX/op/BrOiJAy+WNIxE0TUbIPD+qd+gGsVR+q1guT4cpJZHHxCOgHwuvpiecihZw5DUQhkqlxSBrZxzmTm5VRobeSiEaLUariyDlMpTDqZ6889IjOEC+j3AZemfBZWj14JfiMJehHA7nuqFOjPz2zu/QocOLle3r+HILlo4dO9afPn36tuXLl5+jEpR/ibszuZ0HKd1KGfrTztXXFKHnswZjyabdFe4Xmvnz3DLb7176FLzyWigwvUCILpEfhBLXSJS4x+OMewqK3TPwR3gOfg/HY9+PCzB1+mIsXbaETrID+fssFaKCFBXEaFLSCqxKTsL54HKc9S1DiYeK0CVRidD5TIQWOWcRxIFJ9nEotI8hjEShbQhhIAosfVkiNN/yNfLNHRE2tUXYSEXoZwgZPkRI/z4ToUH9GwgyEfoiQtqnEdQ8RqhPqIOAOq7M0CSfKEL9CkGG+uQxcGXFQHusEXLSd0Eqt0CtyoNGoyAoRekZEYrlydDyU6CR8nQmUTVCKlQpp8OOpMiVGHDyxEGojr8Ky+n6sGS+AHvOy3DkNSZES9DmcMtbED6ES/6xyEfk9haED+CUUjn6LozpTbFp9QTs/CETObk5kEpEISqXM+FZ2i9ULJGnUpb2LVWwBKkoRNljlNAaC8nxSsk+34ftVAysGQKl6dBoGVraP/QeeGSN4FG8Aq+yKesfGtB1JgxE0DgWQdMshC0LhXSoY51YKr9VTIduRMi+CiFLIptC79MNhkfZhvVEtWXWhOEked7UGCyd2ZhJ9kuF6F8hRauDEOUylMOpvuz5YTuXoXcYXIZWfcpLhXIZyuFwKgL1Y+vXr/+vfv36baxsb8eXm7x06dKl6aRJk9LWrFkDOi2e9we9s7neQUo/rEn5S47rVspQSkn68KvKUMvxKRXuF0opSh9Wuq1t79c4sukhFBoeQsjQBAWWViiyf41iZx/CNwShXyjt4XkhNAP/KJqD00fmY+qMhUhYkIilS5cQljIZGhGiEVasSMLiJUlIP7YMZ31Lo6bGL2LJ0pJSETpbFKFTCBMFEWobQRjKEqFUhOabexBoIrQTS4SGja0InyLMRGgzwrsI6t4kvIag9kXCMwhqnkBA8zChLgLqmoIEVZeVoVSCRmQoLZX3ymJgPx0DxdEPkZl+HBKZAUpFFlQKKdQqGUEBtZoOJ1IIZeVRiVCVWllabq5WUdlYtgenRqMlt6ugUCghk0ohl+fixGkbso/2hf7k4zBnPAVr1kuw5zaGQ/ImoSmToC7Zh4RP4JJ/Cjfjc4aL8SmB3Cf7CC5pc3IO70F+7D0sTZyHnT+cQE5uNiQSCSTk+WSsbF55sVSfDnCSy5koVSjkQkk9S4gK0lSlK4IuZxIsqbVhJa8JTYYyGZoVNUgpuncolaGSOLil95PjewoexavwKJvBp24Fv7Y7AoahCBonIWSZh7B1KcL21eIgpS0X06GO9QhZlyNkmgO/YTQ86i5ws0FKdWFOEwYpbU28HxPHDv7TMrS87a93n1VRiHIZyuFUX+jf8LlfznMZegfBZWjV55eSy1OhXIZyOJyKQn+vzJkzJ1TZ7o4vN2kZMmRIbN++ffvNnj1bSX9UUhHKy+I51ztIKWf66L/kuG61DNUfnnFVGXr8pyVX6Be69TIRGp+ypcy2+5e/h7Qf7kKx5Unkm5qj0NoGxfaurF9oiWsoWY9GkXMC/ghPxX+XzETOybmYPXs+Zs1eiCVLErF48WKypunQ5YyIEI3I0WXLkuDQLEUxK4unInRhlAidK4rQGShyTEGhYyLrE1pgH4UC61BCRIT2FESoiYrQ9ggbWyNsaImQ4SMhEaoTRahWFKGaZxDQPImA+hH41Q8SahNiL5bFR4lQX1QqlMpQD1l78mJgPVUTuce64VRaLnJydVDIMqCQ50GhpNJQBpVKJpbAK8QycxVUyqjrKuXFie7qSGm6ICBZUlOWi/RsN44d2gjlsedgTHsU5swXYMt+FY68N+GUvAuntBlcUpoEbUn4Am55K7gVrS8ib01u/5LQCi7ZZ+Txn7CkqFfRDKl7PsTiBbOwedtRZGRmQyLNg1QqKRWiKiZlFZDJ5eLxyMj50WOXQ62SQ64uhjz3B3JcjchrEQNLtAyNKpUv0zu0NCFaE25pA7hlT5PXMzJQqT38uj4IGEYhaKHDlBYibI30Do2Uym9lvUNDthSETAvJYyfBo+kDj6Il2f+j7LnNqTE4tTUGE4d/+KdkaEVF6PXsm8tQDodT2dC/Yfq3zGXonQOXoVWb3389U64I5TKUw+FUFOrJ1q5d+/cuXbq816tXr9jKdnl8+RNLt27dGowdO3bOwoULC+kXNipCK/sDxrl9uL5BSq2xdfOtH6R0q2XoiR+XX1WGbti2pZx+obvLTYWmbFxXtkR+2VOwZNZGoekl5Js/QqG1PesXWuQYQBiOEvdY/FfRRMJUZB6biZkz52LKtPlYtGgBYRGToRSaDqVEhOjy5csYa9csRaEr0h+UitAEsTQ+XiiNd1AROhWF9kmEcSiwjSYMR4FlMDmefoRehG5MhIaNgggNGT5DSP8xgrrmhHcR1DZBQPsaApqXENQ8S9aNEFA3JNSHX1WHEEe4KEN9yrIy1CsXZahMwCMThKg5tQ4yD/XD0aNZSM9SQS7NYBJTTqWonE5sl0ChkBJkAnIFW9OkpZzdJqQtVWLZfESEymR5yMwx4cChDEiONGW9Qs3pNBX6Muw5b8CR9y6ckmZiIrSlmAClArQd4SuRDiLt4VK0FcXoF3BKP2UpUq/ifZz4/hMsTpiClSm7cOBwOvLyciGVSFgalIlQmRRSlhiVsMsKBblPqUaOrAg52aegPfU+LKIIpT07y8hQgiNaiFIZWkaI3g239GHyWj4Lj+INeFUfw6fthIBuMIKmiQha5iFki0yW34h8J02HbkOY9Q5dh7BlKQKmmfDqhpBtyTlKXoItqzaTofpDMVgw5XXaMLzCwvLS+25Eht5IUrSy/3tZHlyGcjjVl4gMvVo6lMvQ6gWXoVWbK6VCuQzlcDgVhcpQ8jvk/w0ePPhgt27d4irb5/HlBpfOnTs3HjVq1Obk5OR/79q1i39h41zG9Q5SOpo495Yf062Wod9t/Ra/ZQ8qV4QWpQ8vNxWasHZXuTJ0766lZbZP3/4wzloeQNjwJvLNn6HQ2hHF9p446xmI/ywcjn/9OpZcnohDe6Zi2tRZmDh5LubPn48FC8rKUJoOFRKiS0vFKL1+4MdEnAssYolQmgYtYlPj55F1JBE6FUX2iSi0TRBEqHUY8q3fkGPpT+hN6I58U2cmQkOG1ggZP0MwIkK17yJARaimMVm/RNbPIaimidBH4Vc3QEB1P3zKWoRYoT9odCJUnCBPRag3SoSWylBKbgxMJ+ogfV8X7N93AMdTNcjNzYJclgGJNAcSSQ6kLHFJkOWVSkUBYZo7laKR8nO5XMokamaODvsOZOP0gQ4wnLgPptOPwJJBU6GvwZHzFhyS9+CQthBF6BeCCJW3h1vRkdCZ8LWA8mvxekfymPaENmSbVnBKW5LbPoZf0QxZ+1pg5aK+SFy0BOs27MNP+7OQkUkn2Mshk0vZMdFBThKpGpm5Dpw87cap1H1QHf8Q1tQYWNLKl6GRdOilw5RKhagkFm5JXXgkDeGW0QnzdKDS5/BreyBoGIGgaRpC1oUI25NZaXy+c7MgQ+00HboBYesKBMzx8OvHkO26kX2Q1ySnHiuVd5Lj2bTwYcyeOeEysXmtNOi1ZOjNKJ/nMpTD4VQWERnK0qFXEKL8u3X1gsvQqsuVeoVyGcrhcK4HUYYiISHhj/bt29eqbKfHlxtYunbt2mzq1KmZ9Efmzp07eVk8p1yud5CSfmSvW35Mt1qGUlwnJpQrQ5WHZ1+hX+j2cmWo7siU0m0zN7SC6vC9+MXxKELGpggaWuH3QGf882xv/E/xIJz3j4A+bxzWpUzGqDHTMX7CLMydO6dUhi5cuAiLFiUiMTERS5ZEhOhiBhWkc+cthkO9EGd9C8REKJWgc4TSeDERSifHF9jGo8BKRehw5FsHI98yAPnmPqxPaJiJ0K/I8bVGSB+VCKUiVCOKUPXL8Kufg1/zJPyqxxBQNSDX68Gnuhs+ZVypAPWKEtQnj5Kg8rIC1CsVcNPrUkGIWlPjkLH3Y/Ijcy32/JyJE6ekyM7NhFQiIJFkI0+Sy+SoQC5DKs2FXCakR5UKGStTP3FKhz0/ZeD4nl7QHbsbplMPwZQu9grNeR2OvHfgzGsOp/RjuGSfs8SnW9mO0AluRRey7kroDrdKRNGN3eZSdIZL3oFs045s+yUckpbwyD9CSP0edKlN8OO6llgSPwRLEhchZdUOfLvtCHbtzsSefTL8tF9FkOLnfcdxYv8sKI68AutJct5pMUw+MiEakaF0qnuGkAy1X9o7NDJQKTcWTkksXHm14JI8BLf0cXIeL5PX/j341G3h1/cjn7VxCFrmiJPl14ql8lSG0nTot+T2VQiZE8njJsOv7QeP4lPyujxaOlX+1JY4TB3T8rp7hFYkGXq9JfUV7SVa2f/tjMBlKIdTfYmWoVcql+cytHrBZWjVpbwJ8lyGcjicG0EUov/s0qXLR4Qale32+FLBpV+/fvf26tWr89y5c310QNKOHTsq/cPEub253QYp/RUyNGffgnJl6M+7kyvcL3T2yi1lEqa7lzSCNasGCk1PI2T4ABd8reFSdkHeyb44uf8brE8ZhQkTJuCboVMwdvx0zJ49kzZnxrx585gQXbiQCtGFjMTERWVYlJiIhIRF+CO8ACXu+aw0vsg5B0UuYWp8oZ0mQiddFKGW4WQ9BPmWgQib+iDMRGgXclxfEdogqP8cQd3HCDER2lQojRdFaED1HPyqp5gI9Skfhk/1AFnXIesaZUrivZdKUBFPJBUqFQRoZO0W8ebFwHE6Bjk/P4M9W4eS92MHdv6QioOHc3A6IxPZuTnIk9C+nJQsSBk5kMpymADNzpHjeKoKP+3LwvbvtuPw952hPVYbptS7YDr9KKyZz8CW/QrsubRXaFMCLY//lPUDpWXwTIQqu8Kj6kHoBTdF3Zus+xB6k9t6kvupFO0Cl6IjnPL2cMpawS75GE5pC4S175BzeB3yQ6/i0LZ3sHF5B6xe+g1WL5+MDatm4buNk/Hz9l7I+Pk96I/dwybHWyIilPYKjXAlGcqEaKwgQ3NiBRlKcFEkdQj1yetIByo1Ju/JR/BruyCgH8omxrPeobaUqEFKVIZuYaXyIfNyBAwz4dcNhVfZjuznedgya8FwghzX8Rgsm/VWuSXwf6Zn6I32GK1KCVEuQzmc6sulMrS8cnkuQ6sXXIZWTa6VCuUylMPhXA9ikPBfw4YNO9G3b9+6le34+FKBZcSIEQ8NGjRo7KJFi/5BJSj/gsapCLfbIKW/Qob+uGPtZSL0j5yBWLl5Z4X7hSau2VS67e/Z/XFyy0MIa+9BWPcSwsaP8a8zbbFpVQ907jIQ/foPQ6++ozFg8ARMmDgZM2dOw4wZZWWokA4VoCXzixYtFFhIJ80vxI6t8/FbSBiUJAxLoj1Cp4s9QiejwE5L48egwDoCBZahCFsGId/UF2FTT3I8XREydEBI35bwBYL6TxDQfcBEqF/7FvyiCPWpnxdF6BPwKx+BT/EQfMr7CLWF8nhF2d6glyZCIzLUEyVDI7glF6FC1JsTA/2xWji64y1sWTMI61YnYeOm77Ft+1F8v+c09uzPxv7DuTh4hK4l+Hl/Dnb/lI7tOw9i87frsWPTCJz6/g1oj8bAfIpwui4smQ1hy3qGDU6y574Fp+R9IRVKy+NpL1BlRyY5aRrUw8RnX3hV/eFV9xfXA9htbiWVpD3goslReSc4ybYO6edwSD6ELbc5Oc+3ka9+ET5pI5hOPQLVkfrI298Akn0NoDx0L/THhUntjnRBgJYmQq8gQ6PL5O2iDHWUJ0Nza8CVdx/c0kfglj0HDy2X13zJhikF9eMRssQjbEtCvmNtWRnq2IiwNRkBUzx57FhyruS8pG+R16kuDKkxcJHj2LLkaSQuSvjTA5Nu5tClqiBEuQzlcKovl8pQIR16nsvQagyXoVUTKjq5DOVwODcT8nvj3+Q3+n937tz5Pyrb8/HlGsugQYMeGjVq1KqUlJR/UhFKU6GV/QHiVB3sc0bdNoOU/goZSik8PaKMDPWmjis3FbpgXfn9Qr/dklK6rWJbO2T9cB8KDA8ipH8dZx0tEdC3x+QJvfBZq8Ho3Xc4RowcjYkTx2Py5EmYOpXK0BmYPXs2k6ERIZqQkMCk6EXIdXLbvLnzocyah2L3PCERGhGh9ilMhBYyEToWBdaRyKci1DyI0O+iCNV3REjXFkFdKwR0Lcn6QwS07yGgoSL0dfhVL8GvfA4+1dPwKhrBp3wUXmV9+BT1CHcTajAB6okkPy+VoLIo8SkrK0EvFaEU2guTDlUK0OuZMVAfjsPx7c9i28pPsGZpLyQtnoBlS+KxMmkxklcsQcrKRVi9cjrWJ3+Dneta4eh3L0O+vzYrP6ei0XS6BqwZ98OW/RhsOc/BkdMYDsk7cMqaE1oKU+JpKlTRGR5VN5YI9aj6wasaCK96cBk8qkGEAXCr+sJDpSgVoooOrNeoQ/qZKETfJs9FniP3BfjlDyMgj0OAnLdPlLzObEF0mtPKitBoLpWhpUI0OyJDYwUZWkaI0h6itQkPwi17nLwfL5NjbUHew07k8zYCIdNMhK2LEbavRr7jW2GiPJOh3yJsW42QeRH8hsnwavrALf8I9pz/EI6PvI4H19bCpFFtbpkMvfT+K213tf3djqXyXIZyONWX8mTopeXyXIZWL7gMrXpUJBXKZSiHw7kRaEK0e/fu73Xq1IkPUrodF/LmxPXp0+eJMWPGHFq/fv2/6LR43h+Uc70cT1582wxS+qtkqObQrDIyNGt/wnX1Cz21N750210JbyBvXy2E9Q0RMryNP/yf4eiPHTFiWB8MGDAYI0cMx5jRozF+/HhMmkRl6FQmQ2fOnIm5c+eWJkTj4+NLpWhCwnxGfPx8LEiYB69B7A/qnMmGJRXap6CATY2fgHyaCLWMRNg8FGHTIEJ/Qi+EmAjthCAVodpWhE8R0H4Iv7YZ/FSEqqkIfYXwHLyKp+BTPkHWDQkNCA/AI78XXnlNQmzZ1GdEeEb3CC1PhkoESkVongAbCkTFXo4gRYNUJJLL5hMxUOyLwemd9+HI5oexf0MjwpM4suUxpO14AHl7YqE9FAN7qpC6NKXFwnw6DpbMmrBmPQBb9uOw5zwPR15EhraAS/4ZXIrW8Cg6ELoKIlTdjzAQXs0QeNVDCcPI5WHkNspQeMjtVIh6lDQl2pMNWHLJv4JT3goO6Sew5zWDPbcJeb4XYSXPacmiqdQaMFMBmi70BL1Ufl5JhrIhSkyIxsKeFQtHdpxYJn+JDM2JE4RoXpyYDm0At+wp8h68Td7HtvDrBiJgnISQZQHCNjpIaYOYDt3KZGjIthYh81LymBnw6QaT82pNXqenYMmIhZG87jnfx2DmmDduuQy91nZVLR3KZSiHU325kgyNLpfnMrR6wWVoFeP3XyuUCuUylMPh3Ag0YDh48OBdvXv3rl/Z3o8vlyzdunWL69Gjx9vTp09XkTfrX1yCcm4UOkipaHLf22KQ0l8lQ4/uTiojQ3fsXF+uDJ2bUl6/0M0Ip40s3XbtrCehS41DvuFp5Bvfw2/eL7Bp1dfo27cPBg4cjOHDh2O0KEMnT57MZCj5u2UylKZDqQylw5SoGKVCtCzzkLJiDkLmWYIEdUwjiKXxtEeobSzyoxOhJpoI7Y2QkU4a78QSqkFdawSoCNV8RGgGn/ptQmP4lC/Cq3gWXuWTZP044VHCf8ArfxBeWV14ZLUJcYTYy9KeEfFZKkYlUUnQq4jQMjI0VxgUREvCqRj1ke2ChBB5fCBXSI26M8h+yNqbRdZZsbBn1ID5dA2WBrWk14SFXKe9L20RGZr7PByS1+GUvAuX9CO45V/ArWgLj6ITPMoerAzeoxkoCE/NUHg1IwW0o0ove5gY/UZIiFIhqugOFy2Xl7eFU0bToR+w4Uz23Maw59Cy/IfJ89eGNVOQm5RrCdGyMpScV2YsHFSGZsUxIeqklArROFGGxgnl8nl3wZl3L6EBeQ9ehE/VEn5NNwQMIxEy0UFKy1mf0NJ0qH0zQvYNCFmSEDDOhU9HzlHdEU7pK+SYab/VGCj3xWDJtOexZs2am9oj9Eqy89L9XG3/XIZyOJzK4EoyNDodymVo9YLL0KrFb78UV0iEchnK4XBuBOrXZsyY8dvXX3/9VGW7P75ELd27d48lfJyQkODetm3bP7kI5fxZZIkzbotBSn+VDN22dTMuZA1mMvM8WS/ZtLvC/ULnpWwpI1K/T6oPl6Q2wvoXUGj+AEXWVkiY3QVduvSl/zepVIaOGzcOEydOxJQpUzBtmlAqP2vWLCZEZ88WZOhFRDk6bza2rp+JIntEhNLS+EkoZMOSIiJ0mChC+wsi1NAdQf3XhPYIMBH6Ofyaj+FXN4df9S58ytcJL8GrfAYexRMEmgZ9BB55fXhkDxHqEe6FW1qLEAe3JLas1IwMR5JduRT+MiISNFqEijLUKZaW0xJxW5ZYMs6SkjVgy6gBa3otWDJqw5J+N8wZdwtrgiWzNqxZcWSbmmTbB2DPeRwOyQtwSt6AS9oULtnHcJcOTvoaHjVNhfYnDIZHM1yUn2Pg1Y4VGSPAhOjwKCHai+yjqzBhnqVDPyLP0xSO3DfIcz5Hnpv2Kr2bpTsjQtSSHkW0BI3uGZoRy7ZhqdBIMlSUoUyI5pRDLrkvpwa5vxa5TN4jCS2XfwM+1Rfkve7LJsaHLImsLF4YpCSUyofsmxCyJiNoSoBfPw5edXfyGr1LnvN+1nPVcCQGa+c/gvi50657gNKf7Q16LRl6O5fLcxnK4VRfriZDI+lQLkOrF1yGVh3+fh2pUC5DORzOjbJhw4Z/9+jR49XK9n98iVp69er19ZIlS0q2bt36by5COTeDHzbcHoOU/ioZSnEcn8Rkpvn4lOvqF5q8YX2Z4UlZ39dDWFsXId2rOGNvAVNua4wd1Q0dOwkydNiwYRg1ahTGjh3LJsrTUnkqRGk6NFIuf1GKRtYCc+fMxN5d03HGM1UUoRMuilDLSOSbqQj9honQkLGPkAjVd0FQ1wEBXRv4tV/Ar/kEfvUH8KneIzSBT/EKvPJnCY3gkTckPExoQHgIHukDcEvrEe6FU0L7U9YQh/fQRKIAE6KSsmlR9yVC1BVJgl4qQq8iQx3ZwjR1KgXtmWLik8rPjHsI98Gcfj9MBOPpe8n6blgza7LH2rJqwJ5TD/bcJ6Jk6HsXZSgdnER7har7sPJ4lgilSVAmP8fDp50An248uTyOXB5fKkRp6bxbNViYNM/K5TuTfbaGU/oJeZ734chrQp7zBdizH4ct+z5yvHGXp0NFqACNiNFSESpiJ9vZsy7iIOcjyM8alyDcRiWxI5tcz6XT5R8m50reS0VT8j53YL1DA+a5CFtXIGxfj3zHZnGi/CYmSIPmRLFvaF/2+thzHhb6hp6Iwa7l92HyuF6XycaIgLyVQvRGkqGVLUIpXIZyONWXq8nQiBDlMrR6wWVo1eHCuaIKi1AuQzkczo1C5/EMHDgwvlu3bvUq2wHe8Uu/fv1iBwwYMGb58uUltIcBF6Gcm8nVBimd/YsGKf2VMjTzp0VMaJ74acl19Qvds3NpqQzV7uwA3dF7UWyqj6Dudfw9+CEO7mqH/v26o1v3vhg0aFCpDB0zZgwrlafp0OhyeSpEI1L0UmbPmo6s41Nwxjnp4qAk2xjkW0YJiVATFaEDmAgNRhKhuo4IaNvBr/0Sfs2n8KlaEJrCq3wbXsUbZP0yPPJn4JE9Drf8YbhlNBFKh/IQpA/AJakHFyvDvoslES8f5BMryE5RfArl8LGXyc/Ssvjc8ikVodEyNDuWCUEqOq0ZtWFOrwPj6bowpN0P/SmyPlUHptN3kfvihDRlNlln14Q953448p6Ak8nQN+GSvg+X/BPWL9Sl7AiPqju86r7CoCTtcMJo+LRj4dNRETqRMElcT4CXidHRhJFCD9FIOlTZBS5ZO8KncEg/gEPyFuy5L5Pnf5JQD7bMGpfJUGupEI0lly/CRGhmHCNahjqY6IwTZKcoQYXLNcXLNZkMZffl3kde5/rkXKnUbkze18/g1/VFwETToYsRtq0RhicxGfotux60LBP6hmoHwa34Eo7cRrCQYzWnxuDI+jjMndjiMuFYnhy9ERla0RL760mGVvZ/M7kM5XCqL9eSoRQuQ6sXXIZWDf7+2y/XJUK5DOVwODcKnclDfsPbye/5FyrbBd7Ry6BBg+oMHTp02cqVK89yEcq5FVxrkJJ9eJdbPkjpr5ShP2wXEp6bvvv2uvqFqg9Nu9hrdH5jGE/VRIHpEQS0bwHnPsTyRe3x1Vfd0bsP7Rk6EOTvFiNHjixTKk9laESI0pJ5KkXLQm+bipkzpsIinYgi+3gmQQuso5FvGYF863CEzYMRNg1EyEjLoyOJUCpC28Ov+RJ+NRWhH8KrfF8Qoco34JG/SniB8DQ8ssfglj0Mt7Q+WdeDS3o/oR6ceXWZaHPm3g1HTk022ZyJyih5SWVmtPwskwa9tD9o3lUkaBkRKiKWjtN+oKa0muT1rc1eY+OpOJhP0xJ6oZyeJUhFGerIpTL0cTglL8IpfQNOGZWhLeFStIFLSfuFUhnaTxiapBlxMRVaKkInC+gnC0JUO07sIzqMbDeQbN+b7IeWyrdjfUOdVIbmiTI0h8rQB1lC1RYlQy8SkaBxpdgyaHl/HBObpSI0u4ZITQYVoJHLArWEdY4oR8n748yj71tD8v69TI6xBfzarggYRiNono+wNQVh+0aEWTr0W9ZHNGSlfUPnwKcdDrfyK/K6vcCGP9G+oZk7Y7Aq/rVrytCrSdIrCdM/K0OjH8NlKIfD+SvgMvTOg8vQqsGFs4U3JEMPHdxfaRzY9zP27vkR35Hf8JX9OedwOBWHerfFixf/k/ymf72yfeAdu4wcOfLR0aNHf5eSkvIHnxjPuVVcc5DS2Fs/SOmvlKEU98kJ5YrQK/ULnb1yCy5kDyqVoXtXPgxzZixC+sfZJPn/V/QhJo//Cl982R39+vVmyVAqQ0eMGMFkaHSpfKRcPtJDlIrRCNOmThHvm4xi+zgU2kURSnuEmocSvkHYPEAUoT0R1HdFQNcZft1X8Gtbw6f+DF7VR/AqmxHegUf5Jjzy1wgvEZ6DR0Zl6JNwyxrCJX2QSVCX5H448yj3wZFzLxy5d8POBByVjoIQpeKyVGKWkaGRMvoKJkFFCRohIkJLrzPZScWocJndJ/YTjXBRhtYgx3ofOZ7HhGSo9E04Zc1YMtQtb0POvTM8qp7k9egPr3qIUAKvG0OgKVBBhPr1UwgRGUoF6TghHUplKB24pOotJEPl7aNkaBPyvDQZ+hThIdiyasFKJS4VnxnRREvQGixBykr7RRxZNaJEaI3LpGhEhNqzal8UpEyG1mbvFS2Vd0ufh0fRFD7NVwjohyBomoWQZTnCtnVCKpSxHmHrSnJfPDm/0eR1+Zq8Xo1hzboLxtQY6I/EYNW8F0sl441K0fKE6PVMoOcylMPh3A5wGXrnwWXo7c/ffjt33SI0IkNvZLtbgc9phVyag5/27qn0zzyHw7k2VIj279+/Q2U7wTty6du374tTp07du2bNmn/SngVchHJuJdccpNS/zS0dpPRXy9AjPyZdV7/QxDWbygxP0hykErEmAtoncdb2Dix5n2DwwI74vFUP9OjZB336DsTAgUMwZMhwDB8+CiNHUiE6jpXLUxlK06GTJtGU6BRMmTyJMJkJ0ClTJrEE6awZ4/Gf+aNRYB3BEEToYIRYIrQPE6EBfTdBhLJEKBWhn8Or+pjwAaEpPIomrIzaLX8Zbtnz8MieJTxFLhOkjzEJ6pI8IIrQuoIIza5DuIdcri3IRpZejJKWkYQoS4BG9RSN6i0a6TXKyutzykOcJh+dCs26KELtmRe5KEFjL4pQUYYycZhL5W1DcvyCDHXJmpHzpTK0dakM9aj6synytPydJkNpn1CaAvVHp0IZl8rQQVEyVCiTd0qbizL0JVYmb8uuT46rNpOh5tNiEpRKUAYdBFXzInTgk4iDclURWksUobXKylEqRXNrkfOlfUMbkPfyGfIeNyHv/RfkfPohYJyEkHUxwvbVQr9Q+2bCBgTpECXzAvj148k59SDn8Q459vthOEle29QY7Fzx7P9n7y2gozrX/u2JB3enOBQtLRSKuxMgAkES3N2Lu7tTChR3SEIS4jJxd5nJxIFSKNJy2nnXef9nfe/5fc/97L2TmTShQIEJsGeta22ZvZ8tI2QubsGxY8eKlZvSZ+ZthagcGSojI/MxIcvQzw9ZhpZ+Xjx5+NHLUF3SkuJkKSojU8q5ePEilb27MG7cuLqGdoOf1cPOzq7NsmXL7pw4cQIXLlyQRajMe+dtGylRVOnln47g5rkDcLqwG/cubYXP5fUIuLIGwVdXIPLaYsRcn4+463ORfGN6AWk3piDt5uQCgt2+L1GG7o67pydDL3jtKtyXjaM7Lh2HjkfHpePTedD50HnR+dF50vkeZ5+pN6kX+uPpgwUi9PeAiYi4URH5MWbIiWmIP3I64Mbpfhg+fBR69hmDoVYTMMp6EkaPmYbx42fCceJsTJ46F7NmL8DCBQt5hCgJzyVLKFJ0CWfZUjbPlhcvIWG6EPt3zse/8mfjYcosPEiZrt8sqUCE2iAn1koUoQOQFdUHWZHdkRXRGVnh30AT3o7RCprQ5oymjMbICG2AjBASodWQQWnxweXF9HiSoaIIZaQHWojizlgQkwFSpGZhHdEMZWEtUUl8FojQYiVoESFaTISorgxNK1aI6shQpZkoQ2uxa2jG0+SpZqgmrA80EUMFGRo5lneSz46dxlPEC2uGLkRO3CLkxIvp8vFCM6VskqWxs5EdM0PoQB81Fho2DslVdVgvqEM6QxXcDulBzdg5fMGozmWoUAfUhEvQNEmCUiMoRrq/IDUFJLH5d1Ghkgg1g16qPC8NQHVDLdhrWJW9pg3EuqF92HmPQW7iQuQlb+aRoCRBhcjQE8hPPcjWb2PXuxRZ0ROQEdaVnXs1niaf6qHAjcNVsGrFnFeKxqLPyTJUlqEyMp8isgz9/JBlaOnmX7/9+tbSsbTKUOLXn3MRHOgv/86XkSmlUGb2999//9v48eM7G9oPfjYPW1vbr1euXOlOPwJJhBr6TSDz+fCqRkrPF9gif2yhDM2f1AfZV6yQdXn4OyHcZW6JMnRPnJueDL3iseEfH+/QqdNvVC/U98b6AhmafsMGITfKIS/aEjkxjfFM/S38nPri+P5hOLTTBvt32GPvdgfs3DIZWzZMw6b1M7FuzSysWD4XCxfML4gQXbyIxOgiQY6yKa1btHABT6m/cmYOnmXOwn0SoUlTCpolkQjNSxiN3Hhr5MaOYMcfIorQvsiK7IHMCIqM7AhNWHtGa2SEtmA0ZTTmDXcEEVpdEKDBZRiWvDs5RYWmB5blElSQeEJtSy4fRSmpEqMyC4QodTnnjZZ0mi0pjXVgy4HC9oX7COt010tRoQWRoUUoVoaKTYVUQWWgCq4JdUgTdn3tkBHWGRnhQjf5TKmBUtQEXv8zK3YGb6KUHTtXkJ5xjPgFyIlfyOWoAD03k203hTdeov1pHE34ADZ2N6hDO7B71gbpQU15N/n0AEqTtxRS4P1NC/EzQ7qfkOJOqEhsBkhSs6gANdYRoaL0pH0CzQsiRPUiQ3kTJVN2zZWgCa2PTPY6Z0V2Y++DUbyrfF7iOuSnSqnyJ4XIUOoon7IDOQkrefo/lRJIV9Yq6CjvctwMy+cNeKPvizdttlS0oZKcJi8jI1MakWXo50fplKGPSsE5lA6eP37wScpQicS4KJ6Oa+jPgYyMjD70uTx06BDGjx/fx9CO8LN42Nradl61alUA/dij1PjS8KNP5tPi0tlj8Ly0GWFXlyHxxiyobjgi68YYZF+3xoPjI1+ZKn9/9gC96NCcfYM/ShmaeHHsG9YL/RHJF0dz+Zt7YyQub+iA0FvmyIsuh9zYpsiJ/RbPNb3wn0eD8J9frPA/D+zwZ/44/CvXEc8zJ+OJehoeq6fD12UWli6Zhzlz5nPhKUEClCBRyuuLzp8LH+cZeKKagfvJk8WIUEfkJYzjneNz42xFEToM2dEDkRVJIrQnMiO78fqRmrCvkRHWBhmhXzKaCSI0+AtGHahDavDmOyRASaiRWKOUeJXSAumBljyVm0c3knz00xeR6RIBRmLjH+Mi8rN4VLrisygBfy9DC4Qo2zatIE1ekoMkQ9k1hTRmkPz9FhnhPaCJGMDuhxWvj5kZPRaZMY487T2LIkTjZvAo0ey4ObyGpsB8YRo7W5CmMZOQFT0emVG20EQOZ2P249GU6pBv2PFasuM2YudQR5ShZcToUF0ostZCEKGBumKzqAQt2kDJjNcgLZSgRdLkeWkAEy6hM6huaCg1w2rOXvfOyIkehpy4qchLWoX8lJ24n3ZYjA6VZOhO5CSu4vcgg92fdOUXXIYmeSjgdUaBbcvbv/b3yNt2nS9Ogv5d9/niZKih/22UZaiMzKeLLEM/P0qdDH25H9pf+hn+PEoBL58//kei8WOQoZIQlSNEZWRKH5QqP2PGjHlWVlaWhnaFn/TD3t6+65o1axLoi5BCcg39Y0/m4+b82RNcekZfX4D0G5OQfWM0sq+N/FtR+GK5bYky9MkiKz0Zmreg30cpQ33OFd88qaR6oZsOntLb/8TyJgh3NkFudAXkxjZHfnwnPEjqhYfJg/AozQqP1bZ4orbHU80EPM+aiN9ypkD7YCoC3WZg3tw5mDV7LpvOxfx5RZg/B7Nnz8GcObOQoJyKn9Om4H7iRIYD8hPHcxGaQyI0bhSyuQgdhKwo9hpE9ERmRHdowilFvAMywtohI7QVo7koCRsw6kIdXBOq4CpiarkZVAWiUuhuTiJUSPWm2peiDOVTIz0ZqhJlqCRE9aWoiYi4HKgP3z5AQhKr0tgKnWlhar4kQ9MDdGuGivJQSZGtVdm1NWTXSNfMrj+c3YuI/jxVXhM5gt0jO2RFj0VWjCO7b5MZU5EVO11Ih+dCdI4QERrHlmNJlLLnYybyfTKjbNgYbJyIfkLUacjXPCVfFUSd5Guxc6Fu8uXY1FKUopbs3C25CNWP7CxOhJr8RYYKpQn+RoaSwCYZGlKGUYuXQMgM/5Zd5xDkxE5CbuIK5KdsQ37aIdxPO8HJSzuCvJTdyElcw65tBm8wpQpuzJs+JdxTIPCiAj/uaPbK75RX1Q+VZOWrROjfUZwM1X1elqEyMjIfAlmGfn6ULhmaC21uGWhzFGz+fCk4H8Px58vn/1hmfiwylAgO9DP4Z0FGRkafS5cuYeHChcoJEya0NrQv/CQftra2RpMnT+61efPmfLrh8h9YMm8D1cEMubqc19HMvm7z1qLw0Z5Rr4wOzZ/UV0+IZp8e9tHJ0Eund75RvdADRw/p7X9sRV1EuhohN7oi8mKb4z7J0MSeeJA8EA9ThuNhqjV+Th3DGM9wwKO0iXisnozbl6Zh8uQZmDlrNu8yP2fOHMydMxtz5wrMmTOTPTeTrZuOfJKgSY5isyR75MWPZtggJ26kGBE6CNlR/ZEZ2RuZEd2QyUVoR2SEUd3M1lCHtOCp4+rgBlAH1WNTqqtZDaqgikIUqNKITRW8WzzBoy55Grqx0ATIVyHC1vmKz/lJafPGApIQDRBlp54MLYYiEZFCPVJhPL3IU0mIFhslqtNJXpShqiBqAlUPGSFUEuArdh++E1LleXToUGRGjWKMRlb0OGTFTOCik4RnDkWIxs1EdvwsLkJz+JQk6RS2jQPbnlLsqe7oEDZWH2HckHa8c70qiOqF1hQjQyuwaXkGSdGyXIyqAiUZWlJ9UGPoR4aaFtQT1a8Vagr9WqImgsTmkaGmvPYr1YLNDO+ArMgByIl1QG7CUuQlb0U+1Q2lVPm048hLO4q8lD3ITVzLrm8ONJFWUAU3R4qfCZehkbcUOLK+SYnfL28bCfo2MrSkbvOlRYQSsgyVkfl0kWXo50epkqG/DBJEaDYjt5bhz8eA/P7sl38sGD8mGUo1ROWmSjIypQsKUly3bt2/p0+fPtTQ3vCTe4wcOdJo/Pjx/TZu3PiAahLIf1zJvAlXfjqC2OvzkH199DuL0Mz5yQq/LypZhv68QL+rfO66gR+dDN33w7k3qhd67dRavf0PLauBOA8j5EZVRl5sC+THfyvK0AF4mDKMMYphh4epYxnj8SjNAY9VE3HlzFTY28/AzJnETMxizJ5F0xmYNWs6WzcNM2dMxdJFk5GXMAH5SeOQn2CP3Hg7sWv8CDEidDCyuAjtwyNCM8O7QBP2LTIoPT60LdQhLYWGQkENoQqux6gFlbIaoxLSlZaiTFToRWWSjEz1U4gi1JhHDKb4KsQpCVFjQYZyISqgK0QpslQVUBjhqFYWg67Q8zfh+/Nu9f6FFNQF9TfWSckvEhUaIMlQMyFNnsvQ2owmyKBU+TBqHtUVmggSxVQ7dDgyo60Z7HMSY4+suAmMyciOmybK0Jk8dV6Qo1ORHTtJR4aOZGOQDO3LxuzC7m97LppJhqqUtbgMTQ+sIEpQoszfiFDjYpDuXWEEaDqXoiZiOYC/jsEbVwUr2PVWFpsotefviayYcez9Qk2UNiI/dS/y044wjvNpXspe5Cau5zVTNZGjoApphRQ/Cy5DY+4ocGxTo2JF4/uWoK+KEC2NUaGELENlZD5dZBn6+VF6ZOj1QhGaZQRtJuPZqlJwXh+eP39/9k4E48ckQwnqMm/oz4OMjEwh5OgOHz6MiRMnjjW0O/ykHiNHjjS1s7PrtnXr1odknOXCyTKvy/VzB4XU93fYwEiXXzfalChDXyy0+UsjpaxLH48Mjb3o+Mb1QiPPT9KPDF1dBQneCuREF8rQ+0k98SCpPx4mD8HDlBEMG8YYxlg8Uo3HgxQHnD46GaNspmH6dGI6ZrDpjBkCJEFnTJ+C6dMmY+1KR+TG2yM/YTTyEgQRmhs3AjmxQ8XU+P7I4hGhPXhEaAaJ0FASoe24CFXxNO5GXISmB9XiXcPTAysJDZJIsFHaeYBQBzRVT4SK8DR5owIRStC6Ahn6FylKYlOUdwGFEY5qpRlHP8pRbCQkwrenffkYJsIYoiiVok5506YAKZ3fuECG8rGVZaAOqshLAFA5AKFhVDseJasJ78boi8zIgciMHobMGGtkxYxhjEdW7EQeAcq7zFM0qARfN5E9P17YlmQoT5PvywVrRug37DhfsmOy+6uszc6J7m3FgshQVaBlMSK0OAFaNDLUpECCqiQRqoNeWj2PDDVi10wytDyXoZqwr7gcz2bnnBM/D3lJ65Gfshv5qYeRT1GhqToyNG4+NFE2UIW0Y69/WcR7KBDrrMDRDXVw4MCBV0aBvm8RWhylSYJKyDJURubTRZahnx+lRobm1y0UoZIMzSzLnvvF8Of2gXnx68+fpQwlrsvRoTIypQqqGzpnzpzFQ4YMMTG0Q/wkHo6OjuZ2dnY9tmzZ8htJULlgsszrcu/SVuRcfT8SVOL+sREfvJHSh5Kh935a/kb1Qtcf+PEvY5zeVBHJvgpkR1dBbhzVDO2I+wnd8SCpHx4kD2YML4wOTRmDJ6qxyI4bjwO7J2KU7RRMnUpMxrRpDDY/beoktsyYQjhgy/pxyCUJGm/D64PmxlkhO2YoY6BQI1SMCBUiFTtyEaoOaSs09gluzkVourI+ozbSAqsxKjHK8i7xgvwUhacEF6CFMpQLUJ9CUiX49kWFqAmnUIgW1r0U0r3NoVbqNhGSOqvrk+5vprOvKY+UlKJN9aSgnnC1gEpZlo1fAeqg6lAH1xejQ9sgg2qnsvuTGd4bmVEkQyk6dBSyou149GR2rCNDig4lCSoJ0aIy1FqQoZH92f3uAQ2731SbVB0syVAxMpTdX1WgFBVq9hYiVB99GapTkiBQrPOqNGLXrEBGsCV7/etAE9aGvSd6s/fIaOTEzUVu0lreMCk/9SDjCPJSD4sydCOy4xdCE2UHVcjX7LWrgAQPBWKcFLi0txomOY7DjBmzsWLFCl7KYeXKlZy1a9di69at2LdvH06cOPFZi1BClqEyMp8usgz9/CgVMvS3DYII1Y0K1RhDm8F4PNfw5/cB+eO3p+9MLH6MMjQ8VGnwz4SMjEwhVDd06dKlrmPGjGluaI/40T/YTTSdMmXKoC1btvwpS1CZN0Vzc9x7FaGcSx++kdKHkqHnTu8rVoZuOlJ8vdDdR47p7Z9xYRgu7iqPVH+SoZXFBkrf4H5CNzxI6sPrhj5IHsoYwbBh2OGpZgxSw8Zi01oH2NhOxJTJEzG5KJMmYOLE8Zg2ZTz2bB3DxrRGbvwINv4w5MQMKagRmhUlRIRSs6SM0E6CCA0mEdqK0QLpQY15l/A0ZR2kBVRn51kRqX7lGGaizBTEZ0HUp49CTIcXZaiPvgxN1hOixjyFnlMgRE1ETDlClKckQ0l86lAgQwUhml6ArkCVZGhRpLqaJqIINUe6KENVyopQ8SZK1CSqMTLYvdCw+5IZ3pndq57IjBogRIZGj2T30QbZMfZchlKzoRxeO1QnMjRuCo8azYqdIKTUR4/iafa8IRPJ0LBvedd6dVATdtw6vPyAmo5P51EgQk1fU4Tq1wzVE6JSVKxeKQIxSlZHhqqDzaChJkphrdm19mLnOxo58bORm7gKecnbkZ+yD/mph3iEaIEMjVsITeQYqEK/Ze+RylyGht9QIPBqcyTEBSMtLQNxcXFISEhAVFQUwsPDoVQq4e3tDVdXV9y8eRPXr1/n30ckRzdu3Ijvv/8eixYtwvLly7k83bRpE06ePPlaKfGvI0JlGSojI/OhkGXo58e7laEh0D4eBu3PHaF92L6QRz0ZvdlzQ6F9Ygvt08nQPl8G7e872D7Hoc0tV0SEGgkiVE2UYds8Mbik/FA8f/zgs5ah2epUg38mZGRkCrlw4QJWr179ZNq0acMM7RI/6seoUaOMx40bN3jr1q3P5T+kZN6Gh/emvH8Zyni0+80aKalODEHq2cFIPj0YiacGIf6HgYg5PgDRx/oj6mh/RB7ph/BDfTkhB/pwgvb1hlLk7k9TSpShO6Nd9WToyZur+D60vzSWNDYdh45Hx6Xj03nQ+dB5pZwdgl0nL5ZQL/RssTL07MmtevdFfWEoru4px9PMs6MqIzemOfLjvsb9xK6M3niQNIAhRIc+SB6J+0nWeJFlg1j/0Vi+eDxsbB0w0dEBjo6OmDjRAZMmTmDztG4cHCbYY8okexzZZYP7CSORQyI0lkToQHYsKSK0J48I1YR1gjqkA+MrqIJaIT2IRGhTpCsbIi2wLlIDayDVvzJS/MoxzJDsa8SjWUl6JvsIpIjozguIMtRbFKJ8asxJlRCFaKovdZ8vlKF6UpRHfJrzqE+VGCVKglTArBgKny+QplJHdqmpkChCKR1diMYUZCg1h8oIrstoDE3IlzxtXBPeCZnh3ZEZ2Q+ZUUMYVuw+2rD7aY/smAnIiZkoyNDY6bxeaA6PDpVqhoqRodE2fD9KtdeE9xRqs1Jd1uCm7L7X5xGpKmV5HRlq+gYStKTo0CJ1VP2MxHIEYnOpQEGIchkaZAxNcHVoQgUZmh1ty65lJnITVwpNlFL2itGhB4UGSkmb2DUugibSHurQTkgNqIJET6GBUuC1xogOd0dKqhrJyclIS0tDamoqVCoV1Go1MjMzkZ2djby8PDx48AA///wzHj9+zHn06BHu37/Pt42NjYW/vz+XpufPn8exY8d4VClFmxIbNmzA8ePH30iGGvp7tyiyDJWR+XSRZejnx7uPDP0F2mfzoM01E2qAvg4liVAVI90E2icrDS4pPwQvnz95p2LxY5ShhKE/EzIyMoVQScs9e/b8l/1+n2pon/hRP0aPHt1z+/btz+iPKDkqVOZteOo/Ay/9HXH/lvV7kaAU+Zj20xCkHR/8ShmaNUs/VT5qTg+4rO/y1lw5OqFEGboj6q6eDD14ccVbHePqVttiRej2kyXXC3U/OYvfD7ovdH+Szw7GpT1lkRYoydCmyItrj/z473A/sSejH+4nDWIMxYMkK7Y8Er9nWSPM0w5zZ4+Frd04TBg/nuMwYRwcHdjyhLFchE4YPwaTHe1wcv9I3E+giNDByI4ZwFPjMyN7McTUeC5CvxZEaHBrQYQqm7BzaoDUgHpI9a+FVL+qjPJI9jUrkJ8cb4EkL4Z34TKnQI6KAtRbV4gac4qVolyMmrCpIEJTdYRomr85T89P89eXncVLUUl+WhRD0ecsC+uF8gZK1ZERUgcZoY2gCWvFaM/FpSBD+yIzmt3L6OFCZGj0GMZ4dm9Jhk5hTGNMZvebQbVEecf5cSKj2b4j2BiD2b3vzZtVZbCxqXO9OvgLIT2fR4aW0UmPl+qjvrkI5eUG9EoRCPVbBSFqVCBEVez9p1JSZKgxu+Zq/JqzeGSoDbLipiMnYQVykzYjL3kX8lL2Mw6yeeomv0GQoVFjoQrpzN4v1QQZeluBgMv1Eex3CdExiTwiVCImJqYAihiVokYTExORlJSElJQULk1JnpIMzcjI4NKU5CgJ0ydPnnBZmpuby7cJCQnBnTt3eOQoRZAuWbIER44ckWWojIxMqUCWoZ8f7y9NXgPt4xH/TISqTAQZmkaUZ9t2g/bREmh/v83Gf2xwefku+fPl83cuLz9WGSp7AhmZ0gN9Hqm05ezZsxcY2id+tA9bW9vemzdv/lmuESrzTyAZ+odyEud3f0f8cnc0sq+8gey8OAwpZwYj9sQAhB/ux6Mr/Xb1hOfW7nDd2FVPHmYvHV6iDH0231pPhmZN6IW760q3DD29Z1EJ9UIvFStC1zGc1ncr2J/uj9O673DjgAXvxp4dKcnQb5Af35nXDb2f2IfRnzEY95OGIT/RCi9zRiDwrjUmO9rD2mYsxo21x3hi3BjOWPvRbGrH1tthooM1zh0djocJg5ATTWnxfRi9kBnRTUiNLxCh7QQRqmzBzqUp0gIbIjWwHlL8ayHFrxqSfSsg2cccSd7GXHomSQKUkVhkmuylL0eTvI3YukIZmiwulyhE+bIgQ1N8RPwYvmZI8zUTZag5p2gEqH40qEWh8AzQRVpnKUhQ3rGdIkLLifVCq0AdXEOIDA1pBE1oS1ATJWosRfeNy9CoQTxVPjvGmjcZ4jI0diJy46bwNPmc+OnIJeJIiI5lz1kji93/zMhu7P6TUO3J0+752CGNGfWFDvZ6MtRYkJR8qtMwqmgDqYJ53bR4QYTyCFCSoAWRt0YFDa24EPVTsO0U/P1Hx+J1Q0MrQxP2JTTUUCtqFG8KlRO/jKfECzJ0nyBEk3eLafKiDA39rkCGRt1WwP9yHfh7nERYeCxCQ0MLCAsL41C6vERERAQnMjKSQ9I0OjqaC1OKDJWEKUWYkizVFaU5OTl4+PAhfvnlFy5LSahS+j01b1q2bFmxDZsM/b1bFFmGysh8usgy9PPj/dcM9Yf2Qcs3E6HqIiI01RTaFEYyI8kM2kRGAiOtNbT3F0H7u7vBZeY/5benj965VCQZ+uh+lsGQZaiMzKeBWDf0vJWVVW1De8WP7jFu3LjeGzZsyCYRKneNl/kn6MpQXX73d8CTe/bIvylEjGouCdKT0sWD9/eBz44ecN/U7Y3kYciqPq+MDtVM6aMnRAOXvNn4bytDD1xa+VbHOHh4bwn1Qs8XK0M3Hzj+lzFur/0W3j+acxGVHW6EvChL5MdUQH58W+Qn9GUMxP1EiSFseTj+yB0On9sjMWa0Hayt7WBvP7qAsWPY8hhbhjV7fhQcx1vh0okhuM/G4iI0sidDEqFSs6R2SKfUeGULpAU2RWqAEBGaElALyb7VkOxTEUneFkjyMuHCk+NZMkkSBWLUiJOsK0ILMGbji0K0iBiVhCiHR4ia/YXiUuILRWgRdIWoFA3KmxSVE+AytDLUvF5oLWhC6kET2hiZYS2RGf4VsiI6ISe6O3Jj+yMvfhh7LazZfaV6rGOREzcB2bEOyI5xRGY0I8oBmqhx0ESMQUa4HbvXI6EOG8Dmv0VGCKXE12PTmuwYdKzKyGBkhVVCdgQjrCKbr8kFbKqyJVL9K7FrUkAdKKI0RobShM0XEaCBhQ2i0kQRmiaKUC5DfQQJmiJO08S6rtQAK00UokITpQrs2C3YuZO4HcGuaSpy4pfwzvF5yTuFWqEp+5DL5oVu8iRD7dn7SF+GBlysCS+XfQhQhiMgIACBgYEFU4LqhhJBQUEIDg7mUJRnSdJUV5YSkiwlUUpRpSRIpShSkqMUPUrPbd++nafSl1YRSsgyVEbm00WWoZ8fH6yB0m/boM21LFmESg2TXleExptDG8eIJSwYFdgYo6D99SeDi8035Y/f313TpKIy1JDvrbcVorIMlZEpXVBH+TVr1mRMmDBhkKHd4kf1GD16dOeNGzemUq0B+Y8nmX9KSTK0KE89xyPnlg0STg+B3+5euLvhzeXhXcaTxdYld5WfM1RPhqZM7flBZOjea+veeHynDT2w48TlN6oXumff9mLHurzTAul+CmSFmyMnujly4/ojP74V8uPaIT+hJ/ITBzLYvUkYgrz4IfgzbzA8rllhpJUNRo2yxmg7GxE2P5qWRzFGwM5mOBzGD8ON0zReL2RF9kBmRFchIlFHhFKzJD0R6lcXKX6CCE3yqcQog0RvEy65EiQ8BOLvFc5LJHroi9FETyM2NSqQovoYC0LUuxCSolyQ+ppwJCGa5id0iZfS5CUhSuuFSFF2HwN0okGLpMinFyND1UqiDDKCykATXBZZoeWRE14BueGVkR1Rg70mdaEJqY9U/waIdm+EoNtN4XWpGe5daA7PSy3gcb45x+1cC7j91ByuZ5vjxokmOLe3IQ5vrIfdq+tg96ra2LGyFrYtr4l9a6ri2ObyOLKxLPavKcPWW7DnLbBnlTnbvjx73zaE24X2UDp1RpxfX6SFD0VGpB00MROQGeeAjGg7pAb1QpJfM3ZeVZAfVYadrwUyQ8yhDjKDOpDugymXoTwS1E834laUod4KDjW3khpgUXRoYap8efbeaMbeJ+y9EjUcWZT+H78QuYnrkJu0jUeE8hT5pJ3ISViPrLgFXIaqSIb660SGXqoBL+c9UAZHcflJdT/9/Pzg4+PDmyd5eXnB09OTTwlaR8/5+vrybXWlqSRMS5KlJEp10/BJjlJd0vz8fJ5WT89TCr2hv29LQpahMjKfLrIM/fz4sN3kM6F91ENfhGa+gQhNKiJC40QRGsOIr83GnQrtb/fe4/nfF3m3KfrPn7y7pkmyDJWRkXnXUB8E9tvkPwsWLJhjaL/40Tysra27rl69Opa+0EiGGvpFlPn4eV0ZWhy/+Tni8b2xyLlpg5RzwxF+dAB8dvZ8pShNXDHoldGh2RN66wlRj1Vd31hUfggZennb2BLqhV4tsV7oqR2z+b5nl3TCrtk9sGOJPdYumAgfp5VIjd2H9KSrSE3yQVKyGukxK5AVURO50eWRF1sb+XGtkZfQHbnx/fE/eQPgfGkoBgwYiVGjRsHWhhgpYgVb6+FsOgzWo4ZgwrjBcDrfi43RDZkRXZAZ3gkZYR2QEdoe6uA2UAW1RJqyOdICm3Dhl+JPIrQmkn2rchGa6C2KUC8F4j0ZHiL3dHAXpaiEJEQ9RBnK5wUhmiiSpIskRIuIUSFa1EQvQpTS5FNFKZpeUDu0MG0+1b+4dHlzqJUWyFCaIzPYAlkhFsgJs0RehCWbt0SKrwUSPC0Q5WYJ78uWuHq0LI5uLo/Niyth6dQqmD22GibbVMUEq2oYN6Qq7AdXhu2AShjZpwqG96iEwd2IChjWozxG9C6HUX3LsefKYXD3MhjCGN6rDIb1tOSM7GsBmwEWGD3IEnYDy8C2vyXGDjXlOI4wxcRRZTDJpiKmjamE6WMrYY5DVSycUgvLZtXDCsbGZc2wd2M7HNneFsd3tsDJnfVw4UA5eF00Ya+PGbtOM2iCKWrUWIgM5enxUp1W/ZquXIj6CjKUGnhR9CmXoUHlkBHShNeTzYwchqwYR2THzUNOwhrkJG0VUuW5DN3B1q1DVuwCoZs81Qz1r8Zf/+g7CnicroiDOxyxbecB7N+/H0ePHuW1OymbgVJDqCGSs7Mz3NzcuAyVRChNSZJ6eHjg3r17BdA6EqYkVCnClChOlOoKUkqxJylK6fPp6em8S72hv3OLQ5ahMjKfLrIM/fz4sDJU5NkCnajQ1xChkgxNKCJDE6pDmzsT2pc+/+x8fouE9sEFduw1bNyJ0IYOhNb/G2jda0PrUhla5yoCTow7VaG9zbjFuFmNTdk2d9tA6zMA2qDx7NzWQ5t9Bdqn0a917Jcv3m3TJFmGysjIvGvo3/2DBw9iwYIFqwztGD+Kh62tbSf2Qy6cbh6J0NKa7ifzcfFPZOireBkwEc99HLgsve80Gppro5B63gqJJ4bi5WZ7/L52DH5fPvqvjZRm9H8njZTetww9tXf539YL3Xb4OPYePYi161dgx7a1uP7DOlw+sQFezucQE+4PdXoaHj58DE3mE6Sk/YLEpPuIjc9CWGQ2Av29kKJsjewwIX0+J8ocuTGVkRPTDNq8zrhxtj+6dR8GK6vhGDliOEaNHA7rUSRAh8J6JDGErR+E8fb9cfdid+RGd0ZmxLfQhH2DjFBqlNSG0RLpQSRCG/OI0GJFqJcJEjyNhChQRtw9hrsoQN2Fed1lPTGqI0UTPIy4EOV4FpnnUtRYQDdKVEqf9zEpqB3Ko0F1aodKUjRVjBQlIUryUxNkzu4dI9SCz5MITfE1R8RdM/hcNcfFAxbYv7YMtiyxxNJpFpg3oQym2JXDBKuKGDe0HBysLOEwwgxjh5hgZG8jjOqvgN0gBSaNMMYMWzPMsDPDnHGW+H5mRayfXw3LZtTEgkm1sWjqF1gytT4bsw5Wza2LrUsb4OD6xji6pRmOMI5uofkGOLSxPo5uqoPjW2rj4Lrq+HFnLdw6UQM3T1TC5YPmOLfPGGd2KnB8kwKH1iiw53sFdixVYNtSIzamBTYsKocVM8tj4aQK7HhlsWmhBQ5vtMC5vaa4e1q4t5ogI1GKGhUIUY6uDPURhai/KER5Gn4ZZAQ3hoYiiCOHIit6ArLj5iInYRVyE7cI6fHJu5CbtJ2tW4us2Plsu9FQh3Ri41Tlr3usiwI3Dlli0rieWLnye8ycORMTJzpi3LhxsLOz4xLf2tqaM3r0aIwfPx7Tp0/HqlWrsGPHDi5O6Y+E69evc2FKMlSKJiVomSQq4e7uzkUpSVQSpRRNqitHSYzGx8fzBkzUwX7evHkG/94tiixDZWQ+XWQZ+vlhEBn6aEgxDZOKiNAS0+Mt2b5W0L64/pbiMxTanH3QxtlCG8D+TvWsCK0H414laN0ZbgzXytDerfz3IvQG4zpRHdprjKuMKzWgvcy4RNRmYw5kx9oK7c+BfzmX99E0SZahMjIy7xopuHHRokU7De0ZS/3D3t6+1YoVK3xJgFJIraFfPJlPh/clQ98In4n4w90R/3JyxMvrE/D8jB2e/WCLp0ds8OTQKGRes4b68kgefZpwZijiTg1G5LGBCDvSH0EH+nEC9/WB/+7e8N3ZCz4M51MOOJLsif0pfn8l8jZWRtzC+vBr2Bh+Fadureb70f40jjQmjU/HoePRcen4dB50PqG3VyHEaQOiXNYgznUVkt2XQ+O5CPe958Dz5Dg4n5gJ35u74XRxD6JCPKFRp/GU3V9//ZXz+PFjXtcwLy8PKalZiItPR3R0AsLDI6FUBuKWcxyivbohK1gBTQil0FODJeo4b4b/yamKS8e/xldfD8SQwQMxfNgQDB8+GCMYI60GcUZYDWTLAzBudB/cu/wdcqI6QBP+Na9DqQ5pDRV1jA9qhjRlE6QGfCGK0FpI9qHU+IpchCZ4mnCJWSBBRREa51ZIrJv+MiFJUd1IUY67EVs24mPyqTRfIEqNkSgKUUmK8jqi3iZs3qRAipIMTfGhrvZC6nxmsDlyI8yRx8gJE2So8qYFbhw3w9UjFji1wxKbF1lg2TTGdHN8P5sx0xLLZ5TFAscKmOtQCQsnV8a6uZWx6/squHqsEfxutEWYa3tEun+FYOf2CHLpjGDX4Qj3Go0oH3tE+TK8RyLWdwgSA4YhzncYWx6KCC829RyKSM/BiPEZigQ/9r5RWiEtaDhSgwYzBrDl3kgK7I7kgM7svn+NeJ/WSPZrhvTAelApK7NrKsPFLV13Arsn0XeNEOFkhNA7RlBep8ZECnidV8DttAK3jxvhwl5jHFpvgnXzTLBsqglWzzLCzhUKnN9rhKBrCqR6Cx3j1Uqhg7xUNzSFTxVsKkaHSo2Ugtg9DGokNowajKzocciOnYOc+JXITdwkSFCKCk3cxtatQVbsXJ7Krwr+lr2HKvPXnGTo9YMWmDlpGI8G/eGHH7jgpKZGe/fu5cJz27Zt2Lx5M4dS2Ldu3Qr27xxmzZqFCRMmcFE6YsQI2NraYuLEiZg7dy7Wr1/P/xeVvruuXbsGFxeXgshREqNOTk4cEqQkRyndnqJHSYpSjVH6DFIKPR3f0N+9usgyVEbm00WWoZ8fH16GxhffOb6ga/wr6oQmVcMbp6j/HgFt9hZoo/tA61sFWu8KAl4V368IvVgT2gsi5xnnarHnWkAbthLap4n83N5H0yRZhsrIyLwPLl++TIEgd4YPH17L0L6x1D6mT5/efOXKlXdOnjzJRagcESrzLikVMvQj5+G98fD4wRHu577HnZ+2IkLphvTUJDx48AC//fYbnj9/zgUopepScxdq9EKdsam2YVQUNYOJQHh4GIKDgxAQ4A8vT3ec/CkUvje6IMNfgcxgRqgCWWFsyvifTAVO76uHRk16oV/fXhg4qB+GDBmAYYzhQ/tzrIb3Y8t9YW/bC97XOiI7sj0yQtsKIjT4S6QrxY7xAVQPsy6S/Wog2acqkrwrItHLkovQeBKhogCNFcVnrGsR7v51XYEUddONFmVjuQuQFNVbLipGPSld3oSdj4koQk1586Ykdk40TRUFKInPjEAzBFw1xcltJti10hTblpphzVwzrJ5jhnXzzLBpoRl2rzDF0Q0mOL3dGJcPGMPlRwsE3aqOKLf6iPVohCQfEsLN2D1pzvgS6mDq8N4amtB20IS1QWZ4W+REdcaDxGG4nzQc9xOtGCORHz8CObFWyI2zZvN2yE8gxjDGIj9xHJuOR14cMRY5MaORG2OD7JgRyIoZguzo/siO6oHsiM7IiqDjNIMqqC5UgZWRHlAO6f4W7HWhSFgTodYnj+gUmk6leCmQ4qlAMtVk9RDuechNBTzPKeB00giX9hth32oFNs4zwnrG7u+NcP2QEcKcjLj4JCFKKfRSI6UUqZGSlCofZM7uQQP2funIrn0QMqPHIit2FnLilyMncQNyk7YKQjRxM1u3ml3PHGRE2CI9uANS/Crx90yME8lQSyyba8Vl6Jty+PBhLiyp8dG6deu4BJVkKYlRii4l7O3tMXnyZLB/I7lkpT/2b9y4wUUp/YFBYpTS7Sn9ntLpqaYoNVZas2aNwb97dZFlqIzMp4ssQz8/PrgM/WV08SL0dRsmvY4M/U3Jxl8EbUgjaP3KQ+tbAVqfCoYVoT8xzjLO1Ib2dG384TEOTx/FyTJUlqEyMh8F1ESJ/cbJGTdu3ChDO8dS+Zg0aVK9hQsXXj527JgsQmXeC7IMfTtyXMbC+8wMeF9eD6cLOxAbEcijPEl+vnz5Ei9evODSJSsrCykpKTxNl+oXCgI0infDpvRdilgLClLy9F5K9b3r4oJr165gw7bLuHG8HdK8FNAEMYIVyAoRokS1mQoc3loZVap/jW7dOqNP754Y0L83Bg/qiyGD+mDo4D4YPqQ3hg7qhTE23eF/62tkhbeBOrSVGBFKIrSRIEIDaiPFt5aQGs/+mBVEqDEXoXE6IjTGVeRuycRKU9dCecojSYsI0gT3QhEa5yaQ4G7MI0O59PQSIkGpfijJ0HR/U2QGmyErWKgbqrxugov7TbDnexOsmWeKeQ6mmGBlAocRpljgYIJNC0xwaqsxj5p0/dEIvhcViHRSIJFdT6qXEVQB5ZEV2ojdz7qMmmzsasgIqgx1YEVkKCuxe12dLdeEOqgul4Lq4EZQhzSHJrQ1MkLZfQz5ChkhHXhNTU14T2RG9ENm5CBkRg1DVvQIZEeT9LRjjGbzY9g6W2RFWTNG8YZEmqhB0ET2Zft2E+u3snFDGgvHU1ZlVER6YBmkBZgjzY+uWSgXQJGyvOmUp05NVqrF6iGIUS5JvYRo3NBbRnA/q8CVgwr8uIO9X9YpcHanAs4/sOduK3hjJS5F/YQUek5BV3kz9j75gp0XO7fwQbw5UlbMDGTHLUNOwgbkJG5hbGXzG9m6lciMmc22s2bvq/bsfVSBv+bR7H5f3lMWS+fbvpUMpUhSiaLPHT9+HLt27eLRpGvXruWylGqBsn8veTSpo6MjNm7ciCNHjvBtSYpSBCml11OUKEWIkiCl5wz9/Sshy1AZmU8XWYZ+fnxYGarSrxH6Np3jf3crYew8aHM3QxveHFr2t5PWv7wgQpVfsHXfsf2t2fjz2DHXQpu1B9q8U9D+fB3ax/cKeRYq8MQf2kfsOPlXoc0+zfY5xM5hBbSh46H17gXtncb/SIRqf6yN56fq4CkRuFiWobIMlZEp9ZDf27p16/+bPXv2CkN7x1L3cHBwqMJuzDH2+I+cGi/zvpBl6Ovzws8Ryp8mwuP8Crhf3YvYqFCe6v7HH39wnj17hpycHKSmpvLITxKgcXFxXL6QACX5Sc1dqJ4hNX+haDWSMq6ud+HkdAdXrl7HqR8vYO/+o3CYvAInNtVH4l0F1AHU1EYQoiRG/9QosGtdOZhYNEGHb9qiW9dO6NO7Gwb074WB/XtiyKCeGMoYPKA77EZ1RdCddsgM/xKqYIp8bIK0wAZIDaiHFP/aSCmICC3PsECCl44IpXRnd0GCRuuKTxe2TDgL66PFZVrPn9eRpnE60aNciErLd0mGsmO5m3ARmuDGpvdMxK7xpkj2NmPPmSLwuikuHzTmad8bFiiwdp4xl5+jBxvBbqARZowxxdo5Jji6wRQX95nA9UdjBF83ZudihER27skeQvQkidAEdwkSr+xa75nx48e7GXMhW5DaLzZ+IvGY7GuBtICqUCnrQx3cjEeMZoR+DXVoR2jCSIZ2Z/e2NzIjBjCG8IZDmZEjkRltzbBBdpQNstiURGhW1Aj23BBoIgdAE9EbGWFd2TgUsUuRqA3Za1xHlKHl2fHKID3QgjeHSvc34ZGcJEUJqqUqlRJIEuuvkhSlayTo3FO9hHqgKV5G/L77Xlbg7ikFbhxW4NYRBdzPKBDhrOCRoZIM5XI0QFeGdkRG+EB2vvbsWqYjO3YJcuLXISdxkxAVmrAB2XHL2XMzoA4fgTRlW6T4lOXHi3JS4NLuCli52IH/J97byFDdaVGkMWkqQcskSJcuXYoxY8bwVHuSpbt37+ai4c6dO7zuKH3+qK7ooUOHDP79KyHLUBmZTxdZhn5+fFAZ+niaIEJLqhOaXgvavFEli1DqGv9oZ5Fxn0KbuZTtYwWtZjG0D45D+9ybrc96z9fzkB3LnR13B7T+o6G9+kWhCD3/ahH6uyRCf2CcrIunF77B00fxsgyVZaiMTKmF/u2nEmIrVqzYbWj3WKoejo6O5adOnbrxyJEj/5a7xsu8T2QZ+vdkOo2Fy1FH3Dm9BqEB7rwRy7///W9otVouQCn1PTk5ucToT2rkQim6FP1J0Wnu7vfg6uoKNzdXODvfxelzLti55xrWrD2BxUu2YNLkuejRrRt2L7VE7G0F0v0UUAUqkBEk8GeGAttWWkChqI1WLZvh245foXu3Tujbuyv69+2Ogf27YdCA7hjQrwvsRnZCkFMrZIY2QbqykShC6zJqIcW/OpJ8KiPZuzwSvcwLRGi8Tm1QXbEpCVASXVEu4tRZxEWY6olScVmC1se6kpwTJChNEz1N2fUxAkwR624Kj/OmOLPbBNuXKbBungIrZymwdHpZLJpaGyvnNsKmZY2wbXld7P6+Bk7vqgbX05WgvGaBGGcTHnGafM8ISZRy7y6m6VMkqlvhfLxO+r5eer6nCU/PT/QyFiNTqSapOZJ9yyDVvxLSA+tCFdSElxhQhVDd1Q6MzlCHdkVGWE9owvsxBkETMZQxnDECGpKiEaO4HKXlTFpP24T3Zft0R0bIt1AHt2PjNWfj1mfj12KvURWeJp8WaCnKUFNBhlIkp5/QIT7FV6fJFAlb3oBKrLvKr0mQulLkKEWLUt1Qej7ijhECLivg9qMC7qcpgpRtR8/7iVGiAUbsmCZQKWuxc2oLdVgPdh22ogxdjJy4NUJEaMImZMdTJ/ml0ERPY9sNQ5qyFbtnlvx9E83et+d3VcLqFbPfKjL0VegKUAn6LtPNnKC0+u86d8FER0csX74c+/bt4x3s6XNH/xFBn8kLFy4Y/PtXQpahMjKfLrIM/fz4cDL0GbSZlsWLUHV9aJ8dLtz214PQJlgUilAuQy0EGZoz4wNGsr4hP/tDG7oI2iuNSxShfxYVoScYxxk/NMXTPD9ZhsoyVEamVEKfy7Nnz5IMPW5o/1hqHnZ2dmZTpkxZeujQof+lmyN/ecm8T2QZWjLZzuPgenwSnM5tRXp6Gv73f/8X//nPf3gNUF0BKklQKfpTSH0P4tKFmrhQ+jtFgFKTF5q/d8+DR6mdP38Ohw8dwM5tq7B942Ts2TgQR7d1wPKZX8FuYBMcWVMNUbfL8Og9SYaqlQr2Ry/JUDMoFNXQtEkDfNWuFb7r/DV6dP8W/fp0Qf9+32EAo3/fTrCx6oAgp2bICG6AtMD6SAuog1T/Wkjxq4YU38pI8imHRC+zgtT4oiJUivqMFuVn5B0RZyH1PFKUozQfpYMkQ3nE6F0jHqkZR5GgXICaQBVgwo5vgtA7Jrh+zATHNhth31ojrJ+vwNKpZti4uDr2r6+Lkzvr4fqJJvC51hphd1sjyq0xYtxqs/OshiSPSkj2LIOke2Y82jOe0u0pwtNVkKGS7EzkEajGfJp4z6SgUVPiPZKJprwRU4q3GcOcN2ZK8TFn95zdd7+yjApI86uMNP+a7L5RWYEmXPqpgtpDFdyJ0QXqkB7ICO2DjPAByAgbxKaDGUMZwzgamkYQtL4/27YH1GHfISOExqCxGkOlrIf0wBpID6gkyFB/SwY7Dz+xbqiv0PAoWawbmiQiiVBCuFYhQjRejISl6FhJkibydHpBjvI6o2IzpoCrCiR5C7VEU3l0qBl7v9Vg59YCanaumggbLjyzYxchJ36VkCpPQpQ3T1rEnpsCVdhgpCpbsPeTmSDObypwZnt1bFy/8o2jQd9EgpZUOmbnzp0YYTWCR4jOnz+fN2ui/1ikGqL0maQIbZo39PevhCxDZWQ+XWQZ+vnxwWToi71/FaHqqtA+3VH89r87Q5tQTl+ERjPSBxheejLSf36BTbcyMP14PPa7aPCi6DbpP0F7/Rs9Eao9VQcvihOhx+rh6VHGiaZ4l3VEZRkqIyPzLqFgjfXr198dNmxYJUN7SIM/Ro0aZcJ+vI3Yu3fvv2URKvMhkGXoX3nmOxF3D9vh5ukNvObn//3f/3ERSg2QdFPgpQjQiIiIAgEqRX9KApSmtHz37l1cuXIZR44cxerVq7F0niNWzBqGQysHYM+ypgi4Uo539tYEKuB6sjp2LGmDi3vaIcKpGVL9akEVVBYZIUYFMnTXGooMrYFGDeuhdavm6NihLbp26YBePb5F3z6d0K9PR/Tt1RGjhn0N5e1GUAfXRWpgHaQG1ECqf1Uk+1ZEsncZLq8oGjLB0whxogyNFeuERrsKEZ+SCOXS87aOEGVE3BGl6G1xmztCvcgo8fkoJ2NEOxsh1tWY1wAl+RjhYo7rR43xw3ZjHN1kjG3LTLFjeVkc31Ye5/eVxa0T5RHmXBtpfvXY9daByr8GF5IpXiQ+TXk6PRed7PziXYXUe96pXhSeQlMmQXbyOqQeJEAFkjypGZMpb8pEz6fwCFAGF6ESFkjxLYMULkPLI82fZGg1tlwLyX4UWUt1V9uy1+QbLkTVIV2REdpTEKJh/XhqucAgQY5yBkAd2pfRE6qQLowObP82SFM2YzREemBtno6f5l+RS9gUXwvhXLxNhM7v3oL85GLTQ6fZlIdORKi7UUEpgHg9xOekUgFi1Giyt1DmIPiGAuHstYpxMxK6ygeaM+qJkaH9oIkYDU30VGTGLkB2/PfISVjPyY5fhSy2ThM1Eaqwgez91QRJ7HwpCjjqpgI/bK2DA/v3vpdI0L+ToVRTdM6cOZg9ZzYWL17Cl0k2kAClzyOlytN/SBj6+1dClqEyMp8usgz9/PhgMjSnqY4INYf28VLwaNFX7hcIbXylQhEaZQlt0lcGF6F7vXJRa74fas32Ru3pnqg7xR2dF/vglxfFbJ98AtqfmnAR+vJVIvQI43B9PD3zrSxDZacgI1MqoUy1jRs3ptnZ2Q0ytIs06MPa2trYxsam4/bt27V0Y+QvLZkPgSxD9Um47gi3n1YiIT6GS1BKh6fGSNQEiSSoVANUSn+nhiz+/v68FqGHjgAlbt++jbNnz/A6hisWz8SquaOwZ9kAnN1iBbeDQ6G6acePeWLVF0jxMMLDaAVywxUIvl4LP+1ojWsHv0LIrbZI9m0FVXATZIRUZVNT/KFRYP+GclAY1UXDBnXwZYsm+Lp9K3Tp3B49unVA7x4d0LfXN+jT8xuMGNYOyltfQK2syUVosn9lJPuV5+nMSSQEvY0Q76ngYi2uiAglUSalvxeIUOKWAuEEm4+4JQpRUZLSciRfb4SoO0aIvSvIUIo+vHNSgZ/2mOPsLgvsW22Cvd+b4hxbdjtjyY5TEWl+lZARUB4qf0te65Knt5PsvCtM46Vl3ozJSEx3NxIiQkUZyrknIs5LIpQiUpM8jQuEKHWnT2bzJGjpXiR5mzHMee3UJG9Ldo/KsHtPYrICUn0rs2kNpPgJ0aHpgS0ZbZEe9A3SeYRoV0YPqEJ6i9KzH1Rsqgrpx9epQnqwbbszvmN0ZLRh+3+JtMAmSOH1W6vzTuwpvuW5jE3yodfGVDzfItJTh3h3XYR7FOdaSKxezVahfqgkSaXaqMleQoRvuBMJUbbsa8bOqza7rq+REdYfmgg7ZEZNRWbMAmTGrkB2/GrGWmTHrWDr5iEjcjy/1tSAL7hUj6Go4RsKnNjc8J3LT+l76++aCVKaPI21dMlC3lxp//6D/I8NkqH02aSo7StXrhj8+1dClqEyMp8usgz9/PgwMjSysHN8/mC2nP4G+8ZAG1cD2igLaCMtoY1t+MGk52OGS9oLrPHIx9W4X/k616SnqLEoADXn+aHWrEIZWs/xLuy3hZYwVh7+dBqMZ38nQg8xDjICN8gytBR8NmRkZPSh3kDbtm37bdKkSQsN7SMN+rCzs2uwbt26PHZT/mvoF0Xm80GWoYV4nxyDO5eO8I7w//3vf3lzJJKgiYmJXIJSDVApArRAgErRn2ye0uBv3LjB0303rF+HFfPHY/uSYfhxsw2ubh+IlGs2xR73+KrGUF4z5pGhSd5GUF6vhusHm+LWkRZsvhkSvJojLbAlb+CjCq6CPzRGOLylPMwsGqJRw7po0bwRvmr3JTp1bIvuXdqjV7f26N39a/Tq3h5WQ9oi6HYdXosy1a8yl3vJvuZI9DZh4xoh0dMI8R6KgvT4GLfChknRogiNFNPjI26L6MjQcGn+pihHbxuxbYXalMHXjOB9QQHnk0b4aafQ0XzfKhPe1dz/sjHiXc2Q5mOONF9TJPO0dZ2anq76Uq8Qo0KkbvTicoKbNBVEaLy7/lSKFCUSKGJUV456SstmSPJieJoj2duCk+TD7pkPScqqSPGtjRT/hkjzb4a0gJZIDWyHVOU37PXpxO5xF0F4BvdEWlAvNs9Q9mTTrmz6HdIDv2Xb07ZtkRrwJVL9mzIaIMWvJi9ZkOxTjh27DMOCnwtP5adzJekpis8EUfzGu4m4GvE6rLGi+Iy7qyNBXUTuCsSIUlRqZiU1jKKaoSnewpQkeIInpejXhiroKy5DMyJskRE1hcvQrNjlPDqUR4XGLUNm9Gz2/Bikh/TgDblIsEaz90rIFQXO7W78TiNA/06ASuzfvx+bN29GbGwUdmzbiG1bt+D4seO4du0arxlKn1tKlZe7ycvIyHwIZBn6+fFBZOivy6HNrMPmb77lGDHQxtQQZGhU5fdyjv9iBOS/wP6oZ3B0yUebY+mouCUOlTfEoMraSEy5ksG367E7BjUWBqDWXF+M2BOF/ptCUXeyG+o53EX9cU6IURcf7frbrz/jqcekvxehB79gy01lGVoKPhsyMjL6UBmvXbt2/Xf+/Pl7De0jDfawsrKqsGTJkjD2RSWLUJkPiixDJ+GJlwNcjoxDfFw06EE1QdPT05GUlMRrgUoSlDpQk0QhASpJUHd3dy5AT5w4gQ1rv8eahfbYumgIflg/FL7Hhr7W8c+ubwPfC6a8+zdF6YXdqoS7JxvA5WRTKK82Qdy9xkjxa4x0auATVAf/yjDF8Z3lUaFiYzRqVA8tmjVA2zbN0eGb1uj6XTv06NYOvbq3Q082HT6oFZQ3ayA9sDwbowyvj5nkQ42CjHgUnyDaBBEaq9MwqTgRGnZbR3yKhDLCbjBuGiH0lhE7d2rQYwSPs0a4c0yBqwcUuHlIgeuMe2eECFMScCmehV3eeaSnKOy4vKPGSzrNl2JdCrvYC3LPiMNrkbrS+QuNmPREKQlCURbGuxoLiDVL44tGkFIdUXdRlN6TokhNRUlqjiQvSyR6072rwKiOZN967F42Qqpfc6T4t0RqQDs2/YZNOzI6IzWwi0hXEbYu4Fuk0jb+7dh+LZFM+/o2YuPV5k2skryodqsle00skOBBNVBNhPMVhS+Jz1gxIpZfn3gPCkRoEfFZcC9dCudj7hYuS9I0TowQTaQIUR8FT5MnKZvq3wgqZTse5ZoRZifK0PnIjl2G7LjvGSuRFbsYmqjpUIfbIj24C7sn1flrSzLU5wxFATd9r6nwxUG1Qjdu3Mhr+kZHR+LOnRu4cukCrl29yktVUIo8fYaJY8eOGfz7V0KWoTIyny6yDP38+CAy9PmedzCOEtqoKowabz1G5ssX8H/4AufUL7Ax+gXGez9G5+v3UeNEJraGP0W5fWkovzsZFXYkouLWeFTaGIPK66JQZXUEuu6PR97zF6ixKBA1KUV+jg+iMl8gKe8F6k5yRb0JLvhi7B2sP5PwV9H64tdC2edi92oReoCxn5F4UZahMjIypQoqjXnkyBEsXrz4rKGdpEEeDg4OFWfOnHmZ/SD8/+QvKpkPzecuQ5/6OODK3gnIz8/nafFSSjzVBKV6oJQKT1GgJFEo8pMkKAnQ27dv4dSpH7Bpw2qsWjAOG+cPwsm1AxF/yfqNz+H2zq7wPGPOo/OSvCjtvCy8ztbBvR8bIfBKQ8S4NkCSTwOkBzCUNfG7yhSn95ZD9eoNUP+LOmjetAHatm6Cb75uie86tUG3Lm3Qs2tr9GDTYQNawO9qJagCqDO6CY88pQhAighN0IkIJdEWW0SERumIUJKgYbd05KdI6HUGnzdC4GUjeJ8TOpXfOarA3ZMKBF4SurknSvUqpZqWYjo37zLvJNYZFWuNcqRGTCK6XeljnHVwoeswQbKXuSBLJUkqykI9OVqAsdDRnqaEu64gNeKd7hN4BKkpm5qye2XGsGD3jaI2K7F7WBOJPvWR7NOY3dNmjJZI8muLZP/2jG8YHRgdOSn+3yLFrwODrff9itGa0Zzt34iNU5eNWY2NXY4dx4Id25y9HmbsfEwE3AShywVoUckpRnrGSFGfLn+Ds85UHKNAht4TU+a9JSFaAWkBTZEe1AGqEGoKZQtN1GSeEp8VuwRZcSt4hChFimoiJ0MdNgJpSnbNvpV5tGkMe73cTyiwbVmbd5IK/zoylP4zgpokUW3QBw8eQK1Ww9fXl9fw9fYWavjS55iWqcbv3r17Df7dq4ssQ2VkPl3etwz9p/+J9LbHMvT3Zmnmw3WTL54E9TMMW+KF8ZuUmH0gEt+fjseO6+k45ZX91+1fuEIbVVdvXdzPL7Al4GdMcc7DDLf72BPxK9Kf6e+3LuwZyhzVFHKEyEDZQ2qUPZDOJejWkCeosDMJFbcn8IhQXRFadWUoaq8IgUfyU9Rc4M+jQmvP8kLafWH875b48qjQL8bcxpDl3nrH/vPlcy4l9YTfmfavFqH7GuCp23xZhsrIyJQ6SIiuX7/+sqG95Ad/2Nvbl50xY8aW48eP887xhn4hZD4/PmcZ+jJwIq7stsOvv/7Ka4NqNBoeDUo1QSkSlOoKkkSh1Fo3NzceWXb58mXs3bMLa5dOwob5Q3F0Vb+3EqC6RJwdBteTZXn9RmpsE3nHFP4Xq8HrbD0EXKmPSOd6SPSsh1T/ukgNqILnKUY4f6gM6terhzp16qBZ0/po3bIxvv6qBTp1aIWunVuh23fCdEi/5rh3oRzSA4yQ5CM14aFU6DcToVJEKMnPsJuiHL0hiFBaF3RFwUUoRX8GX2X7i7VDudh01onuvCsIuWgn/TqkEbd1tr9T2JApuijO+h3rY8Su9TFOghjVjSgVMCpAiiiN1ZnXiyaVxKO7JEhNeISm0LCJxKg5oxy7f1WQ6FULCV5fsPtJUrMZu7ctkezbBkm+7ZDo+xWbtmd8zda3F+a92yLRuzXbpwUSvBuz/esj3rM64j3Ks9fBkmHOjmnKJW2cKGm5uJXO+a4QMRsr3ctixbAol51LpmA7KTLUrYgM9VXwcgppAc2RFtQJ6SEDoA6349JTEz0XmTFLkRW7jEvRTLacEekAVehQnvqf5F2Oj0mv051Dxlg+t+d7qQeqC5Wk2LFjB5YvX46bN2/il19+gUql4tKT8PHx5VKUPstU35dKXNBnnOqIGvq7VxdZhsrIfLq8Sxn6OuVEPjQlnaehv1cNiaFl6PPfX6CR1RU0HHUdDexu4gv7O6g/3pnX4Hxe3D7PnAvmZ17T8BT2yhuiUWlTLJeYFbcloMKOJEy+ex8vxe1+THjBhacee1NRfk8Kyu9K5tsv83qABnsS+Tg0Ho1bdVU4qq0MxcRzafBNf46rkY8KRGidaR4IVz3n4y86EcvPm87/yzG39M6Xp8cXFX5p114tQvcyzvaTZaiMjEypg/oabNmyxXf48OHVDO0nP9jDysrKzNHRcea+ffueU+FUQ78IMp8nn7MMdd4/gqfTvnz5EhkZGbxBEqXEkzChuoIkQV1c7nIJevHiRezYsg4r5lhj89yeCD874p2dxy+e4+F8tEJBDccoJyMEXqkA3/M1EXClDiKc6iD+Xi0k8wY+ZfEkUYErRy3RvHFt1KpZB02b1EPLFo3Qvm0zdOrwJbp0+hJdOwvTgb2bwvlsOaT7C7KLokJ5RKiHUDOSi1A3UYTeFUWomB4foRsVKkWESpGg0rrrAiRASYqSMA27JmwbfkNYjrhd2F1ekp688dKtv8pQPe7oRIre1o8Y1YsclSSfU6Ec1RWlBcsuutsZIdpFJ4rUWTftXBCRXExSBKmbCRej8fdMGZTGXoFRnVEXiZ5fsHtKcrM5Er1bisKzDRK4/GwrTluz51vy2q8Jnk3Yfl8warHXoCLi3EmCmrHjmCKGHYcaTsUQLuL5FSc9da9J5x4U4FSCSHbSvxexohCVminReyPZy4i9x6irPcnQzoIMDbODJmIyNFFzkBmzCJkkQmMWsuWZyAgfC1XoYKQGsGv3MhPGZa/T5T0VsGzhxHeeBi9x8uRJbN++HStWrOBClD7HJEIpmpvkJ5W0IOizTJ3jaUpCNCYmBrt37zb4925RZBkqI/Pp8joylAIiDC0136co/dzk6PuToU+hfWjzWtt+O+EWGo24gobW+kI0LL3kbvOzL6lQbVkwj9okaVllTSQqr4/iNT5JaFbaEocup1T4nW0bmv8CFbYnFsCjP7clCKnwFAXKth/+kxpDz6Sjw75EfLktho9L41dfosQp5QN+TOeYx6g9UxChdSe742pgPl9/2j2TnzedP13Hn+I5/uu3X0uWfqc7lCxC9zBOdpNlqIyMTKmDZOi2bdtUNjY2Aw3tKD/Yw97efgD7MZdHIlT+gpIxFJ+rDM11dUBokA9evHjBU2opLT4sLIwLFEqJd3Z2houLM27fvoNDB/ZgwzJHHF/dDy/8HN/L+bgercRFEkVrkqwKumYJ/0tVEHilBiLu1ECcezUkelfkNT9/iVPg1g/maNeqOqpWrYkmjeqiZYuGaNumMTp+3RydO7ZA104t0OXbZhjYqxHbtizS/BRierwgXOOkqFBXsU6oS/F1QiURKkWAhlwT4Onx4nzIVR2uCeslSaonRW/9FUmERugI0WLFqChHdaNHo3Tn7wi1KqOLilIdooqRgvoRk2IUqV49TimtXkxddychWoZRhQvqeI/6SPBoyCDJ2QwJnl8yWiLesxUSvGjaUogG9WzOt4n3aMD2q83GqcxegzKIdTNlmLBjmIgS1JhL0GhniULBqXu+xV2j7rpipbFT4VhSdGisTnQovTeSvIx57c/UgBZIU34HVchALkMzeGToHMYCoat89Dxooqay52yRHtQXKf5NeA1aev/EsNflzI562LN75zv/kUw1dagu6LJly7gQpWjux48f89IWlAZPn1+Sn1Tegj7PlBJP87SelqmD/OrVqw3+vVsUWYbKyHy6vC8Z+iYN6t4X0nn8kyjST5H3I0MfQpvdBtrn+15r+0lrfNF42KVCIWpLQvQ2znhmFbt9dPYLXreTurqTrKy+LBjVVoSg6sowUYxGCBGj66LgcDUTz9g+FO2px/po/nyjrbE4GvIIUfmF4691yeLj8q7x7DjLrqTz9VQjtM7Ue6g7SWiYtEqsD6pMeMwjW+n86Tp+eVpCerwuwdtKFqG7G+LpmQGyDJWRkSl1UBMl9vvmdwcHh+8N7Sg/yGP06NFt2Q+yaLpwOT1expB8rjL06ObJ+H//7395RJkkQimiTKgHehtOTk64c8cJW9YswIaZXfCr9/uRoBLXd1dHyHVBhpJQCr1hjMDL5aC8WhXht6sgxq0yEjzK8DT3+5EKuP9kim4dK6Nc+Zpo3LAOvmzRgMvQb9pTdGgzdOnYHN91bIp+PRrhypGyvDEOpcYniBGhuunxvHO8cwl1Qm/q1AYlGXpdX34GS1zRXx8qStFQXSGq03xJT4i+QpJGis8XCNGS5m+LcrSIINUlUqceqSRO9eWoKB9FKRqt06RJiBZl8GhRc0Z5Lqjj3Guz16w+4u41QjyXnc0YzRktxCnRlNGYbfcFF6Hx7lXZOOW4CI0hCepaGA0a41KMBC1B7OpRwjXroSNGY3SjQ8XO8lyGepsgxbcmUvxbIU3ZBaqQQVCHjYY6YhI0UbORGb0Ampj50ETOQkbERKhDrZCu7IZk37o82phEOkUGH1jX9J3+ID58+DCP6Fy8eDH/31OK5JYkqBQFShKUPscU3U2lLmgqidDw8HAuS5cuXWrw79zikGWojMyny+vIUBIVryMfKRL+Q0L/6fR327xtczz67vtUBem7l6EPoc1qDq3Kgs3/+lr77DwVjSaDzqPx0ItCyvzIa2hgewMrTsQUu/3yi6k8VZ2aGNWc58frePbbG4NbsU/w1ZZIQY4uD0G1FaE8wtNX/QIrXXJwIOAhRpxKFaQpRX6y5+utDvvL+FfCH/FxaXw6zoidkXx9/q8vePp+/QnOvFnSgKVCfdDMB0KqP50/Xce/SkqP1yUvsGQRuovhMk+WoTIyMqUOKpWzd+/e/5szZ85JQ3vK9/6wt7f/YsmSJc7/P3vvAd7Elfbtiw6hdwgQIATSk02y2Wx2UwgpJEAAx/TeAklICL2E3ottqgEDxsY2tsG994INBgwYMIaQttlNNtkEAgm78fd/r+/93u97/vOcmSMdHZ0Zjdxky8fXdV+SpdFoJMuj0a3f8zz0gbv7yZfUb+qjDC2L9IYff/yBiNArV66Q/qAoQrEvaFRUFJGhERERMP/DyVAQMKxGtunAsgGQG9JIK5NXBxWdOt4MToW3hjNRbaA48T5Sqo39Pr8ptEB2eEN465XW0KRZZ+jbuxv0f6gXPPFYH3j2qX7wx2f6wfPPPgh/eu5BGPiX3hC4TU2G8gOT+MnxdiJUJEMjHAUoQTl/KswmRAvYlKgmUWlKlE2Kspw9aetNelb73UiW8uIUlyEiVDsVJks57CSpIDF6XkvLFjukRTHJ2Vx5Dtsqz2VnuJTSHS4SIdpboS9cSu2nkvKg+ntKH4VeyrLKcskdldu1VmiiSlAFlK4EVoTqSM9zrNR1Jn1Fv7P9Vmnv0CT1daHK0KZwLfN+uJbzOFzPexFuFL4Fn58ZBV+cnQpfnJ8NX57/kJTLf3luFtwsGqdcPxjK8p6D0swOZD3ntEnyqz5+uNIpUPyQ7e/vDxs2bCASND4+ngw4++GHH0hLC5Sc2AcUhSf+D1MJiqXyNOWN16MIxVYXuA5372/1kDJUIvFczMhQ3A/w4hF/rwg4UI49X1U4u18zkrS+pEWrXIZ+8yiU32gE5X9/0/Rt4jO/gocGBUK/N4PgwbdDoO/QMOjzbji8uzhTuPxfluRC92nJpFy926w0IiyTS34m1+V9fge6zM2Bzp/kkmQnTn9/Z2eJ9bb+ud+Ry1RyyXL/4AYuXfrbXbJeXD/ez8Nz0q3XPTI1gQxKwvRqH69I+Oetu/D193fhwcHHyPY/PSzEfnq8EXoiFLl0TMpQiURS60AnuHPnTqxei3K3q6zWnzFjxnT4+OOPfffu3Ut6ELr7iZdI6psM/bfC/s3vwzfffE1SZVhGiyIU+4OiBA0PDyfSZdn8GXD26PAa267UXYMgJ7gFXNVkKErIgoiGpFz+TFQLKI5vQiaLo7S6mWeBs7ENYPTQFmBp2BH69u4KAx7qCY8/2hv+8OSD8OzTD8Jzz/SF5xVeebEX7FrbCq7nMCI0WTAwSZOhtFxdV4QetwclKJIfZhOiFIekqECM2glSTZKeEYhSq/w8acNOnkY5LmNNlTLC1O58jC1R6lCCTwVknE2IUmmpSkyUmS3hQnJ75fnsooCis6fCA5oUpfRSLuuh/O26KnRSaKPcrjlJm15gJWi8rfydLYNnWwKwEpcXumwbAPZ6YYsBRoZeZGToZVIm3wJKs3rAtZwnoSzvJbhR+DZ8fmYMkaGkR+i5OQrvk98xMXqj4HW4lvuYcruW5DWFz2vCXgvMm/6Mw4dcsx96UYBu376d9ANduXIlkZooQL/99lsiPOkwJFoKj5ehAEVQfNL+oHiKy+AXHMr7rtv3tUZIGSqReC5mZCiKQrNSEveReuzbt8/ufFUjuk9nwlQkRz09LVqlMvQfg1QRivyyzfTtbn59B/q/cggeGngE+r1+lKQrUYo+6hUhXP4BHLA0IZ6kNLFkHft3Xvzadv0LnxWoydHZGdB1DpIJX/5LvS677Db5nVyuXI/LZVy1T7D+R4GUwpMUaDyZFP/TXfW6aZsLtZL4cCJtF/uega1HLpLtxu2fuTjNuDyeRU+Ebu9XaREqZahEIqkOsFIc3y/Xrl2b4m5fWW0/3t7ejaZOnTp/x44dv6EI9YQ3e0ndp77J0Ls5kyHs6D4oKysjKTKUJihCY2JiSBoUReiKJfOg9MSEGt+2zID2cEVL16kyFHuHNoTTJxrBudgGaoovGYfcWKBM4aOJzcBiaQ99HugC/R/qCY8+/AA89XhfePZppA8894fe8NILPWHD4jZkgBIpj2cToUx5PE0cntWGGxVREcr2CkWxyQhQqwgNZaBilEmNOvQUjeT6ivJog5qKdFKkRSccrzvLL8OU49PyfGGqlC/Dj7Y9F6wQtUlRTYyS8naUmq3hQlIHhS5wMam7Qg9VfhIB2kO7rIuyXEd1WXKbRowEVdOgrJBmJSjbAkCYbo0WlNALWgicFchTqxBlZWhGKyjNfACu5TwFZfkvw42Cd0gy9ObZyfDFuVnwJRGhM+CLIpwiPwKu578Cpdl94XJqU7I+/Dsc39oI5s583aX9EL4f4odqHx8f+Oijj0hvUBx29P3335P/VSyBpwORMAWKX2JQAUolKF2GLofgF4+1tTSeRcpQicRzMSND8UOQWSGJ+zU9cN9Z3fD3qSdLeUEqSo16am/RKpOht5dD+eeaCL2u8O8Ml27/6CuHYMBLAdD/1cPw0Gs2KfrtD/bL3bl3l6QyHxgVpQ5aGhtLhi2dumYTmkuDS62S9H5MkCrsS/2GXPf9L3fJ73g5uV5Zbl+yY2/SP32Upk6IV+4H76/w6k9qijXvW9IXFGUtbh+RoMr24nbj9mfk/c28+BOJUCRlkZShteB/QyKROIL/n9g+c/369bmvvPJKA3d7y2r5GT9+/NsbN278CvudufsJl0go9U6G5k6HtJR4uHTpEpEmKSkpRISeOHGCpEKRoPVvw2+5k2t820I3dSSCj8jQKAsUKOcLItWSeZzsjiKODrz5Os8CKz5sChZLO+jdqzM89GAPePThXvDkY73h6Sd7w3NPPQDPKvzl+fth2Yft4Ea2ejuaCGUHJrGJUCoP+VQowpbG8yI0L9RRitolRTWR6tBTlOGMhjVBesJxEJNDktQsAknqkCgVCNFzfKk6K0QTGis0V57PVnAhsb0mPFF8dmXopNBOXSahmUJjTYDa92m1plGZ0naaYKV/l7MCcctK0AtxTDKUT8oyt7MK0ThtiJKdDG0HpZl9oSznD3A97xW4UTAEPj89Bm4WTYabZ6fDF0UzFabAzTOjiSgty30BrmZ2J6Id11mk/P32rW4DS+ZPMbX/wQ/K+MF41apV8Mknn5D/v+vXr5MUKP0fpf1AqQSlSVA85SUoJkYxLYpl8XPnziXJUnfvY80gZahE4rmYkaH+/vuF4hH7JRuxa9cuB7DUrrpg74fdDpEs5QVpZcRoXROkVSNDC6H888Y2EVqmnP/3Fy6t490pUTDgrwdVUIpqSdH0wr/bLYf9OLE/Z5/hEWTYUm+vE0RWxhX8w1Z2f+Z7kuYkjI8jTN5eZL1+wLRE9XJtmU/9HXuTTl5/Sp0Or9wP3t/RhJvW616bGm1NgvbXJC5u94wFKa6JP5EI3fVklYhQKUMlEkl1gUPVt27dWjJ48OCe7vaWVf7z3nvv9V2zZs1l3BHJgUmS2kR9k6G/5c+EwgJ1oEpaWhoRoVhGGxkZSU59dmyHpJ1D3bJth1f3gtTDtjJ5HFaE6VA8RUF5TkvzYWnzlzkW2LCgMTRp2hZ69kAZihPle8ITj2E6tBc88+QD8MxTPeGF5+6HT6a1g7IMweT4WNvkeHZoUhErQrVUqLVPKJ8ERREaYk9+iO06Kk0LwhxL7Fk5SpOnpykRXGm9KEl6ghGmJwS/C3qV8iX5fH9SKkXPskKUlaJxDGTyO8rN5gotoTihtUJ7uGClnXpZPLY5aKrQSLkNlwKNEQjQaIvTPqlUbl5gyuLJUKQ49fezXFrWrr8qXyqfqKaGL6c2gCsZHeFqZj8oy3kWyvIHwo3CYaRMHmXoFyhDFT4nqdCRcD1/EFzLeVq5TXuyDlw//k23L+0JW7Zs0t3n0F54OBBp9uzZoLw3QmZmJnz11Vdw8+ZNIjPpZHiUmyhB8f+VpkBRiOJlmPzEZTDdjdDev7jeadOmuX3f6gpShkoknosZGYryUE9A+vn56eLr6ysEU/Zm2bFjhxVny/L3Q7eDl6WsIOXFqF5i1JOkaJXI0L89YS9Cr6EM/YdL61i0PscmQxn2Bl10WJaW0fd9J1TtLzrsOPgdL7WV3f/9LpGkqihVZekfZyZarx+2JJtcTpcZstAxxbrxyCWyfpoAXe572npdSdnP8OQbgXbbOX9NFtw2Wx6PfH/OUYQiX6RJGSplqERSq8Fk6Pbt2//hrfy4211W6c8777zTZu7cufH4ho8P0t1PtETCUl9lKMoTLInHRCiK0JMnT5I02fbtWyFlt3tkaNCaZyF+X1My6ZyKUMppbRr7Oa3E+UaGBXw/awxdO7eB7t06w4N9usPD/XvAY49gOrQnPP1ET/jDkz3g+We6wcyx7eBKiqBPqCbS2OThmZP2qVBreTwOSQq37xGazwjQXA1WiLJilC+tP8WL0XBbT9JCQb/RQg1hopSTpKd5aRppL3etZfiROolRPi3KSVGKrYy+sUJzTYqi+LxPowW57Hx8E+X6hlYJSm97jhGgVgEbZUvnskLTrleqBkmGxjAwPUPtWgqw64mybwFAZSi2X7ic1giuZHSB0sz+cC3nj1CW/xrcKBgGn58eTQTozaKpyulkkhTFy8vyXobSrP5QknYfabmAz2lekAW2LXvSYT9DpyDjh2RMgOIwo7CwMCgpKYEvv/ySlMTj/ySVoLTfJ1sOz0pQlKR0eVwO06F4HxMmTCAf6N29X3UVKUMlEs/FjAzFfaOeoOTBnsp64JdBPFu3bq007Pr4+2RFKitJWUFK5ahIjLraW9Td+2szVFqG/nrAUYSWogx1LD034sjxK0IZ+tFyR1H5p5Fh8NBrgSSd2e+NIOj3ZjDMXpdrL0yHhpJydpSlRJgq0OsW7yxSLx+iLvPoiHCH+4hK/0orgQ8kCdBRH8TbXf/td3dhx/5zsN3/LBRf+RHu/Py9a9LvwhFHEXo+oMpEqJShEomkukBPiO00J02atNrd/rLKfkaPHt146tSpm5SDgd+lCJXURuqbDP01bzokJcSSVCgmQbFPKILDkxKTkiAs+AhE7xgC/86r+W3L3T8Ywra1IgKLytBTWiKTSD9NiGJPyLI0Cxza3Age7d8GOnfuAv2IDMW+oT3h8Ud6wpOP9oCnHusOzz7VFcaPbEcknLU8Ps4+FcqWx9ulQiPsU6Gn2PL4EE6GHnMkj8ImRVnCbKcFbHpUL0mqldqfPs4IUp2Se0NYKarXl1SUFOXFqN2wJZSdTTSaauD5Rsp1DawC9Sx9zmMsDq0JaK9W+ncQ9Ullt9lu4BOVoTGa1BakYK0yNJopk9d6hl4iZfJN4Ur6/VCa9agmQwfBjcJ34cbpMfD5mYkkHfr5mQnK7+/B9VOD4RopkceBUU3I6wvlcsLeBvDJrL9aP7Tih1n8gPz++++TIUb44RcFJg4vQxFKpSY78Eg0FAkvp0nQ7OxsAopRBKstMAmKA5fcvT+tKFKGSiSeixkZigJRT0Ru2bJFl82bN9uxadMmXTZu3Fgh+PXQ+2K3gxWmVJCyaVIqR0Vi1KiM3owYrY2CtNIy9Ks+9iLUKkOzXVrP6fPfC2XoG2McReWUeUm2cvqXD5F+na+Mtl/uz6MjVFlKhanCj7fU645GX7ddh8JzUCB8/y/7+7hy/Za1/B155s1A3W3/7Zd/uS79YmbZi9Diw1UqQqUMlUgk1QVOlFfeL/9b+cwU6G6HWWU/I0eOHIRxV3xwcickqY3UOxmaOxUCD+2FuLg4OH78OEmnYToUy+UxKVpclAPr5o+EGydH1fi23cqYAIdWdyDysFAToURAatDhQyi1cOp8xO6G8PKfWkPHjl1JMrR/vx7wyIAe8NjDPeCJR7oTGfqHJ7rAu2+0h8KT9hPLiQxlZdxJmwil6UoqG1khaVciz4rQYJUc9pQTonwZ/SmRHGXK6vk0qYMgDbcJUockKT/JXiRNRSX3JwSpSnaKPdu/M0YAkZ4NNFT5eTaGQ3vei2hbAgP5WaQ3ZEp7HZyPtkFkLSOz+WSs9bFwMtQ2Tb4FXMnoBaXZT8C1nBegLO91uFHwrpoMPTNeYZzCaLhROFy57jUozfkDXE7vBBeS1MdQrKx//9ousGjhPNiwcRNMmTIFFi1aRD7gogC9fPkyXLx4kaQ48Xc6FZ7vB4rQFCheR4UpClC8HV6HchQ/MNd1CUqRMlQi8VzMyFCUiM6E5YYNGxxYv369kHXr1jll7dq1uujdhr0Pug2sNGUlKRWkrBxFMUoToxVJi9aVEvrKydAEmwhlU6FXm0D5rR0urev2nbtCGfrwSwcdlt19+IJw2R8YoTlk4glVZhJhqvLDT+p1BShetevobXNP2/cm/f3fjtvz48+O2/2fX2/bRF7xNrHgu5kEt79Itr/M7zFbj9CvsqpchEoZKpFIqgsMd+D74oIFC5Lc7TCr5MfLy6v9ypUrrytv4v9P7oAktZX6JkPv5U2B7evnk1QoDjMLCQkhMjQ2Ng6SEhMhLycVcjOiwGfxm/BT+sQa375di+6HtABV4tHJ7PlhtlJzvBzlVkm8BRIPN4QRb7WCdu1VGYp9Qwc8dD880r87PDqgGzymfAh74pEuMOjF9pAd2pAkQ88zJdoOA5N0yuPtBiYJUqF5jAwlIjRIlaEEJiUqkqP5LKE6CVL2MgNBaje1XiRJRcObIu2x6z3KilGudF3UY5TAi09efrIClCZxT9o//2y5P9szlR00Rc9bU5/M302vhQAuw5b+WwcoJdJkaBu4mtEbSrOehGu5f4GyU2/C9YLhcKNwFFwvHKOc4tAk7BX6lnL9i3A182EoSW1JJDved/5RCxxY/xDMW7CR/F+hwMRkJ+0BSmUmyk02BUolKJ7i77TsnfYDxdvheVwX3g4TRsr7K/mgXZfKJo2QMlQi8VzMyFAUic5EJfZXpqcsq1evFoKD6fTA4XLOEN2OXT/dHlag8pIUH5dIjJpJi1Zk4BLdp7r7faFSMvSHSY7l8ShCryh8NdDl9f156DGh5Cy9cctuuSvXfxYuF5lww7rM8KlRDtfT61Bq8tcdCrvssD2veoWR6waNOk7K+Pnrf793B3756Tu4/fd0uJ0yQV/wnVSuixjDyNFUVYRiOrQaJKiUoRKJpDpBGYrvf8r7aYG7PWaV/MydOzdWeQP/P3JgkqQ2U99kKLLzM2+IjAgncXRsX4Fl8rGxsZCcnASpqclw6VwuFGRHw9KPRsI3iVNrdNsCVz4NkT6NibgjwjBU68d5TBWGKP9QcuHgnNzQBvD+2JbQvkNX6NO7O/Tri0IUE6LdYMBDXeGR/goPdYLnn+4IKYGNbEOT9Erj2fL4cFt5vHBwEl8Wz4pQhuwgmxxlhamdGD0mEKM6CVK87FSITZDyklSvxN5uaNNxwaAmvoSeFaOaqHRIbxpI0SId+XmGF6AnBAI0wr4NQEWwPja6Xj4ZGstPk28El9M6wNX0flCa/Qcoy/srlOW/BddPDYcbBd4KmAjF8vhhcC1vEJTm/BGuZPSAi8mNyboKlec8cW8jOHlkPGTnX4HMzAxISUkh7ShwqBHtBUpToFj6zkJToOxQJLwd/o5pUhywhB+svb29SboIPxC7+8NuVSJlqETiuZiRoSgSeVGpJy0/++wzIStWrLBj+fLlBP53V6G35deP98nLU1aSsnKUF6OitGh1lNBTzLxfuNqbVC+limSkV0KGftFDLEIvK5Q0VZb50qX1TaXl7xxRSZ87LIvl8/xyI6ZFW69/YUiw3XV/Un5nb49l7+z1SzbkOtwHClIs39fb3ru3foDbBYvhduwQY8G3vbc6LOnHv6m/F+2D2/84W60iVMpQiURSXdD/UeU985y7PWalf6ZMmbJceUP/j9zxSGo79VGGng8eAXExJ6wHrVguj2XySclJ5Nv8rMx0KD6bB6WXTkHEMX/YutgLyiLfq5Ft+z5uNET7dIRzJzSReEw5DVQ4qkpElH8oJzGdiP0hV3zYHNp36AK9H+gGfft0V8CUaBfo368LPNK/Cwzo1xGefKQDhPo2IZPGrZPjOREq7BN63Fauns+mQhmJKRKhuK1WgmynvChFqBgVyVFhetQZfLKUEaRskpRKUbtp9k56izqkRgW9RvHvcoYmbdnErUCAnqZEcAKUTeWG64td9nHY/c48Jrt2AHQIV7T9NHm1TL4xXEnvDFcy+kNp9jNkOFJZ/mAoOzUcrhd6wfUChVMjyGWluS/B1cwn4HJqeyJT8XHj4KTYfd0hMmgNJCZlQFJSEqSkpBKJiSIURScmPlkByqZAMS2KEhSXRfD6K1euEKG6bNkyGDduHPmgjB+IPUmCUqQMlUg8FzMydNWq1brCEveBeixdulTIkiVLqgX+fuh2sLKUSlIqR3kxypbT07Qo31uUnUavV0JPxagzKeoOKi5D7xiL0EsKf5vk0jq37isSytDFG3LhctnPUHz5RwKeD4+7Llx2467TEBB62ekgptHvx9pdP3J6tEvbeu+7bLh9/Dm4HT/cWO6d3WubGl/gW+0CVMpQiURSE2gT5Uvc7TIr9TNy5MhnlDf4W+5+MiUSM9RHGfpb7mRYvXQOSYTiwTTueMg0+cQESE9Lh5zsLMjLzYIzp3Ph+pVzcPVSAUSG7ocdq2fDnmVvwfep1bNdv2ZNhJ8Tx8CuBV0g64gqETOV08zD6ikRosdUqYeS63qaBfxWNoO2HbpC717doA8K0d5dFDpDv76doX/fjjDgwY7wSP92sHlBcyhJsO95SROKpyPtRSjbJ1RverxVhhqJUI0swWU5vCDlkqN5BnLU7jJuufxj9nLUblCToC8ppVAkSHXK6h2m1rNiE6HCk0nc8slbNgFKU6pUfrJykxW59HEUhDKX056yOqLXrlz+hGMy9GKCKkMvpzaHK+nd4UrGI1Ca/Ue4lvsKlJ3CZOi7RIISEXpqCJTlvgZXs56Hy+l94WJyCzI4Ccv2Mw5ZIMr/aYg+EQzJyWmQmqqKUBSctB8oLYPH30USFNOgxcXFZLASfjmxcOFC0hMUJSh+CHb3vrI6kTJUIvFczMhQFIgi+Yg9kY3AvswicP9ZXdD7YLeDlaVUjiK8GMXUKBWjlUmLohStSG/R6oSVshWXoTeMRehFpBmU38s0vc7Y1C+EgpPn0ZcDSE/PweMjTS2PpOd9Y3dfK7bkk8ufGHgYZi9Jg7i0L0xu53fwn6xZcDugO9zOmu1c7gW8YhuSdOg1KUOlDJVIPAKsWlXeA78cOnToAHc7zQr9jBw5soVygHDR3U+kRGKW+ihDka9ix8Chg+oBNR64YjoUhyqhxMnOzoTc3BzIz8uBwlN5cP5sAVy7egE+v14C585kQlJ0EATuXQv71k6AeL9h8F3SuMpvU94UuJU0lsjQoyv+BMe3NIP8IAukHrBAeoAFMg5bICtQlYY0HXoz0wIhPk2hb58u0LVbV3igFyZEuxAh2ueBTtCvT0d4qG97eLhfe5gx6j4oS9VKuJmBPWxfSrtEKCND6bAkhz6hx2zDklgZittpyFFb2tUqR/nEaBBXVi9IkAp7kfLiVFByb3cqGNokHNKEz0uEijW9Gali13f0BHdKzzMC1CqceY5bHAdHCfqoCnurci0CWKlL063WafIxqgzFVCgmOy8lW6AktTVcyegJVzIfg9Ls5+Fa7qtwDXuD5g+BsvxhCkPhWt4bcC3nr8oyTynLd4ELiY1IT1S8r6R9Fojc/zYkpxdAenq68j+EadBTwn6gWPqOkMFIObnkMhyuhMuEhobCnDlz4KOPPqoXEpQiZahE4rmYkaEoEPXk44IFCwyZP3++Uz799NNKIVonuw2sKNWTo6wYpaX0bBk9pkVpb9HKltDziVEjSSpazgzsffGkp6VUUIZetYnQq5wIvaSJ0AsKJT2UZf9hap03vvzFtNy8+fUdKLn2Ezz26iGny2L/UP6+zl36ATJPfevaYz6/AcoDH4A7h3rA7Sv7dWQelsLfULgMt69G2E+MR5I+hdsnp8DtwMFwe/czcHt7P7j9dbaUoVKGSiR1Cm2i/I/e3t6j3e01Xf4ZM2ZM42nTpvngG6Tc4UjqCvVVhiJbPn0D9mplWHhAHBkZScp7iczJySYyND9flaKnC/Lh3NlCuHTxLJSiGC0rgaslRZCXGQsnQvbC4d0r4dD2j+Hg+vEQsnkEZPiPhNKIUUS6fhs/Br6JGwOfR42F04HvQazfCDi2xRsObxgDR7dOhqBtk+HAWm8IWDkMore+A5ePvgt7F3aGNH8LJO+3QOpBmxBFcUh6h4Zb4Eqicv3hRvD2q+2gZetu0KtHZ+jVszP07tVJoSP0faAD9O3dDvr1aQd//kMr+CaXK43npsYLByaF2stQu16hAhGarYlOO/mJ6dZANd0qkqN2YpQK0aOcFBXI0TwNh8uPOYpT3fQoJxfzeRnJiVE7eDlKBSl/mZH85MSzSIKKZLTTtgBUhjLJUDJASZs6f14rkSfDk5IbQElae7ic0QeuZj0BpTl/gmu5A+Fa3ltQlv8OlOW9o/z+FpTmvgqlWc/DlfQBcDFFHZyE6Vd8zmN2tYHIo4sgJ/8KSVaj4EQJiklPLHmnSVDaExRPL1y4oPwvlZIBSfg/OHXqVPKhGT/44odad+8baxIpQyUSz8WMDEVx6IqcnDdvnlM++eSTKkV0HyJhSuUomyClYpSW06MY5cvoWSnKltCLBi7REnozadGqgi3Pd0ZaakVl6M82GXqZT4VqIrRY4XxzKL/ymLL8D6bWi6lPMzI0KfMrsnxy9tfw+EB9IfryyFD4xz8r8vgYSnygPLgflB/qBr+GPAW3fyxylHjR4+G2zwNwe4fC9gdspfFG+DwMt/92SiZDpQyVSOocKEOV97nfxo8fv9LdbtOln1GjRjWaOHHicB8fn/8PS27d/URKJGapzzL0h5QJsGDGW+QgGw+k8UABy+UTExMhPT0DsrOxXD4X8vNy4ZQmRU/l58LpQhSjZ+BS8Tm4erkYrl8rgc+vX4Gy0hIouXgGzhVmQlZqFCTHBEFMxEE4GboPoo/vh+TYYMhOiYJTealw4XwBXL5wGkouFMKFc7lQfDoDCnJiIC3mEBz2Wwp+K/4EEVubQMJeCyT5WyAdheghVSyiAETphVIThdbCmfdBgwbdoVfPTtCjeyfo1aMjPNCzA/Tp1R769Gyn0AYe7NUGrqUwfSypDOWmxtulEzXR5pAGFUyPz2ZkKJWcpMTfCVkUNjXK9RzNESRH7RKkPAJBKizB1xGLrBjN58Qoi4PUZH/nE7Y8nPh0Jj/tEq+s2GWWY4dJWXuIsjL0pFYir02SL8ZUKJGhjUnS80pGP7ia+TSUZv8ZSnNehdLcN+Fa7mBVhOa8pvCimgpN6UZSoZgwRZmess8CJ/e+ACmpGZCXX0gSoShCESyJt6ZAlf8l/L20tJSUwuP/Gn5wnj59OvlAjB903b0/dBdShkoknosZGYry0JmM/Pjjj+3OV4S5c+e6hJl18rKUlaOsGGWlKH7xxfYXZQcvOSuhN5pCrydGXYXelq5HBE2mikhNSaq4JLzeXVwebxWhCueaQ/lZhUv9lds4TmTnGTrppCkZ6nPgvPU2n3/1C8xYmAIPv2S7/tm3jsJa30K4+1tFJejfle1eDuXBfaH8cDciQu9lv28s8r5Ihdv7nzcnQv1fUG5zTZbJSxkqkdRJcPC68t72X8pno0B3+02XfsaMGdNfeWMvCQkJcfuTKJG4Qn2Wocg38eNh6Zwh5EAcD3xxJ4QJ0YSEBG0SdrZ1EvapfBWUoyhG83KziSQlcrToNFwsPgeXS87D1SsXofTqRSJHr5ddgc9vlMLNz6/B9WtX4FrpZYUSuHy5GC5fOgdni05BQX4G5GYmQ3pKNCTGhkH0iSBYv2oxHFjdDWL9LBC/R02IpmnpUFoqfwpL5TMssHt1c7BYusH993eEHt07wv3dO0DP+9tDrx7t4IEebaHX/W2U01YQubMRFMcaD0sqYBOhrJDj0pU5TCrUKkIDBSL0sD0ZDNbLWTEaaC9Hs7mS+hweHUlqCJcgzQu2OJTXk/QoLyfD7LEKUua89Tqu3+op7rb8uqnMZAUt3xdVL+3KtwHg06F2ZfLRWpm8JkNxkvyllOZwOfV+uJLxEFzJegauZr1IZOi13NcVUIgOgqvZLyvXPQcl6f3hQnJrIlMxaYr3F6O8RqMOjYe8wq+U/5Mca39QTIOiAMXkJ6ZDb9y4QQQp7ndmzZpFPjzjFxH4Qdbd+0F3I2WoROK5mJGhKA0rKix5sM1IdWJGmvJy1EiM0rSoXgk9HbhES+hFA5f0xChbTm8Weht2HUbg/fEkJyVWXIZ+N82cCEWKWii0hfJ/+hmuMzS6jEx2/3B5OhGck+YmkuFGY2bHkfMITp0/ctxRrGIfUSyfr1QS9Ls0KM8cD+WB3aD8SDdVhIY+Bv/5W5J5oZe+wliEhnlXqwSVMlQikVQ36CGU97H/q7zXprnbb5r+GTduXBtlg4/InYykLlLfZShy44Q3bJj7Krz//vvkYBrT3XTCfHJyCmRkZkJWVhYROyhF8/Lz7aRobm425OZkQU52pkKGch57jmYq16EszYaC/BwiTXEoEy6TlZEG6amJysFyLMTFnoATkSEQEnQIDh3YDXt3bQPf7evgo4+Xwpzxj0Pg6gaQuEcVoin71XQoykeUYijVSpMtcMynCSmNb9++E9zfrQN07dIe7u/aDnp0bws9728DPbq1hl73t4a5E5vC1WRucjkjQvPZ8myBCLWbHM/KUC4RmsWI0Aw9DmkYiVFGkGaLEAxm0pWmen1JuSRpXrCjbBT1ISWEOsKmSvP4tCcnP3Xh5CffM5W9TChEub6hJBmqyVAskT8Xa4Hz8VqZPJkk3xpK0nrB5YyH4Urms3A1+0WFV7U0KPIKXMl6AUoynoRLKd2gOKEJWQ+uN1P5G0bv7gFxEdsh79QlUgqPvUExDYoSFIUoSlA8xf+tGTNmkA+8+EEWW8q4e/9XW5AyVCLxXMzIUBSGVSEqP/zww2rHjCgVpUZFiVE+Lcr2FhUNXKIl9HppUV6MUjnqCvR2InC9ZkhKTKhECXmhvgjF8vhzjAg9o3BaofA+ZbmnofxOauVK16uSW8XKti6D8ojHoPxoVygP7KqK0MAeynYvh9/v3YFffvrONamHvUBFInTHQzUiQqUMlUgk1QnKUPySTXlPPO9ux2nqx8vLq/ns2bNn4beTx44dc/sTKJG4ipShKt8nj4eUXUNgnNfr5KAce4iiEMVSXhyslJycTHqJohTF4TA5ObkkBZdHBGkuOcWhS7k52ZCbna0skwFZmRmQkZkGmelpZLJoOpKWDmmpqZCUlAhxsVEQER4KQYEBcOigcgC+azts2bQGPlu2AOa8Px1efmkgrJjRCqJ2WCBmpwUS96npUJSDJCEYaoFzUcrlAY1g+OttoHHTTtCta1vo0rktdOvSFrp2aQPdu7aG+7u1gl7dW8FLz7WA0iSujyVbti2QdXx/UH56fA4zMd5OhB7RkZ+HVKFLyeDhxehhezFKRWn2EUFv0kB7cSoUogZiVE+QOohIivJc5ToTmwLJ6SA7efj7ZrYnh/s75DKpVmv/UJoMFQ1QimFkaIKFlLtfSukAJam94XLGo3CVyNA/w9Wsl4gQvZr9inL+z3A58xkoSXsILiW3gvNxDcj6UPiiqD/h/wokJyUp/weniAylaVDsCXr16lXypv7BBx+QD7j4odXd+7zaiJShEonnYkaGoiysCZFZk6LUmRjVS4uakaJsCb0oLcrLUSpIeeh1PPS2etD70CMhPq5yIvGrofYitNiJCC1QOKWQ31JZ9lko/zHIPQL0u2Rlu+ZB+cnHoTy4C5QHdVVFKJGh3aA8YwKU/6b2Jb176wfXhF78h8bJUClDpQyVSOo4+H+KbViU97wyd3tOUz/e3t5/Vd6ov8AJuChP3P0ESiSuImWoPcUh3uC3+E3wencwOSDH5wjL5qOiokhSND4+HlKSk0kJfUZGOmRmZkK2JkizcnJIST1OyM7N0yRpHp7PI4IIr8NepCkpKZCQiDI0Fk4o6w4OOgIH/HeD747NsGn9Kli2+FP4YNYkeGXg2zDi9W6wa6EFov0sELdbLZfPQBEYrIo4lJm5IQ3g06ktoHGTTtC5czvo3AmFaBvo0qk1dO3cCrp3bQn3d7sPHuvfgsi2Qqa3JRWhVKQ5pBMZ+UlFIco4tkdoNp8IZVOhIgkaIICXo8zt2cQoFaVZh+3lKH8+y2SCVDTJ3ig56lSQuiA5RWIzlxGzbPo2x4mkZdOhtGRfOE2e6RmKMvRiYjO4lNIZSlL7wuX0x+FKxnNwNesFuJL1V4WXFF4kl5WkPa6mQuMbk4n0+PrBbYvybQThB6ZDZk4x5DOvcxShqamp5AMxlj/ih0537+tqM1KGSiSeS2VlKH6ZVJupqBitihJ6Pi3KDl1COUoFKZWkrCxlLxNBb8+C6zVDXGxMJcXi91B+uZv9wCRnIvRUS1WG5inktlJOO0D5lVFQ/mMYkF6dVS4//wnl3ydD+aVVUJ72FpSHKdsb0gXKj3WxiVAqQ9OU7fhXkfW2v935yTWZ948iR/kZPFTKUClDJRKPAv9P0Skq729futtzOv0ZPnx4O+WN/QhOfZI7GEldRcpQR25nToS8AC/YvewtGD3iDXLQjgfM+KUHJkWjo6MJsbFxpLdoUmIiJCUnQ0pqKhFAKEoxRZqRkaGQCenKKf6OEjQ+PoFIVVxPREQEHD8eDmFhoXDkcADs8vOBjetXwdJF8+CD96fA8HeHwh+e7A/zxjWBiC0WiPKzkIFKaSgIj6pCFAXm6XALbF7YFNq2aw8dOyJtoVNHlKGtoHOnlsrpfdCtcwt4sFcLCNzU0L43aBiXBjUoh6eSjpWg2YH2MlIkQtMFIjSNQyhHAxhBekTjkMWh72iWIE1KtyVbZ4K9XZLUSJI660vK9k/VgU3Vss9jZeBFLZsOpclQu2nyKEL5MnkyQOk+uJTSHS6lPgQl6U/C5fTn4ErmnxRwWNKf4XLGH6EkDcvj+8AFZVm87WktFZqsvBbDfR6CuJOHIK/gIuTkZJHXOaZD8csD/KArk6DmkDJUIvFczMhQPM5wt9SsTjnqTIqKxKheCT0/hZ7vLUrFKJWjVJCahd6Gha7PLDHRUVUgG09D+cV2xiLUKkM5EZqjkK2Q1RrKMxUyFPIGQHnJeCj/Yg2U//M4lN8pVO7jpsItnfv/WeEbKL9dBOXfKY/n5m5lexYo6x0C5dEPQnl4Jyg/3hnKwxRCO9uLUCpDsyZC+a1Lduv996+3XJd5hwbapOfh1+H2d+fUy09tlzJUylCJxKPAUnlfX99v3n777Ybu9p26P15eXk2UN/yPZXm8pK4jZag+v+ZMhtyDwyF4/dvw8aSXYZT3SHKQjv/32FcUE6MoRVH8EEGqndLfY2Njifikl504cYII0LCwMLLfoF+k4DdABw8GkHLiHTu2wcrPlsDcD2bA2NEj4ZHHn4dhL7eBvYstcHKHBWJ3WSAFJ8uj8NPSg2dPWODwhsbQ94E20KZNW+jQoQ10aN8aOnVoBR073AedOyl0bA7dOzeHpbMaW4UZ3xvUIcXIyDc7UcjKxCOOqU2jNCgvQdMO6qCTHBWmSEWJUrYXKTe9XjjFXlBmzw9vEhJkI4c7L4STrOzt7E71+qDyMpQdqsQOUWL6hdJkKCtDi1GGJjaEC0lt4FJKD4UBRHqWpD0DlzOfV0Ah+ke4nPY0XEodoCzXEc7HNYSiKHVwF25nxAblNRkwHgrPfUnSz/glAPYGTUxMJB+IsczD3fu3uoKUoRKJ51LfZKiRGNVLi5otoRelRUVilJbSU0FKQVHKQi9jl0HobStK1MkTVZS+LITyi90cRahdKtSJCKUyNL0NlKcppCqktIXyZIWkdlCeqJCgEN8eyuMUYhViOkB5tEaUwsmOUH5CIVIhopMmQjvZi1AqQ8MHQPn5VVB+7xuHx/P7b78QmeiSyCv0U2XnzifgdvFh/eulDJUyVCLxANAP7N69+7uhQ4d2dbfz1P0ZOXLkX5Q34gtyenzVg2LIqOWAs+slriFlqDlwyFLCznchaP0QWDTtZZgweiiZiI0H4dg/Cg8ywsPDifCk4hNlqZr+PE5SpShAUaLiNz74Gsbp9disH0uI/fx2gq+fH+zw2aEcxK+HRQs+gamTxsBfXx4Ej/TrAfPHNoDILRY46WOB+L0WSD2oJiWxV+eZcOUy/4bwzsstoHHjttC+fWto364VdCDcR4Rox/bNoXP7ZjDoxaZEkLFTy/OPMTKUSzFSCceLQrup8VQ6HlLRS4OmGwjQVA32MnIbRo6Syw7a1pUhSJESOCFLU6XsVHtaZm99DFSS0sd4xPHx8o+d9kp1NsApmz8N0talJ0OZ1K2zkn5+wjwV3QgOUKIyFCe/o8hky+SLE5vChaQOcDG5lypDU5+AkvSnFXBq/LNQQkToo8oyPeB8fHN1aFKk2qsWe4Ue394H0hMD4fylr0mP3NOnz5BUKH5YlWXxriFlqETiudRnGWpGjJotoXc2cIkVo6wcpaAkFcEuoweui8XZ8iciI6qwHP0fUF72pipC9fqEEhHa0l6EZjkToW0ZEdrOXoTGuCBCiQztqtzHcCj/2kgC34E7P33vosT7Cm7veRZu528zXi5loZShUoZKJB4BegLlc9TP77333mvudp7Cn8GDBzdU3rT3o8zAjXX3E+YJsHKTyk5niG4rcR0pQ13nm7gxkLjzHQha9xbsmD8QlswcBDMmDIFJE8eTA3o8CMeeUTh59ODBg+R5xoMQ/KYHofsNNRF6kJTgYxkWpgnwIHrNmrXw2coV8OEHM+G9kcOg34BnYeiL98HehRYI32aBaBym5K+Wy6P4Q4F2+rgF1nzUBCyWttCxQyto26YltGvbCtq1aQHt294HHdo1V2gGXTs2IyXUDhPij9n3q7RLgR5lEqCBKrQ0nU1gpvMSlJGhVGTy8tPKAScwsjSdWxfeB5Glh+xFKYVuBxW11u0+Yr/9GbQPaaD9Y7Ub2sSkSulzYyRM7WAHTQnSqA6l+4EcVKRyUjSPKZMnglvrGVrAlMljv1AHGZpwHxQndYaLyb0V+sOllMfgUtpTUJL6tMKTcDHlUbiQ3AeK49vAudgGpNQe15ul3CeK+ZjASVB07gqcPXsWCgsLoKSkhKRB8cOou/drdQ0pQyUSz8WVnqHuFpa1LS2qV0IvGriEaVEqRlk5SgcwmYEu7wzRbfHYj55GRoRXfY/O2yeh/MIAYxEqKo83K0L5VKiRCCXl8V2U9Q+D8ptHlO37yen2/+rqwCTCzRqTnFKGSiSS2gB6gj179vw6evTo2e72nsKf6dOnz92yZct/BQcHu/3J8gSozDQrQY3EqMR1pAytPH+LHwOZ+4ZA2Ka34fCaIbDtUxSkA+HDSa/DrAlvw4yJw2HKhPdg8qRxCpNg6tSpMHPmTJIsxQ8GeECPB/c04YAH9Cs+W6lcvghmTp8Ir785BP78TD/4ZFRjCFpngQgsl9eGKaWiCDxsgQtRFgjb0Qhat2wFLVq0gjat7yO0bdMC2rZurtAM2rVtBi1bNAPfxQ1ImjSP9rtkBah2yoo9trw8k5OgFJSyDiXtnLh0EKAHGdHpTIbqLXfQQJQGMKdUkmoCOZ2TtxnMqbDUXg9BCb4etK1AFnfeYZlA29/ATrAedZSiuZoMzT1mS/rSMvkCplQeReYZbYASlsmfi28AxQmtFbrCxaTecDFlgCpDU56AS6lPwMXkR+BCcj8oju8E52IawRltaBKK82R/Cxzf1hGSo3yg+NJNKCo6DaWlpdaBSe7ep9VFpAyVSDyXigxQcrewdLcYNVtCz6ZF+cQoK0irEipbqXBlobI0Ijys6mUo5dZJKL/8qr0I1esTKhKhyZwIFZXH64nQ2EegvOhDKP/bSYNeo464PDCpFiNlqEQiqU5Qhu7du/f3CRMmbHS393T4GTp06BPKG+spOTSp6hDJzYCAAKdIKVo1SBlaPfwrdTxcODYCcvYPgQTfwRC+6U04uvoN2L/kNdi3ZBD4L30T9i19C/avGAIzpowjchQP7vHgGpMFnymny1d8Bgvmz4P3Z02DocNGwvh3eoDPJxYIw3J5X7VcPhmFYIBa6p4a0ABGDGoKFksraNu6BbRGWrWANq2bK6fNoG2bZsppE/jjY43hcqwqQ639LZlSbF7W0RRl5hFb6Xk6NySJTWVSIcmLSl0Zut+kDN3PnO7nZOgBTXweYBDIUF7YpnG9SEX9TjM5KcrL0gyR/GSGObGDnkSIZKiohylNo7JJUWtbA2ai/Ck6RImVoSfsZej5+EZQnNAWzlMZSpKhj8KlZEyDPgzFSQ8q13eHc3HNiQgt1For4PZEbLRApP8wyD91GorOXiCT469fvw7+/v6k95q792l1ESlDJRLPxYwMRclHRaCUohUbuIRpUTYxSuUoBSUpD72cXc7oNlSy8qKVl6Phx6tRhlr5Fsq/2w3lJYOhPK+zcxGawolQvT6hVISe7KLc/iUoL14A5d8ch/J7X1RoO/99twIDk2oxUoZKJJLqRJOh/zVt2rQgd7tPhx/lDVr5vOf/v1GGuvuJMosrorAmpaJZCYplxCz0MiMx6u7nvC4hZWjNcSt5LPycOMaB1XPegHVrVtk1+8fm/1guv3r1Gli96jNYvGQFTBw9GBZObAGBqywQvlUtl0/YZxOimBLcsbgRkaHNm6sitOV9KEBVGdq6VVNo07oJNG3chCyPk9CtApQt36aJRYH8E5XApzPCke0JKpSf+zmUbU/Zr5JsgpQDtvN60jSFclAljTllBzQ5SFKdMv+MAB34ZKwAXqQ6S5fS/qa0ZJ8X0w5l80yPV7shSkyZfKEmQ4uoDI1RiGsK5+PbQXHC/XAhqTdcSOynnOKgpP7KZShCe8L5uFZwNqYBmR6P60NxHr/LAkHrOkFy9B44f+lbOF1YAH//+98hJSWFfPB09/6sriJlqETiuZiRoSj0UPqxJeO8IHS3sHSnFHWWFmXFKJsapYKUSlIjjJbj5SqfPuVL9GtGhnLcuwTl/wyC8i9WQHnJOCg/8zKU5z4C5RldxQOTUnpDefpjUJ6jLHdmjHKbBVD+ua+yjkRlXTerZJv+U5GBSbUcKUMlEkl1gjJ03759/z179uwkd7tPu5/Ro0dP2rx58084AMXdT5IZKtKHs6Z6copK4/XkJw6Z4REJUj0pKuWoMVKG1gx30ycIRShyNuBd8N+1hbyWcfAMDmTCPqI+Pj6wY4ePct4XfH194JP5K2DG6Cdh6xwLhGy0QMR2dbo8CtGkA6ocO7qxAZkab7G0gAYNWkCjhs2hWdNmcF+LptDyvqbQqmUTaN6sCSyc2tBads1KOIfko1EfUJ2BSKmafBSlPpMZ8cmempah/szv/gL2MzJUgxWuVJBSHAY3iSSpHnrPDStSueeSF8q8SLUmU5nEKTvsydpPlBuq5DBRXiuTp0KUTYaejVGIawbn4zso9IDixN4KD8L5RJSgfeF8XE84F9cOiqIbERGK68H14/YeW2OBqIBJUHj6osJ5uHTxAnzzzTdE4uMwMHfvz5CDB/cr7xP+bt8OV5AyVCLxXMzIUBR3NP1IpV99lqIVTYvycpRCJamrsFKVFaO8FOVTom6RobWM3+/dgV/+9Z3b5aWUoVKGSiR1Cfxf9ff3/x/lfa7Q3f7T+jNkyJCWypteJgq3urAzMSM7jcrNa0KMGolQVnziQA4ekRh1lhSVUlSMlKHVz72cSboilLL+Uy84GniETJunr236WsbTfXv3wOZtu2HG1Ikwd0xrCFhmgZBN6nT5uN3qQKWUACydbwCrPmgEzz3eBHp0aQqt7msGFgvSFBo2bAJNmjSG5k0bw3OPNSISEGWbnYTjZKA14RngmPa0ykS9ZCYrIXUkqFB6iiSnC/D3aQe/fYwwFfUgNSTAOQ4p2kPGQtVOhh5Whz6x6VE2LZoTqE2sD+JK5UO1IUphjAyNVGVoUTQtlW8B5+M6wrm47nA+oZfCA3A+vpfy+/3Kde2hKKaxmggNV9eLg6Ri/SwQvKkrpCUEQtH563DmTAF89dVXZCgYfth0975M5RDs998Le/f41al9vpShEonnYkaGomRDkUcTj1KKup4WZROjvCA1A5WovExlxShbhk+FKD+8qebK5Gs3d352dXJ83UDKUIlEUp3g/yr6LuV957K7Haj1Z9q0aWt37tz5e11Khbrag9NMT86qEIt8KpQvieclKPah04OXo2aSohJ7pAytfm6niMvjWTJ3DobjQfshOjoacDhbSEgIhIWFwfHjx+HYsWPk9bx7ly8sWroGpo55CdZMb0SGKR3fYoEoP1WIYkIUBVpxpHq6b2UDmD+lIbzxYiN45MHG0K1TY2jTqjE0adwYGjVqBPs+0yTcYXtJp1vqriMSRdKxquRmkgFVJkh1JKnZCfdCAjShKhKkBmTwQvSQrZw+i5GhdulQre8rKZXXkqH5bN9QnCivvCZQbuJE+aLoBnAu5j44F9sBzsV1VQWowtnYbnA2BhOhTeD0SeW22Cc0VG2hgOI7eLXyWjsyG/Lzz0BR0VkiQpOTk2H27Nlkv+vufRlLwMEDWjq0buz3pQyVSDwXMzIUpRqKN5RwVM7pSdH62lfUrBhl5agerDRlBTQvU/kSfJEQFcnQah2gVAeo2OT4uoGUoRKJpDrB/1X0Wsp7yxfudqDkx9vb+9mNGzd+ixtWF3YkzkQoX2IuwowcrertoyKUl6D79u0jYAkmhV6GsGKUlaKyp6g5pAytXu5m6JfH8/hv+QRiY2MgPj4eYmJilPOxRI5GRkaSxCi+9rdt3aZ8IPgQ5ozpC3sWaOXy2ywQzQhRFG7nIy3wRYoFyhIscDrUAlG7GsC2BQ1g7viGMOK1hvB4/4Ywf1IDIrnIIKEAQQLUScKTl50OwnKfm3BFnDqTpDpl96ZEqVHSlE/g6iVF2an2giFLdqXy7FT5UHWQEiZDCxgZStKhUQ3gbPR9RHyeje2sEtMZiqLbwpmoJmppvCZCcd24bZFbLHB0Q29ITzoBxZe+hOvXr0FeXh7MmTMHtm7d6vb9mCOHiAw9ePAA1AUhKmWoROK5mJGhKNNQsqFsQ+nGilEq6mRaVF+K8mJUJEjNwgtT0bAmIxmqTpM/7nYh6S5+++VfbheWUoZKGSqR1FXwfxVd1tq1a//hbg9KfpQ305j9+/f/d20fmmQkQfV6cFKByJee8305zUxxd3VIE7ud7LZREcpL0D179jjAy1GRFNVLirqyzZ6MlKHVx73cyaZFKHJ05evKh6bDkJOTA6mpqYTExEQiRjElGqC8Xvfu2QUbNu+EuXMmw7IpreDIZxYI3WSBEztsQhSnzMftUUGZVxBigdI4C9xMVuUoJkdRzgVvtpW6s9JTr3RdT3YmsuytAbT7qipZ6jRZyglgZ6LUqTA1IUdZMcqXzpMeouykebZUPpibKk/7hkaqYOLzzMmGUBTVHIpi2kBRdHtNgrZSLm9MlrGK0CD1/uOV19TBpU0hLnQDnC3+HMrKrkNGRgZMmjQJ1q1b5/Z9mNF7zYED+5XTALdvizOkDJVIPBczMnTlqlVErNFBPlKKVk6M8oJUT5YaCVS+Jyn+Hdh0qEiGYiq0PsvQe3d+druslDJUylCJpC5DZei2bdv+5W4PahkzZsyInTt3/i+c6uTuJ8YMzvpwsn03zZae6/XlrExvTr1UKMImQqkExaEyyK5du6zQy1gxKkqKytJ5Y6QMrT5up4xzSYZ+HzMK/NZ/SkqPMzMzCenp6USInjx5EkJDQ8mEuSPK323rDn9Y+OEI2PJBUwhea4HQLTYhGrtbFaHxmjhM2KueR1DmZR9RheiZMIMydJHo1NZlxx7m1FX4dQlIZE7NCNJKiVIXJWlVlN47CNGDjqX0rAy1lswHquXrWfwgJUaG0kFKp7R0KBGimA490QDORDVVaEk4fbK5cnkjkh7FZfPC1Cn12D4BXy+h6yxwzOdlyM7KgNKyryElJQmmTJlKPgC6e//lKUgZKpF4LmZk6Jo1a4hQw4E8KNhQtKEY1ZOisoS+YnLUDKwU5WUoTYfSUnk6RImXoZER4W4XkzXNv3+95XZRKWWolKESiSeAjmrXrl233CpC33vvvfbKm9wXuDG1XYYalZ47Kz/Xw2xfTlekqF6/UFEqlBWhVIDilG0eVo6yUpRPikopKkbK0OrBlfJ4Fp8Fb0LosUCSvEMRmpWVBWlpaUSIYtk8StHjYaFw7FgYbNvuC0s/+CPsXaiWy4dttUAkCtGdFojZqUrReE2KWgUjI0cTeImoXc8mPKm4pMuT9THE0fvYXUG428ax699tO29WrFaLJN1nIEj1EqOuyNGDgnJ6Qek8Xy7Pls2zU+VzQ9RSeZSaOEgpXxOihZoQxTL40ycbKTQhpwWRDeBUhCpOMRGKCVOcZI+PKcrHAgeWt4TYiL1w/kIZpKQkw9ixY8mHPXfvuzwJKUMlEs/FjAzdsGEDEWlYZo1iDb9sYqUoTYtSKaqXFtWTovVVjFZUnhoJUb5Unk6Ur88y9D+/3SaS0N2iUspQKUMlEk8A3ePevXtvDxw4sKHbZOikSZNWBQQE/E9tF6EUZ304+cSlXum5Xvk5L0ZFZfRGU+h5EWpWhlIJ6ufnR/D19bWDXk7FKC9FXeknSrfP3X/LmkTK0KrHzPR4PX6IGw17N38KCQkJBJSiWDaPUhTlaEpKCsTFx0PUyUg4HBgKSxfPh6XTOkDQagsc22iBcC0hikOVaEo0dpcqLam4ZKUmn/KkEpKW2VslJbcewi7tMgGxZtnpeBm7Hl2Busd1UaqbMHVBiJoa2MT2UnUiSF0poU8XlcszMjSbmSpPhSidLE97hxZE2krmC7XfUZbiMjkhaiIURSiKWvwbH1pigaDdkyEn/zTEJ6bCzJkzyYc9d++3PA0pQyUSz8WMDN28eTNpO4IJUZRpKEVRrqFkQ9nGS1FZQl/9YpSVoQibDtUrla+PPUN/v/dLvRGhUoZKJJKaAP2jv7//7Xfeeee+GpegXl5eDby9vXtt2LDhf+HGuLLzcDVlWJWpRKPSc5SBbA9OKj350nNRCbpeX069xKXRJHozw5NYGUq3D0UnlZ8+Pj5WduzYYT1PxWhFpGh9TolKGVr1mJkeb5gOnfcy7PbbRlKgcXFxkJubCwUFBWRgDYpRLJ9PiI+H0JBg2LDZD6ZPHgGrpjWBkHWaEN2qCtETPqoUjWGEo53M1ENHXMbsFBOroXd9jB933o+5zE+8Ll1JarDdIlGqK0sNyvKdpUsdUqZmS+v5FOkBx8QoFaKsCNXtH0rToYGOQjTnmONkeUyHkgQoJVxLg4aoy1tF6EH18YVssMDBdQ9BUlIihEUkwMSJE8i+1d37LE9EylCJxHMxI0O3b98OGzduJAlRIylK06JGUlSvhF5KUdeEaGXSofVlmvzv9+7AnZ++c7uglDJUylCJxJPA/1d/f/9fhg8f3r7GZejIkSNbzpo162hgYOD/M7PjECUgK4Jofa5QmdJzmq5kU5Z6Jei8XHRlintFZShNhFIBiuCBI4Ve5qoUlQOWpAytaipaHs+z7pPh4Ouzg7wGsTweZeiZM2fg1KlTRIhi2XxoyDHlNb0X5n26BMa9+xTsmNsAgtdbIGSTKkQjt1vgJApRXzUlGu1nICx1oLdzwFeAdh3eX0Wh67ETpzryVTdRqidKK1B272q/UtPl9QJJyopRu5RogE2O6k6ZZ3uI8gnRUFu5PAuW0VMRirejIhQfM75ujqxuCYnRAbBz936YMXMG2Ve6e3/lqUgZKpF4LmZkKB67btmyhSREN23aRKTo+vXrcZosEaMo2FC06ZXQ81KUTYvKvqIVk6FGQlQ0WZ4VouHH64EMJSL0e7fLSSlDpQyVSDwNTYbeGT58eLcaFaHKHTYYPXr0UyjSzGyoqPS7quDvw2gbnAlGmupkRaio9JxNWeqVoIvkorMp7npi1GyZPC9DUYBu27bNDlaMiqQo309Uls6rSBladVSmPJ4nafvr8Nn8adYPR1FRUVBUVERkKPYQxQnzISEhyuvXX7l+C0ybOg0mD+sOB5dZIHiD2kM0fJsFIrarfURRbp3k5aOfc4FJblcRtGQqQbt/mlaly9DLeaJ89CUpDytLY0XwJfxOEqWuDHxyZaBTIhWj+1wYyqTTV5QKUTsxyghRNh3KClGWXCYNmnlUXQeKUOwNi6+T8I0N4NieibBwESaQlrh9P+XpSBkqkXguZmQoHqfS49utW7eS935WitK0KN9XVJbQ14wQZSfMGwlRWjIfFhrifllZzdz9+Z9uF5NShkoZKpF4IlSGjhw5sneNylAvL69uyptd/tGjR01tqLPEoytURIy60oeTT4WygpFNXPKIxKJe4tKMFBXBD3rS6xnKy1A8YOShYlS07bJ03hEpQ6uIvClwK7ly5fE8QSsHwSdzJpMD7tmzZ5O/F6ZC4+PjISI8HIKCg+GA8prds3c3rF2/BaZMmggfvNccjq6yQNA6C4RussDxLYwU3W4Tkid0JCa5XofI7RzbbOuMFF3vIvz9UalqJ0qNEqW+nCT1MyFJd9tLUlMDn0Ql+C6W2+uW1xv1FaVClJ02L5ChWUGqEM3WhKiVENt5vB6Xy1Buk8aJ0FiFrfM7wJTJU5R9p7kvBiWVQ8pQicRzMSND8biUHpezx7n0C1EsoadSFNOiWELPpkVpCX1lpCgrR90tI2sDonSoUck8O2Ee2xi5W1ZWqwi99YPbpaSUoVKGSiSeiiZD73p5eQ2oMRH67rvvNhg7duwb+/bt+7/ONtCsAGWHDOlBl6uIHBVti14ylJWhVC7yaUsKm7SsSBm6mb6iRjLUqFReJEPxYJHFSIrK0nl7pAytGu6kj69SEUoJXfsGeA97DV595WV4/vnnyQeh1NRUCEcZGhRktw/YvNUPpkzygqUTG8LRtRY4qvUQDd2sSdGtNjEa4URMkmW22YO3JetQiNAIZ07Dt3FsNSZim+2UJ5KeoiQViFI7YaojS6kgtetTqld6z5fc7xanSdmBUk57lQoEqZ0s1ZGjuqXz/HClAFVkWkvmNSGaeZSRosH2ZGkSFJdJP6KK1eQDqgjFpDA+5/uWNYRPP57t9n1TfULKUInEczEjQ/399zv0ycdjV5EUpX1FRVKUL6F3ta+oLKGvmBDlU6LHgoPcLiyri19v/+h2ISllqJShEokno8nQX728vJ6oMRk6ZsyYPsqb2Q0qGPQwSmOK5J4Z9CRpVQ4lMpKhrATlE5dmy9B5waiXvBQ9Pv75EvU45dOhdDupAMWDRBYqRRF+u9ltNiqdN5KinoKUoZXnt+yqK48XcSNsJEwa+iQ8/vhj8NJLL5EPQ5gODQsLg9DQUDh+/DiRo3h+08bNMObd52HzHAscW2+BI2ssEKT1EUUpGrZFFaPHnYhKev3xLWLCKJvtIddvVgnbzCzDneqt9/hWRtxy4pTKUZHMdZCkO5iSewNR6lByLxroxPUlFU2915OmZgc58elRu9QoFaNs2XyADWvJvCZEMe3JStFMBrwOJShNgyYq64/bo4pQMnhrawOYNuE1OSiphpEyVCLxXMzIUDzu5Cu4RFVRohJ6tq8oW0LP9xVFUUelqF5aVE+K1mcxatRDVE+KBgcddbu0lCJUylApQyWSugmVoSNHjnyuRkToiBEjGk6aNGn0wYMHTQ9NEolQXurRdKQZ9OSoKyX1/La4MpRIVHrOCkVejFZEiuqJUdHzJuodKvq2nG4nlaB4gEjhxSguT7dbr59ofUuJShlaOf6dNxluJVVtebyIfyWMhk1zXoTXBg6E0aNHk9dxSkoKGa6EYjQpKQkSEuIhKChEOWCfB2+80An2zLdA4BqbED22QWGTWj6P8CJTBArU0E1iQlg2qoQy50N0bueAdj/CbdhiE7jhjDQN3yJOlRqV3/Ml97r9SXV6khqlS0VDnXSHOBmV3FM5yvcaFUjRFEaKpmkylHBEk6KaGKUClEjQQ7Y0aIKy7tjdqgjF5zheOZ04/AHw9dnq9v1SfUPKUInEczEjQ/EYkx730h7/fKsoUQk9HuuyJfSiKfQiKSr7ilZciBr1EaVS9GjgEbeLy6rmt1/+5XYRWRuQMlQikVQ3mgz9zdvb+4UakaFjx459WDlI+DI4ONhww5z16BSJUFo2TkUbPdBhS8r50nIjOWqmB6eZoUTO+nDypeciMWpWihpNoBfBPndmyuV5GYoHhohIirLb7UrpvNGApbqMlKGV45fUcdUuQik/xo+GE5vegZHD3oA5c+aQ1yJOmM/KyoLMzEzIyMiAqKiTZKDSoEFvwUtPWWD/MgsErLLA4dUWCFxrgeB16oAlIkY3MuJSwDGeDfYE86y3cYwhWOdUdxs26YhUHWkqSpKGO5GkRqX2ot6kRI76CuAHOjFyVFh+z/Un1Z12v9dRjNqV0R9QIVKUnTp/iOGwBgpQRoIm7VdFaMwutXcsPqcnlOdszshm4Ltjo7JfqPv7tbqGlKESiediRobi8SR7zG5UIWWmhF4kRWlfURSjRlJUr4S+vktRkRDVk6KBRw65XV5KESplqJShEkndRJOh97y9vV+pdhE6cuTIJtOnT/8QhZezHYWZJKboYIZCxSCPniA1kxrVKzk3SloaleDw5edsGbpIjBpJUXZokbO+oiIhyh8Q6glRNh3KylAWVory261XOm92wBJ9bbj7H6ciSBlace5mTqgxEUr5IW40hK99DcZ6vUU+vAQGBsKFCxegsLBQk6FRsHfPbpg5cyYMeKgvvPmsBY6sskDASgscUk6PaFIU+4nikKWg9fYSkxLEnFpZ58hRlrUuwNwO1xO83nYazElXVsgaSlO2DYBeO4Bt9qLUTpDyknQHM/VeL1UqKr8XyFG9/qQOZfdUjgp6j9r1F91vI4WRogQtLYqn9DIqQWlZPIpQfAz4/EUpj231TAt8tmJpnd2P1XWkDJVIPBczMhQ/f5ipkhL1FWVbR9HjYLaEXm/YklFfUTYtKvuKiqUoO3iKl6JHDnuODJUiVMpQiURSszAy9PVql6ETJkz4g3Jw8FVISIjTDTPqz8knMdkDGAqVgnqIBKmrqVGzZedmhKiznpxGUpSWotPkJS1HN5KiIvS226wQxQNCCr2Ml6J86Xx9SolKGVox7uVUb59QZ0I0duvbMHH0UJL6wNckJkTz8vIgPiEBjgQGwsrli+GtV/rDy081gIlvWmDfEgvsX26ToiQpukZDR1gG8qxx5AjPao41zCkHux72/uj9o4AlwpQTtXxC1SFhStsAsJKU7We6xdYPFcvtIwS9SQ1L7kVDnYxSpXq9SQ0GOdmV1+tIUQLtLbrflhZlocIUk6AIitBo5X4id2jPi/J87VpggeXLFpL9mbv3R/UVKUMlEs/FjAzFLzaNKs1cOYZn+4rSEnpX+orKEvrKS9HDhw66XWJKEVp9MvRScZHb+PmHb6UMlUg8nBqToV5eXi3nzJmzCg8+8EDEzMYZDSsSHbSwBy4UKgcp7HUiOWo2NWpUdq5XdsP3I6oqKVqRvqIiMWq03WaEKCtDRVKUbrtR6bzegCWjHq7u/icyi5ShFSBvCtxKrv4+oc6EaOSmITBp4njywQU/3IQcOwYhoaGwQXltjx71Hjz8UHcY/VY7GDvIAh95W2D3Igv4L7PAwc9UKXp4lcZqlSPM6RHmdyHabQ+5wkrbef6+WeyEKZcm5ROpQUyKVS9RqpciDeVK7fUSpa70JTUz5T7KoNTeSIwKp9RrkpOKUZYEf3sJimlQMjF+u9o7Fp8jlOTvT/cm+zZ374vqM1KGSiSei1kZamYOAVtxpldC76yvKE2LikropRStuBRl5eihgLovQ6UI1Zeh7t4GKUMlEs+mxmTo+PHj/6ocDHyFU5jNbhwvQ/lUqOgbXFbgUWgZOQ8vSPXEqJFAFPXfrKgQrSkpyqdFRRgJUdo/if9GnBWieCBIoZfR8nm2nyg/dd6TByxJGeo6d9LGu1WEUr6LGQUBS1+FMaNHkQNwZX8GU6ZMIQOWXn7pr/Dww49Anwe6wYx3W8AHXhZYNtECOxdYYO8SmxSlYpRKSnKeIYCBvfwQ3u4z2zp4jK5jrw9YJbgPRqAeZhKmdglSPM/8bi23Z8vuBZI0hC+3F/QlZYc3Ccvttzn2JDXTm9Rabm8kS0U9SGkpPU2L7rFBBOlee1B+0vO4DN4O06CYXsXHEaw9D4dXWGDqxLeVfdset++H6jtShkoknosrMtTsTAJXjov1+ooaSdGK9hWtzyX07OMOOHjA7TJTilApQ1ncfZwjkUjMw8jQwdUmQr28vFoob9ob8QCjIqlQPRlqdIDCSlBaQi5CT46aTY0aJSz1vlWubVJU9LhE2832ThIlRPVkKCtE2Z6iZkrn6fbwrQpEKVF3/zM5Q8pQ1/g1a6LbJSgvRKO3DoPhQ9+E2bNnw6hRo2Do0KEwcuRIeOP11+HRxx6HPz/XD0a/3gCWTbDAqukW8PlUTYnuXapK0QMrbFBZeUCDFZgHljMoy+5fYX9bFqPr2OsPrnCUpFSM4u9EyPIJ1jWO5feBTGk/25OU7YsatM5+2JORILWW2rNidLNNjB7faj+4iUpTXTmq/X7CZJrUbnDTThVrYnS3DV6OUvmJ0CToSV81DYqiF58LfA5xsNbE0S8r+7Vdbt8HSaQMlUg8GbMyFPcFokojM2K0IiX0bF9RMyX0Rn1FqRjVk6L1TYzWZRkqRajnydDv/nbT7cc5EonEPIwMHVptMnTs2LEDlTf+6xVNhZotkxfJUFZ8osTjMSNGzaZG9RKW/FAnve2srBSlYhRvY3YCvd5j4rdbr5m83jfhrAjFb8URVoxSKcpuM18672kpUSlDzXMvd7Lb5acInDKfsXMIzBr9EkycOBGmTZsG48aNIwnRwYPfgpf/8kfw3bYSpgy2wNppCrMssH2eBXYutMDuxaoU3aeJUQr2F7Vjmf31RuzTMFxuqcp+5r7sZCn3OytJ+fL7w6tsJf2H+F6lq5kkKe1Fyg6BEpXYc3I0lJOjrCQ9vtnxPO1FSkSpibL7CCpIjcSony01ipJTj2gUoDvtJSjeN24/EcXK83BQec4ne7+g7M/83L7/kahIGSqReC5mZOjRo0fJvoA9ZqyoFEXosTR/PG/UV9RoCr3sK+qqDN3vdqkpRaiUoZSS4rNuP86RSCTmoTJ01KhR1SNDR4wY0Vx5w96NBxBmU6EIf5BiNEBJr0yelaG8BKWC0Iwc1es3qjel3gh+wJMoJVpVUtTZBHo+Cav3eEQSl/0WnBei7LfgrAxlpSibFBWVznvigCUpQ02SNwVuu7lPqDNKjr4L+xe/AoMGvgTDhg0DLy8veG3QIPIhBv/WC+fPhRlDLLBhtgXWvW+BrXMt4PepBXYtVJOiexYrLFHL6O1YKrhMYw93noVcttj+d559SxmW6QtZUbpUL1FKS+2tPU01UYoy0Fpy70SQBrFDmzbYZClJkW6wL7GnwpQlbDMHU3Ifzk24d5Ci/FR7H1VsnvS1F6M8eP0JhUhl+Ygdaik/pkFx2/Ex4/OxT/l7TPR+EXb6+bh93yOxIWWoROK5uCJDRVREiopCGXzIwaiEnkpROoW+Kkro65MUrYsy9NfbP7pd2tUF6qIMTYyPc/txjkQiMU+1y1Bvb+/XlDf6a66kQlmM0qFmS+V5IUonsIswK0aNUqN6gpS/nhWiegK3IlLUzAR69vEZpUX1tpdPiOJ6eSFKvwFnG8nrSVGj0nm6bSIh6mzAkrv/wVikDDVHbekT6gwcrJS7dygErxpISuXxoJz9e8+f9wF4D7TAlg8ssH62cvqRBXZ8YgG/+Wo/UUyLohzdtUhltwG7RCxkWGS/LuH6FmvCVIPKVypH9xkkTe1k6XLHsnu7XqR8mpQbFsVOtuen2rODm4I5ScpPtbcrted6kpqSowIxionRSGZqvQi8Hm9D+pkq6wndoqZbcdtpWnan8jee5P28FKG1EClDJRLPpSpkKD3Vk6JmZxgYHSvjsS4fHqB9RakUxRJ6VopiWlQkRdm0aH3sK1rXZOjdWz+4XdjVFeqaDP3bl9fl8CSJpI5RrTJ05MiRjZU3aX88OHAlFUox8+2s0cRHIyHqTIqKkqNmUqOiXqNGsMsbbXN1SVG9EnqRGBVtK98niT/IEwlRFr58npWirg5Y0kuJslLUnYJUylDn/JpZu/qEmuFWynjy+hS9tjatWwiTBzeEjVpCdNMHakp0xzy1n6gvMl8VpH4LBLDXic7rwaxj5wJOvi60JVRZrKKUTZcuZYQpV+IvSpPaCVI+RcpOt19tP7DpiJ4gXaecF/QkZWFL7kNEA5s2mx/WxCZHecI1AYq3wXWEbFYnxZPeoGvUvq9HlMe5Xfn7Th71Ivj6bHP7G7zEESlDJRLPpbIylOJKCT0/RLWifUXp8bLZvqKyhL6uydA7cPfnf7pd2NUl6poMTUlKcPsxjkQicY1qlaHDhw//o/KGXhwSElKpjayMEGUPQioqRc2mRp3JUZEk5QUju81VVT5f0WFLomFSRmlWXojyB3j0IE8EmxRl+4kalc47S4mKpKirmH1tmnkdSxlqzL2cSW4XmxWVoUZ/90UL58GIge1g/UwLrH/fQsTo5g8tsO1jC2xHPlHlqFl8TFzvo8lWiq8GilJfTppSWbrLIKnKilK+7F6UID3AC1InKdLDq+zTo04l6VoDQSpKjwoEKStHKawkpdKTBW+H60Dxivd7ZK36mPAxH1Yez1rlbzxt/Bvg67Pd7W/uEjFShkoknktVyVCeyg5b0iuhd9ZXVG8KvZSidUuG/n7vDtz5+Xu3y7q6Rl2SoaUlxW4/vpFIJK5TbTJ0+PDhDWbPnr0fZVlQUFCFN1D07ayRENU7+NCTotUlRkXl9Hpi0Ug08tvMbiM9iKIDk6pDiur1TDWStkYHd6wQxW++WejlrBTlS+fNpkT5IUtVIUZdlaf871KG6vPvvMlwq5b3Ca2oDEXWrV4E49/pAWumq0IUBythP1GaFOVBUVpZULLyOEhTVphSUconSrmSfgdBupgTpDol9mz/UXoawAnSQ0wfUn5oEytIjzCClJWjR9eLe5Ee26CTIN1kD02RspfRIU8Iila8D7x/3DYyxEp5zAHK41k80QIfzBorp8bXcqQMlUg8l+qSoSzu6CuqJ0VlX9HaL0N/v/cL3PnpO7fLurpIXZGh3351A4KDg91+fCORSFyn2mToO++801N58y6oip1DZQ88RP0uq0uMuipHRZJUJBv1SufNSFEzYlRvAr0oLSqCfS6dlQCx33izMhQP9JxJUb503mjAkpEYrSwVEaRShurzS+o4t0vN6pShyGcrlsF7gx+BReMtsOF9C6yZoSYJUYpunGOBTR+qchTB5KhTPmJQft+iXbaFh5etesKUT5bOswlSkirlSu9FJfe8HNVNkHKSlE+PUkF6iBvUZE2R8klSg/Qo24fUmiTd4JwginY7OhQKtwG32do+QHm8H7zXAj75aLrb39AlzpEyVCLxXGpKhtLTyqRFzZTQi/qKmimhr099RWuzDP3Pb7fhl39JEerJMvTvX38OYWEVm4sikUjcD5Wh3t7eb1epDJ0+fbqfr6/vf1f2oINippm5qG+PkRStDjFqtpzejCDVE6J6/URZKWomJWqmr6jewCW6/fxjEvU4NSr/oRKUhwpStnyels6zUpQdsGQkRXkxWlHY15urovR2tpShIu5mTHC70KwJGYpsXL8WJrz3Enw4QhWhK6cqTNPE6Cw1NYqidMMcVZJamaPPRj0+UKGCdRMnU6ks1Uulbmdk6Q4mVeqQJGXTpIJSe90EKS9JBSX2/DR7h0n2RqX2axwlKRWlgYwoZSHLrFOXOUJZrQ5GOrhK3TaUoPjY9imPw0d5jqaO6A6fzvvQ7W/mEnNIGSqReC41IUMpVSFFEZEUNVNCT4+fWSlaH0voa6sM/fevt+qEzKvN1Pbn72bZZQg5dsztxzUSiaTiMDL09SoToUOHDm2pvEkXVPVENaOSeb0DDl6KulOMmuk16gxePOqlRCsiRV0duCR6HHpDn8wIUfymm4eKUZEUZUvnjaQoFaMUVpBWFj1ZKpKjUoY68ltW3RuYVBkZiuzc6QczprwHYwY1gRWTVBm6fLIFPptqgdXTVagcJcxUhy+t5VGuW6exnp6+ry6LrNdAmbpeE6obZ9sE6iZNmG7+wEVJKiq5Nyq15xKkIjnKTrb3Z6bbs0OaRKJUV5KuEg9sorKUnF+jnV9jk6eHVtsIWK2uj/QEXaFuG5G8yuPYq5yuUP5e44c/DkuXLHL7G7nEPFKGSiSeS03KUBGVkaL0cwkvRfVK6HkpqjeF3tNL6GujDL135ye3izpPoLbK0B+/+xpyszLk5HiJxAOoFhk6bty4Fcqb973K9ArVQ++bWJEUrW1i1Cg1KpKjepJUTz7qpUR5KcoLUJSLlIokRvWgj5kVs0YlP7TsBw/mKPi7SIrSIUs0JWokRakYpdDXQGVg5apIsIrk6O3smW6Xj7WJezmT4eck98vMmpahlIWfTIUJQ7rAvNEW+GyKBZZOtMCySRZYMcWWGEVWTVdZPcORNcwpYabK6pmqREXWzFJZN1MTqIwoXa8lT9cziVK9Un1ekor6kzrI0U/t06OsHN3JTrRf7Dikac9SNX25z8mwpv0GSVLR0CYrq5TrtFN62cGVtp6m/ivU+8Ft2blIfSy7cPuVx/fJ6GYwY9Jg2Lxpg9vfxCWuIWWoROK51AYZSk9dkaLOSujZ43uj42kjKYppUVelaF0ooa9tMvS3X350u6zzFGqbDP3mZhnk5WRCcHDV+w2JROIeGBn6RpXJ0OXLlxfiG31gYGC1PwAjKWp00GEkRvV6jNZkalRUVi9CtB1GKVFRQpSVoXo46zHKJkd5+AnzbGN4NhlKRSgewNGSHwTPs2KU9hUV9RNlpSiVyaLBVezf2lVYsSoSrLwgpa9BKUNt1OWBSVUlQ5FVKz6FMe8+A1PfscCyCRZYMt5CeopSMYosn6KCkhTTiMhnlGk2acpDJapVpk5nxKkmTdfOtCVQ7RKlXHk+LbvnJameIBUNbTIjSO2GNC22YdSLlJekbMm9lRWOwhTZT1mu3mafNhAJ14/3i9uF24z9VHfOV4XypGHd4MP3J7v9zVtSMaQMlUg8F3fLUIorJfQVlaJ6VVdm+4qaKaHXk6K1SYzWGhl67w7cvfVPtws7TwJlaEFeNhTk5xAKRZzKrVZyszMgOTEeQkND3H78IpFIqh5Nhv7m7e09sEpEqJeX13DlzfqnmjjYYHHWU1QkRo0So3oT6fmp9NWVGhXJUSNE98smREVl87wMxQMpCopGFnq5kRxlp9Kz8DJWVOLDpkJp3yMeVoyyUpQmRXkpatTrtKLoDb0SyVJWjuJr7ZaUoVbq8sCkqpShCJbNT5kwAka93g4+8rLA4vEWWDBGYawFFo1Tfp+gsgSZqLJ0ksqyySrLeag8ncKIUw2RMF3NJE9ZUbqOKcVfx5Td06FPojSpVZBqknTbXC49quEjEKQiSUrhhzUJ06RLxKX3IvZq4G3oemgZPN4/Clzc7h247cpjmK/8TaZ6PwHLls53+xu3pOJIGSqReC61RYbyVMWwJdEUetlXtHbI0N9/kxPjq0uGiqrt9AbVSiQSiaswMvTPVSJDlTfOHOVN/H9qIhUqwowUNStG3VlOrydIzZSlG8lQXkpSGcpLUDr1nYcXpGxpPV9Sz8JLWJEMpalQ9htsHrwcD+R4KcqWz7Pbwgraqnje9dK7vCxl+5ZSMSplqMqd9PFuF5i1SYZS5s2dBWOGDIBJb1ng01Eqn3hbYN4oVcQt1AQpsnCcmiClUGG6mBGmRJqy4pQmTXlhOpWRpqwoneZYks+mSUXl9hs4ObrJKEU6135Qk92QpnmMJOVFKStL+VQpmyxdZC9O2VM64MkqW7Uep3if25Tt2Izb+qEqdNcpj3vWiI4wZdw74Oe73e1v2pLKIWWoROK51FYZylIRKSpKi5rpK4rH6rQ/P1uBRaWoJ/QVdbcMlYOSqleG0kAJK0RF/0PuPraQSCR1EypDvby8nqu0CB02bNgTO3bsuOXOhsLsDtFVMWqmx6hIjJoppzcrRtlEpRlp9/+z9x5gUpzZvfdo7fW17+e91+G7/uzr8K19d71rr8N6syUhhMhhhmFmYAaGIUsghAIoIcEuEsqAMgiRc845IxSIQkIgQEKRnIUk+z43e8/tf3WfnjPvvG+Fnu6p7pkzz/N7uqe7urq6q+qtql+fYEZhmhGZEldDJZahUoTi5InBSZQJPyclqU2OSqR8tdUM5RM0M5XHBI+7pChHinKjJZuodQnbIOR3aa4jKUtNOcpiVGVoH7q2pfAbJuVKhoLx456iyvL21O2WP6SBnYtoWHmRFy0KhpUl5SgL0rt71HJPZV1ROrwqeeuSplZZKqJMH6ox0vEdNUzrCNKBdSNIXYIUYvRxU5AOtdQhNdPt7xSi1NK0yZSldcDz8n6C8ffUylcI0KeGJUsBYJmfGJxsSnVn+Teoqsv36M47hsR+sFayg8pQRWm6FIoM5duGRotmUlc0TAq9KUVltGi+1RWNU4Z+qY2Sci5Dsb2bpcc0QlRRlGyRkqFflJaW/qDBMnTgwIFzEwPW/4grKtQk6ITDr/FS2HR6V53RsOn0YQWnKTZtojMIlwiVMlSKUFnP09btnZsasYRkESnlqEytl9Gn8qRMpvDwL9Vm+o4JS1GcvHEKPUtRzM+2PHKZzGULWzc1qLmULUWf5Whzl6Ffbusdu7jMdxnK3H3n7dSt3XepsvVv0q3FRTS4a4qSIhqSuL29tIiGlhXRHeVJYXpnRS1oyATuToGoUkYKU0+UpmTpfYYoZUn6YG977VJPjvo0eaonSAfV7W5vjSKV9UiH1opSWzSprTapGV1ahzuTdT8xDb/2yTtqxSwaSPEyjhmQLElQU/wnXjQo9t24j2VK9lAZqihNl0KQoUw2pCgwpWiUFHpTihZiCn0sMvSrq3Tt0tnYZWFTBzKUs+ywzZtCVEWooigNRcjQv2qQCC0pKflW4iB7BYNTnJGhLoIiRv1qjAY1YGpIOr0rYtQmQU2pacrNsNhqhUoRKiUlnyjJLu8cjWl2fJeCVEaQmqn25nuYv07bfpnmkzC+j8fxPE7UMC2n0HNdUdmF3lwmXi5bxKst+tWMgvUTvly3VDaXYjF6aWvzlaFf7aihS02gc3xjyVDw0osvUEW3DtSl1Z9RVZsiL1J0YJfUbQJI0ttKkpJ0SGlSkN6eiiK9oywJokmHsTBNSdO7KoQs9ROlLEl71q1ZmpakokYpp9vLKNJ6gtRMs/dp2vSYaNr0mCXlHrJURpamuaNWnAL8L5/HPHjeeE8sg7dMA5JlAUYmPteAkv9IVV1+QA8/9GDsxy0l+6gMVZSmSyHJUJOwARsuKcrXHqYUdaXQm3VFbV3oC0GKNrYM/RetD9qoMlSWHZMRohodqihKNmAZ2rVr1z/LWISWl5df171791sTg9N/y5eoUD8yEaO5rjPq1/zIrPVpE5q2Jkh+UY5mlKafCJXd3W2NjczmRlKQShnJyEhT88SLaxf51S3i+yxHWYyaKfS8TOZyBcFiV96XstcWEStlqSwXIGuXXtw6IHYpGQdNqXN8Y8pQ5rHHxlLX9j+l4pb/iSpbF1GfDkXUr2Mt/TslJemgLkKQsiRlUrKUU+7v6GaRpUKU3uUTUZqOJhWNnR5IRZPKuqRmA6egpk1jHN3tH0mJ0rQstUlTKU/F/2OZ25LzwXwhZUcPqF2ehxPL+EDiM9xa+jvUrd1f0m2D+sd+jFJyA47te1SGKkqTJYwMxXVKvkoTv2hRPymaaQq9ra6o69wc59dRpWhjpNA3pgz96upFunxO64M2pgzFNsxCVDaltaXLx73/KopSeKRk6NWSkpL/lLEMraio+GbiAPlRYkD6dT5GhYYlEzEaNZ3eT4zKaFE+abF1YjcjOoOaHnEUo+s5lwSVJ0OcOsMnRCZmgyOISFOQmkjBaosItdUokvDJlylFOVrUXC5etijw55DYBKstKtasXdpcZejl9U2nc3wcMpR58MEHqGOrv6Xim/6AerQqouq2RdQ7QQ1ol5SkfSFIOyUF6YDOtdGkLEo9WVpsyFJHVOkd5bU1Sr06pSL93ipJRSTp/aIuqdm46aE+jkhSyMn+9SNKZVSp7HTP0jQtT43/5fSQnw+nGkU9mKqRimUcUQl5/FtU1ubPqG91qTe2x30cUrKLeTxXGaooTZcoMjSfBUqUFHrzGiTTuqIcLRq2rijOtc3sLVOMuqRoNsVoo8hQTYuPTYZiu+X+C5wuj+3c1VAp7n1XUZTCIiVDr3Tp0uVbGYnQ7t27Iyr0bxKD1L81pUGoMeqMms2XzEhRmwwNqu8ZhEwDN6M1TQlq6zbpV8eTJaQUkS4JyY/bahOZJ1V8QmWeSPEJFotRW7Sobdmi4JK+5mdjUcqCVMpRjhq9uKV/7GKysbmysWl1jo9ThjLD77mb2rX4a+rS4veorEURVbZKcEsR9WydoE0R9WpbRNXtiqimfRH1aZ+KJO1QG0U6oFNtqv0gFqVdkpI0HVUKWJKaUaVllmZOQpI665Jyx/tqeyRpPVnap350qYww9QPTjeybagrVO/le3nv3TC4TlvvWrt+krq3+mCrL23njdNzHHCU7+B27g2ToskXzYpc5iqJkzqJ5syLL0HyWKNlstmRLoQ9TV9TWhT6f6ormWoZqWny8MpR7L+Ba2RUdWgj7sqIo+QnOCRLjyuW2bdv+ZkYytKam5ncHDBiweNq0af+nkKNCbWSrzmhYMWoWQJfRobaukGatH1nfk09cXGng8tasB2qToPJkx/wl2KzlKUWkKSFZKkqxajuRsklQ14kQi1EZMSpT6W3LJz+DDTmd+Zn85K9Zu1SK0QvNTIZe3dT0RWgcMpQZMfxuatPib6j9L36fut54HZXdVEQVNxd5UaM9UoK0qnUR9QJtUpGk7ZL0SYnSvh3qptsPSEWUDhCi1JOlUpJaUu/TaffldSUpi1IzknS4rYFTKqI03e2+VzJ9/QEhTx/oXVuzVN4yHI16b6/k/Pl9sQxYpqGJ5e7T8d9RRZs/pqqyW1SCNkEaIkP37n4rdpmjKErmvLFrZ8YytFBESiZS1BYtGqauKKfQu6So6zrBVuIqV1I0lzL0K+0WH7sMxfZpRof6pcoXwj6sKEr+AH/5/PPPX85IhOKvoqLijxIHyv/V1AefXNYZDUpnkTI0qOi5TOeWqd6ulG9zWj6x8Tu5MX/1lYSRkCZyvmZ6DZ8gDR48OM1tt93mIR8zxagpR13LGRVeTpcANlP0pRhtTjL0i829YpeUTV2GMhgHWt/wA7r5J39AnX7xTSq5vohKbyzy5ChuS28oooqWRdT95pQg5ShSIUlZlNYIUQrSorRjSpR2skeUuiSpVZRW1BWlspHTcFOaCkakYJE6Qjx3TwqeHwvZoaXJZRrY5Trq0fb/oc4t/4wqy7vEfjxRskeQ/DSPz3v27HVKkgsXL9HNP/1e7EJHUZTotPjRf6HzFy4FylBc+NiiyQpFioapKxo2WtR1zWGrK2qm0MvrDjPTy++6Idt1RXMhQ//1qyv0xcUzscvA5o5LhnJneU2TVxSlIfD5QOK4dyEjEdq1a9ff7N69e0lTiwiNQjbEqE2K4uREprHgxESelJgnJPJXWik0o2BGbEYtku4nIf0Eo22epgRlAXrrrbfWw5SjUoza0uozwa9mqS1FH0gxinVyYXO/2CVlY3Bta3XsgrI5yVAGJ4qdO9xEN/7oj6j1j3+bOv3iG3TLP1xHN33/N6j9j4uo+J+LqOsNRV5qfflNtYK0u4wkFen2PYUoTdclTUWTMnVEqUi9v7WLUZ+0pLaZky3tPt3MSTR0klGm5n2P1Ot4PpCxeG+UBMAyoVZqdbtvUpcb/wN1aPk9GnbH7bGvIyX7BAlQ83jsJ0PBk4+MjF3qKIoSnbGj7wsUoVKGurpRF4pUyUYKPQiTmeZKoTfrisaRQp9tGfrVFxc9CRe3CFRUhiqKkltwPoCxJHE8+zwjGVpSUvL/JQ5We5qzDJWErTMa5hdbmcLCMhQnI1KGcsqKreOjTEEPwkz/dhVEN2Wl60TFJSBtQtF2EsTz8ZOggwYN8nCJUTNy1BSlmeJXt1QKUpajMmL0fDOQoV9u6x27nGyuMlRy262D6Maf/4A63vRXNKjnz6j9z75FN3zvm9Tyb79B7X5URJ1+kZSjJTcWUdcE3VokI0lBecukKJUp91WtkqKUZSkiSmXqfY2oUWqK0v6GKB3Ypb4wRa1SZrAPPA1e582rc1J+4v17JJa95Ge/QR1+9NvU8Re/Q22v/8/Uo7yjd4EX9/pQsk/YSFDzuLs7QIZ+/PHH1PIn341d7CiKEp6bfvwd+vDDE6FkKMYPc2woVCEaNCaGve4wgzFc/QtkCr1swOrqQt8YUjRbMvRfv7pKX2iTpLxCZaiiKLkEDhPHwvvvv/94RjK0rKzsLxIHyf8d9wfJJ6Km07tOTGR0qEyVxy+znKrCMtT8NVYKzrA1MmUqi19HSFNWBhEkE+VztlR4U4BKEWrDL3K0oQR9RilIbU2dmroM/Wp7b7q4Nn45qTK0lgceHE07d+2hl16cQEMHdaOy9t+lm3742/SL7/5mgm/QzX9fRO1/kpSjnf+5iIqvT3BDUpKyKC29qYi6pURpWcsiKr+5VpR2vyVxm6Cydao+qYgo7S0aOfVONXLqkxKlfToWeZ3vmX6dHKTS9Pt1qH09hCvmjcZR3RLL3OGfvkFtf/hNKr35WzS0z/U07on7adDAfrF/90ruiCpCZS3vIBkKNqxdRT/+/h/HLngURQkG++rqFUtDiVCWobITdVMToq4x0k+KAlOK+qXQ2+qK+klR8/okbF3RMCn02ZChGg2an3ADJWyH3EApqGZo3PugoiiFQ6qT/K8Tx6L9kUVoeXn57/bu3fvuGTNmxP5B8pUgMWo7MeETEhkdyr/Mcv0ePvEwI0OD6nzKkw5bmnrQL7R+wtJ2a5OJLqkop3NFgUoGDhyYxk+OSkHqkqWZ4hKlLjF6flPTlaFf7aihS2srYxeTKkPrjj+jEhclb765m9Zv3EYLlqyll1+ZnhgrRtCAPqVU1ukfqeWPf5d+9JffoOu/fx21/XERdfhZko4/T/GLlChN0CUlS0tuSKbbe/VIjajSipa16feykRM3c6pqXVuvtGeb2ghTj7Z1b71UfTE9Xov5oQZqhx9dR+1+8hvUtdUf0ICqX9DY0Xclxs9JtGLNFtqz/yiN/uWjsX//Sm637agSlI+xu3cHy1Cvs/zi+fSLv/vz2EWPoihufv6DP6MlC+eEFqEAY4UcF8JEicY95mUyRoYZK6PWFfVLobfVFZUp9LbsNVcmmhmI4Rct2hAZ+q9fam3QfAYy1BYVqt3kFUXJBmiomBhX/vfgwYM3R5ahFRUV30kcxD6bNWtW7B+k0HCdkPDJiF90KKfK44RD1gy1yVC/hkeuVHXXr7BBtTvDRGiaItHv+SABGkSQIM0GYeuXshQ9t6lv7NIyF3zdjEVoPstQgDHjjTfeoDVr1tD8BfNp5syZNGXabHrl1dk0beaCxBgyhgb1r6Lrf/QX9Dd/cR396DtFdMMPiujmfyyiW/6piFr/KEmbHydp+5Miapeg/U9T4jQlTaUw7XJ9rTT1xGlKmpa2SIpThgWqSbkQqqAC6e/XJ9+7xd9/g2768e9Taaef0R2396OnnhlPcxespK079tKadZtp9eo1tHXrVu+iLO7vXsk+mUaDyjrdb+3eE1qaHNi/j/pVdold+CiKUp++PTrTvr27I4lQlqE8HrikaFMQojxm+o2dUeqK+qXQ+9UVtXWhz2Zd0Uxl6JdXzscu+5RgGcoi1BYVqjJUUZSGABmaGFv+x4ABA+ZFlqFVVVU/w0ExG/VCg1Lemgquz2wKUT4JkfV7bNGhZt1Q/tXV1snRTEHxq9XpigC1pa1nWy42RIDmmqiC1JSiTVGGeiJ0XfMVofkuQzFu7N69mzZu3EhLly6luXPnpopFT0rcn5cYZybTzFnzqU+/AYlt9Hbq3buafvLDv6Xv/MXv0V/+yTfob/68iH74V0X0s+8V0fV/W0Q3/X0RtfyHIrr5h0XU6p+SpKVp4rZN4hYRpqDdj5Mp+J44/WlKmqZIi1MBHse0mFeLvyuin3y3iP7xO79NP/mHP6Xizm2oV89KuuGGG6lDpxK6+95RNP65l2jqlKk0f/48Wrt2Ha1atSpxu5Z27Njhfe64v3sl+4QRobZoUE4DBVFkKLN/3156YfzjNHRAJfUub08VnVooitLIVJe1o9v7V9Lzz4zNSIIyGCdYqEQVok1BtGQiRW3RolKKBqXQu6SovG6JmkJfK0NfiSRB/+XaZbp64VTsok8JJ0OlCA2KCo1731IUpbCADE2MMf9aXV39TCQRWlZW9nsDBgx4ZPbs2Q1agCgiUZ6c2BojRCXoPfwiTsLOL8znMUUo39qaKfnVDuWTi7BC1K9pUdQo0DDSMqwQjVt4ZlOUmtGiTU2Gfr2zhi43cxGa7zIUYwtk6ObNmz1ZuGjRIpqTGLcx+C9cuNAbb+bMneuNBRhL+CJx4sRkNAguYvrUVFP7Ni3px//wXfret3+fvvOnv03f/uPr6K//tIh+8P8X0T/8ZRH9039J8J0i+slfJ/nF9xP8TYrE/Z9/PylUf5p47kffTU7/d98u8mTr9//im/S3f/kt+uHf/im1avETKu/WJTFWDUtcZI2nl19CWtRL3vI8mliWTp2LqW/fvokx7r7E8xNoWuIz4jNt2LCB1q1bR+vXr6edO3d6nyPu717JLlFFqFkPj4+pr+16PWOJoihK4YPxgaWKGWXWHIQoL3/Y8TRsCj1LUdn0FVLUlULPdUVtKfS2Ul8uKTrl1cnhU+K1QVJBARnqEqEqQxVFaSi4Hk4cx6517979tqhRoT9MHLBOR5WhYaSgX4RHoRBFysrpzchQs7ujLV3e1Vle/tLqJ0SjpMPnm7wcMGBAPeKWojYxyt9fU5KhKkILQ4ZikN+7d6+XOo6oSUSHLliwgObMmePdR5ToypUrvfEA44ptzOYfZzAWvfTiC/TiC8+nefrpp+jhh0bS3XfdSbcN6k/VvSqpZ49SKistpq4lnTy6Je73qiynvn2qaejtQxLj0ghvvHru2fH0wvPPpnguMc694InPSakuoeZYiTGvW1lZYiy7K3ER9VBieV700v7xOTZt2pTm9ddfp/nz58f+3SvZI4oItUlQeTzdum177DJGUZT44Nr8phA1JUtTS5m3jathxtdc1BXlaFGzrmgmKfRTpwTI0K+uakp8gQIZGlaENqV9U1GUxgG9jxLHr/PFxcU/iiRDq6urO+DAF5QiLweloIOsrbaXTG0z4QsceT8KfvPOFLnsJmEkatCJhq2ZkqwfKrs48i+ttl9ZXRGiUWVoPsjPxiIbYrSpyNCvd/ahy+urYpeQ+UI+y9DFixd7MhSp44iahPhcsmSJJ0RxHzIRUZXY1zGmZPIePJ5PriegXvbkJp/IypPZMNH15vMY96qqqryLpkcffSSV6j+XVqxY4cneLVu2eBGwXCM17u9eyQ5hL9T9okHlsXTDho2xyxhFUeKDf9yzCVFbYENzES4NiRT1S6FnKcrRomZdURnQYXahD5KiYOqUV7VLfBMF684lQjUqVFGUhgIZmjhefda2bdvfCi1CS0tL/0PiwvlxXIT6zbwhFy/y4CoPsgwX8s42tvnL9/XDXF5JFBErBS8XLceJhTy5kOnyUojKX1r90uaBK0rUT4g2tgyNU35mW5J6MnRj4ctQFaGFJUORGr9v3z4vdRx1QyEJly9f7kVT4v68efNo27ZtDZKhYY8DUUuNmM9PSIx71dXV3jiH8Q+PQeriM+IzAEjRN99805O/cX/3Sna3nyjnEmY0qLxIX7JkaewyRlGU+JDn935CtDlEh0YZezORomYKvV9dUZaiMoVe1hWFGLVJ0enTptSToF9/cYmuXjgdu8xTGi5Dzcjt5rpPKoqSfTBuJK5/T0SNCm2RODCdQpql34wzPYDKgygfSPlgKoEUzAR+rTm/TOBlM+Fll7jkKn9u+R3IkwlX+glOKEwhKguVc+pJUC3RsFGirgjRpiI1G0OOntsYv8xUEdp8ZCgi9xEticjQ1157zYuaRHQo5CGiKVFjE3VDIUoxBtjS5LNxkAkrRIOmw/iHeqG4iMI4iBIAqBcKqbt9+3bvc0CIvvXWW3TgwIHYv38lu9tO1NR483yCj6GYR9wyRlGUeLhw8XL6PN0Uon4RaE21fqjf+BtmHM5FCr2sKypT6M26oixGZ0yfVitBr6kEbUpIGard4xVFySa4TsbxKnGsORRJhvbu3bsSBzOElZozDbpoiXKwlB0KGRw8GZaBEvzaaGJOw6+V88oUuWwmWHZgilhTpEpZapOoUgbL74QLlNt+YZWNlcy0E/NEwiVFzTqiDU2Zj1tS5oMULWQZqiK0MGUoxCAiQ1FHE6KQo0MB7iNlHs9hPMhFB/ZMI0Ntz2OMxH6EsQ/HjVmzZnllALiDPIQvpCgaRh0/fjz271/J3rYTJWUzzLnFufMXY5cyiqI0Ph98+JE3BriEqEaI1h+HXeNxlGAXDu4wr2eCUuhdXejltczMGdOTEvSiStCmhkuGqhBVFKWhpDrJ//quu+7aGVqEduzY8beGDBkyElGhZr1Q10FSHiBt6d+2LoR8YMQvhvyrIQs/BgdMCQ6eLsxpo8DvJd+b4eUy4eUGNjErZSpLUwmfJPAtI78fGRkqZSifREghGhQlCsJEicq0edkYSKVoOClaqDLUa5akIrQgZej+/fs9GYo6mhCFiBRFRCjA/WXLlnmRo9jvMbZkexkyiQp1TYtjB8YYHC9wLOEmUPgsiArdtWuXJ0XxeQ4dOhT7969kZ7uJKkJlRKjrh8R3D70Xu5RRFKXxeW3X6+nza4wNLiHqaqjUnKJDMxmfo/xIZY7Nfin0LimK65kVy5fGLu0UlaGKohQWqU7y/ytxbbkwtAytqqr6+X333XfQVi/UJUJtkaC2+pcsP1k+yihHWWSbwYGxocj5RQXLY4OXF2D5gSllTZlqk6cy0tUmh6UklvKW35NlqClEbekmnGri13HeJkQzSZlvzlK0EGWodo0vXBmKQf7gwYOeDOU6mhCgaJgEUF8TTZQwDfbxXKfJB0WGBkWH4niC8QgXUvgf9U5R/xSfBTIUEa64hQzFZ8LxJu51oDR8uwmSoZlEIGkTJUVpnsxfsMAbC6IK0eYcHWobn6OO02GyAs3MN3lN6JdCv3rl8tilnZI7GYptxtwXm/s+qChKw0k1T/q6urr68dAytGfPnn0g39CB2JxhkAiVkRquJkCyiLbsjo4DHv8ayOAAyEDuhUW+LlPkcpjwsmK5GXwOICWsKU9ZYkqBGhT9KqeVElSKUH5PGR1qFiWXKfPcXAkylIUo8KsjKmWoTYoGpZDHLSobi7MFJkO/3qEitJBlKMbhd955x4sOhQyFKIQA3bRpkwfS5pEuj2nwQ0jcafJhUuUhQ3FMgehFvVPIXKT7I0Ue0a+4hfxFZCiOK3GvA6Vh20ymNepsIpQvrnEOMynxuriljKIojcvZs+cTY8H4dIYWC1FOmeeo8kzS5eMeN+Maq7M1ZoetK2pLoVcZ2nSxdZPXfVBRlGwAGZo4DzhXXl5eFVqGDh48+B6kXsoUefNg6BKhHA2Kkw8+uMkDm6vGJYQdSzsG0Yw2IPX8cL0uLHIZXPDyAiw/I2WsS5yyMJXilOWpvDWjWm3/y3nx/Pl7lekl/NlsHRqD6oiaNURNGWqKzyBZ2L9//9iFpcrQWhF6SUVoQctQjL0sQ1E7lGtqopESwH2WoRgXcCGSzfcPk/oeVYZifMItfpBD8yQ0g2IZCuErZSjGu7jXgdKwbSbTi2rzglpGGfGPh8c/OBG7nFEUpfF4/fU3vDEAY4EUolzHvyHRoXGPnflAQyJF/VLozbqiZgDNhAnj6cr5U7GLOyUHnD+Z3h/9mijFve0rilJ4QIYmrhOOde7c+Y9DidDS0tK/vvfee9eYKfKuCxYMWqYI5WhQ/oWPJagUdbYmPwzXt+QIRhNIPBuu6TOFl8OGXF6XiDXFqSlMpTQ1o1Hl41KoskSWctWMqOV5S8FsdmU0ZSgwa4gGRYeyBJWS0/zfT3zy85K4RWZzkqFfQYSuVRFa6DIU4y5EJzqrswxFqjyiQwHuo/nQkSNHvDEAY3Q23z9IaJkXl/Lk1iVLMT5h3qgXiuZJq1ev9qJcUS8UnxG3SJN/7733vLEt7nWgNGybiZoeb7uINkUoRxWtXr0mdjmjKErjgTEEY4AUorguCZMur/UKszeWR21+Z6sraqbQL5w/T4VoE+PCmc9oxozp1n1RZaiiKA2BgzsT5wQHOnbseF0oGTpw4MCeo0aN+mr27Nn1ZmiLCpWp8aYIxckILkY4ElRKUJuYYzknBV0+wMvkwiZkbeLUJk2DIk/DRKFKZJStjAiVwllKZRkZCliEShlqE6G2CFCb3HTRlKVoIcjQr7b3VhHaBGQoxmNcMLAMRYd1bjCE9HiAtPn169d7ndexr+OCI9vLEFWG8gmuS4ZiXEIXedQLRfMkyFxEubIMRd1QlqH4THGvB6Vh20wm6fFBIpSzUPD/2XMXYhc0iqLknkOHDnv7PsQZBBquRbgmPwtRmS4fJENViAaP5a4xPZcp9Lt2bqNLeSDylMxAWvz505/QurWr60VrqwxVFCVboNwaxpWHH344fCf5IUOG3I8DEUJKzRmaMhQDFkdqYDDj1HgWoTIaVEpQvzRtE45UbAxs7x8ES0SJS6T6RbDKaFibSMV9P5nqV0pAztuUzmEaKdkiQk2R2a9fv/RtGFyS1O+5QpGk+S5Dv9zWO3axWIjkqwzFxcG7777rydA9e/Z4NTUhQ5EeDxmKSFHI0A8++MAbA7KdJm87PoSJDLVJUJ4enwnHF9QLRfMkdJJHUyjIUAhfyFCkyR8+fNgbt+JeD0pm20qUqFAztVJGELlEKGdMbNy0OXZJoyhK7pk6bZpXOgqBGKYQlenyGh2a/THdNrZHkaJ+jfFc0aITJ75M7xzYSxfOfK4Ro3nO1Qun6NypT2j3G7u8/U/W8uV9USNDFUXJJqnmSb8eOnTo4tAydMSIEc8jIsc2Q3lA44MYDl4Y1DCgmRGhEKGIBuUIRY5KhIwzBShLOBmZKGtXNgbyfTPBT6zapKlLnNqiUV3lAGwp/LaSAraIW9k8SabH20SoGQ1qis++ffvWoU+fPtZbGzZRGlaeSkmaL8I0n2Xota3VsUvFQiVfZSjED2To22+/7clQiEJOlQcQiKi3eezYMU8M4YQzV8viElthU+R5ehxXcIKMFPkVK1Z4Mhcp//gs/Bm5Zih+8Il7PSjRt5MoF8rc8ESmU0oRyucdkB9ShHLt7EceeZTOnD0fu6hRFCV3vH3wHe8Yh2sPCFH8MOJKl/erHRokQ1XM5G6sD9uF3qwtyhGjc+bMovfe2U9nT37i1aFEBGLcErA5khTTJ+nkpx/S3t1v0KTEeg1Tx1dlqKIo2QS9JxLHjX+tqal5IpQILS8v/2niRGKfWS+UcaXIYyDDAQoHJq4RiosRnJSYIpQ7mEsBGlZ6ctp2WKLMp7GkatSI1CiRp/y/meZvdoy3Rd2GkaAuAQrRySQ2tjS9e/f2kI9JeHr5elOSuoRpFEmqMjTJF5t7xS4UC5l8lKEYj3HhBykIGYrUcYhCSEOkx0OK4n/U20RkKOQQLjRysSxhZWiYyFBOYVy2bJnXSX7Dhg2eDMVnYRmKzwoJDOkV93pQom8nQRfIft3jZXo8p05ykw1ThPI5yJIlS2OXNYqi5IbzFy554wH2eez/GAds6fKu6FBtpJSbsT5ozM80hd4lRk05yoL0zV076KMP3qdzpyFJT9GVCxpF2nDhmZTNl86dpDOff0xHD79D27du8qJ1cSyGC8D+xz9I2EpWyP1Qa4YqipJtIEMT487J8vLybqFkaN++fUckBq3/bosMddULlbVC8YuPjArFSQlSuM2IUJcIjSo785VsR6Oa4lQKVFd5AVeJAb+oWxahZkq8TGF3yU8Wn6C6ujpNr169PORjJvK1LE9NQWqTpS5JGrcgzUcZenVjz9hlYqGTjzIUYzJ+dJIyFN3WIQshQyFFcR/1Nj/77DNvLC4EGcqRAhCh6CRvylCUAsBnxefG8Sbu9aBE306iylBXVCinx2M7QDQYl+aRIhTbPW6PHvsgdmmjKEr2WblqtXe9gZJc+CEEQpTT5VnGSBlqiw7FmKOp8rkZ811jf5QU+rBiVKbTm4KUwTaB2zmzZ3kC79A7++mTD4/SmZMfJ2uRnj/ppXU3y8hST3KeSoMSBKc/+4g+PHaY9u99izasW02TJr7s/dggMQUof8f4/rEupAi1RYXKbvIqQxVFyQbogZQYf/Z16NDhD0PJ0LvvvnscBiIUGzVnZpOhXN8FAxoOQhjsOE0NJyK4GMEFCFK3OVXbbNLjEqGQcvlMY0pTlyA1ZantOf6O/QSo/L5lRKhNhEoxKSWoFJ89e/asR1VVlYf8Xz7PrzXlaVBkaRhBGrWhU1OSoV/vrKErG6piF4lNgXyVoRA+nCbvkqGot/n55597UghjfK6WxSVD/aJsbNPziTIaJ0GGIs1fylB8Rtzic2PauNeDEn07ca1/V3SQrBVqRoXKOqE2EcrlY5544kkvgixucaMoSvY4ePDddI187PfY/zEOmNGhtlT5sI2UNE0+d8eAsJGiZrSoTYyactQUpCxJGZalLExt0hS8mHifhQvm0eaN62nvW6/TkUNve5GmSAOHQD1/+lO6cPZzL0oSkadpoXiBpWJjSNWTqWjNUymRm1wOPA7BC6mJmp2nP/+IPv/kQ09uHjq4j958fSetXb2SZs2c4X1PkJoSHF9tYL+S4pPlJ3+PpgTFujBFaFBUqMpQRVEyBV3k4TRHjRq1OZQILS4u/vejR4+eZ+siz/hFhrIM5cZJkKH4hVbKUE7ZlmnZrojQuGVntmVoJq+xSVHXY0F1Vv2WyxShpgyVafFmNKhNgrL4BJWVlXXo0aOHh3mfka81RakritSUow0VpE1Fhn69o4Yur9OO8U1ZhmI8xjiLCMmDBw96dTRZhiJFHjIUUZSQoZ988okXNYexOxfLEiRDXV3lbdPyRQwiQlevXu3JUDSDYhmKJkq4feedd6w/3in5SxQZ6uogzxe2tqhQRIXZGjZyCZk5c+fFLm8URckOn31+ikYl9ntuMiqjQ83aoTJVPkyKrsrQxj8eNFSMSjlqClKWpFKUSlkqhakpTV3i1ESKVFskqvz/ycT0r7wyqQ5z58ymRQvn12PmjOl1pkMqupSQUXEtZxDm55XfCX9PLD+lAGUJau53tn3PFRWq+52iKFHA9SHGmMT5/9JQMrRbt243jRkz5vCcOXOcM3XVDA2TJi8jQzmFu5BlaGNHk0ZJvfeTsfJWSlCzRigwRaifDJUilCUn0717d6qoqKiD+Rj+l/iJUlOQmqI0jCDNZVp9PsjQr7b3pktrVYQ2BxmKC0ApQ9966620DMUtZChEImQoxuZcnUxmU4byiTRqnSI6FDJ0+/bt3mdhGQrwmZcuXRr7elCibSOZ1gs1U+S5VqgtKhT7haxVLps2and5RSl80BQNEgb7N/ZzLofB0aFBqfJ+dUNVhjbeMcF1bPBLobel0bvkKAtSKUmlKDWFqZSmfuLURIpUEylVbaK1sfFbNj9cn11+R6b8ZAHKkaByn/MToRoVqihKQ0jVC/2fgwYNGhdKhvbr12904kThv+GFrpnKg5OM3MAAx9EaONnAxYnZQImjQ83mSYWaJh+nODW/sygylO9DfpoiNKhWqJShsjYoy1COBGUBagrP8vLyNGVlZaHAtKY0laLUjCI1RalNkgbJ0SBJKsWnTZbGLUOvbdGO8c1JhiIK5r333qsjQyENOSqUZeiZM2e8C8RcLUs2ZSjXgsRyQ4ZCiu7YsSNdK5RlKEoDIOo17vWgRNtGMqkXyhevrhR5V1SozEpJ19RO3H9r957YZY6iKJmBchcYE7ipKPZzGR0qGylBhuK6hLtZh+lkrU2UGv/Y4DpGhIkWZWTUqBSkUpLaZKkUpqY0DSNPXSK1qeD6rIyUngx/l1KAmhI0rAjVfU5RlKgg2z1x3P+se/fuFaFkaOICYToGKb+Uw7BNlHCBwtGhuDjhKA2cqNi6yTe3CNGGytCo6fk2WIJKGWrrIG9LlfeLDJXp8CxETQHarVs3j9LS0np07drVep9fY5OkMprUjCQNSrWPIkjDRo+e2YBanfGI0KubtFFSc5Oh+LEJMhQp4/v377fKUNTbPHfuXMHIUIguXLyi7um6des8GQoxis8C4cvRoQcOHPA+Z9zrQYm2jQRd4IatF4poL8hQRH9xB3lZK9QWFco1tvHYm2/ujl3qKIoSDUSEjh8/Id1EFPsyR4fKVHmzbijLUARu2JooqQzNDzIRo7aoUSlHTUFqilKJKU1t4tSUp0EitdBxfVZTeErpyfsVw98572dyXwsSoXFvk4qiFB6QoY888sj2Dh06/FGgCO3cufM3R48evWLGjBlesVHbDF2RHBwdigGQozZk7VBOlw8rRFWKZleImvMJK0ZluryMEnVFiJqp8lKIyqhQlqFSeJaUlNShuLjYQ/6PW0zL2CSpS5C6okhtgtQvvT5s9OjpDTVe46LGFKJ4v8vrtVFSc5ShEEBShkISct1Q3AKkmJ8+fTqnndezKUNx0YrjB0Tn+vXrPRnKafIsQyF9IUMheuNeD0q0bSRKZChfiLpkKLZpCA9u2ijPNcyoULPZIB7fvn1n7HJHUZRwfPrZSXr88SfS+zL2aylD8SOIS4bKJkp+HeU1TT4/CJKiQecbUrTZRKlNmLqkaZBAdUnUpojr89u+K/m9ugRomB8ddH9TFCUK7DMT1wNzQ0WFFhcX/zBxUXHQr3kS44oOxUAo0+X5QkWmr9kuUqQQDYoSbW5SNFvRobZaoa4GSmbKvEyb92uoZEpRlxDlyE4WoYyUoKBLly5OTFlqE6RhI0hzIUdPra+hr3ak2JmE5ajHa9mNHNX6oM1bhmJcDZKhSDE/deqUdyGYq2Vxya1MZCguWhHth2VHE6XNmzen0+RNGYraqHhN3OtCCb+NuGSorRacTYZyGQUIDpahXC/UL0VenmtI5s2bTxcvXYld9CiK4mb/gYPe/o19NhMZGhQZyjI0qKO1ytD8Ooa45KjrPCRIlrqkqUuemiI1rFQtBFyfzYbtuzK/U79zQtc+pvuaoihRQYBn4jj/6/79+78YSoZWV1ff8+STT16ZNWuW74zNX+nM6FBOl/cTomaH+UyiRJubFM22GHV9h1xHlO+bQlRGikoBaDZVYqnIkZgcnemKEHXJ0M6dO9ejU6dO9R7zk6Q2QSolqV/0aKZy9PO1vena9t705faaJFKM1hGkfergRXi+1qfe404S036xpRddWNOjDhf5/urwSOlnnd/qxhWP+Ui+ylCMrYcPH/ZkKOQgi0KIQ9yyDD158qQnlXK1LNmWobiQxWeBDEVdUBkZirqhLEMRPYoSLXGvCyXadtLQyFBThnJkaCYyFDz11NP0wQcnYhc+iqLU5dz5i7Rw0WJvH+b9lUWoX83QTGWopu0WBmHEqE2QRhGmYcWpTaIGSdV8xfZ5onx+m/T0Owf0W4dxb2OKohQmcJqPPfbYlZqamttDydDEScUUXEzCooZ9Ez8hyl1fcdEimxxwXS/ZZZ7T5m0XLGHS5puTGM2FBM1UipqRoiwEWRZy86KgKFFOc5fp8jIyVEpQpmPHjh58X95KWSolqS2CVEpSlrRSkJrRo7bGTLbO9Z+srqYrW6rp6tbeHl9sc8jRHXYpGga89vL6npGEZ0aEkKpxS8rmLEMxBuOCDzL03XffrSdDOUoUtTfRcX7VqlU5XZZsyVBctOJYgUhXpMgjFV5GhkoZighYXOjGvS6UaNtJNmRoJmnyLhkKcC6ycuUqT77ELYAURbmaOIbt9X7wkxJURoWGkaF+3eTDpsmb0ibucVQJPrZEJUiahhWnzRm/704K6iABqvuYoigNYc6cOTj+v1lSUvJ3oWRo4uRhDU4A/Jonmbjqh3LKvKwhKqM4bFGifo0ONHW+cWSo3/do1hP1S5/n1HnA0ZRhUudZiMooUZsMZRHaoUMHX1yS1BSkZhSpLcXeTK8Pih79cHlPurCxF13c1IsubQbVdDklRyFGmWvbazwgRxmWpHWEqcG1rdV0YW0POr+qe2jOOQh87eoUxn2nOLXI07glZlOXofih6ciRI6Fk6LJly3K6LNmSofgRDRez6BbvkqHcQAmfD8eUuNeFEn4byXbNUPlDqylDzewTmxCVggVgPhs3bvI6VsctgxSlObJv/4HEPv5UvX3TJkJlijyuKTAG4BoDYwLGBj8Zyg1fzAZK5jFLI9YKk4YK0obK0+aALRo3KnFvJ4qiNB1QLxQBnonzgVdbt279G6Fk6NixY3dGiQplzAGQL2T4IkZewCAthTvNm1GiYbq/hk2fbw5yNFtp8a55+z0fVorKzvNBUlSmzstaomaEqJShUoi2b98+fWtik6Q2QSpT9FmQZho9emRxJZ1cU0ln1lXR2fWgJ53f2DMtRyFGwZWtqejROoJUUlMbTZricmI+51Z2T3PWSQWdWREOTOuazzkbNpm6OilI08J0dfcmJ0TzUYZi3EXky9GjR+vJUEhCKUPx/NKlS3O2LNmUobhgxcUsUv+5kzxkKD4LZChgGYrPi2njXhdK+G0kigyV3eTlD6xmN3lZmzxMN/kwYD6oJ3r02AexyyFFaeqgOdLq1Wu8/dlPgpoi1IwKRaAFxgKMCZgXxghce2DMwNiBTDiMJVKGyi7XKkObFkHrLJfCVPEXn7ovKYqSbeA0kfUxYMCAJ0OJ0OLi4p8nTg4+CKoX6sIlRG1p8zgBsdX64sYH5kWMX4qb1hWNLkajzitTKcpd1WX6PNcVlenzwE+KAleUqClDJe3atbNiE6U2OSrT7G01SF3RoyxH355bQR8t706frOxOn67sQZ+v7kGn1lTS6XVJMXpuQ1KOyujRy6noUU+SSlGa4kri+XOJ+ZxeUVGX5fU5laacTi0rT97Webz+c3XmIeZ/RtzWlae1EtUUpPVkaR0x2t1aozRu0VmoMhRjLS7wgmQomgwVUmQofjzDRS3S/9E8CTIUQhcp8YgKlTIU/+MiOO51oYTfRjKRoeZ5BJfgkRknOJeACDHrhsro0KhClHl41CiaOXMWbd+xk44cOUrnNZVeUTLm4sXLdPz4h4kx/U1asGChtx/z/ukH9mNThJpRobZ6obKTPMtQjCkYWzhFPooMVYnT9AizbuMWiflO0PcW9zpWFKXpA6f56KOPflFTUzMolAytrq4eOW7cuGszZ87M+E1tFzVSiMrIDpyEyChR80LGbIDgF9khxahL/hWCHM1HiRtVjLoaLQWlz3OjJVv6vK3BEkeK2tLmXUK0bdu2dW5dgtSVYm+To7L+qIwcxbLvntGN3l9YRscWl9MHS8rpw2VJOQox+tmqHl7U6Km1VV7k6BkpSA1JypxdW0knl5XT50uZMnHfpIw+WxId2zzxniZJeSokqm+0aUUdUWqm3vsJ0nwkH2UoLt4ghd5//32rDOX7kIiIsmzMyFCbEA0rQ5FNgGMB0v/RPIllKKfJo5YoZChu8T8uiONeF0r4bSSqDDV/VOVzCFcTJb/oUClFbWQiSpXCJsq65+mibitR3yPMNmlOY/s/6DMEvU8YQRk030zgfdUE+7FNhLqiQl0p8mE6yfMxS0Wo4iJTOZjvNFR+KoqixMW8efNwLbCpuLj426FkaOLEZV7ipODfotQLdeGKEpW1v1zRHUhjcUlRv0hRECWFPp+Eo0s85uuyu5otmZip82b6PEtRTqFHpKifFJU1RWXXeVv6vJSiphC1IZ8zBakrvT4ocnTH5BI6MLsrHZzTld6dV0qHF3Sj9xel5OjScjqxrII+XoHI0R5pQfr56kovehSSFJz2qKRPlpXTRwu71ePjRYnbRbW3aSzT1kNOm5qH5JPFTJnHp2BJks+W1mIKUylKZZRprSB1R46aafWyk32+kK8yFBd2UoZyPU2WobiFRMTjixYtytmyZFOG4jgBoYWIV9QLRSd5RLeaMpRT5jUytDDwk6EuIcoy1K+Jkpkqb0aHshA1pWimctQloILEVZjpwwqlMMvi915+07j+D3qPbImwXJHvy5ePBO0fQa+zvV4+5pKeUnxKAcoS1E+E4kcRbpzEUaGaIq8oiqIoTRvUCwWJc4anQ4lQ/CVOJLbjRAAvzMZC+EWJuqQoojxMKepKn5cdYoPqihZKCn0hyFAz2tZPiobpPi+jRW1SFECKyhR6lqIcLcpS1C993iZD27Rp47wv//eLIPWrPbr+hU70+qud6a2pXWj39GLaO6O4nhw9srCMji6qGz16YnkyghSi9MTScjo6tysdnVOSBPcFx1zMc3PcwQfzS+vxIViQ5MRCUCth09J0UbdaWbrYHWnqidJl9kjSs2bkqCdF87PeaL7KUFzUBclQTplfuHBhzpYlmzIUxwlc1B47dqyeDMXnYxnKKfM4LsS9LpRo20lYGRpUN1RmmNiiQ6UQ5ZR5lqLyPCKKIM1nGrrsYV7vkll+8st83vyezcf91kkmr/N7vqHYPqMSDlN4muJTIiUo9mkpQmV6PH4UwXiA6wmOCkUkOcYNmSIvo0JVhiqKoihKYYNMdxzvBw8efFdoGZo4YdiXLRHK2CJEXdEeLilqXty4oj1cdUXDRIyakk9laPhljCpFgxot2aQoN1sypahfCr0pRc0oUVOKhsGMJDUlqZlev3xce9ryUgfaNrEj7ZjUkV57pRPterUzvTm1C+1JydH9M0vo7dld6Z2UID00v5snScE7sxLPTevscXB6F493JDO60LsWDs0s9nhvVpLDs2rv8/+HZ5d4HDGZU0LvC6R0NcUpS9K0LE0J0zpRp0akKUeXmhGlpiCtI0eFFI1bhOarDOXUPshQpMH7yVCkyxeKDAW4kMXnsslQrhmK+wAXwnGvCyX6ttLQVHkzOtTMLpFCVGaYSClqk6N+krSpE+VzZ/IdZfq9muvEvO/C9dqwRJk+6rybKzbRaZOeUn4yUoJi3+aIUClCOT3erBXq6iLvlyKvafKKoiiKUhjMnTsX5wMfVldX3xJKhLZv3/7/TZwcvN+QeqEu/CI/wkhRsx4Yp8DJBglmtKirC73ZdCkfZWPU6MxCIIwU9asrakrRKHVFw0pRU3y2bt3aQ/7vJ0elJOX3WPhEW1o7oS2tf64dbXy+PW16sT1tTsvRTrQTcnRyZ3pjSt3o0d1TE49N7JDmzUm1vPVKR4/dYHJH2pNg76ud0uxLsH9KgsQ8DkztnJapLFRNkQppmpSoxVaJKoWpKUnNKFRPlM43Ik7n1404ZWkqo0s/WcxRpLXRo0itt0WM5oMUzVcZinEU6eRShpo1QwFE4oIFC3K2LNmWoRjnP/74Y69mKMtQ1D7FZ5IyFPdxHIh7XSjRtxU/Geo6T+DoUFsjJfNcAYJE/ojK5wssVqRwcYmZuMVRY0uqbM7D9l2a98PIMdd6acjzSnRs+4l8zLxv7l/mYzZM8cmwAJUSFD92cGq8S4RyerxfrVBtnKQoiqIohc+cOXNwvvF8p06d/mMoGVpeXt4jcXJwDi3os70w8oShIZGiLEUR+WG70MHJkF+0qE2MFnpt0biXI1Mp6uo+HyRFudmSnxS11RWVHehtNUX9okRZirow5aiUpHPHtqYVz7Smlc+0odXj29CaCW1p3bMpOfpCUo56kaMvd6TtEKQJtj7fjjY/24a2JKbb+lySbc+3pe2Jxz1eaEc7Uux8sR29lpgH2PVSe3r95fZpecrCFLIUgnTflCSmJD04rTbitDa6NCVFTTGawCZG60hScf9IkEgVUaYsSE0xakrROl3pVYamwdiJrnmIoDx48KCXPm7rJo9bNCCaP39+zpYllzJUdpPnWqH4jCxGcUyIe10o0beVqKny8hxB1g6VZXa4mZJNiMooURajUo6agtQUpX7SNBtiqaHTS+nk95hLWPnJrLA05LWFgms7CZpObmO2ecjtUD5vvs687yLMNHEhRacpPRmWn1KASgnK0aBcI9QlQmUHeY0KVRRFUZSmB/of4djet2/f/qFT5Gtqap5PnBj811zIUBNXFIiMAJG1wTgCxCZFbXVFw0aLusRoUH3RfBWkhYRfpGjYFHrZgZ5T6G1S1FVX1NVoyZSiQTLUJUbBzF+1oiVP3EJLn7yFlj11Cy1/OiVHx9XK0bUpOboGjz/RilY/2YrWJKZd+3SSdc/cQusTz20YV5eN41vTpsQ8IE5ZnnrSlCWpRY5yFClHj9aRooYQNaNE33Ok1tvEJ6bh1/B8IFjrzTs1f7zm6NwST456YjQVNfppSop6jZhS6fP5IETzUYZi0Mctuq6//fbb6YhJbpqE+3yL6EqkD+R6jHcJTj8RapOhGNdNGbpr1y7vs3D6P24hgHGRG/e6UKJvK5mkysvaoa7zA/nDKZfZkT+e4jyBxaiUo1KQ2kSpUl9oZVOKmfP1u3URJNsKDd4mzdug15jTydeb27v5WGMhZacpPqX8lAKUJSg3SsI+jmsBXBNIEcrd41mEcnp8lKhQrReqKIqiKIUBokIffvjhyxUVFR1Cy9AhQ4asSVxY/J9sdJIPIkwXWb+0OFsUiCstzlUnLBti1CZHVZBmJkVzWVfUlKIcLWprtmSToixGXQL0lltu8bA9N330zbTwMdCKFj3eihY/UV+OLks8tvjRlrT4kZtoSeJ2KRjbkpYlXrc8xYrHk6wEienBqifrilNIU0hSCNItz7ahbc8lo0khRhE1WleKJlPq908NFqFmfVFXRKgpQvF6pOJ7tU6ndfHEK8B7emn8UzrXiVLF++M1h1PvgYhRpNRDiiJSlLvUsxA9F6MQzUcZiou5efPm0aFDh7wUeY4KhQBFFCWEIQQiHoNQLCQZypGhmzdv9uqG7tixw/ssZsQrUuUx9se9LpTMtpdMo0P5vMAmRM1zA0gTbCMsRbFtsRi1yVGbJHXhJ62ChFO+yalsCa6o0/m9xlwfLoHm95xSXzbKW/O+FJK5RgpPlp6MlJ8sQDkSlCUo9nFuliQjQs06oZwejx9TMI4AFqEaFaooiqIohQ1k6LBhw6aUlpb+SWgZmjjh2YsLjMaQoSa2CyHXBRBHg/il0MtoUTMSxNVRNowYlcKzULrTFwq5kKJh64pmS4pKMcpydOqoljT/0Zs9FoxNkZKjC8a2pLmjW9CcUTcmbm+keb9sQfNTLPhVC1oIxtyUZtEjN3nClFmSlqYtPWG68ombPUG69qlkJCkiRzdPaOOl2SNalCNFIUSRPr93cjI61JShUoLKhkqI3LR1sOdO9yxFWYZiXgenpQTolKR8RWQqZKxX/1TUQn2Ll+nVZLQqJCqiRjE/jhRF+jxHiZ5ZWUHnVtbWENXI0KneeLlq1SqvkzxHhUKEQhoCCFHU2oQMhVBsqjIU08a9LpTMtxk/GQpwLsA/kpqd5eUPpTYhivMClxSVYlTKUVOSmtjEUljx5BJRct6u9/R7PojGFlyZPm9+/0H3bf8XEuZ2Z9sO+TF560eYabLxmqjwvsaSU8L7oxSfjBSgLgmKfd6WGm+KUI0KVRRFUZSmBVwmjuf9+vXrHlqE4i9xcnEMB/xsd5OPQhQp6hctGlWMZhoxGiZqVMmeGA2qK8pSNExdUUhRV11RlqIgqNlSkBSd8nBLmvtIknmPpkjcnz36Rpox8nqaCR66gWalmP1wEghSlqTMvJQwnffLWnG6ICVMFwk5igjSVU+08qJFk1I0mUKfjBJtT7uEEN33aqd6kZmcDl+nvqejGRI4nmqedCwlRY8IGYr5QoQiEhUSFNGpiFLd8WKy9qmsgSqXbc/kZOQopCiWBfNGlGg9IRpTp/l8lKEYG1EHFM2TuHESBChSyiFBIQ9xH+KwECNDP/nkk3oyFLKXo19ZhmJ8j3tdKJlvM5lEhwYJUYgRM20e5wR8XiDFqClHTfJJKDUWfp9bfi9yOvN+PuNa137TyW3Etr1ImWcTfIUI7xtyH3GJS1Nimq83wf5ng/dPKT+lAMX+bEpQ7PPY912p8X4iVKNCFUVRFKVwmT17Ns4fviovLw/XRR5/bdq0uS5xsvBpnCLUJOoFkYwWDZNGz2JUpshxxKitxqirKz0LUpWi8UtRYGu2xHVFg5otcV3RoGZLrg70Vhn6UK0MnTPmJpo16kaa/uD1dYAUlbAglZLUlKUsTOeOSkpSFqOLxiSlKKJFIUWRRs/p84gSRU1RiMddqVqiUogiihMCk2t4miJUdoL/0IClKKY3ZSiaNu1OiVAITwhQyFksD0TtphQyipWlKCJFEbWKKFUI0RMLa4XoadlUaXXjRohChubbBRHGwZkzZ3r1QqUIhThEjVC+DxmK/5FSH8f43ZCaoSpDmy5ha4dGEaIQIXwewFIU5wIsRTlSlAULnxuwHJWY8iYuERVlGlM++UXc2cRVGImVT9jWk3xcPm+uW5eMyydc2yY/J6eR09ruh/k/V/B+xoLTBu+TLD5ZfpoC1JSgZlq8bJaUiQjVqFBFURRFKRwQ7DNkyJCXysrK/ii0DO3Spcu3EycHZxqjeVJUwjRbilJDzK++qNllNpNUehWjuZOiDWm2xCn0ZrMlV13RqM2WXNGikKFzxrSkmaNupGkP/jNNe8Dk+npy1CVJZ7AktUSTchQppCjS65FGjyhRpM8jSnRNKnV+kxCOEJOvv1w3Pf1tQ4gi0vOYiAj1ZOjCbp4Q9W4X1hWiEJaQqHg9Ik0xT0R5QoQiTT8pQtt4KfxYHkSvejVPU3VPpbTF8iGVHrIW88LyYDnQcR41RF3RoY0hRfMxMhTjH7rJQ4ZyfVAWoYgE5fsQh4gUjbObfFQZigviDz74wGugpDK06RIlOtQlROWPonz85yhR/nGUU+dtYlTKURakTBjR4yefbNMFCazGlFRRZZZLbNkeNyP88g1zXZuPm9uEOb35XFPH3E+ktDT/DwOLTgn2SxafUn6aAlRKUOzrLEE5Ld5PhEZNj1cZqiiKoij5CVLkcYzv379/x0gp8hUVFVWJE4SrcdQLDYJPPIKaLblqi9pS5zhKRKbR28Ro2BqjkKKMq8aoStHsSdFcNlvKtK6oS4xOGdnCE55TH/hnj/oy1Pa4XY5Os4hSKUZZinKkKKJEWYpylKgUjpCiXpRoqrnS7skdvShOL2U+VTsUEZnvW4QoR4iekCJ0XlKEHk41T/KiQl9Npscj0hPvhfeECF3nSdBkE6hkUyiWtq2S0nZ8cvkgUPF6SFXME5GneM9PUw2VODpUNlJqLBmabxdFUoay8IT8hDwELEURMYrnFyxYkNNxO5syFBe5hw8fridDIX1NGYoor7jXhdKw7SYbQlT+ICqjRPmHUZk+b4pRhqWMKW5cMijXsimKhIoqo8zPlkts36ntcdv37/e/FGkuwRYXcnsy/7dtc/J/17RxIvcVvm+7Ne/7IWWnlJ4sPk35KQWojAS1SVBXRKiKUEVRFEVpGuA6+MEHH7xcWVn500gytGfPno8kThD+JR9lKCNPQoLS6IIiRvjiKEiMylT6sBGjphANkqJhiVtE5hNRpKhZV5RT6P2aLflJUVtdUb9o0akP3pAWoX7YJCmkqP0xewSplKJe+vwvb3SmzlulKNcSnZxMnZd1RDlt/pisHyrgiNDD6cZJXbxaoYg6fT0lQpEa74nQZ27xlgESFJGry9AEamxtEyiOYsWy4XUQtZC0mC/eI1k7tFudVHlupNRYXeVZhubTBRLGQdyyDEVavE2Gckf5hQsX5nS8zpYMxXiOcfnYsWOhZKh2ky9swqTLm8d6PyEqo0RNKcrHfxajNjlqI24RFVVWmY+7pJX5GcMIrDgx1xH/L2VaGOFWaMht1CUP5X0/MnlNtuB9zgbvl6b4ZPnJAtQmQV3RoEEiVGWooiiKohQuqBc6aNCgMaWlpd+KJEP79es3M3GC8N/zWYZKwkSPhK0tJi+QbN1nZcSorDEKMYrGSyxGg6SoytDGFaNBzZai1BX1a7bkSqFnMRpWhoYXpO4o0jBSVEaK1kmf5yZL6DqfSp9/a1IyfX6/SJ+XDZaOpKjTPT6VGr83FREKEbpdiFBIWIhQvD8EKJYFotaTtWPr1jmFDN3OMlSkyiMK9eNF+SND4x4PJRj/pAyF/LTJUEjDRYsW5XyMzoYMxdiNH6NQM5Q/i58MxY9Yca8HpeHbTtju8kFClH8EdUlRFqMsR22CVGKTSaaIcskm12N+ry8U/MSWfN6cNui1jYm5zuV24HpOPm4+ZrsfB+Z2LR+P8nqeXr5OPmcS9LyE9z/eF6X0tMlPKUBlJKgpQWU0qE2Ehm2YlI/He0VRFEVRkqD3Ec4Lqqurb4gkQvE3ePDgLYkThP+TTw2UgjBPShrShdbWeCmoxijEqNl4SUpRV03RbESJqiBtuBSVzZZsdUXDNluypdCzGAW5l6H21HqrFB2dlKJcU5SjRVca0aKbLCn0nhid3MmL0OTaohI8ZnaN5xqhkJqYL+YPAZsWoY/WitDksiAyNCloMT0EKrrOI1oVneXrRoam0uSXxy9D8+kiKUiGAqTP79mzp2BkKMZpKUPxmfDZVIY2XVwiwi9CVB7fXVLUjBSVYlTKUSlITVFqEz4NFVWuW/M9/B6LIp7yAfm9mt+z67s3H3fhN/9cYdtmzMf4f/PWTwD6PVcoyH1L7mt83wYLTyk+pfy0RYEGSdBMmiXl2zFeURRFUZT6ICr0zjvvPFhdXf3tyDL0nnvueQcnCIUkQ124pKiMGPWrNWbrRisjRjmVHnW1zDR6RIqGEaJRUUGaHSnakGZLMoXebLZkixZlMfrqAzdmLEMzSasPSp/nRkuuaNGVqbqdqOmJSE40O2IxmowYZTnawZOeDIQlHoc8xbTcMV5GgyIFHqnwMhrUFhXKKfKYB1L390zu6HW6lx3lXTVDLzZSzdAL62vqXTjFPfYBlqHcSV7KUNxnGbpv3z5avHhxzsfhbMlQjLMnTpzwPoPK0KZPkAx1RYj6RYnapCgf6005ykg5E7dQikNc+U1jfjdhhFeQAIsD1/q2TeMn6+KEt13bNhzmtX7zDHovG1GmNZGyUwpPKT5lBKitJqhLgmYqQuMeDxVFURRF8QcZ7tXV1ZXdunX7d5FlaOLi8ROcHDQVGcq3UaJFXR3pbTVGES3KUpQjRcMKUZsUlc+ZNFSONldBmutmS7YUeilGWY5Wd+/YoOjQzMSova4omi3NMqJFk2LUiBblNHpEi6bS6CE1ISghOLelutHvEOB/dIDH85tSkaBIdYdYhWCVEhTv4/Fo8v3SXe9T6fGbUt3kveZJkzp6EaccFcop8p8tRTd5iND63eQbIyp0yawJeSlDMab5yVDc4vF3332Xli5dmtNxOFsyFGMyxt33338/LXRlmjwkqJShGJPjXg9KdrejsBGi5jFdHtdtYpSliilcTEFqkz1+EihToWWTUPLxIIkVtGxhH89UZDUE8zvn+1KMuV7nEmm2x/IFuZ3J+2Gmd/3vQj4fJBuDXm/7P1tI0WmTnlJ8SgGaiQTViFBFURRFaRrAYf7qV7/61/Ly8j+PLELx9/TTT5/HiUHcHySXBF1MuWqMmp1pWYpypCjS5zlKFEKUa4lycyWz4zxLTtmBXoJpzemDokvDyFAVo/5S1K+uqF+zJTOF3hSjLEcfH9aKpjW6FE1iixZlKWrWFkUX+oUcLfpoUlLK+qKI8oQcheyEIE3Sxrv1BKjXJb5ug6SlKQG6KAHmDWREqidCn6grQnelRCjS8tHZHrVC0ajpo4Xd0lGhZ+rUC+3eKBL08Io761xI5dvFEsawgwcPWtPk+T5E4pEjR2j58uU5H2+zJUMx5qKbvJShEL62yFCMx3GvByW721EmQtT8odOUoq6IUQkLmrCSyU8ehRFKUaRWU0F+v7bv2lwP5jS217ukWrZojPcwZaApBW2y0CYP5Wttt67X2KZvLFzCU8L7shSgZk1QKUFVhCqKoihK02TmzJnwNk937dr1dzOSoYmTjctN/aAvT2yiRpiY0aK4IEGaFKKVpBBFhCg3V0INUQhR2VTJBZ5nMD0jH7dJUpscjRIl2twiSHPVbMkUozJiVKbTg7v6taeX7muZczFaX44GdKF/WKTRp+qLSjEqIzg5nR4CE9Gcq55MRn+mu8M/1rJOFCiiTpGSj/kBmZ6PKFTuIA+hiqhTT4S+khKh07t4DZogQk9AhC4u8xonISoUMlRGheZKgJ5cO4A2zf1l+iLL1mgh7vGNCZKhnGIepwwNEqHmeAzxgDT5Dz74oE6qv8rQ5kEYIRpWipqRoqYclYLUFKV+osgmrcJIrCAJFVZK2eYVVWBlU3jZvrewj2U6vfk837etT7//8xFz27Rtp67XmdP7bevycdtrXPejPhYGcx81paeM/jSjQF2RoLbjj4pQRVEURSlscK1YVlb27YxEaLt27b6ROKm43BRS5KMSNZVeRoqaQpRT5keOHFknXZ6FKMtNKTsBokcxDcD0Jvyc7FafTTnanGRomEjRTFPoTTHK9UUZRI7K6FHQt6qYxg5rTZPub+Gl0k/LlRi9P7gL/UxXfVEhRr3mS2OSEZ6c6s41P/l/jv5cIAQoUvEZKVmXPFo3PX7zs23SDZMgQtGZ3qsTChGaappUR4SmokLPZykq9NLaxO26nnR6XR96e8kwmvXKE97+zhdhGAPMWmP5dtGEsUrKUIhDU4YiqvLQoUO0atWqnI+t2ZChSHVFkzo0UJJNoCBDIUJlmjxqoaLRXdzrQcndNuV33A6SorZoUZscNQWpS/C4IteChJbrflghZnsvv2XIREblK37rxvaca3q/x83twLVNuKY1n3PJvUJF7jfm/uPan8zXBYlOU3oGyU8zClRFqKIoiqI0faZNm/brIUOGbKuoqPidjGRocXHxv0+cVDRLGcqEScEzo0QRRYGLdDRX4hqiiEjiLvOywzzLTFN84nlIU4DpAaJKGX4Mz2Nac35SsppylAVpJnI0blkZd6RolLqiMlpUilGbHOXoUUbKUmZYv870xF2tvejRKQ+2oGkjsyNJpQid+kC4+qIzjVR6yNE5KTmKlPp5v6yN9gTeYyw+U9POTkWcMrKrPctQpNQjxX5rKip09ysdvQ71h2YWp7vHyzqhpgiN2kX+0tpKurS+is6vr6bPVvWjg4uH0NJXH/RSsblWHn5hwo8efBGLCzG+2Cp0GYrHP/roo5wud7ZlKH5gwjK7ZCjXDoUMRaR+3OtByd02FVWISinqFzFqClKTXAilxhJXmU4f5rVhvh9zni6R5prGtS5s0/mJNZt483sPv+0hVwRth2FfG3Y+rulc8zL3Gdv+Yz7m9xo/eB81pWdY+el3vFERqiiKoiiFT+Ja/X9WVFT8vEePHr+RqQz9w8TJxpXmLEMlflJUClEZHYr6oWPHjvUikriZEtcOZYHJsABl8YmLfMhTvAZRpZCpDP7H43ie0+9Zjsp5B8lRV0MmlaINl6JmtChHjEo5ahOkJlKY2hjYu5RGDu5IT3mi9Gaa/EAqmtTj+px0o68Vozd4YlTKURakLniamQ/Vfa0nRFMyFJGkpgx9/eUOtGdyJ697/Hup7vGyTujp5ck6oWZ6fDpNfm0PurSuMkEVXVjXk86s7U0frexPby8aTOun30OTJozyIrnxAwZAZDd+0DBFKH7s4IgqvpiTMtR2QRX32AWwrO+8844nByEMbTIUj129ejWnjYayLUMxFn744YdeVCuA0HXJUKzfuNeDkjsyFaI2MWrKFSlggqSP636mAkrOy5RKYd8v6LVhPk9YGjrfMHKtkDC3H3M7MgW8Tci7pJ/tOXMeftMHiUW/944DuX+awjNIfvodZ/wEaD4dxxVFURRF8QfuMnFs/7fhw4e/m5EE5b+uXbv+aeJE6KrK0LqYF1kyZR4n8BAlECYQKJApZqq8TV5KCcoCFNITAhUNmPBaRJcy+B+PA1OOQqLK+UeJGs1EjDYXORq1rqhLjNrkqJSkUpTaYHkqcYlUZkDvcho+qJhG3d6RHr+rLY0f3ppevK8VTXrgJno1JU89gTryBk90TmOkEK3zv12OyshRG3KaGSON2qQPJSNMEUnq1Qx9rKWXJo+mTF5k6Mvtac/kjskU+VT3+I8Wl9Fny7vT5ysq6fNVveizlb3pw+V96fDSgbRnwRDaOvMuWvLKffTSuNHefmjC4hM/WgAIUClB8YMG9mNuTsI15DgqVF4o2qJC8+kiCstqylCuGypl6LVr17zxKtfjZzYaKGG9YDw8fvy4VYaiTig+7549e2j//v3euo17PSi5I0hmBG1PfhGjfqI0rDzyE1P5Jp2U6JLO7zFz+7FtU37bnBJedoaNAA0jQeMe0xRFURRFiQbc5csvv/xfy8vLqxJ/38hYhpaWln4ncYL+hcrQutgusPjiCRc0tuhQpMpzdCgLUZaWZhQoS1Bc5OM1EBNI78Q8JHgMz2EaFqR4nSlHo4jRTKNFIQubiyT1k6JmtKgpRk05KgWpxCVL/WCRasNProZhUJ8KGjqgGw2/tSs9dHtnGnNHR3r0zo40NsWTd7ejZ4bXMm54W3r+vtYW2tBzidsJI9rS+ATjvGnb0dPD29Pjd3eiJ4d3pidHFCfoSk/cW06/Gt6Tfjmihh4aPpDuvmuYt+1ie+b9BNs87x+IwHbJTRacfMtAeDLYV1l+IuIQsATlBiJShIaJCuXxIu4xC2A5bTKUJSh3YocMzWWjoWzKUKwXrO+jR496EhTLj8+GUgA2GYp1G/d6UHJPJlLUT4yGlaQNpTGEmEq3zOVbmOfM++Z2w/fl437bmt//YeYRlcZ4j1wTdAwJEwWaL8dtRVEURVHCk4oK/fVDDz30YYOiQvHXrVu376kM9ceWLu+KDpWd5SErWVjKNHiOAoXgZMHDEWwseBgWP3ge05lyFPNiOWpGjbrEqJSiDYkUbcoy1JSiZvq8K1pUilGXIJWwLJXYxGkQLFbl/VySyTLy58PnxveB7wrfIb5fbHPYJrGNYrvFdoz9hUUoS1CWnzKi04QlpwmkJ4tPRnZQNiWoTYTyRVi+Xkxhed99911PEkIYQhzaZCjS5AtFhmK9YL0dPnw4LUN37dqVjgyFBGUZijR5rNO414PSeISVHmG3t1yJpuYqrRR/bNtflO0yzLbsN/6GXb6o+4prufzmEaaESjYkaNxjlqIoiqIomTN9+nRcr1+rqKi4vcEytLS09O8TF9DXVIa6CYoOhVSBhOHO8hCWkJUyzZ1T4TkSVEpQFjwybRdwNBtHu7EgZTHKkaN+YtSMGLVJ0aBo0UwEaVMTpX51RW1i1BSkNklqE6ZSnLoEamNik7VhMeeFz8OfV4pQfL/Y5rA9YvvE9optlyOnsZ1zfU9Z21PKTQgwF9hHpfRk8Sm7LMvGGmb9NhYPtgsuHh/iHqMYTpOHJIQwdMnQy5cvF0yaPNYdxkBXZCjLUK4ZivUZ93pQGp9sSFG/bdH1f1ihFFW++r3GTy419D3MW9d7+ok327zCfKdByxXmcwd9jqjLGrTOsyHwlPCE3c9VgiqKoihK0wPOEudfo0ePPt61a9frsiFD/0llqD9+6fK48JZClLvLs6yEcJBwKryUoGb6roxu4/9ZjnLqL0eNmhGjstYop9Kb0aK2SFG/jvR+grQ5StIwYtRMp3chZamJnzwtRPhz4XPju8F3he8Q24OUoRwZKmUotnds97K2Jzc5MsWmC1fHYrOJh0wxtV3w5vMFFj4LIkMhB10yFELx7Nmz3nea6zHTJg+iylCMexDkJ06csMpQ2UAJafJYb3GvByUeMhEkccsdpXZcjXsZcvE55HZm+4zmdmhum6752V4T9B5yGttrXM839HMEPeeaPhvIsSHu8UlRFEVRlIYxY8YMXPd/WVVVNbLBIhR/ZWVlP5k4ceKXKkPd2E7mcJHO6fIyQhQCExfvHMnJwlI2c+EIT7OBi5nOK2ExKiNGzfcwa4zapChHisou97baomYqvUuQsiRtaKf6QhSmUoq6xKhLkoaVpdnAT7g2JnKZpAzlyFBOk8e2iW0V262Uodjmuds79jdbVKerc7NfB2Bb84swEjQfL66kDHWlyUMonjx50htPcvUZosjQoGmx3vFjDrrJY9mBnwzNx/WixEO2hEpjS6tM3yNomW3LkA1pFXaZCvU9lMIi7nFHURRFUZTsk6oVCr/1Xvv27X83WzL0FypDgzFPmDk6VApRriEKecnikiM5ZVMXWyMXKT5lTUNTiJpSVKbQ+0lRrmGK9HlXJ3opRhkpR80IUlt6fZg0+yjd6wsp4tSUo2EEaSYCNSqNIVyDMJdJilDeJrA9YXvD9oht1CVDOSLUVtvTrwtwUOMMV9RiIV1wmTLU1UDp4sWL3tiAz5vL8TKKDJXTmzIUcjysDEUdmbjXg5J/xC1oFEXJLXGPMYqiKIqi5I5Zs2YhIOpy9+7dh2VFhKZk6A0qQ8PDJ11mhChkDEQEItVYirLMjNrQRWKKUZcQDZKishO97EIvU+hZjrIgNSWpFKUcRZqNNPtMU+2zRWPKUVOUZkOYFhryO2AZiu0D2wu2J2xv2BaxjSKyGdswtmlOk8e+IGWoK6ozbM08V9q262Irny+6XDJ069ataSnKDZSw3+O7a4xxsqEyFGL8+PHjoWTonDlzYl8PSv4i99+45Y3SdPHbvvy2P9dzfo/ZXtPU3yPucURRFEVRlMYDwS64Rhw5cuSbxcXFv5dNGXqjytBo8MmYvHDnKFGWohA1LEa5aUtQkxcTmxh1RYmGjRSVNUW52ZLsei8FKUtSFqWmLLWJ0iBBaosizXbTpnyRoQ2VpVExRWM+Yn4HHBXKMlTWDeXoUEQwoi4utmtThmJ/80ttD0vYC9u4x54gwshQPHblyhXv+8X31xhjZENkKNY5tgFThprd5CFDDxw4QAsWLIh9PSiFS77InjDvIZ/L1XsUghiLQ765nsvkOBH1Nfn6HrlepsZaLkVRFEVR8ovZs2fDd52vrKzsmzURqjI0c1wX8CxFpRhlOcqCNAzcFMYmR21S1FZTVDZakk2dZAo9d6KHIGVJyqKUZalLmEpR6oomDYoi9YskDYombQ7CNF9Eay6lqBSinCovo0OxXXJ0KLZrbPfYH6QMlYItSGyGobHGkDBjTJR52mQoRKgZGQoZin0Y0+dyfMyGDMX6hgh///33tWaoEitNRVrpe+T2NYqiKIqiKEp2QFQorvdHjBixqqSk5FsqQ2PGFXFgXshzxJqUo4yt0YvZ7dpPjroiRmWzpaDaotyJniUpi1IGwtQmTaUwZVHKktSMJvWLIo0iSv0iSqOI08aQqHGL0EKD14dMlQ+KDsV2j/2C0+TDNDsKIztzfeHbUEEbtPxhZShqhuJ7LQQZymPfe++9FyhD9+3b500b9zFCURRFURRFURRFaRiICh07duwn5eXlbbIqQlWGZgdTWtgEgKxpaGvwYna5tknSoMhRM3rUr86oWWuU4U73MqJUilMpTFmUulLvTUFqS7VnUeqSpEHNm/yiSrMhThsqQ1WY2pHfhRShHBnKXeWx3WBbko2UsA1ju+ZUea4Z6hcdGvcYYRsnXGNGpin8AN9HGBl69uxZb98tBBmKcQvrPkxkqMpQRVEURVEURVGUwgdNk+DGbrvttvFZF6EqQ7NLWMkhL/Rtna1tktQvijQoxd4vglSKUgnXITXlqRSmUpSa6femIA2qSxpUj9TW5d6UpVKUmpjiNEik5jqqNEiWFlIEakO/CzMyFOsS69hspIRtC9satkOWoWZkaD7JT9e44BoL/Jo8+TV6klIR+/+hQ4d8a4ZCJp48edLbp/H92aRxQ7/DbMpQjDnYBlAzFJ/Jr2bo3r17vTEx7nWuKIqiKIqiKIqiZA6iQh966KGDJSUlP1UZmufYBEJUOeqSpK4IUhalUaJJ/eqR2pBRpjINP0rjJlttUlmX1C/VXopSV0SpKUvNFHwbfiI1KOI0SlTp8AF96fmydjSlSwsaX9GJHu7dg4YNGpi1lPyocjTb5QCyIUP5e2UZynVDXany2AaxbcrIUBZrcY8Drv0/SrT45EkTad2UcXR41mj6ZMMd9P6a4fT2igfojaWjaevCR2nN3Kdo8awJNHvai/Tq5FfS8w4jQxEZChmKfRbfX7ZS9G2fOxsyFGMKxodjx46pDFUURVEURVEURWniICp0woQJX/Xp02dwTkQo/srLy/9ZZWhuCaox2pAo0ijp92HqlNoIG3FqpuLbBKmsUWpr5GSTpCxKzahSv9R7E440lWQSdRo2NR+C7+5bB9KE7p1obqdfeMxhOiZ5pWsreqqqhB7oW023D264VGxsGZrNiNAwMpRT5c26oWYTpXwRomFqCZv75vxJz9K+aY/Sldn307/MGUGn5zxA//Jan0AubxtIn24cShNferaeDOVUeSlDL1265O032G9dUabm2BSlvqn5maPKUDk91jfWvylDzTR5SFGkyeN7jXvdK4qiKIqiKIqiKNFB06QZM2bAB8zp0qXLf86ZDC0rK/uJytDcYouoiioVbGmyfqm1LIdswtQlTl3YhKopS6Uo9ROkZq1SU5S6JKktqtTV5V6m4MtUfBlxKkWqq45plFqmUpreM2Qwje/ZleZ3uYEWdP5nmp9iHuhUFxalsztfTy+VtaXHqsvp3oF9M07Rz0fZ6cIUyFwz1EyTx/rE+vaToWaqfL7s83JflQJU7kOvvPgcbZn8OH02c6QnQCWfzb0/lAwF13b0o1demuA1GgqKDEUDpadHD6Kts4bRW8sepu2LxtC6eU/QstnjaO70F2jqq5Oc8jJMXdOgH3Nc87aNZRgrMA4cPXqUdu3a5X0uGRmKaFBZM1RlqKIoiqIoiqIoSmGC9PgxY8Zc7dOnT/abJsm/bt26/TBxcX5NZWh+4SdGwzRdCZOKH5WgtH1ber4pSM3GTjLdXjZz8mvg5FefVEaWSiBO+ZYJijq11TJ11TMFw+8cRhP6dKdFXVvQkuIbPBYXX0+LulxPi7skbxemgCQ1mS+YXdKCnu/eicb0qaS7bxtUL+rUlqqfbYlp3g8jOP1kp01+sgBlCcoi1Ps+E9811wzFuuM0eWwb2G6wHdk6ysfdOEnun7zv8P7C+8iLif1iycSn6NDUUfTl7HvrSVDmk/n3RpSh4zwZCkkIcQjxyRLUlKEvPtqfTiyvdM7v6vb+dHbLbfTxhmF0ZM1wOrDiQXp96WjasnAsrUaa/swJNGvaS/Sqpcap35hhk6F+Yw3GBowDR44cSctQ3CIylFPjZWQoXh/3+K0oiqIoiqIoiqJEA1GhiWvA/zVw4MDhXbp0uS6nMrS0tPTvVIbmL1FSU6NEmTaEoNqmfpGktnR7U5COH/8MrZ56D+2YdSutnTqMFk26l6Y9/zC9MO5ResqQpbbUexalNjja1C/i1KxjKmuZmun54L4Rw+m5QdW0rPwWWlXawmNlghVdb/RYnmBZyQ0JkrdLU6JUClMTFqeLUkzvdgtN6NmVRvXvTXfePqRein6YKNIwNU6jyE6z1icvk1lKwNXUSkbUcgd5FqEyRR7rgRsosQyFIMM2I5somanycUhRU4TKfcLb/p8aS0ufvp/Oz7rfKUAlHy+4J2sylFPmwfnz5+mlsQPpxIqq0PN38fVrfenStoF0ctPt9OG6u+jQqntpz7IHaceiX9L6+Y/RsllP0dxpE2jq5JfSUby8vvwi2BmIb0SUQ4YiGpSjQjlNHjKUa4fu37+fcCzLVu1TRVEURVEURVEUpXGYM2cOXMD2srKy7+dUhOKvW7du30tcoH6hMrQwiHoRn02ZGkaq2uoimlGkriZPEFvTJz1Fh5YMoM9XV9Jnq3vQZ6t60KcJPlnRnT5OcGJ5D3p3UQ29PmcQbZx+By19ZTjNfHEkvTxhDD391BN1Ot3b4ChTGW0aFHFqpubXRpU+SM/fMZBW92xPmytupk2gvCVtTLChrCWtK7uJ1nZLsqZbC1otROnKrjd6rBAsF7fLS1ig3kBLS+qK04WJ21cr2tHTvcvpwUH96I4GNnpyRXP6pbO7RKdZNsDWuMpsdCWjayFBEREKEQrpDAmN7xrrAOsG6wwynGUoZDq2IZZsUoi6UrhzJcLM/SO9/b/4Ao17cBjd1r2Ybm6R2AZG9wklQsGnS4Y1SIaivianyrMIxWNnz56lSU8MoRMrejZYhtaTozv70Fc7a+irHTX0ZYpr25Nc2daHTm8aSB+tG0pHVt9NB1bcR28seZi2LBhDq2c/TotnjKNZU56nya/U/qCCH0kwPuBzQYLic8nIUESDShmKYttRa5z6Iddt3OO/oiiKoiiKoihKU2TmzJletnCvXr3aFxcX5zYqFH+lpaXfURna/MhECAS9NkoUqU2Sbp43is5u6E3nN/akcxuSnF0PqujMuiSn11bRqQQn11R6wtQTpSt7eKIUHF5cTbvnDaAtM4bSqinDad7EkTTlhTH03Pgn0+n4sn6prGNqpuibdUylKH3p3jtpY98SeqNna3q9qjXtApWt6bXKW2hngh09bqHtPVrR1u6taEvFzWlZ6onSBOvLmJs8aSrFqRSodSSqFKcpWQpBuqBrC5pU2Zke71tF9w6+tV6zp6B0dZvotEV42lLabZLTLB/AZQVsja24BAFIR9qm6ruyCIWIxnduylBIMshQTpWXQlSmYruaAsltOZv7FG/3WJaxd/anDrfcTC1btEiz64mBoWXoyRVDIstQRFBCEkIcsgwFiBIFiKw8c+YMTRl3F320sld2RWiADL22vbd3++X25OOYhqdlvkxNe2FLP/p8w6305oJhNHtqbS1UfC4gU+PxeXH/wIEDtHjx4nop+GGj3rP9w1Hc47yiKIqiKIqiKEq+Ax+JpkmDBg0a2bVr19/NuQjFX+KN/nTixIlXVYYqUTEv+KNGkrKwmDPtBfpg7VC6urU3XdlS7XEZbK6mS2l60cVNSS5s7JUWppClNlFqAnF6YkU1vbtkIL0xfyhtmjWClk59iGZNeoQmPv+UJ9ZkHVPZ9EmK0ldGP0jbB/eggzXtPd6uaUcHerej/Sn2VbelvQn29GpLb/VqQ2/0bJOWpVKU7ujRypOlYFv3JFs9bqYtKTazRC2XErVWnEKUrjKiTCFI55a1ohd7daVHBvSme4YOSTd2CospPc2ITxnVaROdsoQAy00WnIxsdsVlCLgkAYAE5TqviNCFhIaUljIU64qjQyFEESEqpaifGA1Kpc80Alumx3up8c9NoFG39aJWN92UlqFHnh8SWoZeXDcoIxkKMYjISYhPlqAQo9yJ/fTp0zT9ufvoo1W9GzEytHd9GbrTLUN5+ncWVNJLT93rdZO3yVBEg3LtUMjQJYvm0u6lD9GORWNog5em/wzNm/4cTX11om9NZFejOpc0Nes3qzBVFEVRFEVRFEWJDpomDR8+fG9lZeV3G0WE4q+kpOQPEhftV1SGKtkmTLo9mrFc3davngC5tq03fWEAWWoKUylJpSg9v6E+50zW10aefr6mmt5fPoD2Lrqdts+9h1ZNH0lzXxlDk196kp6dMJ6mPP4I7bq7Dx0f0ImO9+9ExxIcTfB+v44eR1Ic7tuB3kvwbp8O9E4fyNL2aVmaFqUpWbq7VxuPt3omeTMFok3fqGptlagsT7cYkaYcXbqm203pSFJPjnZtQbO6t6Nnaypo1K396a5hd6QjOc2UdhntKaM+zZR2mcpui+aUQpOlJotNhptdAdn8Sj4GCYqIUIhQRIUiShcRu5ChkNQQ1hDYEKJo0IUyCyxFpRjNVI66IqL9tnWZHo/3xzJh+caPGUn9yzp5MvT0q3eGlqFfJfaNKDJ00ovP0Pvvv59uKsSp8ixB+fbTTz+lhVMeoU/X9m10Gcoi1BYZ+qVFhh6Y253GP3onHT9+3EuHh+QFpgzlyND5s6d444XrOzq35Tb6dMMd9P6ae+jtFffT60tG0daFj9CauU/SkpnjadbUF+jVyfUbPbkEapTIU5WmiqIoiqIoiqIotSAiFNf3lZWVNxYXF/9Go8nQzp07//bEiRMvqwxVGgO+sJ8zfSIdX3ePJ06kPKkjRSxISVJXklbTla0iqtTGZsGW2ohTFqoQqTLq1JOlS6vo1Nhu9NmtxR6fJvgEDOri8XGCj8DALnRiYGf6EAzo7ElTT5imJWmtKD3Up1aWeqSiTGujTWsF6v7qWonK4vRNjjatbJ2SpK1SKfm1kaQcRWrWK13erSVN69mZxvXvSSNvv61e/U4btnqeUoCakZwsNFlmMtzEiksOhAHRoFzXFSIUJQxYhiI6lIWolKKIFOUmXVKMuuSoTYwGSSvbNm1GhULMYnmwjFjmsWMfpUeH9afLk4fSV1OH0tcz7qSvZ93jFqGzR0SSkBwZevTo0ToylIUoJCh3Yj958iRNf2EknVhZ06g1Q5kvd9Td3+tMb8jQtz0ZelegDOXI0Hmzp3pjQUM/x+XtA+n05sF0Yv2d9N7qEbR3+YP02uLRtHH+WFo55ylaMONZmjHlpXrNn8JEn4aNOM1EmKo8VRRFURRFURSlEICHxPVPTU3NiOLi4m82mgjFX+vWra974YUXVIYqjcbGhU/Rle0D0zUGpUT5emeNk3oRZIZkMSNJg/Ak6rYkVwyZemlNL7owvjudH1pKZ4d09TiT4PRgpoROgduSnEzw+W3FHmlpmpKlLEk/SElSFqWSoyLS9IhFoHryNCVK306J0qQgbZuOKH1dRJGacnRjef0apWB599Y0taaUnh7Uh+4bNjQtQIMiQrm5EUQoJKiUnyw8pcjkhlWymRU3u5K4Gl+xBAUoWwCkEEXKvClFTTEqU+ld6fRRokZN+SRrhXJUKJYHy4nPgO8GsviZh0fQJ8/0pctPViR5qjtdeaaSrk7oRVefS2zHL/ajay8PpIuTbqOjS/rQp6v70MXNyf0jrAzlpkLcfZ0lKN+eO3eOnn10GL2/pOHd5KPK0C+NmqHp/VvI0C/F9Afm9qBxjyQjQyE9bTIUtyxDVy5bmNiHs5/+7+KrnX3p4tZB9NnGoXR87V30zsr76K2lD9H2RWNo3bzHaOnMZ2jutOdpyuSJoaJNw0aaZru+qQpURVEURVEURVEak+nTp8M9bEXGeqOKUP579tlnL+mFkJJrZk9/hY6suS9QpIQlLUd31tSTL2G4tt0Scbq5mq683IMu39mNLg1NcjHFhaGldOH2Ws4LzqWEKUvTM4O7erL0pBClLEk/TcvSuhGmMspURpp+ICNNhTBNStK60aT7uF4p0u1TafacYs91Sb2apBV1gTjFcyt6daQp/bvTY4P70z3D7rDKUESFckQoRCintHMqO0tPFpwsLlleMlybVdZodTW3kvMImldYMWrWGfVLp/eLHJW1JtO1QhPzlVGhEMP4nvCdQSbjO10wejBdfKaqVooaXBjXkz5e1KMOx+dX0qE5VXRgVi/aN7Oa9s1GGnkNvbewho4u60eTXhqflqEsDk0ZCkEKGYrU8yOLsytD+QeN9P5YJyK0dx0ZyvuuuT9/aUSIvrOgJ00cN9KrGYrPBAkKuIM8BCjL0LfffpvWrV5KFzc3ngyNwhc7+tPZLbfRx16a/nA6sOIBL01/84JHaPXcJ2mxl6b/Ik1+xb4NZiJNtUGUoiiKoiiKoij5BIIxIUIfeeSRK7169frHWEQo/p544omzuLDS6FAlV6yZP44ubrs1i8JFEFGi1pEvzLYa+nJKFX0xopyuDiurw5U7arl8R7c0LEtNaSrFqSlKpSw9M1hGmtZGm7JATUrUkjrp+R/LlPyUJD0q0vE5ivSgSLXnFPs3hSBFij2iSBn8vyv1HCJMvekS06/o05UmDepFY26/le5JCVGWoUiNlw2OZE1PyEsWlaaclILShJ+XDa0YU56aItX2OL/WT45KMRq11qgUU1wrFK/DfPEeWC58J/h+8F0hohbfIWqyolHVXUOH0P7H+3nRoaYMPTu+up4M9ePDhVX0SkqGcuo4ZKiMCAV4DA2UXnj6ITqypOHp5FYZWi/lXcjQHWZUaP1SGfK1Bxf0oknP/tL7XGFk6IqlC+j02p6xi8+GcnnbQDq1aQh9uO5OOrRqBO1dNpJ2LvolbZg3llbMfprmT3+Wpmc5TT8X8hTjv8pTRVEURVEURVEYuEdcM9fU1NwamwjF38iRI0/gIl5lqJJtZkx7ld5Z9WCjyINMhOjXO/rQV7N70bUHK+jasHK6dmeSL4aV1eGq5f96pKWpXZgmRWlpvQhTE0+gehI1SVqipoSpGW0qJSlHknIEKVLtD/VN1ic9KKJHZSMnZnevuv9jGkwLoYrXvdWnIy0bWEETb+9Pvxp+l5cmj8hQlqHc6Z1FqGxwBPFoi8y0wdPwaxoqSqPK0aCUejOtnmERKlPk8V3ge0GKPOQxRDKiQu+44w4aMmQIDR482OPpEbfR6Wd615GhpybUZCRDkU7OMlTWDUVEKG7x2KlTp+iFcY/QrslVidf1oMNzq+htjjad1ZsOzEFEZg0dX5pM07+0JThNP4oMrY0KrRH7o12G7p/Xi154ZrQXGcq1UG0yFNGwngxdtpA+Wdkj1PI2Bb7c2ZfOb73VS9M/tvZuOrjyPnpz6cO0beEYWjv3cVoy8xmaI9L0o8rTMCJVRkhr9KmiKIqiKIqiKC7QMClxffFvQ4cOnR+rCMXfsGHD9iYu4H+tMlTJJivmPkvntgyOXRY4xc3CavpqVHf68s7yelwzGVZeR5by/6Y0DRKlEKRmhKkNW9RpHVF6e6lRxzRZuzQtSFMp9ydScvRYvfT62iZO6cZNvdvVpaadl36P51CvFNOj+RPkKmqZvjmwKy0fWkOT7x1Gj/1ytBcZirR4TmGHDAyKwJSyUf4PeDqbJJWClMUmC1JX5KgtejRq5KgpR+Xt/2XvPeCrvO77/7/jmdmmaZKmGW2apEm60vbXpm3axE68GZLQvtK92ld7gfbeQkJCQoAkMEtMD2yMB5hg8IoXttlgjAEDBgwYM7wnnP/5POiIw8Nzh4TgkdDnvF7v15WurnTvs5/z1neo9PgLGyfVGinykMcoM4B6rIgK1WVocnKywUOVieJoU4QhQ/e0xVwgPF83ff36krOclaEOMWP65AtkqJKgugxFA6X21ibxRHdUv4TrdpWmP/esOF2npem/dr9L7H/YZdTita4XeqEMPWWWoRbp9esWxYj2llpjuVT6v0JFg+IRP3vllVfEow8vE7uWRY4YGdof3lkTLw6sShavP5optiwfL9bdXyieurdMPLaoRjw4v1EsmdMi5syc4lH4D0atU2/lJihMCSGEEEIIuXJBarx8PFNaWvriuHHjfmC3C/3/kpKSlskJ/qe9H4yQi2L2rJnixQfKxLtPxto++beUoEujxanqcEsJ6o0TvoSpLk37uFCWmoWp70hT62jTC9LxlSDV6pVCju6xiBx9VWvcZG7WpDreq673SoBu6pWgeK1q8gTBerb502jxTFqEeDAvRcwuL+xLj1dyUY+2tOru7g1vctSfyNFLHTVq/mx4LX4XfxNyGPVC0WBKyVCkyKelpfWJUF2GgvyMZLF1Yqx4bcqFMtQKXYbe1TXFkIZKEEJ8Ii0eIlSXoXv27DEk0tOz4volQ31/ljCD1xaHiU094WLdnEjx/Owo8ezsaPHcXIhTp9i4xCVev98lDjyqUuVjLogOPRcZ6hRP3BVhRDUiMlQ1S/ImQ1c8slxsuyeMMvRizpFPxIqjjyeKvStTxY5HssSGZXni+aVFYs2SCvHowlpx39yJYuGsyeKu7qkXlJEYSNq+PyJ1INGnuB5RmhJCCCGEEGI/qk5ofX39/nHjxgXa7UGN4XQ6W+VE/gPKUHKx3NszRby5Ks32ybzlBH+5U5xq6L8EvRisZKlZjHqLMrUSpVY1TM9Lw7eSo6YmTnrkqFWTpm29onOLF86J0LO/twP1S523ihWJIUZ0qEqTV0LRW5SluUanGV9y1FfUqJUY1RswmSNH9RR8q1qn5qhR9f6qVih+B38PMhSNpcwyFJGhugQ1fw3GZyaLsglJorEkQbRXxovZ9bFiySSXeKTDKdZ2RYkX5zjElgUR59Lk73aIBXNnGDIUUlBvogQRqsQoHnfu3CmWLl0qnp+fNsgy9KwQ3QkWn5Wiry3S6H0OP9vZK053INq052y06QtzosTzvan6Ly90iq13O8XC+gCxZPGiPhkK8elNhj624mGxfmEIZehl4uTaOHHoj26xZ0W62PpQjnj5gXzxzL2lYvXiSvHQggYjTX/ezHbR3eW71MTF1j0daLq+3ddNQgghhBBCrnSQHi/n1B/GxMSU2u1A+0ZoaGiynNCfoAwlA2XWXTPFM0srxaknhmA0KCLQWiIuqwT1N5rUZ6Spj7T8CyWpRfSoRVq9HjmqBOmuPkF6Lr1el6TbtWjSC4i7U2wIu1G8EPAbMWt8upEeDiGqy8T+Ni3yhr9Ro0qO+hM16imV3lfUqFou/T3wO1h+1TwJMhRNp8xp8npEqI6So3r0qCfS01JEfrZb1BQlizmz7/IoQ1FjU8lQNCNau3at2Lys6NLI0MXnxCck6I5FoRJNhvaKUJXmr6NEqvobcytGi2XLlomtW7f2yVAVHapkKJYVX2O5H//jSvHCvGDK0CHIsTUJ4sCqFLHzkUyxeXmueGFpoXjynjKxcmGNeKCnQSya1SJmz5hiecz3t87pQBpE2X0dJYQQQggh5EoEIlTe03+amZlpf51QfQQEBPy6o6PjLcpQMhCWzJsq9qzMtH2ifQGrXOLUlEhxMvvyS9BLGl3qI9rUKnrUMq3e1Jhpf2/3+nN1R88XpK/1drBXgtQgfpTYHH2reCngN+KPEbeJ1sIJRsMgRESieZCqH2olRXUxaiVF/ZWj/Yka1eVof9LpraJG9Vql5pqleL2qF6pkKCJDJ0yYYDRQggxVqfJKgLrdbo9S1PycFfh7EEU7duy4QIYCJUPx3KZNmwwhOqN5vFjUHCMebHeK1Z3R4rlZDrFpfmRf6v2lkKE7z5OhFwpRswydUxkgVq1aJbZs2WI0S1IyVO8gr2Qovl67ZrW4r+FOrSlUlHhhrlOs63GJ9QtdYus9MWL3gzHirZX+NYUilx/8U+3I6kTxxso08erDWWL9sjzx3H3F4vElleKRBbXi3rlNYsGsyWJm97TzZGl/ap1SjBJCCCGEEHLpQXq85HR5efmTAQEBP7fbf543br311qsmT568hzKU9Je199aKE2vjbZ88n8fjLnGqK1KczLVfZF42WZrpXY4qQWpZd9ScVu8henS3Ob0+fpTYGHajeDHgf8W8RIeoKCszuqarRkqqs7xKmVdp8/6knXurLTrQyFFPjZjMUaOeGjF5iho1vwbLi+XGOsC6wDopLS3tk6E5OTl9dUNVEyV/hSfQGy/pz6FD/dy5cw0Zun79+r76mio9XjVUwuPGjRvFW2+9JRwOh4f3SBHjs9yiPC9JTCxJEFOr4sWchlhxT8vZNH00Xlo3xyG2LYwwyVBTirwmQ1+7QIZeGBVqFqJ4/eyqcUZkKwSukqFKiKrUeF2GPvPMU2Jx7Si/he6OxWebQkGcvtCbov/SfJfYuNglXl3qEvuMplAu+89rxJITa+PEwVXJYveKdLFlea546YF88dzMfPF8bY54vKlIPNRaJRZ1TBIzpk/zGGHqSYrafX0lhBBCCCFkuDNv3jwETO2Tc89wu92n5ZAT9lcxEWBHeeIPC+dOFzsfzbF9Inwea2PEu7Mc4mReqO2C0s4I0guiSTU5aq47aq45isjRvo71KnI0tTdyVJOjO2NvF5vG/Z9YHXarqMtOFyUlJUbHdERB6pGhenSokonmepxmOeotarS/kaMDjRq1ihz1VnMUy6gkKIAIxnpA8yTIUESGFhcXi/z8/L5UechLXYhaCU4r8Ds66nn8PdQBhQzdsGFDnwxFRKiSoHjE95ChBw4cEDExMSIpKcmvdHxPZKQli4Ict6gqSBSTSuNFZ3WsmNfoEve1RItHO6LEk90O8dLsCLF9oQcZqkTq3SYZ2tuIaVZViCF3sUyQoUp86jJUpc8bUaIvPC9mlfsvQ/vD1oURYn1PpFhnRJz21jZd4BKb744ROx+IEQdXxBiNn2w/F45wDjdHiZ2jwi/g9dAIscvlEK+lOMWrOXFic1GyeLkyQzzTkCdWTmsUc+fMoRQlhBBCCCFkkECwDubWCQkJFaNHj77Kbu9pOfLy8l6EIGB0KPHFqrsbxDtrEmyf8PaBLtQ9UeJk4ciUoN7kqFmU6rVHzfVG/YoahQh1/EFsCv4/MTcuVOTl5hoRj4h8hPSD/EOdTFUzVOGpHqcuGq2aFZnFqLeUen8iRn3VG/UlRz2JUX1ZVVSoLkMhiiFDUTdURYcqIapS5nWxqUtP/FyB16vf0b8H+JuPPfaYeO211/rEoaqtqWQoRKiSofv37zf+fnx8fN/7eRKwVliJUT26FWn/OnguO90tinISRH1hgmgrjxN31cWeTdNvQ5p+lHgeafo95yJMjcjQmnCxe/duQ3pimSA+lRA1y1B8vXnTJtGWP1r+/uDLUH/Be2+efy5NH9J0XY9TrF/kElvvdYk9y2PEkVVM079UHKy2lqHeeL04Rby1a7fYuWmz+OOjj4q7mDZPCCGEEELIgIEIRRaWnLd233nnndfb7Tw9DjmRfWDKlCmfU4YST8yf0yW2PTzB9omuzrtLosXJsjDbxeNwA2LUn2ZMuhg9kDBKvB52o3g64lZRkZJoyLe8vDxD8lVUVBhRoboI9SQ+vaWZe4sY1dPpvUWN+itFrcSolRz1FTWqR4liubH8kKFYF6pmKNYPhLEuRHNzc436oUiZN0tOJTrxMzOQqFZge0ByQoYipVx1WbeSoZCle/fuNSJ6ISrN760wR6F6ikr1V4z6Xw4gWYzPTBKluXGiIDtJHD5yRLy0bp0hPa1kqIoYxdc7drwqasdH2CpD+8OriyLEhvmR4qW5Wpr+AqfYuORsmv7+h13i+OOMNu0Pb+Y5+i9Da3MNGarYsWGjWDh/AYUoIYQQQggh/QResaenRxQVFa0IDAz8md2+0+twOp1NcrL/Hro82b3iyNDj0cXN4ujjSbZPcvsk6NJocaqKEvRiZKg/jZjegRRNCxL7nbeKnaE3inmxoSIrI92QbxB6iApF1GN1dbURCQkRqKSmLjT1R0/Rlf2Vo56iRgdaZ7Q/XeqVnNXFqFXNUHN0KISovCAYQhQiGSnzkJgqUlQHolShXgMgUc2PAHLynXfeMWQoOq+ruqGQhhCgKmVeydBdu3YZywiZaSVXdQGrR6BaiVslTr1Fjprlp6/IU7xeXpeMdXX48GHxYq8EVSgZCukLsKx43L59u5jc0ijub3OJVdOjxZ/uihIbeiKHjRz1xpYFEeKVeZFiXW9TqBd7nOKVhWfT9F/vTdNntGmM2Jce2W8ZunNKxXkyFLyxbbvomTePQpQQQgghhBA/wT3zggULMP/dGh0dfUtQUNDQTI9XIzg4eKyc2B9AKKvdK48M7o6of22F1WsVc2d3i43LC22f3PZJ0OVOcaoh3HaZeCVilqMQokeSRou9ETeK5x23iYrkBEOMQc5B4kFSqfR4JUIhA60iOfXoSk/d3P2NGh0qctS8XGYpahaiiBBVQhQRohDJSopCLGOdAiU3Ab7Hz3TU6/GowPdxcXHivffeEzt37jQ6xes1NhEVqqJEIUMhSiFNH374YUM4qvc2v78uYXU5ayVOzaLUW0Spv9GnkKLYDnv27DGWQ48K1SNDVao8lhdRsfg6ISHhAiGbm5ksSickicbiBDGlMl7Mro8VSybFiIenOMWarmjxwmyH2LwgwnbpebG8tiRcbDKn6c8/m6a//T6k6bvE0Ss4TX+PK6L/kaFzWi+QoWDTi+vOqyFq9zWdEEIIIYSQoYoSoXIu/Inb7Y6Jjo6+zm7X6XPcfvvt35CT+M2UocMfT9Kzvyxb0CIOr062fWJr8KhTnJoUYbswvNLpa8CUMU4cdN0qdoffJObHhRnRoJBcViIUok9FhEIGWjU/8jf1fCBRo2Y56k+tUX/lKDpO+2rGpNca1UWvLkWRMm+WomiqhDR1RIoqMQrQZMkK9XMFfgfg9/FzyFBEhr7++utGdCRS5lXEpGo2pGqIQoai0RLS52NjYy/42+o9zcJVYZanZlmq0v+VJDVHmfqKOlXNpbCPrVmzxpC7ql6oOU0ez+v1RCGBjx8/LsaNG2dEl1pFqnpL7wdpqSkiL9stqvITRXNpguisjhPzGmPF0laXWDHVKZ6eESVenhtppLjbLT4vlu1I0+9R0abn0vQ3L3GJ15a6xJuPDL80/V2h/Zehe5bNt5ShYOk991CIEkIIIYQQ4gOkxmOOHB8fXxoYGPhVuz2n36O4uPg5dpQfnngSmqozbn+YdVe3eGlZie0TWoPHXOJUe6Q4mWO/KBwpvO0eI/ZH3iRejLpdVCYnGGJK1aSECIMsU3VCIfcQ/QjpBwGo5KNeg9ObRPSVej4YYtSq1qg5anQw6o0q2aqWR5eiKnXeLEWxDpUYhfiDHMW69QR+7glsh7feestIf1cyVJeEeIQIhRCFMHz11VeN6FDIP0hVq7+pvzekq0KXtyq6VZemeoSpOb3f/LWnqFPsdxCWSJHHckDsYhmAkrwK88/QcAnXscTExPOaUaloU3+bRZkFqpU4zUxPFsXjk0RtYaJoq4gXM2rjjKZQy9pcYnVntHj2LocRpTnc0/RfX9Kbpt/jMKJNkaZvNIVa6BJb7nGJ3ctixKGVQyDadG1M/1PkJfufWuVRhr749NPsME8IIYQQQogXUHITtUIzMzN7xowZ8+d2+81+DTlBfAgTedYNHV54E6Do3mUG0W46+s/umdcqDqxKtV+CrnaJU52R4mSu/XJwpHC8Nxp0T/hNYkFsqMhIS7UUoZBkkHioEwq5B9GnIkKVYNQjK1V0pTnK0psY9daw6GLT6f1txKTkqD+S1CxG1fLoKfT4PCpSVDVZQoMlJUYBIm2VIFWSFOhf69+r10FCPv3000aHeIhAiM7Nmzcb0vOsSHzFiAZV9TYhSiFMIRpVtKf6DOpzqM+ifx7z51Ip/0qcmmWpHmGqvsfX5shTq6hTiEbsdxC8KhUeohPLBHQBum7dS31fq0jRAwcOiNDQUENi6k2p9EdfqfpKivorUT03hDrL+KxkUTYhSUwsSRAdlfFiTkOsuHtSjHikwynWdkWJF+c4xNYrIE1/x+IIsVFL00fE6UvznWLDorNNod5Y7hLH/ui6JOL05COuAcnQt7Zv9ShDX9u4ybg+MjqUEEIIIYSQC0EgCkSonNutkXOwv7PbbfZ7xMbGTpQT9g8oQ4cPVhLULD6tpI1Z8nR1TRfP3FsqJ6ex9krQNTHi3bsc4mReqO1ycCRxNGmM2B9xk3g+6g5RnpzQJ4ysIkJVwyTIPF2EqohQJT71/VDfL3VBahaJ5nR6q6jRgabUKzHqT9Sor7R6byn25uXxlEKvN1pStUVV1CjAOgZWklKhUu4RAQkJum/fPuMRKfBoogQhCvG5fv0GAxUliufwmoMHDxqfC9tVvb8CotaM1eeyEqdKlKpoV6B/7SvqFEA8YrtheZQAhdBFTVBwTvS+3MtL50WHYvmwn6F2qFWDKHOTKH8bRflT59RfPEnT9LQUkZ/tFtUFiWJSaYLoqokTPY2x4v7JLrFyWrR4ZmaU0UgJ0tFu8XmxbF2op+mjvmm0eHmBU2xa4hI773eJA4/GiBNr/E/TP363s//1QoPCPYpQsHvLVmNfogwlhBBCCCHkfCBCUW5TzgE3BwcH/6fdXnNAIygo6Nbm5ubd8+bNs32FEt+YRaiVALVK4zUzf+YksWdFmr0S9IkY8W5PlDhZSAl6OTmefi4adF5cmEhPS+ur6YiUZaQzq6g+CCwlQlVEKGQVZJoSoUqC6tHJviKWreToxUSNepKj+s/NctRKkHqSpN7kqP5PBj0F3ypaVBejuhzVBSnWs0qtVzJSB9sCAhJiD/VC9+7da6TJI/0dkZ+otXlOiK7vE4V4Dq9BfdFVq1YZn0lFq+LRF1afTxe53qSpLnKtok9V1Gl8fLx46KGHDKkJ+YllgADF10r0nhWkrxi88srL4hVNjGJ5EfnqcrmM/dncHMqqSZRV7VNvAvVyy1MrgZqVkSxKxieJuqJE0V4RL2bWnU3Tf7DdaaTpPzfrbJr+68M8TX+nStPXok1f7E3T34o0/QdjxOGVMeLt2QOQoVGRXmXonq3bzju3UYgSQgghhBByFgRTyjnh4aioqFF2O80Bj9tuu+3LciH+xCZKQx8rEaqEkh6ZZiWRdP64sEScWBtnqwh9d7VTHC0cK47njLNdDo4kjiaN9hgNqholQYQiSg9RfapGqFmEYv/SI0LNElRJA2+1bH1FM/tba7Q/UaNIWfcmTfX0er0xk1mQekqtN3+tR4uaj0uz1LUSpJ4kJAQiGiEdOXJEvPHGG30ydMeOVw0hCnG4ZcuWvkhKPOI5dJ3HI9LQ8TfwHng/BdaP/rUn9M+of079M+qP5uf0KFRdpKL5EWqcQuhCgEJ+KimKzw02btooNmzcIDasX98nRTdAjPZKUSw/OtE7nc4LmlDpzan8bRTlS57qwnSgkaeXSpympqaICVluUZ6XJJpKEsTUqngxtyFW3NviMtL0n+iOEuvmOMS2hcM72nRTWqh45g/jxLM3B4sXbgkW624NES9LNtwWKjbdHiq23BEmtkl23Bl2ToYmRXuVoRuef4EylBBCCCGEEA2VGi/nrydiYmJS7PaZFz0KCwuX46YfC2X3yiXW+BKhSraYI9B0ydI1pUHseMjmaNBeDtePEfvCbzQ4EHWzOJJwpzieFmS7LLxSMaJBnbecFw0KCaMEjkqLhyRCCjOi9BDBB1mlUuM9iVB/ZIE/gvRSpdQrCWqWeWb5Z5aAVpJUl6PmplF63VRP3ej16GyrZfD22ZWAVNIQAyIU4m/3rl1i587XeoXoDrF923axdcvWvtRyyETUFIUMhSSFRIXwxrZWy+xvLVYr8ax+32odW61f9bUuUyFKsR/i8wGIUCVAldw9Gx26qU+Qno0cXW+g0udREgDr4fHHHxexsbHGMprT981p++Z0fSuB6q849adR1MWk7HsTp/7IU9UYykxGWrIozDmbpt9adjZNf8HEGCNNf1Vvmv76eZHitcX2y08zG2JDxdN/GOc3f7p5nFhXXCY2v/Ci2PrSS+LVV9aLnXJf2i33sTfksbNfHkMrH3rYOIbN5zcKUUIIIYQQMlKBDJXz2A/j4+Pr7faYgzLk5GianMh+wejQoYk3EaoEi960RUkJPWJr2axC8c4ae6NBwak1LnFoWZjY0zpKvJF7i9jnuKlPip4To6PE8XSK0cHiaOL50aBpprR4PRpU1QdFOjNEKPYf7Evm1HjIPauI0P7uz/40Aetv1KinqEtd1OE1CxcuFI888oh49NFHDZCevXDhor70caBknfo9XQqaxaiqOepvbVFzKQtzSr0uePXlgLRDTU00C8LjLkOE7jQekQIPGQrxiQhJFVmJRzwPIBXxe3gvSG9dhupS1FO0rF5awFy2QF/nVl/ry2J+PaJFISzffPNNQ3IqGYplgdwEqkmUjiF8168/r/v8Cy+8YKyT1atXi6ioqL592ip131z3VK99qgtUT7VOraJOfclTbyn7/RGoF5uy70+DKCuJmpORLErHJ4mG3jT9u+pixeLmGPHQFKd4vDNavDDbITbPv3zRpi+Hh/RLhoIXWyaLdU89ZcnLzzwjZsrzkB75ThlKCCGEEEJGMhChct76mZwP3G23wxy0ERoa6qivr9/HuqFDE28iVMkTvUGLirKCzJrUWCk2LB0a0aDgnVVR4uADYWL3oiCxa0Gg2DUvQOxpHiXeyL5F7Is0idFoitGLAevNHA2qJKg5GhRiR6XFq/qg2I+wT3lrljSQ9FH9tVbp874iRj1FjXqSonhu2bJlfYIMDYSQJq7A94cOHTLA1wAd2pGqjdqaEHVqfehyVK0bq4hRb02YzJ/bSo7qy6JHjkLm4fH48eOGHMTyAEjQXbt3i9fl1zt6o0MhDiE+VfMhXR7i+bVr1xr7gFVavLkBlZUItSrBoaN+rtdi1Ut3qK8VEI74xw22iUqLxzZQMhTLiUdVE1VFkG7BMknWrz8/OvTFF1801svzzz9vNFTC+dBc71RP2fen9qkSp+Z6p/7IU3PUqZU81cWpPyn7/al1aiVPrcTpYEafpqelGmn6lfln0/SnV8cZafr3tbrEox1O8dSMKPHS3Ejx6qKLE6frAvsvQ9fJ848nGbpi+fK+f2xQhhJCCCGEkJEOssjlnPwLOWd5/Pbbb/+S3Q5z0MYdd9zxVTnhW9XT02P7SibnY9U1XhehKhoUAgOyRjU0wQR+wdQ8cXS1/dGgVrz7RIw4ttIhDtwfKnYv7BWjcwPEnqY7e8XojRSjF4E5GtRcG1RvkqTS4lU0qJ4WD/kFUaXEwEBFqKdoUG8RolbP6RGj6lgwR1s+8MADhgxD+vjbb78tTp48KU6cOGEIRDQcOnbsmPH80aNHjWY7QIlRsxQFiMDctm27EUWK9QKZppoOmcWhuVu9VYd6HU/d6q0iR/H3Icg+/PDDvkhJFe2pIkT151QzJb0LuwLfQxpin9Brf1qVCrASoyoq1EqA6rJTr7VqXh96gyqA/Q/7ChpCKWGLZTDLUCwblktPnweqYZTqNI8IUewH+Fv4PewvkKLmFH59+c11WvU6qHpTK3OtU12cWslTc6Moq7T9/shTq3qnF5uyP5CoU1/StD/yNCs9RRTlukVNYaKYXB4vumvjxMKmGPFAm0v8cXq0+NNdUWJjT6TRVMksQ5+/I7jfMvSlu5dYitC1Kx8775xHGUoIIYQQQkYyEKHyHvi0nMe8EhgY+CO7/eWgDzmpWoDJIuuGDi2sokJVjVAVEYrJPSbtmKAbdR6rS8Vzi1NtF57+i1GXeHuFQ7y5FGI08JwYbbxT7M3yIEYTRxl1MO2WjkMNq2hQXYRCiECWWEWDQvQowafEHgSWLkKVhPRHDviTDu8rKtRX86X77rtPrFv3kti7d584efKU+Pjjjw0++ugjQxp+8MEH4v333xfvvfeeePfdd8WpU6f65KguRgHqaOpy1JMY3bJlq1i27MHzOrHrqeZ6Gr1ZjppT6s2S1JMUxXtAsuHzo06oLj2VDEUUJIShWYZCEuoRkwDf43lIMdVISY98tWqsZJU+r0eN6l9bSWGzDFXLrh7xe/fff7+xbPhsEJwqMhTLYyVEt209X4rq0lcXovgav4s6ohCHkI/miFe1TOYGXFZ1UM3y1FOjK2+Rp1Zp+77kqRKonlL2reSpL3Hqb6Mos0A1i1N/Ik8vVpoqcjOTRemEJDGxJFFMqYwXf3RFiqdDwsRzY0PFc6OCxXO3Bht1Qb3J0JcfefiC1Pj7Fi82tr+SoVYN4uy+JyCEEEIIIeRygdR4IOco2wIDA/+f3d7ykgw5UZmESR7rhg4dzAJJT4+HWMAEXkWEKhE6szVPHHws3nbBefFiNOScGJ0TIPbU3yn2Ztws9kVQjHoC68FbbVCraFDVJEl1i4f8UdGgntLiByJCvXWS1/EmSCe3d4mC8k6RmNUpIhKmi5DYbjG+/G6xbcdB8cUXX4jPP//c4LPPPjP49NNP+8QoHs1yFGLRSo4iYhQoOaqLUV2OQowi6vCee+45T4qq9eip7qY/glSXpHgdxJjqHK9LUBU1aZahqmYoQLSkShtHp3aAryEPlUgziz0zviJH1bJ6ajrlqb6qzpw5c8SaNWv6pKaKDrVKlcf3wBCivVGiSvx6EqJ4RHo9fg/XOXSbVyUg9HIE5nR+XZha1UbVG0n5K099RZ16izw1y9OBRJ2a5elgR516E6eeok77K0/9qXeanZoiGlMSxOzEGLE0Llo8Fh0pnowIF38aFyb+tPQe8ezatWLtypVicc/8vnMgtqveJI7d5AkhhBBCyEgEEhSlNOV98uvh4eGjwsLCrpz0eH3IBRsjJ14758+fb/tKJ2fxFhWKSTom4JhcY+JcV1MhnpifbrvMHFQxutYljj4aKfbfF3JWiupiNJ1i1Fc0qF4bdCDRoL5EqK/9tj+1P/XnQMfULlFa3SmSc6YLh7tThMR1S2aamHGW2BkiZcJC8czzOw0pqlBiFFIUfPLJJz4jRyFGkU4P9HR6KzGqS1Gk5C9evLhPHHrqTm+Wh2ZJahakEFj4u/hs+/bt64uSVDIQslOXobokhRzEzyEFlQh9+umnxZNPPimeeeYZQwxi+6uO8kramUWoEr166rhZkpojSq1qj3qLGAX33nuvUdcV8hboTZSwHCo6VG+mpKJfFRCo6vfNMhTrAOB5/B5qiaoO9uamXHp5Aj2tX//M5pqnelMpq+ZSuji1auo1kKhTszz1JU7NjaKs5KmndP2BpOzr4tRb5KkvcdqftH1douo/U7+jzon4vFg+rAOsM6xfbAdVZ5gylBBCCCGEjGRQRlPeI7/tcrncDofjOrud5SUbt99++1fkRGgxFhgG2O4VTy6UoVZRoZjAzZhcIvatSLBdXl5KTkGMPmISo7MCxJ66O8Te1JvPk6JnxegtRt3MExlXthiF/N03wGhQ7DsQLlbRoKpWnlXH+P6KUF2A6jU++xofTZ0mKmqnibTx00R08nQREt9lIT79YYZwpc0VD6/aLD766FNx+vTp8+SoihgF/opRJUf1lHqzGNWlKM6duixUwtDTo1UKuhKH2GaIOsV7qohQXYIqEahkqJ4ir14HkQghCPEHAfrEE08YqeJ4RAQl3hsiTIk5KymqS1Azqn6qlSjVl18tp1WKvZKIS5cu7YvgxGeG0PQUHWpVDkBFiCoZalU/VAlRfK2aNGEdu91uY/9Xcl7H35quZnFqboKlR5+am095ij7tT9SpWWD7Eqe+GkVBmprlqT+NovxJ2ffUKGogUaeeJKqOqpWszol4T3w+LAeWF+sH61BPkVfnQMpQQgghhBAyksA974IFC3Bv/H5KSsoEl8v1Vbt95SUfycnJzZi8IV3R7g0w0jFLJbMMxUQZE+EZLUXi9fuixaGHo8TxP0YbaeZ2i8tLLkbXuMSRRyLFvnvPidHdd40Ve2qtxSiiJq80MXo8LciIhPWnNigm/ZAWVtGgmPz7igY1p7z3Z581S1Cj/mXzVJGZN1W4UqeJMEN8zhig/PSMwz1L9NzzvDhx8n1DiprFqDmdHnJUCVIlR33VGtUjRiFFUbd0/vwFF0gpq2Y82Abqa3OkJY5rbEdESkLQQoSqRkK+ZKieQg5RCOEJ8aeiQiFCV65cKVatWmUIQgg2yC4l4fSIRV2K6p/f3Ildl23m5/TlM6fZm1PqUf8VkaFA1fnUI0RVFCyWUy8JoMtQfL25t7O8ig7VI0R1KYr3wc+wriCKcXzgODGXbjBHLZujmn3JU6vGWZ6iTj2JUz1lXz0qmWyWp1b1Tq0aRllF/VrVOjVHnVo1i/K3UZQSp/1tFGUlTq0iT62iT9XzeD3+lh4hr/4xpM6HWJ9WKfKUoYQQQgghZCSgRCjuid1ud21QUNCf2e0pL8uIjo5OkJOe4+wqbz+e6oWqxkkqRf6RacnnIiV7eWPxOCOC8tCD4Uaa+ZUsSU+ucYojD0eIffcEnxOjM8eKPdV3iL3Jf7gixeiRhHPRoGXuc9Ggeqd4SANzNCiEhh4NquolmqNB+1Mb1NP+qiSSkkOT26YJd/bUi4j6HFikaFj8XWLqXWvFvgPviDNnzvSJUV2O6rVGPYlRFTWqi9EjR46KAwcOijfe2Ct27twlduzYKZf/rgsiI801IfWoPPW1kk54DbYhLkCqWZI5Nd5Khpo7yeM1kIKQgCpFHsIPMvThhx82QLQoBBD2DVzsdMnmTYpaRRvqzYH0ZdOXS48iNdchxfssWrTIELZ/+tOfjM8GWQl5CWEJqau6y2M5IUOxzEBJYLVOAF5rFSFqlqJ4H3ytutFjXeB48dbky1O92/7KU6uIU1+Rp3rEqb9Rp75S9s3y1EqcekvZN9c79dQoajDlqRKnZnlqFqnqa7wOv4ffx9/Fe+KzqAh5VSbEV1QoZSghhBBCCLlSwb0uXCDmGVlZWR3BwcF/abejvGxjzJgxfy0nCw8tXLjQ9g0x0rGSoXoXeUxiMTFtbywRc5szxANt8WLNdIfYMDvkAjnaJ0mXjDMaE721PFy8/ahDnLjCJOnJx53i8EMRYu/dJjFaebvY6/YgRpOGjxh9pzcadHfETWJuXLhf0aCY9FtFg6oIKH9qg16MCMXfLq2a6qHm5+WlZtIjYtO2A4YUVfQnahRC9PjxE70S9JDYv/+A2Lt3v3jjjX1iz569YteuPWL27NkXyCQlkLANdEGk13NUYHviEZ9h7969htjUO6ibpShkKMQgUK9RIlSvmwnx9+yzz4rVq1eLZcuWGVGnEIH4PJBSenSiHoUIQeRLinpLu1bfW0lfPTJWSXp0k8dnRho/5C0krkqdVx3m9QhRJUSVFNVF8ebNW8SmTWebMZmbKllFimKd4e/i+MBxY46I9tQMzBeehKk3edqfqFNfafuexKmVPPWWrq83ybrYRlG6TPcnZd+bOLVqFqV/D/Aa/I6SoHg/c71kc9M4RoUSQgghhJCRBEQo7oNTU1NnhIWFfc9uP3nZh1zwWkwCMKm3e2OMdPyRoZjUYZIH+QURZkixzFRRU5AoplfGiHuaosSaqWFi4+xxPiRp6FlJusIhTqyGJLVfbl4MJ1b3itEl55Z794xeMZo4/MTokYQ7jWjQZ6PuFCVu69qgnqJBISCsokFVBNRA0+Kt9lOzCMX7hMZNtV2E6uSW3Seeeu518dlnX5wnRs2Ro5ChH374kTh58l1x7Ng74siRt8Xhw0fFW28dEYcOHRYHD75lSNE33zzYJ0bRbc8q0k4JIcgfJXx0waNAB2zUIkUavop+VCnhqnGQuZu8Xi9UpYmrruqouanEKGToY489ZohQpMpDhuJ8gX1CL2PgSYxaRYtaSVFzOrVZiJqlqBKj2I8h8vGZISkRGQoZqiJFIS1VHVHVVAnLr0tR1URKj5yFQD27Tjb1iVE9alRPo8f6xXvhXGq1jw+EixWnviJOvQnU/qbse4o8tWoUZZan/qbsW0Wf9jfq1FvKvhl9H1T7HN4D720VIe/pfGj3/QAhhBBCCCGXirlz5xr3vzk5OYsDAgK+Y7eXtGU4nU6XnGycYqq8/egTaU9p8pjcQaIg/Q8yDHID0WWQKikpKeeRneEWdQXxoqvKJe5tdognpoWJLXP6J0nfG4aSFJ8by/CGLka7xog9FbeLvQlDW4y+kxbYFw06x0s0KFJCraJBVQqouTaolQQdyMTfqlmSLkKxr94Z0SxGOyaLcTGXM0XeN4k5C8WDKzaK9z/4RGBAhiIS9IMPPjQE6DvvnBDHjh3v4+2335GgVugxj2J0/vz5F9RzhHCBeFEp80qI6o1qIK8htPE1olORHr9//37jEZ3qITxVx3iFaiSkIiK3bt1iiELIPshQ1VkdX0P2oYs8IkNXrFghlixZYoh0RMzpsk2XaFZi1JxGr4SWHi3qKXVel6BWMhQ/j42NFQkJCcb7LF++3IgOVVJXj+rE16qWKISniqDV5fFOQxyrsgJbxdZtki1bxBb5O/h7+H0ljVXUKf4W1reKnh7oeXug0nSwIk8vV71TTyn7ujz1JFC9pez7E3XqTZ7q31vVrVUS1Nw4zts/huy+HyCEEEIIIeRSABGKe9+cnJyHg4ODf2S3k7RtBAQE/Hj8+PFLUbPO7o0y0rGqGWpuoISJH6QKogERVQU5BskBYYboQUhRHbMgBeMz3aKhMF7MrHaJ+yc5xFPTw8S2eUEeJeneu8eJA/eHGpGXZyWp03bh6S+on4paqqir2idGO8eIPaW3iTfifm8hRm/tFaPB9kSDys8wmNGgKq1WTfr7mxLvbR9V8kWPYMZ7Q4Yqxka3i+DYwW+YNHAhOl/UtDwsDh56Wxw/fvI8IEN1zGIUUtQsRlH3EsIHy67X4YTogdjBNvEUIYptie2DBk1vvvlmX4d6SNF9+/ZpYnTXubT43lT5zb3iU4lC/VFFP+LxqaeeMoS5y+Uy3teTWNOFmS5FlfTSl0sXoypa1Cyo9PRo8/O6sMK+i3MYzl9jx44V0dHRxrqBZIbMhcRUEbGIDtWlphKjiAg1ImfPq7WKKNGtYtvWXiG65ZwQVdGzquQA1jmWF5/pUp7X9ePtYiJPByv61JMw9RZ1ahao3uSpt3qnvqJOzRGnnuqdekOl+eNvqGPUW4Q8o0IJIYQQQsiVjmqenpeXtyYgIOBv7faRto+EhIQ0psrbj7du8pggYoIHgQCpolLlIVSUEIU4U1JUYZajngQpyMtKEhOL4sSsGqd4sDVSPNMZKl71JEkXBhq1OpUkPbbSIU48PrQlqSFGl4WJHXPGiFfabhEvtN8hGlNc4m7XOLEp8hbbxKgRDRrV/2hQiDU9BdSfTvGDIUJ97aO6DAWjIieJQKc9qfPBsd3yvaeJMVFtxudQn+m119+8QIZaYR0tek6MLl68uE/2KAGkJI8eJWpVQxT/zMB6RMd6RIGiZigkqJKhEKGvv76rNw38XPo3ROdL69YZaeV64yH8DH8DYhWvRbR/YmKicW7AZ/Im1MyCzCpaVF82PWLUn4g+M/prFNi3cc7CuSg8PNxAfXbVAAriU4+UxbqB1IQoVetns4oE3bDxvBT5DfJ7vbkSxCjWM9a/2lZ2XwPMx9nFytP+RJ8OtFGUt4ZR+n5kJU/9qXXqb8q+Qv1c/Q7+hjo+9cZxjAglhBBCCCEjCfi+WbNmwSesGzdu3MiNCNVHWFjY2IqKCqbK24ynqDtM5DC501PlEREIKYYoQQhRRA0iehDyTBejZjnqTZJ6EqWF2UmiuThOzKlziodaI8Vz3aFiR4+1JN1tIUlPDiFJivT5zZ13iGcmjxaZacnnLWdVUqy4L2ac2HK5xGhmiDgcfy4atDQ50Ws0KEojeIsGxT4ymLVB/d0/8X76/mmWoYrRkS0iyDX9EsvPGcZ7jI2eIkbJ9/P0WfyVoVZRo0qMIl1+1qzZ50Xg6mJHpZnrUaJKiuIYhvwD6FqPmqGQoBCgei3MLVu29qW/qxR4vds6hCBE6llx+rrRGAgXOexHEOZIi7eSZPr29CZGrdLogbm+qFUatB7F5wsVyaeD/d8o9yEfIyIiRFRUlHEsQLgi7X/VqlVGXVSsC8hQvfmUajalBOmmTWcjQQF+hnUMcYx1/uCDDxrHHJbd7mvAxV47BipQdWl6qSJP+5O27ytd3yry1Ix6nTo2zedEilBCCCGEEDJSgATF/W5JScnGsLCwf7TbQQ6ZERwc/P2srKy5SE20eyONZMyTU3OqvIq8U42UkPYKIQqhgqhBRA9CniGS0CxGdTwJUm+S1CxKU1NTRHFukmgpjRXz6qPFI20R4oUZIWLnfOtUe0jSffcEiwMPhNkjSZ+IMQQtPsvSpgiR6iE6VlGbGGOI0W2RN58vRiNuEodct4q33WPEicyBi9F3UhEN+ofzokGx/rG9fEWDQqSZo0Ehpi5FNKjV/ukrctmTgFQgShMRm4MlQMfFdIqA6A4x2tHq870HKkN1Kbpjx2ti9erHjfWgyxaz0NGloVmKqqhJbHPIUTQ6evrpp43oR9VECCnuSBXHI34G8QfZCfAaPIffU02csK+43W4j4hTS0Cr112r7e4sk9CRGzeLXqvmOP1F8ntDTpAHWFY4NHJt4RNq/0+k0ao7iOSwvjg2sX3x+XMsgTJcuXSoeeOABsWzZMuMR36MkDJYJ60yVGhkqUaF2XGsuZ+r+YNQ6Ndc59Yae+m8+J1KEEkIIIYSQkQCCZXAfXFpauj0gIOAf7PaPQ24kJyeHyQntaVVDgNiDlXAy12RU0glCFFGCiBZEDUlIMyVCdDGqy1ElSBVWorS/0aS6KE1LTRFlE5JEW1msmN8QLVa2R4h1M0PE6x4laZAhSQ8+ECaOPBwhjj0WNeiS9N21LrH/vhDj/WZWO71KUDOQpvWJLvGAK0hsHwwxaooGNdcGxfYxR4Miug/ieyDRoIMtQq1kqNovVU1bf4VkQPSUAdUTHRfbZaTdQ6reGTHJ7/cbqAxFbdAXX1wn7rnnXjF5cptx/EHYQfxZpd1apZnrkZTmhkTY/oh8jIyMNJoJ4XjC8apEOLY/jnH1jw8cz/iduLg4QwbiOewz2F/UZ/EU9eZtH+hPxKiVHPWnW7mnVGhvmJvzKLAesV6wrtR5CF9jvTgcDmOdhoWF9a1bPAeJivWK38Mjjim7z/nDBavzyKWMPlX78EBS9vXjUcfqnEgRSgghhBBCrlQQESrvf0+Xl5dvCggI+Knd3nFIDjlZ/E1+fv5upsrbi7foUJV6qwtR1ZgFskwJEwg0JUYx4YdYU4JUSVI9glQXpd5kqRKlnoSpJ0mKx4y0FFGZlyg6KmLFosYosWpKuHjlrmCPTZvMkvQdSNI1/Zekp9a4jLR9RKxC0FoKTz9LBkCMTkx0igddgeLViD/0W4wiGvRNUzSov7VBzdGgSsZZdUUerLR4f/ZLJen1Eg79kZKo44mUdm+d5yFMA13TxNiodq+p74MpQ1Grc8WKlca6hYzEdoA4Q4QiJKaS0Fb1B83RlJ46tetp5jiGIezuvPNOcccdd4gxY8aI4OBgo24m0sMh8iD28FxQUJDxPOqBQj5fqoYwviL/rMRUf6L4rFKhvaVFe0K9Xv+7OE5w/OC4UscXzoHYP/GZKcIu77Wsv9Gn5v3X32hTX4KVEpQQQgghhIwUensCnZFz2S1yDvlPdjvHITvGjh17TVJSUs7cuXNt32gjHXMEnjchau5WjUhRiBuIUUgcRIxCjipBiugxSFJ/RKkvWeopqtSTKLUSplnpKaIqP1FMq4wVSyZGidUd4WLDLC+SdFGQ2Hfv+ZIUwtNKhKLr/RtLxont84JEfWG8RwE6kJqqEKNNCU7xkCtAvGYSo/sNMXrbOTEqORx/h9dO8VjX2A7YLioaVK8NqiScigbVoxIHq1O8P/ukLkP1iGV8NlW+IcjpuW6oLzE62jHZiPg0kF8Plvz0JUPRFOmll14WixYtNo4jHAtqW+BYwnPYDpBs2AaqLIG+7q1kjLemRJ6axpgjIPWf6fUQL1ctxP6kRA9G3cj+pEZbvdYcFWglw9Ry2X2uJ773NX+jTT0JT0/YvayEEEIIIYRcKiBCcc9bWVm5Kzo6+j/s9o1DfkRFRf0eE36mytuLVUqylRD11JxF71gNoYaoUV2QAkRNWYlSJUshSpUsVaLUH1nqTwq+P2n42RkpoqYgUXRVxYh7m6PEmqlhYtPscR4l6Z5FQWL/vSHi4LIwceSRSPH2Cofx3Eb5O+UTEi+QoOo91efx97NalgZISRbNCU7xiDNA7Iz4/QVi9E3H7y95NOjlqIHnSYZCzuoydHx+pQiIGpgQvVxAhu7du9+o/YnlwPo3N6zC8YFjBtsCxxWOMVWjVUWFYhuY5aP5a0/p5b4axnjCn3qIl1r8+Iro8xa556truSeh6k2uWv0eIwKvPC4mTd/uz04IIYQQQsjlACIUlJeXbw8LC/u32NjYL9ntGof8kCvqB2lpafeiwYTdG3Ck402I6s1ZVJqtXoMQUgoSDWJbda5WgtQsSb2JUiVLVddrc1SpWZZ6EqX+yFJ/RWluZrKoL0wQM6pjxNJJDvHk9DCxZa61JEWt0oLsJI8SVEVmqlqdZsyf05sYVXI0PSVZtCZEixXOALGrV4yqTvH6e+riTY8GVbVBlXyD6NajQS91bVBf+6R6L6s0eSVDsT9NyCsWIS7/64deLkJi6kVSRp2oqa3v287mbaFLaRwv2BYqMlevFWreBv6k/ZplYH8jJj0JQF+RcZfq/OTpnOVvGvSlhjJsZMPtTgghhBBCRhLI9EZwY0VFxebQ0NDfREREUIT6M0aNGnV1VFTUbZAtdm9E4luIemrOAiBuINIgR4HqXq0kqRKlvmQphJA/UaUXI0v7k4KvRKZZluZlJYvGogRxV41LLGtxiEfbIsX4zOTzJKguI5UEU59FfTZPn1P/fJ6aTZmFa5b8eqI7VmSYJKiKBjWLN0/RoJejU3x/9kdPDZSwj2F/wn6D/WOC3P7OxHJb5efoyIkiIr5WuNPLRXZO3gXbHttBl6AqGlQvUaAaVikRqoS0lQhV68nbuvPWQMZXlKSndHxPAvRyi0ArQerr3HY58PV5CCGEEEIIIWQ4AxEK5Fx2a2Rk5O9CQ0MpQvszAgMDfzxhwoStbKQ0NDBLFH+bs6iIUaC6V6voUUhShS5KzRGluig1p957kqXeokqtUvCVLFUC0t8UfH+bO+lp8EqEKfmpRBg+Cz6X+oxWdVXVZ/T0uczy1hx1qqIP9ZR4b+LNn2jQyx315kmG4jNiP8P+hGXAPoJ9AesRy+tOzRdjHY2XTYCOczYKl7taZGSXyW1/fuSv2vb6dldCGtsC+zT2c11K+ytCfW0Hf6IlvUVN6q+5ktOBB1N+6n/T7uUihBBCCCGEkEsBJChS44uKijZAhEooQvs7Ro8efX1UVFQ4Jt12b1ByFqv0UrMUtWrOogtSqw7WSpQqWQrpo8tSJUr1qFJz+r2nqFJvtUr1yNLBTMG3kqZ6KrQ5EhDvic+Az6I+l/kz6p9Tl7meBKmOWbrq0YcqJV6lYfsbDWqXCNX3Qz1KGfsc9jG9bij2CRUdimXG8mdm5Yrw2KpLIj9HRTbJv10vEtMqRXZu4QUiWt8OugBV20EJaV2C+ipRMJCO7Z6iJi+F/BuuDHYkKCGEEEIIIYRcqWDuo4nQJ0NCQn5jt1Mc1iMoKOh7xcXFB9lIaWjhS4qaaw5aNWfx1cEa4kfJUiVKrSJLzen3uizVo0p9peBDRPWnsZMuI83NncwRpkqAWQlQJT5VNCA+Ez6bjvlzmiWup8+kRx0q8abe0yr6UI8GVd3D/YkGvdzSx7z/6U298Jnx+bFvYJmwfFhvWF9YT1gnkJIJKUVijOPimyuNjWoU0YnVIjWrTGRl5ZwXjWuOxLXa9mo7YDurGq26BNWltGpYdTEilBBCCCGEEEIIGSwwD0VGd68IXRMWFvZru13isB+BgYE3REdHZ8+aNcv2DUwu3OGtpKi3xizmJixKkpplqR5NahamZlHqKQVfl6Xeoko91Sr1Vq/UHFVqlYavBKX+vS4j8XfwN5X8VCIMqFqqek1V/TOqz6Y+l6fPpEebmoWrVfSh3il+KNQG9Wf/M6fK642UsO2x/sxCFIIYgjIza7wIjanutwANiq4V0QnlIiunuK/0gVUNWL38gVl+q9qsajvgc2L/xGc2S1B/G1bZfU4ghBBCCCGEEDKymDdvniFC5Vz3ibCwsP+w2yNeMSMkJOTbVVVVp+zewMQaTzUH/WnI4qt7tZUotZKl3qJKzaLUH1nqTUT6qleqR5fq4Hm8RkUBKgmmIgHx3vgMSoZ5q6fqTZCqz6TQI03xWl28+RN9OFTFm7foUJUuj+XCMiohivWBbQEpCVGtInrjk0vEGC+1RMc6GkRYTIVwp5WKrOwJ/RagKg1eyW/ztlfbQUXlmiWop+0xFKQ0IYQQQgghhJCRCVLjMTeV8981ERER/263P7yixrhx465zOp1VrB069PHVlMUb/shSszD1R5ZapeAPpLGTlSw1p+Cbhan6GigRqSI/dfmJ98R7q1IA6nN5q6nq6XOp6FIdPK8LV1284T2UBPUn+nAoiTdPtUNVurwSolhXWH6sf2wXVWoAovJcpOgE4U4rEjFJZUbUZ0xSiUhIzhep6TkeG1FZNcBSEcBWAtScBq9ve7W98bn1bTGctgchhBBCCCGEkJEByllirirnxCsDAgJ+brc7vCJHYGDgl2tqat6aNWvWGbs3OOkfvhqM+Opc7UmWKjnkSZb6SsH3Jks9SUirqFKzlNRT8RXqeT3y0yzBVCSgkmFKiHkrEWDVcEp9JnOEqS5c9fdUkaAq+tCbdBtq4s28H+lCFOvOLESxDSAjISZVmQElRSEwVc1VvSGVGb0GrKrH6ikC1KoOqJUA1WW0OQp0KDSsIoQQQgghhBBCFBChcu76WXZ29v2jR4/+lt3O8IoeDoejtKur61PWD71y8Lcjsy7mrCSptzqlF1uv1CxLreqVKslolYqvxJdZROoC1CzCrPDUeMpTaQA9ulS9l6f3s4o8HC7izZMQ1VPmsdxYFyqiVjXXgqiEsET6vB4tqjelgvBUqEZUnuq/WjVCUnVAdRmtb3u1Hay2xXCR0oQQQgghhBBCrnzg41AfVM5j38/IyJg7evTo6+12hSNilJeX754xYwajQ0cI/spSX5GlF5N+b07B9yRM9RR8XVDq3+uRn2b5qd7b6rN5+oyeol119J+ZBeiVIt7M+4BZiOpRopCREJMqkhclBJA+r6JFlRg1N6VSX3tqRmUlQPV6rFYC1CoNfrhvC0IIIYQQQgghVx4QoaCjo+NUSkrKtICAgGvsdoQjZoSHhxfJFf8eTLTdOwKxn8EQpQOpV+pNlprlox75Z478tBKSZhnm7bP5inY1v49V6rU38Tac5Js3Iaq2kRLXuhSFsIQYVTVXzU2p9MZUKvXdXAPWHwGqN6aiACWEEEIIIYQQMlxQIlTOcY8nJye32e0GR+QoKyvb2t3dfYbp8sQXg1WvdCBp+J7Qf8cswTwJSU/lAbx9Hiv8eT+7t9lgbW9fUlSvDas3zlK1Rc3NshR6HVirLvDeyh94isS90rYDIYQQQgghhJArg97U+DNy7nssISGh2m4nOGJHSEhIUltb21EUbLV7pyDDl0tVr9QfzH/H2/t7+qy+pK03sTucI0D7s23N68QsRVX6vC5GrZpSmRtReWpG5Y8AZQQoIYQQQgghhJDhgIoIra+vP5SQkOC22weO6DFq1Khrx48f/wQkA9PlyaVisOqV+isj+yPE/Il29Re71/Pl2H7epKguRj01pbLCSn5SgBJCCCGEEEIIuRKABEUQYk1NzZ6YmJgxKSkp19rtA0f8CAwM/G1TU9OuuXPn2r6DkJFJf4TjpRaRI118+rtezBG0eokDc/1Xc91Xq4ZUVs2olARlCjwhhBBCCCGEkOEIJCgoLS1d73A4boyPj6cIHQoDXatSUlLmQUjMmzfP9h2FECsoJIcWvqJFreq/KtnZ32ZUugS1e7kJIYQQQgghhBBfYP46f/58Iwu7oKDgiYiIiP+Kioq62m4HyKGNwMDAv6msrNzA2qGEEH/xFS3qT2MqX/KTEpQQQgghhBBCyHACc9gFCxYYc968vLyHIyMjf2W39+PwMFwuV35LS8spmGvKB0JIf7jY+q+M/CWEEEIIIYQQMtxBfVCIUJSGy8vLm+t0On9mt+/j8DJCQ0O/m5+ffx8itFg/lBAyUIZK/VdCCCGEEEIIIeRygZT4np4e0dzcfCY+Pr4hOjr6+3a7Pg4/hsPh+N+qqqod2Hh270SEkCsLik9CCCGEEEIIIVciEKEILKytrT2Um5s7ISAg4Mt2Oz6OfoyEhIS8yZMnf0AhSgghhBBCCCGEEEKIZyBCkR5fUVGxMTEx0WW31+MYwAgMDPxhdnb2vdiYwO6dihBCCCGEEEIIIYSQoQYakaPcZElJydPR0dG32O30OC5iREZG/m9lZeUbaKZk945FCCGEEEIIIYQQQshQAZGgSIufNm3axwUFBctDQkJ+arfL4xiEERsbmzRlypT35s2bZ/tORgghhBBCCCGEEEKI3UCEIpO6vb397czMzK6AgIA/t9vhcQzSCAkJ+U56evpMbGRg985GCCGEEEIIIYQQQohdqPqgzc3Nb8THxxfa7e44LsGIjY39+4KCgl2ogWD3DkcIIYQQQgghhBBCyOVGRYPKxy/q6uq2RUZGhtvt7Dgu4QgNDf1tS0vLxxSihBBCCCGEEEIIIWSkgfqgM2fO/Ly4uPi5sLCw/7Pb1XFc4jFmzJhvxMXFlc2YMcP2nY8QQgghhBBCCCGEkMvBzJkzRU9Pj+js7DyTk5Oz3OFw/NJuT8dxmUZkZOT3MjMzH4MJt3tHJIQQQgghhBBCCCHkUoLU+Pnz54vW1tbPU1NT2x0Ox3djYmKustvRcVymERwcfFVERMTfl5WVHWW6PCGEEEIIIYQQQgi5UoH7QkRobW3tB263Oyc6Ovrrdrs5DpsG6iJMnDjxc+wU7DBPCCGEEEIIIYQQQq4kIEHxWFRUtD0zM3N0YmLiV+32cRw2joCAgKvi4uIyOzo6VBct23dSQgghhBBCCCGEEEIulgULFgg4r/Hjxy9LTEz8n8zMzKvtdnEcQ2BERER8Re4QzdOnTz/DGqKEEEIIIYQQQgghZDiDgD9EhDY1NYmMjIyG2NjYn9nt3ziG2AgJCfnLzMzMu7u7uylECSGEEEIIIYQQQsiwZN68ecZjdXX1W+np6akul+vP7PZuHEN0yJ3j54WFhatnzpwpIETxaPcOTAghhBBCCCGEEEKIL1Q06LRp00RJScnTGRkZY+12bRzDYISEhPx3cXHxs6gdyghRQgghhBBCCCGEEDLUQWNweKzW1taPcnJyZiUkJPyH3Y6NYxiNsLCwGysrKzdCiGJnsnuHJoQQQgghhBBCCCHEChXMV19f/0ZKSkqx0+n8ht1ujWMYjvDw8ICKiorXEGJMIUoIIYQQQgghhBBChgoo7QhnBRHa2dn5RVlZ2bNxcXGRdvs0jmE+wsPDg2pra/dhx6IQJYQQQgghhBBCCCFDARW819HRcSo3N/eeqKiof7Hbo3FcIUPuTCENDQ0HIESxo9m9sxNCCCGEEEIIIYSQkYsSoU1NTW+53e76qKiob9rtzziusOFyuSJramrexo6GOqJ27/SEEEIIIYQQQgghZGQBJ9UbqPdpeXn5K06nM9RuZ8ZxBY/w8PDAurq6d+fMmXOGQpQQQgghhBBCCCGEXC5Uk+/p06d/nJ2dvTQiIuKXdrsyjhEw5I52W11d3eGenh7bDwJCCCGEEEIIIYQQcuUDETpv3rwzkyZNOhYTE1Pocrn+3G5HxjFCxtixY6+OiIj4fVVV1R65E9p+MBBCCCGEEEIIIYSQKxeVGl9WVvZ8RETE7SEhITfY7cc4RtgICgq6Jjo6+v9KSkp2sqkSIYQQQgghhBBCCBlsIEHhnaZPny7S09M7QkND/w5Oym4vxjFCR3h4+NWxsbG/ys3NfXnmzJnGzsk6ooQQQgghhBBCCCHkYlC1QfFYX19/1OVyxcTGxv6l3S6Mg8MYbrf779PT0+/t7OykECWEEEIIIYQQQgghAwbZx+hTM23aNJGbm7s8PDz834ODg6+z239xcJw3XC7X37rd7qa2tjYUs6UQJYQQQgghhBBCCCH9AkF2iAhtbGz8JCUlpcztdv+d3c6Lg8PjCAsL+2Z8fHy23GGPY8fFDmz3QUQIIYQQQgghhBBChi4ovaiiQbu6ukRBQcG6qKioYIfD8VW7XRcHh19D7rDjKioqNmCHZrd5QgghhBBCCCGEEGIFRCgkKPxRS0vLx4WFhT2JiYn/bbfb4uDo9wgNDf1tXl7eMnT7wk7NbvOEEEIIIYQQQgghRIESi3BGeKyurt6SnJxclJqa+ld2Oy0OjgGPyMjIH+fm5ra1tLQcQ9o8sPtAI4QQ4hnchFws+OeXP1zMe9i9ngghhBBCCCEXBxwRokGnTJnybl5e3t1RUVG32O2xODgGZbhcrqtiYmLSq6urt82YMcOoI8ooUUIIuTi8yUf1zycrcA5WWJ2Lh5sMxdf6Mnlabm/vbfe2JIQQQgghZCSB+3HVY6axsfHV1NTU0tDQ0G/b7a84OAZ9BAUF/a6goOCpqVOnfqQm63YfgIQQYjeeJKIngYn/nJoFHmrsePq69/szki8kn0o+lnwon39fckpyvLu7+3hnZ+fx6dOnH5fn6ONTpkx5B7S1tb0NWltbj7a0tBydNGnSEcnh5ubmtySHJk6ceNCCNxsaGvb7Qt70vKn/XlNT0yH5Nw8r5PsdwXsC+f74HMfa29vf6ejoOD5t2jTj886YMeO4XJYTXV1d78pleF9+/ZHkE8lnWF65bGfU+tDXixWehKqVRLV7nyGEEEIIIWS4ouY6ct7xQUlJyZOhoaE32+2rODgu6Rg7duw3MzMzZ2JCrSb+dh+IhBAy2PiKktRFG16vpKUCUfTy8bTkU8lH8vv3uru7T0qOya/fko8Hp02bdrC9vf1AS0vLAQjI+vr6/bW1tfuqqqp2V1RUbCsrK9sgby6eKy4ufqKoqGhVYWHh8vz8/MV5eXmzJkyYMLWgoKCltbW1Sn7G4o6OjmL5dVFjY2Oh/BuF8m/kV1ZW5svfzQHydzLHjx+fkZWVlZaRkZGUnp6emJKSEuN2u6Mk0TpJSUkRcXFxwT4Yl5CQEKb/fmpqagz+riI3NzcV7wnk+2fJz5ErlysPn6+pqalo8uTJRV1dXcXTp08vk8tZJ5e3Wb5umlzGeVhOubwPyt9ZLX/2fHl5+Wa5PK/X1NTshYiVv/+mXN4Dcv0d7OzsPCjX8UG5To9ACmNdS7DOP+vdBmp7nLd9PclSq4hXu/dHQgghhBBC7EbNjXBvLecdBzMzM9sDAgK+Yben4uC4bENOdJ2lpaWvysnlJ5wsEkKGGv7UqLRKDcfzutCUnO7u7v5c8qnko66urvclpyTvSCDfDnV0dCAi8lB9ff2hqqqqffLcuK2wsHBdXl7emtzc3KVZWVmz0tLSWjIyMkrluTMtKSkprKmpKWDKlClj5O+MKisruz0/P/9m+bobU1JSfpOYmPgfMTEx/+xwOH4RERHx45CQkB+MGzfu24GBgX8+ZsyY6+w+/1/qMXr06KuwnHJ5vxEcHPw9uQ7+zul0/kN8fPy/Jycn/w/WU0FBwS3l5eW3y/U3ur29fUxnZ2eAXMcuuY7z5GOzvDGbI9f9crkNniwqKlovXwuRCul8aPLkyYfk6w/J7XdYcqx3e76P7Sv5BNsb211yRklUtX/4W/uUdVIJIYQQQsiVhLqflffR78u5zkuhoaFj7J43cHDYMmJjY38sJ/bz5YT+A3lwnOZEjxByOfBW59IUzXkGzJkz57TkixkzZnwB0SUv4J9Nnz7902nTpn0i+Wjq1Knvd3R0nJQcls/vl9/vbWxs3FVZWblVXuhfyM3NXZ2RkXFvcnJyV0JCQnVcXFyqy+UaGxwc/K9VVVU/lufAH1VXV/+wuLj4+/K130tNTf22fN03Y2Jivh4ZGXl9SEjIl+w+X4+0IbfNlxwOx5flNviG2+3+VmZm5nfy8/P/uqKi4gctLS0/qqmp+Vv5mn+W23G0fE2q3F6VcvtOl9e0xdnZ2Svka58rKyvbVFdX91pbW9sbct/YD+ktQZr/e3K/+VDysdxfPpH706ddXV2f9UrUz2fOnPmF3O++wH7Xuw+eF3Gq76dW+7PdxxchhBBCCCE6vUEjn6MUVlJSUpO8d/4Lu+/3OThsHXLSf42c7EfKCeYrEAxIOeRkjhAyWCh5pNfdRM1NyZmenp4z8+fPR03JM9OnTz8zderU0+3t7acnT578eUtLy/so5yEv2LsmTpy4vrGx8Wn5/drKysrHCgoKHsjKyprrdrtbYmNji6KiomLCwsJuGTVq1E9yc3Ovx7mtpqbmKjzK76+y9yzLYcfIzs42tntVVZXaD750++23fyckJOS/5CUv1OVypUOMp6SkTJWvnV9YWHi/vA6ulPvZGnktfLK1tfV5ud9tkfvfXrkvHpN8JPdLY//Efor9taury9h3sR8D7NPYt821T1nnlBBCCCGE2IEqLYUAgKKiotURERG/s/cunYNjCA2Hw3F1UFDQt5OSkhrk+Fivo0cIId7QRSdEUE9Pj8GCBQuM7zs7O0V7e7toaWlBXRpRV1f3fnV19f7KykqkPj9SWFh4l3x+Sm1tbUt+fn59ZmZmsdvtTnO5XBGRkZG/l+emX4aFhf2Z/P3rJ02adL38vesLCgquy8rKui45OfnauLi4a6Kjo68ODw//EtKz7T6fcgzdcccdd1wVGhqKiNOrY2JirklMTLw2NTX12uzs7OvkfnhdRUXF9XJfvF7eNF4vf3b9nXfe+VchISH/Jl9/W2xsbJTc3zIzMjKK5X5aV1VV1dLc3Nze1dXVUVpauljuy6vkcxtQZkHuyyfltfS0/LlobW0VU6ZMMVL1Fy5caBwX6hjp/afAeQ2jKE0JIYQQQshgoLyOnH8dS0hIyAsMDPy6nDcx442DwzzcbvdX5aTvJjkxXDt9+nQxf/58dpwnZARgTlXXG9Oo50xRnX0SB6KnqalJ1NTUfF5WVna0sLBw84QJEx5NT0+fUlFRkdPZ2RlbXV0dW1BQECWfQ9OeW51O53+Hhob+PD8//y8kX29oaPia/P2v5eXlfTUjI+MriYmJN8gL9XXh4eHXjB07lhdsDttGUFDQlyIiIq5xuVzXJSUl3SD34a9gP62srPxac3Pz17q6ur5WWlr6jbCwsO9Ifi732/+Kj4//Q2pq6tjc3NzwkpISpzw+YuX+nSCvsVlytMjn75H7/VPFxcWv4pipqqr6SB4Dxj8McDzhmMP113ysWUWaquO1P/VQCSGEEELIlYu6l5w6daqQ966PyPvY/yfvY79s9301B8eQHnIyh4iZ78nJXGx5eflWNJ9ABAulKCHDB70rOr7XozdVVBoukAAXS63ZUB94DnU5J02a9EF1dfWR4uLi18aPH/9sZmbmvSkpKc2JiYlueWG9uba29ncVFRX/m5ub++vk5ORfOZ3Ov09ISPhrt9v9Tfk7X+3s7Lyhqqrqhry8vOvl712LiLzIyEgKTo4rckRERHxJHhdXyxtOI+K0qKjo+okTJxrHgNz3vyKPgT+XfMfhcPxNXFzcL3DMZGVl/WdBQcH/yOPst1OmTPk/eZz9Qb7WIY+h0tTU1Bny58tx7Mnjabs81g7W1dWdaG1t/aCrq+sTpOnrx7s65tUxjeMe0ag41vWIVLNctTpvEEIIIYSQ4QPmdbjXwz1eZWXlHnmfmS7vKb8bHR3N7DkODn+H0+m8HlEuiYmJjUj5w2QJEypGmhAytFB1YFSKOo5TpOOCxYsXGxdDRHpPmzbN+O8gIs8kH7W3t781ceLEba2trRtqampeQA2ZnJyce1JTU6ckJCSMj4iIuCM3N/ffJ0+e/K+lpaX/LL/+ZUpKyk/i4+O/Ly+ofyF/foPd5ykOjit1BAYGXutwOL7hcrm+I4/HH+LYk8fgzwsLC/9J3tz+qqmp6V+7u7v/Tf7sFnmTm5CUlFSZlpbWhWNYvuaxioqK5+RrXpHH90Z5nL8qj/nD8pj/EMd/R0eHcT5ACQvQ1dVlnDtwvlDnDl2g4tzC8jmEEEIIIUMT/CNb3bO1tLR8lp6ePkPeQ/46MTHxK3bf03JwDNsRERHxzeTk5IDs7Ow5ckJ1DGJFRZPZfdATMlLA8aaiOnH8KeG5aNEi0d3dbYiNtrY2I822qanpM3msHqqtrX2lvLz8wZqamgX19fU9hYWF3UjRlcdzUVxcnLw+um6qqKj4lXztP5eWlv6D/NnP5AXzRw6H49vBwcG8cHJwDJMxduzYa0NDQ/8sKirquziGMzIyfpqfn//Lurq6f2pubv7nCRMm/GtkZORNqHualJSUI2+Qq3Nzc9uLiopmVFdXz508efICeb5YLM8Hj8nf2djY2HhAnkc+xPlE/sz4BwrOMTjX4JzjSZjiHMV7A0IIIYSQywfuvXB/hqAXec/3J3kPGCbneX9l9/0pB8cVM+Qk6vtygjU2Ozt70aRJk4wJkEqxs/sEQMhQxCp1FZFVek1OlapqrtWpanPiOMPzuLihEUtjY+Ppmpqa45WVldtLSkpWFRUVdcufNdTX19cWFxdXyeMzz+12JzqdzoCUlJRfp6en/7SgoOCHVVVVP8jMzPyruLi4b0ZERHw1MDCQaeocHCNsyOP+qrCwsBvk+eEbiYmJ38rKyvoreR75vrym/1DeOP+NPEf8Iikp6b+jo6PHysdYec3PkjfVJWVlZdUNDQ11bW1tDfJ80ibPNfeVlpY+Lc9Dr8rz0VH5s09wX4B/yCAKHecsc0q+uQ6xOveZf6bXQ2XaPiGEEEKINbhnUtk78n5sX05OTlNUVNS/232/ycFxxY7g4OAfpKWlJcsJ0X1NTU0f40BUkx27TwiEXG6sZKe5q7qK5MTzej0/7W+c6e7u/ritre39xsbGY9XV1XvLyspeKSoqWpmdnT2jvr6+rL29Pau0tDRdfh+bmJgYjKjO2NjYf4iOjv5WR0fHdfJ3rp0wYcLVdp8fODg4rqwhr/dXyev91fIm+9pJkyZdHxkZ+XV5/vnb+Pj4f5XnoJsSEhICMzIyouVr3FVVVZlTp07NlvcGJVlZWZ3yueUlJSXPVlRUbJO//+bEiRPfkee59zo7Oz+S570vrM6H6ntVmkeXqrpYNQtTu68FhBBCCCGXA1UXFPc/zc3Nn4wfP74nKSlptLwnY2YfB8flGCEhIT/My8tLLSwsfFROfPYhGkRNVuw+QRByqdAjmpTwVLITj2hYglRS1OBDLT55XHwhOTFlypS9ra2t2+UFa0tVVdXLJSUlT+Xn59+fk5MzLSsrq3DatGlJdXV18ei4npaWFhAbG/vbiIiIX9x+++3fsPtY5+Dg4OjvuO22274WGhr6E6fT+Z+JiYm3ZGZmjpP3C1HyPBcnz4mJ8sY9Qz5Xn5ubO1ee9x5BpGl1dfVLjY2Nm+X5crs8f+5sb28/KM+N78nXn8Y9Bs6rAOdYnGtxDka6vlVzKD3ClBBCCCFkuKPmobjX6ejoOC3vm56T91bJQUFBf2n3fR8Hx4gcDofjp9nZ2WFyIvPApEmTdmCiomQRmy2QoQouJp7QO68rwa/S1TEJh+TsbUR0Rk7W3508efKbct/fNHHixKeam5vXygvT4yUlJSvkZH9RRkZGS1JSUmZaWlpIeXn5HRUVFTenp6f/b2xs7L+Eh4f/cOzYsfwPHgcHx4gdgYGB34qMjPxJXFzcr+S58Tfypv5meT69XZ5Xx+Tm5ka53e58eR5tlV+j7vFyeQ79Y0NDw1o5CVjb2tr6jHztFvnaA21tbe/K8/FpnJtR3xT3IjjXmyWpiixVslQ9WmH3dYoQQgghBKjsQ8xFa2tr18t7o0lZWVm/tvs+joODQ47s7Oy/iI2NHSMPynl1dXXbOjs7P9drIHJiQS4HZqmp74N6N2T95zq4wCACacqUKaflRBsNRI41NzfvkZPvV+RE+3H5/IqqqqpHCgoKlsh9fZqcqJfJSXxMYmIi0tb/Xv7sJ/n5+T9KSUn5bnR09J+NGzeOqescHBwcFzFCQkKucTgcX09ISPi2PO/+oLS09MfyXPyTnJycf5DP/SEpKSlOUiYnBh0TJkxYUFZW9mBTU9PKqVOnPibP3U/Lr7fI8/g+eT5/Z/LkyR/h/A5himuBLkf1mqXqnsV8/TD/nBBCCCHkUqHmssiIkfczh+V9Tk9vBuFVdt+fcXBwWAx5cN6YnZ09taqqakN7e/sJefCeUQcyo0XJxWCWmHrDIXMzLzVZ7Z24oj7dR93d3e/LSTCiOU9MmjTp6MSJE9+sr6/fUVNT82x1dfXyjo6OJXV1dfMLCwu70tPTG+REO8fpdAaPHTv2X+RzjOLk4ODgGCZDnuOvCgwM/G5kZORvXC5XpNvtniDvTSbKc3l3Y2NjT21t7ZLKysqH5OOz8jrwqnxuf3Nz8xFcH+S14N2urq735TXjI3kd+cIsP1VdU29NoChMCSGEEDIQcA+h7ivkPckpeb/yvLyPSbH73oqDg8PPERAQ8POsrKzSioqKFXKCcUhOKt7TD2xOFIgZc1SnLj3xvN5wo5fTkk8k78r96+3p06cflhPZw01NTYfk5PbN6urqHeXl5c8VFxc/KB875fPNDQ0N9Xl5eWWpqalZMTExjrCwsN+NHTv2R3YfLxwcHBwcl3/Ie5UfyevAb10uV0RycnLGhAkTSmtqaurb29ub5eO0kpKS++X145mqqqrtdXV1+3F9wXWms7Pz8IwZM47J68/78rr0qeSMuaGTOeqUopQQQggh3lD3C/I+40OkxCcmJtYkJSX90O77JQ4OjgEMObH4am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lSilo2hj5gDAUAACARY6gkKUUFx9BBzwp1mTwAAABJGEMlSSkqMIYOPoRuPobeZwwFAACgacZQSVKKko+hfYbQ2LU33PCEMRQAAIBCjKGSpBQ1OYYOeXl87P4HjKEAAAAkYAyVJKWoiTG0ocvjjaEAAAAkYwyVJKVomGPosIZQYygAAABJGEMlSSlKMoYOMITe9/sx9H5jKAAAAE0zhkqSUjSMMbTh+4QaQwEAAEjKGCpJSlGDY+iwL4+/b+NfHzKGAgAAUJwxVJKUokJj6CBDqDEUAACAZIyhkqQUNTCGNnV5fBxCjaEAAAAkYQyVJKVoiDG06cvj611zw/VPha9ZT4euCn0899dPAAAAOpAxVJKUoqbG0AYuj6/3veuv64lfs3p7MvfXTwAAADqQMVSSlKJBxtBCl8cPMIb25P76CQAAQAcyhkqSUjTAGFr48nhjKAAAAMkYQyVJKRrWGDqMy+ONoQAAACRjDJUkpaifMXRYl8cPNoQaQwEAAEjCGCpJStEWY2iyy+ONoQAAACRjDJUkpaihMbSJy+ONoQAAACRjDJUkpWjIMbTAEGoMBQAAIAljqCQpRQ2NoVsMoY1cHr+xB42hAAAAJGAMlSSlaNAxtMn7hBpDAQAASMoYKklK0YBjaMHL4+MQ6jJ5AAAAkjCGSpJSNOgYWuDyePcMBQAAIBljqCQpRf2OoUUvj/cBSgAAAKRkDJUkpWirMbTo5fHGUAAAAFIzhkqSUtTvGJrg8nhjKAAAAMkYQyVJKdpsDC1yeXw/Q2jvGPpcnzH0qtxfPwEAAOhAxlBJUoqeH0MPOyzp5fH1rrn++l+Fr1m/CB0W2iH3108AAAA6kDFUkpSizcbQZofQAc4K7R1Dfxm+Zj0celHur50AAAB0KGOoJClFQ42hRYbQPmPoI8ZQAAAAmmYMlSSlaMsPUEp1eXy9a2+4wRgKAABAMcZQSVKK+o6hKS+Pr//fr73hhl8ZQwEAACjEGCpJSlHfy+RTXh5vDAUAACAZY6gkKUVbjqEpLo1/fiw1hgIAAJCCMVSSlKLNPkAp4eXxxlAAAACSMYZKklK05Ria6vJ4YygAAADJGEMlSSna/DL5dJfHbzGGPmoMBQAAoGnGUElSipKOoQ/2O4Y+aQwFAACgEGOoJClFDY+hw7w8PvaAMRQAAIAUjKGSpBQ1NIY2OYQ+8ODDPddef70xFAAAgGKMoZKkFCW5TL6fy+PjEBq75vrrfxe+Zj0bujk0LvfXTwAAADqQMVSSlKIhx9ChzgodZAiNZ4dec/11PfFrVm9P5f76CQAAQAcyhkqSUjToGFrg8vjY/VuPoT25v34CAADQgYyhkqQUFbpMfoizQo2hAAAAJGEMlSSlaMAxtODl8b8fQ683hgIAAFCMMVSSlKJ+x9CCl8c/0OfvjaEAAAAUZgyVJKWoqcvkGxxCjaEAAAAkYQyVJKVoqzE0weXxxlAAAACSMoZKklK02Ria8PJ4YygAAADJGEMlSSka1mXywxxCN42hPk0eAACAgoyhkqQUNTyGDvPyeGMoAAAAyRhDJUkpanYM/f3wOfAQagwFAAAgCWOoJClFDY2hTVwe756hAAAAJGMMlSSlaMgxtMnL442hAAAAJGMMlSSlaNAxtOAQ6jJ5AAAAkjCGSpJSNJwxdDiXxxtDAQAASMYYKklK0YBjaENnhQ4+hPZeJv9cnzH067m/fgIAANCBjKGSpBT1O4YmuDy+zxj6m/A161ehfUPb5f76CQAAQAcyhkqSUtTIGNrM5fH1rr3hhl+Hr1mPh16U+2snAAAAHcoYKklK0VZjaMIh1BgKAABAEsZQSVKKNhtDE14e//xl8jdsvEzeGAoAAEDzjKGSpBQNNoYWPSvUGAoAAEASxlBJUooGGkNTDKHGUAAAAJIwhkqSUjTwGFrs8vgtPk3eGAoAAEDzjKGSpBT1N4b+fvgsNoQaQwEAAEjCGCpJStGWY2iqy+ONoQAAACRjDJUkpWjrMTTdEGoMBQAAIAljqCQpRX3H0FT3Ce1nDP2FMRQAAICmGUMlSSmqj6GH9TuGFhtCH3zokfhp8k8ZQwEAACjEGCpJStHvx9DDkw6hxlAAAACSMYZKklK0+Ria7vL4OIQaQwEAAEjCGCpJSlH/Y2iaIdQYCgAAQBLGUElSija/Z2i6y+ONoQAAACRjDJUkpSj1GNp3CDWGAgAAkIQxVJKUov4/TT7NEGoMBQAAIAljqCQpRVt/mrwxFAAAgJIxhkqSUpRqDO1vCO0zhv7SGAoAAEDTjKGSpBSlGEMHGkKNoQAAACRhDJUkpcgYCgAAQOkZQyVJKSo6hg42hBpDAQAASMIYKklKUZExdKgh1BgKAABAEsZQSVKKmh1DGxlCjaEAAAAkYQyVJKXIGAoAAEDpGUMlSSlqZgxtdAg1hgIAAJCEMVSSlKLhjqHDGUKNoQAAACRhDJUkpcgYCgAAQOkZQyVJKRrOGDrcIbTPGPorYygAAABNM4ZKklLU6BjazBDaO4b+1hgKAABAIcZQSVKKjKEAAACUnjFUkpSiRsbQZodQYygAAABJGEMlSSkaagwtMoQaQwEAAEjCGCpJStFgY2jRIdQYCgAAQBLGUElSioyhAACQwP7zZn1n3xOm/+zgdcu+VqlVq6GzQzNCHw+9O7RT7scIncwYKklK0UBjaIoh1BgKAMCIsd9Jx92794RxPftMndhzyMUreyq1an/dE4pj6YrQ4aHX537c0CmMoZKkFPU3hqYaQo2hAACMGIdcsvILHzt2ck8Dg+iWPRj6UmiScRQGZgyVJKXIGAoAAAlUatWlh3xqdU+Tg2jfbum9xH730KjczwvKwhgqSUrRlmNoyiG0zxj6a2MoAABdrVKrzo1jZqJBtN7doSWht+Z+fpCbMVSSlKK+Y2jqIdQYCgDAiFGpVY+qj5iJB9F6V/T+Gi/I/VwhB2OoJClFbRhDf2cMBQCg61Vq1Q/3HS9bNIjGHuk9W/SPcj9naCdjqCQpRcZQAABIoFKr/vGWw2ULB9HYU6H18dfN/dyhHYyhkqQUGUMBACCBSq26XeiZNg+isWdDl4Zem/sYQCsZQyVJKTKGAgBAIpVa9Qf9DZZtGETrZ4ouD70893GAVjCGSpJSZAwFAIBEKrXqFwcaK9s0iMZ+Fpoa2ib38YCUjKGSpBQZQwEAIJFKrXraYENlGwfR2LWhv8h9TCAVY6gkKUXGUAAASKRSq+491EjZ5kH0ud5L51+Y+9hAUcZQSVKKjKEAAJBIpVbdObShZINo7CehPXMfHyjCGCpJSpExFAAAEqrUqjc3MlBmGETjWaJnhLbNfYygGcZQSVKKjKEAAJBQpVatNjpQZhhEY98OvS73cYLhMoZKklLUpjH0N8ZQAABGhEqtevBwxslMg+ijob/JfaxgOIyhkqQUtXQMffiRnmuuv/5pYygAACNGZdN9Q5/rgEE0PsbZuY8X7Rde911C7wntFRodOvaA0+d8Zf95s644YNHcSu7HNxBjqCQpRcZQAABIrFKrXjHccTLTIBr7TGiH3MeMtMJr+oLewfOI0Lmhr4Z+FHpyy/fAx8+cv/F9Fztg4cnn5n7sAzGGSpJS1LIx9GFjKAAAI1Q847KZYTLjIPr10E65jxvNC6/fq0OHh1aFvhv6XSOvfd8hNL7nDly5+Ijcz2UgxlBJUopaMoY+bAwFAGAEq9Sqb2p2mMw4iN4Uem3uY0djwmv1otB+vePnTc285lsOob3vtffmfm4DMYZKklJkDAUAgBao1KrXdeAgekfoLbmPHf2LZ++GxoX+KfSbIq/1AENo7HW5n+dAjKGSpBQlH0MfNoYCAEAcrk4sMlZlHETvC70j9/Fjk/BabB86MPSVSoOXvhcYQmMvyf2cB2IMlSSlKOkY+rAxFAAANqrUqruFnunQQfTR0J/mPoYjWRykQ6t7X4tkr+0QQ+iTuZ/3YIyhkqQUGUMBAKBFKrXqvxYdrzKfIeqS+TYKx3ub0N+HLm/FazrEEBq7OfcxGIwxVJKUomRjaD9DqDEUAIARrVKr7ptixMo4iN5Z8aFKLReO8Q6hY0K3teq1bGAIjf1H7mMxGGOoJClFScbQAYZQYygAACNa75l+SQaujIPozaGdcx/LblTZ9InwJ1Q2nYXbstewwSE0Vs19TAZjDJUkpajwGDrIEGoMBQBgxKsU/CClkgyi/x3aIfex7BbhWG4XmhZ6sNWv3TCG0NhJuY/NYIyhkqQUGUMBAKCFKrXqjqEnumAQ/VxoVO7j2cni8QtVQj9px2s2zCE0tlfuYzQYY6gkKUWFxtAhhtA+Y+hTxlAAAEasSq26OOXIlXEQnZv7WHaqcOzeHfpmm16nZobQ2GtyH6fBGEMlSSlqegxtYAh96OFHjaEAAFCpVV8ZerILBtHnQv8z9/HsJOF47RRaE3q25EPoE7mP1VCMoZKkFBlDAQCgDSq16rmpR69Mg+jPQ2/IfTw7QThOB4YeatcIWmAIjf2/3MdrKMZQSVKKmhpDGxxCjaEAANCrUqvuHHq8SwbRK0Pb5T6mZRWOza6hL7ZzBC04hMbOzn3chmIMlSSlaNhj6DCGUGMoAAD0UalV57RiBMs0iJZ+PMuhsuls0Ec7bAiN7Z/72A3FGCpJSpExFAAA2qRSq74odGeXDKLx/qF/nfuYlkU4Fi8MrWv3CJpoCI29MvcxHIoxVJKUomGNocMcQo2hAACwhUqtenCrRrEMg+idoZfkPqa5hWPwztAPO3gI/WHuY9gIY6gkKUUNj6FNDKHGUAAA6EelVv1aFw2iq3Ifz5zC8x8d+nUHD6Gx83Mfx0YYQyVJKTKGAgBAm1Vq1beGftslg+iG0J65j2m7hee8bWhljhE08RAa2zf38WyEMVSSlKKGxtAmh1BjKAAADKDSog9TyjSIfr8ygj5dPjzXXUJf75Ih9HeVDrnVgTFUkpSiIcfQAkOoMRQAAAZQ2XRm4Xe7aBCdmfuYtkN4nm8M/bhLhtDYf+Q+po0yhkqSUjToGFpwCDWGAgDAICq16p+GnuqSQfTx0B/mPqatFJ7fX4Qe7qIhNDYp93FtlDFUkpQiYygAAGRUqVWntXpEa+MgekHu49kq4bntH/pNlw2hz1U6aMA2hkqSUjTgGJpgCDWGAgBAAyq16j93ySD6dOhNuY9napVNnxj/dJcNobFv5D62w2EMlSSlqN8xNNEQ2mcM/a0xFAAABlDZ9IE8d3XJIPqF3MczpfB8xlc2nUHZbUNo7Ojcx3c4jKGSpBQZQwEAoAQqtep7Km24DLsNg+iG0NtzH88UwvOYnmsEbcMQGt9rL8t9jIfDGCpJStFWY2jCIbR3DH3GGAoAAA2o1Kpj2zGytWEQ/XTuY1lUeA6TungIjXXcGbzGUElSijYbQxMPocZQAAAYpkqturQLBtFnQq/PfSybFR77EZXuvTS+3t/lPs7DZQyVJKXIGAoAACVSqVVHhb7UBYPo+bmPZTPC4/54pTs/LKlvt8T3We5jPVzGUElSip4fQw8fegwd7hBqDAUAgCZUatUXhL7d4YPoE6GX5D6WwxEe756hp7p8CI0dn/tYN8MYKklKUaNjaDNDqDEUAACaVKlVdwr9oMMH0Wm5j2OjwmN9W+hn2YbQsxa0awj9ZWjH3Me7GcZQSVKKjKEAAFBSlVp119BNHTyIfj/3MWxE73G+PdsQes6p7RpCY+flPt7NMoZKklLUyBja7BBqDAUAgIIqteprQ7d18CD6ntzHcDDh8e1QadMtCUowhMZ7ob469zFvljFUkpSiocbQIkOoMRQAABLoHURv6dBBtNQfpBQe37oRMoTG1uc+3kUYQyVJKRpsDC06hBpDAQAgkcqmS7l/2IGD6MOhbXMfv/6ExzVpBA2hz4bekvuYF2EMlSSlyBgKAAAdolKr7hy6ogMH0Y/kPnZbCo/pL0K/GyFDaOzS3Me8KGOoJClFA42hKYZQYygAAIXsv+DEr+03Z+aNByya9x+VWnVuaHLooNCHQm8PvTD3Y2y38JxfFPpyhw2ia3Ift77C49mxkukDkzINoU+FXpv7uBdlDJUkpai/MTTVEGoMBQCgkH1nTnusPhzFEWmAoeeh0PdC/xg6KzQ69Oeh7XM//lYJz21UaEUHDaL35D5mfYXH84URNITGluc+5ikYQyVJKTKGAgBQWvvNnXlXfTwaYhDtr2dCPwpdFpoaelelpPeubFZ4PhNCv+2QQfSduY9XFB7HUSNsCH089PLcxz0FY6gkKUVbjqEph1BjKAAAhRz6ubVf2O+k43oKDKJb9qvQ5ZVNl9y/N7RN7udYVHgOHwjd2wGD6IklOFavD/1yBA2hseNyH/dUjKGSpBT1HUNTD6HGUAAACqnUqisP/fyFPYkH0b49GqqFjgztlPv5Nquy6ZPm/73kg+i/Zz5G8dYCl4+wIfSGShedDW0MlSSlyBgKAEBpVWrVU+Oo0+JBtF68rP5roWmh3XI/9+HqHftOqLT4E9ILDKK/yjnMhV970ggbQmN/let4t4IxVJKUot+PoaNbOYY+bQwFAGDYKrXq9Pqw06ZBtN5zvcPo2FBH/Q/Z8HjfE7qxpINolvuGhl/31aEnRtgQ+qkcx7qVjKGSpBS1YQx91hgKAEBTKrXqoX0HnjYPovV+EfpkaI/cx6NR4bFuH1pU2XS2a5kG0amZjscXR9gQen9o5xzHupWMoZKkFBlDAQAorUqt+hdbDj2ZBtF68R6ME0MvzH1sGhEe5ztD3yzRIHpxhmPwkRE2hMY+3u7j3A7GUElSioyhAACUVqVW/cP+xp7Mg2js56GloVfnPkZDqWy6l+gRoQdLMIhe1ebnvl3oRyNsCP1CO49xOxlDJUkpMoYCAFBqlVr1tyUdRGNPh9aH3pL7OA0lPMaXhhaHnsw4iP6yzc955ggbQu8Ovbydx7idjKGSpBQZQwEAKLVKrfrjgcafkgyisWdDnw/9ae7jNZTwGF8VurCyacjNMYi+vk3Pc8fQoyNoCI0f+tVVnx6/JWOoJClFxlAAAEqtUqt+dbARqESDaGxD6NPtGvyKCI/xNaFVoafaPIj+dZue35kjaAiNnd6O45qTMVSSlCJjKAAApVbZdG/OQYegkg2isXhp/3mhV+Y+fkMJj3HX0BmVRPcUbWAQPaoNz2m3SgtuB1DiIfQboW1bfVxzM4ZKklJkDAUAoNQqteqRjQxCJRxEY0+EZoe2z30chxIe4w6hsaFvtXgQbfkZjOHXWDmChtB4n9BdW31My8AYKklKkTEUAIBSq9Sq72l0GCrpIBq7OfS3uY9lo8JjfXNl04ct3d6CQXRdix/7KystPiu0RENoPAP5/a08nmViDJUkpcgYCgBAqVVq1RdWNn04TKcPorEvhV6X+5gOR3i8u4fO7h10UwyiX2zx423pvUJLNITGJrTyWJaNMVSSlCJjKAAApVepVW8czkhU8kH0l6EpoVG5j+twhcf8+tDk0JcrDd5jdMtB9ODqJ65s4eN7aWXTrQlGwhB6TquOY1kZQyVJKTKGAgBQepVadf1wx6KSD6Kxb4TemPvYFhEff2XTfUbjh0X939BDAw6i047eNCJOmfBMCx/PjBEyhH6h0oFjelHGUElSioyhAACUXqVWndDMaNQBg2i8t+Vx3TRsheeyS2XTpfWHVjZ9eNSy0Cc/fvapN24cEieN/12Lft1RoVtHwBD6zdAOrTiGZWcMlSSlyBgKAEDpVWrVP2l2POqAQTT2H6E/zH2cWykc9wN7j/+Nrfj5w/HbawQMod8P7dSK49cJjKGSpBQZQwEAKL3KprP+ft7lg2i8B+f/zH2sW6UNY+hXu3wI/VFo11Ycu05hDJUkpcgYCgBAR6hs+tCepsekDhlEY58IbZ/7eKfWyjE0HK/dQs928RB6W+i1qY9bpzGGSpJSZAwFAKAjVDZ9AnuhUamDBtF4X8jdch/zlFo8hp5kCO1+xlBJUoqMoQAAdITKpk8uLzwuddAgem/oA7mPeyotHkNv7NIh9BZD6O8ZQyVJKTKGAgDQMXrPkhtJg+jvQpNyH/cUWjWGhuPz5106hP6wMsLvEbolY6gkKUVtGkOfMYYCAFBYpVZdk2ps6qBBNHZeaJvcx7+IFo6hi7pwCL0itHPK49QNjKGSpBQZQwEA6BiVWvVvUo5OHTaI/lPoxblfg2a1cAz9YZcNof8r5JunfhhDJUkpasMY+pwxFACAJCq16rahn43gQfTKSodeOt2KMTQcizd32RC6stLhZwC3kjFUkpQiYygAAB2lUqtemnqE6rBB9Keht+R+HYarRWNooU+RL9EQ+nRoeqrj0q2MoZKkFBlDAQDoKJVadf9WDFIdNojeF/qz3K/FcLRoDP0/XTCEPhT6q1THpJsZQyVJKTKGAgDQUSq16vaVxJfKd+gg+mjoXblfj0alHkPDc39B6DcdPoReHXpNiuMxEhhDJUkpMoYCANBxKgk/Vb7DB9FfhP4y9+vRiBaMoU19mFaJhtB4f9AdUhyLkcIYKklKkTEUAICOU6lV39/KoaoDB9E9cr8mQ2nBGHpmhw6hj4T2SXEMRhpjqCQpRcZQAAA6UqVW/ZFBdLNB9AO5X5PBtGAM/c8OHEL/PfSqFM9/JDKGSpJSZAwFAKAjVWrVk1s9XnXYIBrvIfrnuV+XgaQcQ8Pz3Cb0RAcNofGxTkhwGEc0Y6gkKUXGUAAAOlKlVt2l0uQH6HTxIBo/mfwtuV+b/iQeQ9/RQUPov1V8SFISxlBJUoqMoQAAdKxKrXppOwatDhtE7y3j+JZ4DD2iA4bQu0MHpzh2bGIMlSSlyBgKAEDHqtSq727XuNVhg+gNoR1zvz59JR5Dl5Z4CP1taHHIN0CJGUMlSSkyhgIA0NEqteq3DaL99rXQdrlfn7rEY+hXSziEbgh9PvTGFMeLrRlDJUkpMoYCANDRKrXqge0cGTtsEP1k7tenLvEYekfJhtD4yfbvSXGcGJgxVJKUImMoAAAdrVKrjgrdbBAdsLm5X6Mo1Rgans/2oedKMoTGs28/mOoYMThjqCQpRcZQAAA6XqXBD9QZoYNoHA73yv0aJRxD35R5CI2Xw/9z6H2pjg2NMYZKklJkDAUAoONVatXtQrcZRAfssTgi5nyNEo6hH8k0hD4eWllxT9BsjKGSpBQZQwEA6AqVWnVajqGxgwbRH4RenOv1STiGTmjzEPrd0NTQS1IdC5pjDJUkpcgYCgBAV6hsOjv0pwbRQftcrtcn4Rg6tw1D6L2hpaG3p3r+FGcMlSSlyBgKAEDXqNSqlVxDYwcNohNyvDYJx9ClLRpCb69sugz+f4RGpXrepGMMlSSlyBgKAEDXqGz6ZPlrDaKD9mTobe1+bRKOoRcnGkKfCl0eOin056meJ61jDJWab+8PvbvnmPGH9px75oKe2uc/1fPVr3x5Y1dd+Z2e2267bWNfv/xrz//zS9ev2fjvHnnoPj0feu+bsj9+KWXGUAAAukqlVv1ozrGxQwbR60I7tPN1STWGfvzM+Tc2OYQ+GvpqaH7ow6EXpnputIcxVCmLg2B9BGymOBLmfg5DFcfPOGr2HTybLQ6la1ae0xHPO3dxRO7291anZwwFAKDrVGrVfzeIDtmKdr4mqcbQfWcc89jGIXTKhIGG0AdCV4Q+W9l0f9GPhV6b6nmQjzFUqVo4d0bhcbCsg1U8AzQOoD/4/o2Fn+NAxXE1Dn7x18r9fMtWfF9063urmzKGAgDQdSq16ptDv809iO574rFlHkQ3hD7Urtck1Ri6z5QJj8Sf52PHHB0/5GhK6MDQnqE/qTjbs6sZQ5Wig/fZM8kgWLbBKj6eeHl7qwbQgYrDq1F0U/F2AilG6LK9t7oxYygAAF2pUquenXtwPPRza3v2nTWtzIPoj9s1IKYaQ8N//9+9P89/J3podAhjqIoWx6oUl4yXabCKzykOku0eQbcsnik60u8tmmqMLst7q5tr5Rgav6b0jqHPGkMBAGirSq364tDduQfHDhhEl7fj9TCGUpQxVEUrep/Qsg1W8Z6grbwcfrjFoTmeeZv7uOSo6H1Cy/be6vbaMIZuMIYCAJBFpVY9qARjY9kH0edCH2j1a2EMHb7wuowKvTq0R2i/gy44Z/b+p5z0T7kfVy7GUBUpxX1CyzRYxQ8zyj1+DlQ81rlf73aW4j6hZXpvjYRaNYbWv6YYQwEAyKpSq365BINj2QfR74e2a+XrYAwdXDj+Lw19JLQg9MXQD0O/q79Gh1x6fs8+047u2XvSUT25H2suxlA1W6r7hJZhsIqXoqc8w7VVxUv3c7/u7Xo9Up+dawxtfa0YQ/t+TTGGAgCQVaVW3TX0sxIMjmUfRI9r5etgDN1cZdNZn7uHFoWuCD070GvTdwg9aO25T+R+7LkYQ9VMKe8Tmnuwis/l65d/LfvQaRD9fa340CpjaOszhgIA0PUqteoRJRgbyz6IPh76w1a9BsbQTcIxfndoReieRl6XzYbQC5fGf3Zr7ueQizFUzdSqsyjbPVh12hA6EgbRlPcJNYa2t9Rj6JZfU4yhAACUQqVW/ZcSDI5lH0Qva9XxH8ljaGXTh3lNCd0wnNejnyE09q3czycXY6iGW+r7hOYcrDrh0viRNIimvk+oMbS9pRxD+/uaYgwFAKAU4lmPoQdLMDiWeRDdUGnRhymNxDE0HMtXhpaEHhvuazHAEBr7bO7nlYsxVMOpFfcJzTVYlfnDkhqtmz5UqRX3CTWGtjdjKAAAI0alVt0r9wjaAYPof7Xi2I+kMTQcw11Cy0NPNvMaDDKExhbnfn65GEPVaO24pLxdg9Ux4w/NPmR22jFrda24T2g3Hqcyl2oMHehrijEUAIBSqdSqn8g9gnbAILp36uM+EsbQcNx2CM0NPdHssR9iCI2Nzv08czGGqtHiZdndMOy1+gzE+HPHYa9vrTxm8YOs4nPK/f4oUqvuE2oMbW8pxtDBvqYYQwEAKJVKrbp96NrcI2jJB9F4b8ttUh73bh9DK5vOOv5xkePewBAae2fu55qLMVSNdNJxE1s+VrVrsGrFfULjGbPxkvW9P/TuAX/deIuB+O/E8TL1rx8v+c/9Hmm2Vt4n1Bja3oyhAACMOJVa9U2VJu7jOMIG0bEpj3m3jqHhOO0c+nTR493gEBovu98293POxRiqoYojXivPpGznYJX68vh41mczjzn+N6lH0U4c+1p9lm6nH59Oq+gYOtTXFGMoAACl1Hsm33O5R9ASD6K3VBKeHdqNY2jve6jwh3I1OITGsj/nnIyhGqx23Ce0nYNVygEyxYcXpfwQp/g65X6/DLdW30LAGNreioyhjXxNMYYCAFBalVr1lNwDaMkH0cNSHetuGkMrm261kOTes8MYQmNn5XrOZWAM1WC14z6h7RqsUl7qH3+ubn9cra4d9wk1hra3ZsfQRr+mGEMBACitSq06KvS/cg+gJR5E471DR6U41t0yhobjsVvomxmG0NiHczznsjCGaqDadZ/Qdg1Wqc4KbcXgGM8yTfHY4nPM/b5ppHbdJ9QY2t6MoQAAjGiVWvWlvaNf9hG0pIPox1Ic524YQ8OxeF/o/kxD6K9CO7T7OZeJMVT91c77hLZjsEo17Lbyg4pSfbBT2c8Obed9Qo2h7a2ZMXQ4X1OMoQAAlF6lVn116J7cA2hJB9FvpzjGnT6GxlG4sukDjHIMobEvtvP5lpExVFtW9D6hcehq9izMVg1WKc4KbfU9OeNxT/E44304c7+HBqvofUKb/e+Noa1vuGPocL+mGEMBAOgIlVr1z0O/yD2AlnQQfW/R49vJY2h4/uMriT5sq8khNHZ4u55vWRlDtWVF7xMaz0ws02CV6pLsdoxpqT7tPp7Zm/t91F9F7xMaz8wt03tLm2cMBQCAXpVa9e9CT+ceQEs4iF5W9Nh26hganvv0VMexwBD6y9CL2/F8y8wYqr4VvZw8Xuodf54yDY4pPgSqnWdbpviE9VZezt9sRUfp+pm5xtDyNpwxtJmvKcZQAAA6SqVWHZvqLMAuGkSfCr2iyHHtxDG0JENokjG6GxhDVa/ofULjJd7xUu/4c5VpDE1xf8p2Dmkpzg6Nzzn3+6lvRe8TGv/bvT/07o0/lzG0vDU6hjb7NcUYCgBAx0k5gnXRIDqvyDHttDE0PN+JJRlCYx9s5XPtFMZQxYreJ3TLsakso2OKYbHV9wrtrxT3Do3PPff7ql7Rs137fihUWd5b2jpjKAAA9KNSq56Ue/ws2SB6e2hUs8ezk8bQ8Dz/vpL/HqH1bmjV8+w0xlDFil5KHu8F2ffnK8tgleIS+Ryfzr5w7ozCjzs+99zvq1jR+4Ru+TzK8t7S1jUyhhb5mmIMBQCgY1Vq1dNyj58lG0T/qtlj2SljaHiOfxH6TUmG0Nj4VjzPTmQMVdH7hG55P80i94ZMPViluES+ful/O4uXhBd93GW4VL7ofUL73nqhXlneW9q6ocbQol9TjKEAAHS0Sq26OPf4WaJB9JJmj2MnjKHh+b0m9FCJhtB7Qjukfp6dyhg6sit6n9C+93KsV5YxNMWnyNc/ECpHRW9bEMv5qfJF7xM60OMvw3tL/WcMBQCAIVRq1fm5x8+SDKK/CDX1P+zLPoaG5/WC0NUlGkJjM1I+x05nDB25pbhPaH/3pSzLGFr08uxYvFw91+uT4vFvefuCdlb0PqEDHfsyvLfUf4ONoSm+phhDAQDoChUfqlRvbDPHrwPG0GrJhtC740Cb8jl2OmPoyK3o/TTXrDyn35+3LGNo0TEulvPMyvhrF338W97CoF0VHXIHe9xleG+p/wYaQ1N9TTGGAgDQNSqbPmE8yQfrdPAg+k/NHLsyj6HhOR1YsiE05l6hW+gdQzcYQ0dWRe8TGs8oHehemmUZQ4sOiWW452bRy8xzPIeityeIj3mw+7SW4b2l/utvDE35NcUYCgBAV6ls+qTxJB+w06GD6FOVJi6VL+sYGp7Lq0I/L9kQem1omxTPr5sYQ0deKe4TOtgZk2UYQ1OcVZnzfqH1Ou3s1hT3Ce3v1gt9y/3e0sAZQwEAYJgqmz5x/JHcA2jGQfTg4R6zEo+h/1KyITT2P1I8t24TvqncYAwdOaW4T+hQ99Eswxha9MzXWM77bdZLcd/QeCza9XiLjrcD3Xqhb7nfWxq4LcfQ1F9TjKEAAHSlSq36ptCtuQfQTIPo54Z7vMo4hobncXgJh9CLiz6vbmUMHVkVvU9oI2dLlmEMTTEilmE8i2dJdsqoW/SYx5G+kV+nk1/Pbq/vGNqKrynGUAAAulalVn1F6Bu5B9AMg+gToW2Hc6zKNoaGx79j6P6SDaH3hF5W5Hl1M2PoyKno2ZJD3cuxXhnG0BSXl+/9oXdnf8065UOUUtwntNHL+XO/tzRwxlAAACigUqtuF1qVewDNMIjuMZzjVMIx9BMlG0JjHyvynLqdMXRkVPQ+ocMZk8owhha9FUAs92tWr+jzaPSMy2ZLcZ/Q4VzKn/u9pYGrj6GHG0MBAKB5lVr1yMqmDxfKPoS2aRA9fTjHp0xjaHjsry/yWrVoCD2vyHEZCYyh3V+K+4QO51LrMoyhZR8Qh9NVV36n1MNu0bNwh/tBVbnfWxo4YygAACRSqVXfF7oz9wjapkH0W8M5NiUbQz9VsiE0fnr8C4ocl5HAGNr9Fb1P6HCHwdxjaBx/i46H7bi0vNFSXPLfyO0NmqnofULj0Dvcx2YMLW/GUAAASKhSq+4c+sfcI2gbBtFnQi9t9LiUZQwNj/ktoWdLNIQ+GnpDkWMyUhhDu7sU9wkd7r0zc4+hRe9fGYsDcu7Xrl48c7Lo82nFEJjiODd6n9C+lekYaPOMoQAA0AKVWnVK6Ne5h9AWD6J7N3o8SjSGXlyiITQOyn9T5HiMJMbQ7i3FfULjp5kP99fthjG0XZ/A3khFz75sxRCY4j6hzR7jshwDbZ0xFAAAWqRSq74jdEPuIbSFg+gZjR6LMoyh4fHuFnq6JENo7Ogix2KkMYZ2ZynuE9rs2ZG5x9CiZ8N24xg6nA8oaqSil+4XuQ2BMbS8tWkM3WAMBQBgRKrUqtuHFvWeBdhtg+j/afQ4lGQMPaNEQ+iZRY7DSGQM7c5S3Ce02ftM5h5DU4yH3TaGpnw+RR9PM7de6JsxtLy1egy99oYbjKEAAFCpVd8Tui73GJp4EH08NKqR5597DA2Pc9vQAyUZQtcUOQYjlTG0+0pxZmQz93Ks1w1jaJmGszJd9h/fF0UfSzO3XuhbN7ym3ZoxFAAA2qRSq24XOiX0VBcNon/SyHMvwRi6b0mG0GqjAzKbM4Z2VynuE7pw7oxCj8EYmrayjKHxTOH46e9FHsealecUfhzd8Jp2a8ZQAABos0qt+sbQV7tkEB3dyHMuwRj6jyUYQi80hDbPGNo9pbhPaPzk8qKPwxiatrKMoUU/1b7IrRf61g2vabdmDAUAgEwqtep+ods6fBBd3MhzzTmGhsf4okqDZ+O2cAhdUuR5YwztporeJzSeUZpirMo9hsazD42hm1f0jMx4tnDR91aRWy/0rRte027NGAoAABlVatUXhOaFnujQQfQrjTzPzGPoIRmH0OdC04o8ZzYxhnZHKe4Tmmosyj2GFv2k87INZynG0CKf3p7iPqFFb73Qt254Tbs1YygAAJRApVZ9eWh5o2cwlmgQ/Wkjzy/zGPqpTENo/ICpfYo8X37PGNr5pbhPaIp7OdYzhqYt5xia4j6hKW690LdueE27NWMoAACUSKVWfV3ostCzHTKIxjMfXzDU88o8ht6XYQj9UegtRZ4rmzOGdnYp7hMa//uUj8kYmracY2jR+4TGITXFrRf61g2vabdmDAUAgBKq1Kqvr2z65PG2nina5CD6tqGeT64xNDy2t2cYQi8OvbjI82RrxtDOLsV9Qvf+0LuTPiZjaNpyjaFF7xPaquNYpseizTOGAgBAiVVq1T+qbLp8/skSD6J/N9TzyDiGHt3GIfTR0CFFnh8DM4Z2binuExp/jtSPyxhanuPZ7Bia4j6hKT7Bvr+64TXt1oyhAADQASq16k6hWaGflnAQnTzU4884hl7cpiH0H0O7FnluDM4Y2pmluE9oPKu0FY8t9xgaRzhjaPPDZIr7hBb5wKah6obXtFszhgIAQAep1KrbhD4W+vfQhpIMoouHetwZx9BrWjyExnHahyS1gTG080pxn9BW3MuxnjG0PMezmTG06H1CW3Hrhb51w2varRlDAQCgQ1Vq1deGFoR+nHkQvXSox5pjDO0djje7vUDCIfTnodmVBj48ijSMoZ1X0fuExuKZpa16fMbQ8hzP4Y6hKe4Tesz4Q1t6PLrhNe3WjKEAANAFKrXq/witDT2QYRD96lCPL9MY+sctGEKfiGfChnYu8jwYPmNoZ5XiPqFx8GrlY+yGMbTVg95wio+lHWNoivuEturWC30zhpY3YygAAHSR3rMh9witDN3epkH0O0M9rkxj6IcTDqH3heYbQfMxhnZOKe4T2sp7OdbrhjG0VR/+U9bnk+I+ofHWDa269ULfjKHlzRgKAABdrFKr/lnohMqme4z+ukWD6C1DPY5MY+i4gkNovCfrf4Yqoe2KPG6KM4Z2RinuExqH1HaMVbnH0HadSdmu2nGma9H7hMZaeeuFvhlDy5sxFAAARohKrbpD6K9Dp4b+LfSzJIPoklN+NdSvnWkMnd3kEPrdyqb7gb62yGMlLWNoZ7Rm5TmFx6p2jUG5x9B2f+BQq2v1PVBT3Ce01bde6FvZ3/8jOWMoAACMYJVa9W29Z1Au6z179K5hD6ITj+wZ6tfJMYYevG7ZugaH0HtCnw+ND/1RkcdH6xhDy1+KMx3jmNqux9sNY2g8UzL3614v3tqgVWNoivuEtvtYGUPLmzEUAADYTKVWfVno/aFDQyeH1oS+Gvpe6LbQ43EQ/di0Sc8PokP9nDnG0PD4Hon/bp8h9OHe5/APoYWhvw+9usjjoX2MoeVu7w+9u/B9QuN/H4egdlXkTMP43w7n1xrouBUd+Npxb9VGSzGG9vfzprhPaCyO9e18f7XrvdWOW0p0W8ZQAABg2Cq16rb7TJ24qMxj6D6Tx/9b/HfDY90tPt4ivy75GUPLXdH7hHZ7Ax23oj9vHAlzv/b1io7hAx2n+MnvuV+/MudM0uFnDAUAAJqy94RxJ5R5DA3/zqcbeWx0BmNouUtx5l43N9Bxa9XZlDkq+jwGOss1xTHq5oyhw88YCgAANMUYSjsZQ8tdik/57uZaedza9enog5Xi/qfxDND+fu4UH8zUzRlDh58xFAAAaIoxlHYyhpY7g9XgtfK4xXth5n79TzpuYuHnEY9Ffz93ig/m6uaMocPPGAoAADTFGEo7GUPLXYozA7u5gY5biqFvoBGxna1ZeU7LRr344Vy5X78yZwwdfsZQAACgKcZQ2skYWu7iJ1rnHoXK3EDHLcXQV4ZPlE9xX894LAb6+VN8OFO3ZgwdfsZQAACgKcZQ2skYWv58iNLADXbcWvUp7O2s6OOP753Bfn4fojRwxtDhZwwFAACaYgylnYyh5c+HKA1cq49bzkEsxaX+A314Uj33pC3na9+pGUMBAICmGENpJ2No+TNYDdxgx23h3BmFf/6c9w1Ncb/Q+AFMg/0aPkRp4Iyhw88YSrvsv//+2x1yyCEvqVQqLx8zZsxuRx555GsmTpz4x5MnT37L9OnT3z5jxow/PfHEE/98zpw5716wYMF7Tj/99PcuXrx493POOWf3lStX7r527dr3X3LJJe9fvnz5Bw4//PC/DP99bI/ePhj6qz59qLcPhz7SZB/u8/N8qM/P/cE+v+4eo0eP/stVq1a9/6KLLnr/6tWr379ixYrdzz777PedccYZ7zv11FPfM2/evHeF5/XOmTNn/tmxxx779kmTJr1lwoQJbxg7duyrw/PY5dBDD33Jfvvtt23u1wcAYNiMobSTMbT8xXs+urfj1sVjMthxO3ifPQv/Gl+//GvZXvcUt0cY7H6hsXhPWu+t5o6dts4YynDstddeLzzwwAN3O+SQQ948evTod40fP36PSZMm/e306dP3mTVr1sfnz59fWbRo0ZilS5cecfHFF49dsGDBpGOPPfakmTNnnjVjxow14d/5zIknnviV2bNn/985c+ZcOW/evBtOOeWUW0877bS7zzjjjAcXL1788yVLljx29tlnP7Zs2bLHVqxY8dh555332Jo1ax5bt27dYxdddNFj4ed9fP369Y+HHzfaE03W0M8fH0t4TI+Fvz62du3ax1avXv3YypUrH1u+fPlj4Tg8Fp/PmWee+fNwXB5auHDhPeH53hKe97Unn3zyf4dj8dUTTjjh0+HYrAqdPm3atGPDv3dk+DmOCMdiTDye4Z9/fMqUKX8Xh9fDDjvsnQcddNBr999//5fmfi8AABhDaStjaGfk7NCtG+oS8Fg7BsVW1M4h19mhWxdvsZD793wnZgwd2f72b/925wMPPPCdlUrlr8eNG3fQhAkTxh9zzDGzgvkLFixYvGjRoqWrVq36xLnnnnt++PvLQv9y6qmnfv200067+owzzrhp8eLFd5111lkPnXPOOQ8vW7bskRUrVjwa/v2fXXDBBT9bv379z+JIGHoi9KtLLrnk16GnQr8Lf/9M+OtzoQ3hxz2x8OOe/n7cX5/85CdL1ZaPb6DHX//n8XmHng0/frr3mPw6/PiX4a9xYP35hRde+LN4HOPxDMf+kXiMzzzzzDvDMf9hOPbfCa/Dv86dO/fTa9asOT9YEV6nc2fPnn369OnTTzjqqKPGhdfzo/vuu+9bjzjiiG1yv8cAgC5mDKWdjKGdUxy3co9EZSoOhkMdsxSXmue4VD7F444/R6O/XhyWc7+eZSoOxLl/v3dixtDudPDBB+986KGHvnvMmDEHjB8/ftrUqVPPmDlz5ur58+dfdtZZZ/3DypUr/9eyZcu+umjRom+Gv7/x7LPPvvXcc8+9d+nSpQ8uX7780Xhm46pVq55Ys2bNL9etW/fLiy666Mk42n3yk5985uKLL44jZk+9+sjX3wAYh8JLL710qwYaFfv+vFv+Gp3UQM+jv+e85bGJ/1443oP9nHFIjWPyb8M/f7Jarf4qvE6/OO+88x4Pr93Pwuv64DnnnHNbeF2vDa/r5eGf/1P4+y8tWLDgU7NmzVod3wtHHnnk5MMPP/zD++yzz46536sAQAczhtJOxtDOKt4DMo5zZa7IsBb/20Z+jUbP1kxxhuVQn8ieulSXrjcyFvct3iMz93unkVr93nKv0OYzhnaGMWPGvHjKlCmvPPHEE1+7dOnSNyxYsODt48aN++ikSZPi0LksXn4ezxZcsmTJf11wwQX/vWzZsu+Gfrh8+fI7VqxY8dB55533xKpVq55avXr1M2vXrt1QrVY3Dmx9h8nBRsi+o91gZ0h28oBZtgYbUfsOpwP9u/XXav369T0XXnhhz5o1a56N74H4XgjviQc+8YlPxAH8qvB++u9FixZdftJJJ33pmGOOOT+8p2aMHz9+r/C+elt4P73h+OOP/6Pw9zsdcsgh7msKAGzOGEo7GUOVujgmNTtYtWKISnGp/FAfRJSy+Gt12oDbzsr03tLmGUPL46CDDnrlEUcc8Y7p06fvuWDBgv85c+bM/SZPnjzh2GOPPfuEE0747Lx58y4/44wzvrlixYpvr1q16qrw15vOO++8B1evXv3rNWvW9Kxdu7Zn3bp1G88q/NSnPtVz2WWXPV/fIbPvaDbQGYwGzc5qsNew/jr3HVHr74tPf/rTG98vcSy94IILesJ76bfnn3/+w+G9dfPy5cuvXLZs2bcXLlz4jdmzZ//z8ccfv/roo48+duXKlR8//fTT95o2bdoHx4wZ89aPfvSj2+f+vQMAZGIMpZ2MoUpd2cbQFJect3NcTDHeLpw7I/v7oFWV6b2lzTOGtt8BBxzwpqOOOuqjM2bMGHPWWWdNWbx48fHTp08/4+STT/6HBQsW/NeiRYuuW7p06Y9WrFjx4wsuuOD+tWvX/iaOVbE4dsazOuOg9dnPfnbjmBWrj5/14Sv3OKfOKb5f4vspvofq76fPfOYzG/8+vtfiey6+98L78Jnwfnwk/P1Pli9fflN8n86fP/8/jz/++LVnnnnm7PCenRre02PHjRv3kY9//OOvyv37DABoA2Mo7WQMVerKNobGS+qLjovtOjs01QdldfMnoZfpvaXNM4a2xvLly7cfM2bM6ydOnPjXU6dOHXvyySfPPP/88+ecfvrpK+fMmfOvCxcu/P6SJUvuW7ly5ePr1q178uKLL362Pk7FM/Vi9VGq79hZP7uz/u/lHtLUndXfW/WzSetDaXw/9v2/16tWq/GM0sfje/q00067fu7cuV8K7/NFcSQ97rjjJgf7jB49+g1nnXWWs0gBoJsYQ2knY6hSV7YxNBY/HbzowBjv4xnv59mq4xbv8ZniXqHx3pi53wOtrGzvLf0+Y2hzDjjggG3Gjx//8lNOOeXVoTdOnDjxLydMmHDUrFmzTjvjjDOWnX/++eeFf/6Pp59+ehw9H/vEJz6x8TLkOCzFUanvWZzxr3Fs2vJS9vroZPRUGer7Xux72X3f93L97+N7PP74vPPO6znnnHN+u2jRop+G3w/xQ7vOX7BgwdlTp06dMWXKlI+G3ytvDX//R6NHj35Z7t/TAEATjKG0kzFUqSvjGFrkMfXtq1/5ckseXxxZv37515I8xm4f/RyX8mYMHdqBBx744qOOOup1J5544p/NmzfvvZMmTfrriRMnTps5c+b5ixYt+tTZZ5/9pTPPPPOqZcuWPb5ixYp438WNlxd//vOff/5S9jh2uhenRkp9x9L4/o+/D+Lvh/j74vzzz+9Zvnz5hvB75qalS5d+Jfz10unTpy89/vjjR4ffTx8Iv8feecQRR7zukEMO2S73730AYAjGUNrJGKrUlXEMjcUhM8XY2IozL+PPWeaxtkyV8b2lTRlDN7f//vtvf9RRR71h1qxZ7znttNP2OOKIIz4yefLkuTNnzvxs+Pt4P8+rly9ffvvq1at/Fz+0qH625z/8wz/0fO5zn3v+rE+Dp7R58azSvuPoF77whY2Dafzgr/h7acWKFU+ce+65Pwi/x755/PHHf2bq1KnTzj777D1nz569+8SJE9984IEHviD3nw8AwBaMobSTMVSpK+sYmurs0NSDaKohdKQMfo5NeRuJY+i4ceO2OeWUU3Y4/vjjX3j44YfveuSRR77j5JNP3nPOnDl7TZgwYcqMGTO+tGDBglvOPffcJ9atW/ds/fLg+qe0x/sm1u/lGced+tDjcnapsfr+fqkPpPUPbVq/fv3Gfx7/+olPfOI3CxcuvHvWrFn/dvTRR0+fP3/+3tOmTfvA+PHjXxN+/JLw+9Y9SAEgJ2Mo7WQMVerKOobGUp0dGov3IS1yD9H4IUepLo2vP57cr307Kut7S90/hsZ7e06YMOHFc+fO3Wn27NkvHzt27NsmTpy492mnnTbupJNOip9+vW7+/Pk/OvPMMzfEs9Pqg0z9Poj1+3jGnO0ptb76vUfr9x+tf4BT/L0Z70G6cOHCJ0444YQvht/Ds+bNm3f4YYcd9oHJkye/8vTTT3/Z4Ycf/sIcf84AwIhlDKWdjKFKXZnH0PghRanGx1j8wKP4CfDDGUXjCJrqU+P7Po5u/gT5vpX1vaXuG0MPPPDA7aZMmfKS+fPnvyz0ikMOOeQvJk+ePC38+Nw5c+asXbhw4RVLlix5cvny5RvHznhpe7xkN44t9U9pl1TO6h82Fu8/Gs8cXbZsWc+iRYvuDH0h/N5ePG7cuCPGjBkTP7X+ZUcfffSLDz744G3a8ecOAIxYxlDayRiq1JV5DI2lHiL7npl50nETNw6u/R2ThXNnJPlU+/6KP3fu171dlfm9NdLr1DF09uzZoyZMmDDqiCOO2PbYY4/dfsmSJS+YM2fOLgcffPB+U6dOXTVv3rx/P/PMM7+7fPnye+PZZPFDjepnl9Uvb3emp9S5xd+/8czR+Hs6/n7uve/oM0uXLr1p0aJF/z558uSzDz300HcuXLjwRTNmzNh+7Nix24Q/K0al/HMIAEY8YyjtZAxV6so+hsZSXp6eu5HwoUl9K/t7ayTXiWPoUUcd9dLZs2f/0fjx4984duzYcdOnT//i6aeffvP555//0IUXXvhk6NlqtfrcpZdeuuGyyy7bEIcSZ31K3V38Pd57Wf2GdevWPRf+HHhmzZo1P1+0aNFtxx133D+OGTNmn/BnxevDnxmluX8xAHQ8YyjtZAxV6jphDI1nb8ZLy3MPmUUbSZfH1yv7e2sk1wlj6MEHH/yaadOmffDss8/+2PHHH3/irFmz/vW00067b9WqVY+vX7/+yYsuuujp0IY4iMSzxerlHmck5av+50D8syH8OfH0unXrfrlkyZKfnXDCCf9x9NFHHzNmzJi/Cn+e7JLuf50DwAhkDKWdjKFKXSeMobF4SXvuMbNoI3Hgc6zKWxnH0L322uu1kyZNGj1//vw5c+fOXblgwYJvLV68+MFVq1Y9fNFFFz1xySWXPF0fO+LZYMZPSQNV//Oh/mdF+GscRh8755xzHjz11FP/M/wZc/rEiRMPGT169M6t+1/uANCljKG0kzFUqeuUMTTWqvuHtqM45uZ+rXPUKe+tkVgZxtADDjjgtUceeeTR8+bNW71kyZIvLVq06Kpzzz33gdWrV//8oosu+tUll1yyoT5s1D/h3WXvkoZb/ZPq458fvePos2vXrn0i/HlzzxlnnPGNk08++cIjgvb9L3oA6HDGUNrJGKrUddIYGrt0/Zrsw6YhtPE66b010mrnGDp27Njt58yZs/O4cePefNRRR02cNWvWRaeeeuq/Llmy5Nrly5ffv2rVqt+sX79+Q/3DjerDRX28cPanpFRt+f9Yueiii+KHMP122bJl9y5atOj/hT+fLgl/Vu11wgkn7Jb7f/cDQGkZQ2knY6hS12ljaKyTBtGRPITGOu29NZJq1xg6Z+7cY2bMmHFZHBmWLl165cqVK+9bvXr1hjhAbDl4uvRdUjur/7nT98+i+OfT8uXLbwl/Zv33tGnTzp0/f/6+48aNe33u7wEAoFSMobRT7xj6rDFUqerEMTTWCZfMj/QhNNaJ762RUhvG0J7wNSsOC/dfcMEFPevWrev51Kc+1fPpT3964yc/u9xdUtmK42j88+kzn/lMT7Va7Vm7du1TK1euvHn+/Pn/etJJJ50yderUfffbb7+X5P5+AACyM4bSTuEby2eNoUpZp46hsWPGH1rKT5m/6srv9By8z57ZX9sy1KnvrZFQu8bQz33ucxsH0HjWVe6hQ5IaLf6ZFUfR+pnqq1at+u2ZZ57541mzZl02ZcqUqePGjXtP7u8LACAbYyjt1MoxdLExdETWyWNobO8Pvbvnq1/5cvYBtF7t85/q+dB735T9uJSlTn5vdXvtGkMvvuSSjffkyz1sSNJwi3921c8WjWe2x7/Gv1+5cuXT8+fP/69jjz12wcSJEw8YO3bsK0aPHr1N7u8TAKBtjKG0kzFUqev0MbRevCQ951mi8WzQMh2PstQN761urV1j6CUuh5fURcUzRuPZ7vVL6RcvXnzXiSeeeOGUKVOOP/bYY989evToXXN/vwAALWcMpZ1aNYY+9PCjxtARWreMobF4Rma8l2g7R9E4gro36MB1y3urGzOGSlKx4jAabwUS/7p8+fJnTznllG9Pnz79/Dlz5vzNEUcc4UOXAOhexlDaqRVjaBxCjaEjt24aQ/sWB8p4yXqrRtD4ifZlfv5lqRvfW92SMVSSile/lD6eKRrPGF2/fn3PkiVLfnnsscfW5s6d+/fTp09/45QpU16U+3sIAEjKGNqUUQ1EP1KPofUh1Bg6cov33IxnUzZT/G9zP/6himeLxmE0jpfxLM5mx7mvX/61jT9H/NAm9wRtvG5+b3V6xlBJSlvf+4vGYfS8887rOemkk755/PHHHzNz5sy3T548ecfp06e7tygAnc8Y2rBGBtBmGlGMoVKx4pAZzzpcOHfG88NbHDnjhzDF1qw85/l/HkdUZyiqWzOGSlJr+2T48y9eRn/BBRf0LFiw4EfHHHPMqccdd9wHQy896qijts39fQUANM0YOqAtB8uNP37d6143auzYsaMOPPDAAatUKqN23HFH42g/Uo6hfYdQY6gkjayMoZLUnuIoGi+jj5fQn3XWWQ9Onz593fjx4z88b9687Q8//PCu//4FgC5kDB3QxnHyBS94waj3ve99o3bfffdRf/mXfznqsMMOG3X22Wdvc/rpp4/qrzPOOGNU+B8Joz74wQ+OevOb37xZb3rTm0a9973vHbXHHnuM2nPPPUe9613vMoYmGkKNoZI0sjKGSlJ7i6NovIz+oosuem758uWPnXDCCf87fG+0+9FHH+2eogB0FmPoVjYbJ3feeedR4Yv9qNWrV49asWLFqOOOO27UPvvss82+++67Vfvtt9/G4o8rlco2o0eP3mbMmDHPF/7HwjazZ88etXjx4lFLliwZNXPmzFGveMUrRu2yyy4bzzjdaaedun4UNYZKklJkDJWkPMV7i8bWr1//9Pnnn//zWbNmXR6+7/noAQccYBQFoDMYQ7eycYzcYYcdRr3kJS8Zteuuu2484/Pcc88dNWnSpG0OPvjgbQ466KBt/j975wHW1Lk+8BBQu/det7Xr3s7bYde/w6od1gUCKnsLCAgyVBCVoYKCiCKi1lm1WrXqrXuiiCDICiQhQMKealtH93r/33vOCQQSkCB6QN73eX7PyTj5cowJ5Px4x8cffywdMmRIK/A2XQYPHmyQjz76SPrhhx9Khw4dKh0/frzUyspKioJ0xIgRJmZmZiampqY3bAl9d8hQQyKUZChBEETfgmQoQRCEeGiFKF5esWLFn/Hx8U3BwcHbPTw83MU+36CgoKCgoLhikAxtFc3iMSIiwkStVnOZoHgZMzmdnJykrq6uUnZdGhoaKg0LC5POmDEDS+alU6ZMkbL7Tdn9pm5ubqbsi4CpjY2NqYWFhamVlRWHpaWlqYODA3e/u7u7KTYe10pTFKOYcYqy9ZNPPpFKbtCeolcrQ9sToSRDCYIg+hYkQwmCIHoGWD6PfPnll78vWLCgiZ0r7ba1tXVg5zu9/tyFgoKCguIGDZKhraJZOm7cuNEEADgJqpWhjo6OUk9PT+nChQul7Be9NC4uDsveTX18fDi8vLxM2f2m7Jd/M2PHjjX9/PPPzUaMGGGGWxShISEhnCwdNWoUx8iRIzlRioLU2dlZOmzYMC7TFLNH2f5cj1HJDSJHSYYSBEEQ3QHJUIIgiJ4DZomuXr2ak6IpKSkQHx9fGxYWdtDBwcFc7PMPCgoKCgoKvSAZqhecZPz4449N/P39TQYPHsz1Ck1KSjLx9fXF7E/pxIkTpba2thyBgYGm4eHhprj19vbmwIzPcePGmY4ePdrM0tLSzN7e3szKyoq77OLiYubj48Nt8Ta2rxn7kmDG1jZl65qam5ubfvbZZwjXf9Td3Z3LFh00aJDJSy+91Oul6NXI0I5EKMlQgiCIvgXJUIIgiJ6HVoquXbuWk6IxMTFl7JzqS2dn55GTJk3qJ/a5CAUFBQUFBRckQ/VCTzRaWFiYTJgwwURb0o6S8v333+fATE4/Pz+pi4sLDk0yZftxUhOzQr/44gsztjULDg42c3d3x6xQM7Y/J0cRJycnlKH9HBwc+nl6epqxx5qhQLWxsTF7++23sYSe49NPP8Uye06KPvXUU9ywpVdffdXkiSee6DMy9EoilGQoQRBE34JkKEEQRM8GpShOn1++fDnMmzdPFRQUlMLOf94T+3yEgoKCguIKcSnV8R7GkzcyU6bZR9n72gNypX1nznKYiPs5T7ZXXs1zuvrbn8Z1cHulfT0D7bd35ti6mx+OOLTi3EG7p5Dzh+yfOn/Y8alzAo0HHAY2HrDnaNjP03jAcWDdPoena/c6PM1t9zk+XbXb4ZmqPQ7PVO9xfKbiO4dnyv9nb5CdS+xuQVE6atQoM8wuxSxTzBR9/fXXTbF8HjNTcegS9ipFQYvT7h944AETDLE/L50JkqEEQRBEd0AylCAIonewbt06ToouXrwYZs2addrHx2eGg4PDILHPSygoKCgo2olLqY6TGEAQV+IickwXB7iAHNXnR12OtOKv7A02948ePbqflZVVPyyhx2xSa2trs+HDh5uNHz+e60n6xRdfSP/v//6PG7SEZfQ47f7OO+/sFWXzXZGhnRGhJEMJgiD6FiRDexZYGrtt2zbYuHFjl9fAXoO4xoYNG67qWNavXw/bt2/nstLEfl0IguCmzXM/I7B0HsXo0qVLYerUqaecnJw8bGxsHhL7/ISCgoKCok1c4rMERRdtRM9FV4Aaug2l6EWtFD3WIkNbiVFBhv5wxCFt5MiR/e3s7PqjENViYWHRb9y4cf2sra37sfvNcEI9Dl3Ccvzp06dLP/30U6m5ubkUs0QlPbyXqLEytLMilGQoQRBE34JkaM9h8+bN8MMPP4A2ioqKjF5j69atcPHiRe7x//zzD+Tm5nbpWDIyMuDvv//m1vnll19g586dor8+BEG0gH/0QCmKmaLx8fEwZcqUL+3t7UcxHhH7PIWCgoKCQicupToqxBZuRO+itQxtyRJtL1uUk6Fse/6Qfai5uXk/FxcXTohOmDChv42NTf+xY8f2Hz58eL8xY8agHOUGL7H7zVxdXU1xOj32KsU+ppgtOnToUJPnnnuuxw5ZMkaGGiNCSYYSBEH0LUiG9gxQbJw7dw7axu7duzu9BmZwXrhwQW+Nb7/91qhj2bdvn94aeGxiv0YEQeiDmaLa8vnY2Ni6yZMnf+nj4/MhOxcyE/t8hYKCgoJCwsnQeLHlGtE74bNCW5fQt5Khx1qXzdfudXht7Nix/SwtLTkBam9v39/R0bE/XseMUbzN1taWyxTFwUvsfswWNfP398fSeVPsJ4qDnDBT9Pnnn++RQpRkKEEQBNEdkAztGWRnZ+sJSAzM0OzsGgUFBQbXOH78eKfXQKHy008/6a2BWaZiv0YEQbQPStGvvvqKmzw/Y8aMGnaO425nZ/fYhAkTpGKft1BQUFD06biU6jhYbKlG9E6aM0NT9cvmm7NEW+RoNQ5Owr+GYnbo8OHDORmKjBs3rv/48eO5LV4fM2YMlznq6uraHyfRT5w4kZtO7+zsbMruM2WP5fqK3nfffVKcPN+/f/9eJ0ONFaEkQwmCIPoWJEPFB/uD/vnnnwZF5q5duzq1xpYtW5rL2ttKTOwf2tljycnJMXgcjY2Nor9OBEFcGfyDBmaKJicnQ2Bg4E52bjPMycnpLrHPXSgoKCj6bFxKdezHuCS2WCN6N/ql846tpOiPRxxWmJubm44dOxalJg5N6ufm5tYPhSeWy2N2KMpQdjsH3obl9Ox+btgS25phCT17PNdPFKfPDx06VOrg4CB95plnuKnzt912m+hStDMytCsilGQoQRBE34JkqPhgb1BDUVxc3Ok1SkpKDK4hk8k6vQYKlN9//11vDZSsOEhJ7NeJIIjOgVmi2DYDP9MxMTEXfH194zw8PJ7D2QlinbtQUFBQ9Om4lOq4XWyZRtw46A5c0l7+4YjDGAsLCykORbK0tMTMTi7bE0vhsVcoZos6ODi0EqJWVlbcdSylZ4/rZ2Njg6XzXD/RIUOGmL3xxhum77//vnT48OHSqVOnmrD9RC+ZJxlKEARBdAckQ8UFZYWhrFAcWoT3dWYNzCw1lBV6+fJlLkuss8eSlZVlUKjms/9DsV8ngiC6xvr162HZsmU4db6Qne+MZOdGeK4jepUbBQUFRZ+KS6mOrmILNOLG5eIxx9/Uu2xvmzhxotTW1lb64YcfSt98803TUaNGIWY4QR4zRS0tLbnp8lgirx2shEIUS+idnJyahSiKU+w9OmzYMFPMNv3oo4+kCE6c//jjj7H/jmhS9EoytKsilGQoQRBE34JkqLicPHnSoIBMT0/v9BrtScxjx44ZdSyGhi/9+uuv3MRqsV8ngiC6DmaJrlq16p+4uLifPD09l7JzoXuv53kLBQUFRZ+PS6mOD4ktzIgbl4vHHA/ee++9JgMHDjR55ZVXTMaPHy8dPHiw1M/Pz9TX19fUxsbGFLM93d3dzVCIYs9Q7B2KZfJYLo9CFDNFnZ2dsYcoV1KP2aRsa8b2Mfvss89MP/30U1O2H/YTlb7//vtt+4heNynakQy9GhFKMpQgCKJvQTJUXGpqagwKSGMyOpuamvTWuHTpEjehvrNrYF9RQ5Gbmyv6a0QQRPeAPxNSUlJ+Dw8Pz2HnPiOuxzkLBQUFBYUQl1Id88SWZsQNi79EEJI33XSTyRtvvIF9PqU+Pj5SnBQ/ZswYqYWFhSletrGxMcMeoZgB6uzszPUUxSxRzA61tbXlJKnQY5SbOs9u57Zubm5mWIL/ySefYE9R6bPPPit94YUXTO677z6SoQRBEESvg2SoeGAZvKHy9ry8vE6vgSXyhuL06dNGHcuZM2f01sBjw+nUYr9OBEF0D9hLFGGX/46Li6v28vJayM53nroe5y4UFBQUfT4upTpG9QBpRtyYPCPRz9I0efXVV00GDRokRTmKJe5OTk5SnBZvb29vikOWcGiSh4cH9glFMcpNl9eW0OMWy+W1/UbZY/t5enpiub3Zu+++a4ql+JiBits777zzugnR9mTo1YpQkqEEQRB9C5Kh4rF3716DInPr1q2dXuPw4cMG19i0aZNRx2IoQxVvE/s1Igii+9EOWEpOTr4cGhp6ip3/TLjW5y4UFBQUfT4upTq+2wOkGXHjUWrg7dZKij755JNSOzs7Tl4OGTJE+vnnn5sGBwebzpgxw2zChAlcpqi7uzvKzn4uLi79MDMUM0VxsBL2EsX+oShFbW1tUZqaYdk9CtF33nlHyvaVYqbogAEDrosQNSRDu0OEkgwlCILoW5AMFQ/M3mwb2LfTmDUwi7RtYNm8sceCA5vaBvYzFfs1Igji2oBCFNtxLF++HObNm1c5efLkuBEjRgy4lucvFBQUFH06LqU6Shnne4A8I24sEtt5yzXLSalUavLss8+axMTEmNjb22PPT6mXl5c0NDQUS+i5yfNOTk44RZ6TnlgWjxIUZSj2EkU56ubmhj1G++EgJhSi+Bh22XTatGnSsLAwFKxSExaSa9xDlGQoQRAE0R2QDBWPsrIyPQFZUlJi1BpVVVV6axQVFRm1BpbCGwrsIyr2a0QQxLVFGK4ECQkJvwUEBOwfO3bse9fi3IWCgoKCQsIJ0Y09QJ4RNxDH1rhMdnBweNHS0vLRoUOHGvqrJicm+/XrZ/L4449zPT69vLxMQkJCpCNGjJC+/fbbpoMGDTIdN26c2ejRo81GjRrVPHUey+OxXF6bIYpgCT3ejsLUw8PDDDNMXV1dTdlzS3G40s0333xNhWhbGdpdIpRkKEEQRN+CZKh41NbW6glIY6bII2fPntVbw9gp8tu3b9db46+//tL2FiQI4gZHWzaPWaIzZszIcXFx8ezucxcKCgoKCgknQ23FlmfEjcMPR53+joqYmR0aGno0KCjoGx8fnwT2izwgPj7ebc6cOc7BwcE2Xl5eo5ycnN4fN27cv83Nze9ib0OTl19+2cTNzc0kIiLCZNKkSdJRo0ZJhw0bZjp+/HhTBwcHbsgSDk7C8ngUoyhAccq8FswWxQxStibXR9Td3d10xIgRpqNHj5a+9957Jnfcccc1E6K6MrQ7RSjJUIIgiL4FyVDxOHfunJ6ExB6gxqxx8eJFvTWwF6kxa+zevVtvjcuXL4v++hAEcX3Bsnlk7ty5TVOnTo1l5zqPd+f5CwUFBUWfj0upjvcy/hZbohE3BsrdAXq/zJOTk/9avHjxLwkJCZfmzZt3LiIiQjNjxowz7Bf7vqCgoJUBAQGh8+fP9585c6aPv7+/i7u7u6WLi8sQJyenl6ysrO7z8PC4ydfX9yY3NzcUoZgtymWH4nAlrQzFDFG2b3+UoTiRHsvmsdwehSpbH3uImtx9993XUob+2d0ilGQoQRBE34JkqHhcunRJT0Lu2bPHqDV+++03vTV27Nhh1BoHDx7UW+P8+fOivz4EQVx/MEN0/fr1sGjRImDnM1vHjx//Tneew1BQUFD0qbC1tb3dz8/vodjY2McDAwNfcHFxGVGz16lcbIlG3Bikbo3met3gL2/tXzQRvE1b9qG9be3atbBu3TqOpUuXwsKFCyEmJgaioqJ+CA8PLw4NDT0QFBS0bNasWXOjWbDLM728vPzZe9bewcFhmL+//38XLFjwdFhY2EBfX99/OTs7P2RnZ3c3+6JwE5bMYw9Rdtls+vTpplOmTMEM0WsyZZ6dWP5JMpQgCIK4WkiGisf333+vJyH37dtn1BqYwdk2du3aZdQahqba//DDD6K/PgRBiAOeP+G5Em4xmcTe3n4szk3orvMYCgoKihsyxowZc4+3tzfKohdDQkLeYD88rby8vGZNmzYtJT4+fn1kZOShOXPmVB/dGCK6RCNuDDauSerSL3qUpShI8Zc9/gV0w4YN3BCBjRs3cr/8ExMTgb1nYf78+ShML0RHR6tmz559JCkp6Wt2eQN7T6/28/NL9PDwmM3e524BAQFDYmNj35w3b96rQUFBL0+cOPFZZ2fnx62tre8dMmQIfoHoNiFKMpQgCILoDkiGikdjY6OehDx+/LhRa6C0bBuHDh0yag2Up23j999/F/31IQhCXLSJJFFRUQ2TJk3ycXBweKA7zmMoKCgoen1YW1vf7Ozs/OiUKVP+Exsb+9/p06d/zq7PCw4O3hMREZE9b9684sTExIuLFy/msvBSUlI42YTSadfmpaJLNKL3U33Au9t/8a9YsaJVRqlWluJ7F7f4Psb385IlSzhhimUkjN9iYmLqFy5cqIyPj8+bOXNmZlBQ0H4/P7+vPDw8YhwdHd2cnJw+YPu9xj4br4aEhLzIvlQ85+rq+ri9vf195ubmhoY+tRskQwmCIIjugGSoeFRXV+tJSGMnwRsSqrm5uUat8c033+itgbFp0ybRXyOCIMQFk0fwXCghIQHYOc3iUaNG/evamAUKCgqKHhYWFhY4XKZfRETETewH4B0ODg4DAwIC3nB2dn7XxcVloo+Pz5bp06eXxcTEXEZBhCJJK5NQHCH4FyWUStqplHg/bpsOu4su04jeTdaOsGv6BUD7fkZwwqL2Mn4x0KKVpvg+x/c47meIlJSUvxITE3+dN2/ehZkzZ1YHBQXl+fn57fLy8kpwdHR0CQ8PHzp//vz/CwkJeZd9rt5wdXV9wdbW9l/jxo27l12/PSkp6abIyMibgoODB5AMJQiCILoDkqHiUVhYqCcgcaiSMWsUFxfrrVFXV2e07Pj777/11jF2Kj1BEDcm2rL55ORk8Pf3PzBmzJiB1tbWUrE9BQUFBUW3xhdffCGdOHHiTSEhIbdOmjTpnnHjxr3q5+dnERkZ6eLr6xvNbs+YNWvWz0lJSc39F1EEoRBCtH0ateKzIwr+R6XyxNWxc0PcdfkSoCtF2wrStrTdBx+vFae6l7UCFcE/GuC+2MN07ty5wD5jl0NDQ9Xs83YiICBgHfviEcY+cy5RUVFOU6dOtdVOkycZShAEQVwNJEPF48SJE3oC8p9//uG+W3d2jYyMDL01/vzzT+47uTHHYqjcHkWr2K8RQRA9Bzx3we306dNLxo0b9+7EiROpjygFBUXvDWdnZxM7Ozuz8PDw/h4eHgNGjRr1iqenp29ISEgs46uIiIiS2NhYwFJ3LBNum+V5Nez7OkZ0mUb0Xs4fdYUvV664Lr/8dcXmlWRoZwSpdq22tM001Zboa8vzsSw/Li4OTpxKh1NZp7tdhJIMJQiC6FuQDBWPb7/91mB5empqaqfX2L17t8E1Dhw4YNSxlJaW6q3x66+/dsv3fYIgbhy0iU/R0dHn3N3dbZydnc3E9hkUFBQUXQonJ6dnbG1tp4SEhGydO3du+vz58yvj4+P/XLZs2d/r1q37Z+3atf9oJ3N39w/TNatS4MIxJ9GlGtE7ke8OvK6//NvLDu2sFG0rQtsTou2BXzy0spRkKEEQBNEdkAwVl59//llPQlZVVXX68fi9AIcdtY2ysjKjjuPo0aMGpSpOmhf7NSIIomehna0QGxt7ydHRMVBsn0FBQUHRYVhaWpp6e3vfb2VlNdDJycnT19d3x5w5c3DAUWNSUtLPycnJf7Afbn+xL1X/6Ja6X+u/CKv3+Yku1YjeyaEtc0T5AtBdQrSjDNErQTKUIAiC6A5IhopLSUmJnoDE/p1YjdXZNcrLy/XWwFJ5rDDp7Br4fFii3zZUKpXorxFBED0T9ASLFi267OrqGmlhYUEZohQUFD0nLC0tn/Ty8hrs5uZmj1Otw8PDVQsXLqxftmzZhZSUlD9QzrQVntdDgOpyYtts0aUa0Tv5anWyaL/8DZXMX08hSjKUIAiC6A5IhorL/v37DWZkYi/Qzq5x5MgRg2scP37cqGOpra3VW+OPP/5o7hNIEAShi9YbJCUlXfby8lo2atSoAWL7DwoKij4arq6upuPHjx8yefJk3+Dg4MTQ0NCMmJiYqqVLlzauWLHi17ZTsHtCH6At6xJFl2pE76Niv4/o711ErAxRkqEEQRBEd0AyVFzwu/hPP/2kJyFxoFFn18ByVezv2TYaGxuNOpbukqoEQfQt0CskJyf/5Ofn9/WIESNuFduJUFBQ9JGwtbV9zMnJyT00NHRJRETEd9HR0cUJCQlnU1JSftLKTu20954iQNvScGii6HKN6F1kfBsu+vtWl+stREmGEgRBEN0ByVDxyc3NNSgh9+zZ0+k1ioqKDK6xY8eOTq/RnlQ9f/686K8RQRA9G/QNy5Yt+2Py5Mm7R4wY8YjYjoSCguIGi/Hjx5sGBwffb29v/+bEiRNnREZGfo1Dj2JjY+sSExP/0M381ArQnig/25K7c5roco3oOheOOYB8sznsinsHloc+A8vCHoL44Dsg3GsA2I82hRefNgEzUwl3snUl7rlTAh8NksAMbwlkbpNA7SkJpG82gR1JprAupj8sDbuDrf8ghPkMgmlTJsDc6FmwYsUyUd+/12PKfFtIhhIEQRDdAclQ8fn6668NiszKyspOr7F9+3aDa+CUeGOOpT2pilPrxX6dCILo2aB/SElJAX9//wPjxo17QSRlQkFBcaPE6NGj7/L19X3bx8fHkm2XREZG7ouJiclauHDh5aSkJE546mZ+Xoup79ea3Zvmiy70iM5Tt2cCZK39HI6veA+yN74Oh1JegS2xz8KOxIdg9/Lb4PD6fnB4gwQOrJfAlqUSmBvMTrJGSeA/z2qlp4mAvgy9eYAEnnhEAv/3hgSC3SRwkK3RlCOBqkwJZHwrgSNfsXVX94ONCfdCcvSzED31PUiKGQ4rFprD/EgHmBcZCImLForyPr6eJfMkQwmCIIjugGRozwAnyBuKzZs3d3qNhoYGvcfjMKYNGzZ0eo1vvvnG4HFUVFSI/hoRBNHzwcFteC4zbdq0g2PHjiUhSkFBYVyMGDHigSlTpgwPCwvznDx58sqIiIjMuLi4MpSf+NcWnPi4bt06ToCK/QOvO1j95XL48Ziz6JKPMEzFLmvIXDMEsr96B/YlvQabYwfCt0vuhoPrzDhBWZIqgcY8CfxQJIHLJYxSCfxcJoFf1BL4VSOBn9ht9fkSSGX7hvpK4JV/m3QoRHUZ9KoEEiMkUFcgATjP1mVrnWVrnWfXG89IoCpdArK9EjixWQLfrTCDL+c9BHOnvQkLZo+CpQtsIDbKB+LjYq7r+9lYIUoylCAIghALkqE9g/YGKWGmZmfXOHr0qME1cnJyjDoWQ4OUcNK8MWKWIIi+C3oKPJ8JDg7eb25uTkKUgoKi4/Dw8HjMz89vlL+/v09AQMBXUVFRpUuWLPlJK0Z0BWhXpk/3dFR7AkSXfkQLhV+PhOyvPoD9S96ErXFPwq6UW+DIJgmUnpDA+UIJ/ITCUy2Bi2x7XimB+gIJVJ2RQPlpCagzJVCWyW817HptngQusX2hUQK/V0ogbZcJOFqawN13SNkJmJSToiYmEg5JO1J05FAJHNzEi9Y6tl4xO46yNAlUsueoPcML0h9kEjjH7qvJkIBsjwT2r5bA+rg7Ye60/8Lc8LGwZIELxM6ZDstTrn1ZfXdkiHa0PslQgiAIojsgGdozwLZWFy9e1JOQv/32W6eTH7A67Oeff9ZbAwc0GdM26+DBgwalal5enuivE0EQPR88j9EK0cDAwAM2Njb/Fc+yUFBQ9Ljw8vK608PD43FXV9cxERER/jNmzNgwa9asxqVLl3Lp5fjFB8HL+OWmKxOnewMrliyCJVHhkLo1UnQB2Ncp2PgF5H/9Afxv0SvwzcL7Yc9qKajTJPCDnM/w/KVcAj+W8FmaFWd40VmezVORzd9WqUsOv9XuizSxteAcW7NYAstiTOCZf6EMNWuWoh1ljD72sAQWR0pAkcrWQuF6UgKlDBU7xuLjDHa7iqFOl0B9Dp89inK0IUsChXsksCOJPX7W4zA37BNYvogXo9fyM9UdPUTbW5tkKEEQBNEdkAztOWRlZRmUkJjx2dk18tnrbSgw87Sza6A47Q6pShBE3wXPY7CVH57fTJ8+/ciECRNeFFG9UFBQiB02Njb3sx8GL9jb248IDAyczy5/FR0d3bho0SJOeq5fv7556FFf+bIxe7I3OI6zhU1rloguA43hYqoL1J+YKvpxXC3FW0dDweaPYGf8a7Ap7h6uR2dNNl/i/ke1BH5USaAun5ed5VrhiT08cyVQjeR1AmHfqhz+8cgljQTgrAS++0oCb/8XZWg/himYmkrhjtuk8MC9JvDYwyYw8AkJPD9QAi8+J4Fn/iWBf7PLGxPZMWTxQlSdwVOWzoNytESQo8qjjGPsNna9ju3/Pft3nGPHUXqEPe9yCcSFPgYR00ZC8sKJED9/9jX7ItDV7NCO1iUZShAEQXQHJEN7Dhs3buTK0dtGTU1Np9dor+enRqMx6lgKCgoMrrNv3z7RXyeCIHoPmCGKbf4CAwOxZH6g2D6GgoLiOoaVldXtU6ZMeS4sLOwjT0/PhXPmzDkRFxfXmJiYyMlPbGqOIlTsH1RisGLpEvhihDUM+cwKlkTNgNqDXqLLwc5SmpYAmrQY0Y+jKzTutwHZ15/CnkXvwdfzH+IGHWEm5R8VEvitSgJnFby4LEdxqRWfWH6e30J1QQfkt5Gh+QK5/FoIylUsn4fvJSA7KoHhQ8zA1twUAj1NYOFME1idYAJbVprAdxskcHibBNL+J4GMvRLYvppt2WVNBl+SXy7IUI0AJ0dPCXI0jRehqhMSUKbyYhQFaQW7rxEzR9lxlBxiay6RQOy0Z2FGiB3ExwbBksUJ3fP+7kKpvCEhakiMkgwlCIIgugOSoT0LQ4OUcAiSMecKjY2Nemv88ccfRg1ZbU+qKhQK0V8jgiB6D9qSeTzHmTx58nYLC4vHxfYzFBQU1yg8PT1NvL29b/by8nrM3d19kIuLyzQWsri4uF/xhwD+UEAJimnjfSX7sz3WRoVAqJsDR3KwB5zZESq6KOwMP6a6Qeqpk71OhlbssgLZlo/h67kvwbdLB0D5KT4D9M9qCZxT8hmfFWdMoCpXCtX5plCTbwY1Bf0YA6BGdpOwRfoz2O0ytk+BlGHCkLQgay1Oa/INCNLcluzSf87yvUd/reT7isIPjEuMizpcEG6/yGerciIUyeQzRLVl+BodOVp2SkDIGEUxWnKCL6eXH5WA4gh7PLv9LDuGpiwJyHZLYFnELTAj4CNIXugDCfFzrvqXf3cJ0baQDCUIgiC6A5KhPYsjR44YlJCHDx/u9BppaWkG19i7d69Rx9LU1KS3xuXLl0V/jQiC6H2g+1i2bBkK0W8nTJhwv9jOhoKCopti/PjxptOmTbvJ3t7+Xm9v77f9/Pw8/f39j8fHx3MffETbA7SvC1At679MgR/WB8Ol9YEcF1b5gmxlsOjCsDMUpy2FQxk5vUaGanZaQNHWj2Fd5EA4slECPyol8HctP9SoOtcEKnJMoTIPpectUCu7A2pk9zAegNrChxmPMh4TwMuPMB5k3Me4m+1/G+MmhhnDlGHCkECtrhwtaCNG20hRzBL9uYIdV6kEGgqFcnosyxdK4Tm05fDajNAsgdOtad5fp4RefapFjJZqS+lPSEAl9BmVH5GAklHN9v0RB0Gx+7cvlsAs/xchbKonLIyLuqr3elek6JV6h5IMJQiCILoDkqE9C8wA/euvv64qIxOHrhoqt8d+osYcy+nTpw1KVZoqTxBEV0AnsnTp0j8nTZq0xs3N7VaxHQ4FBcVVhKOjo1lwcPAAGxubN0NCQiaFhYVtjoiI+AllBn4R6ez0x75I1pq5zSJUK0Mb4+zgh6MuosvDjvjh+EQ4mpHRK2SoZudYUGz7GFZHPAIntvJDkFCCNsmlUJ7TDypzb4LqgrugRvYQ1BY+wXiG8TzjBagtehHqmvkP49+M5xnPQV3h04wnGY8zHmHczx5zB0MrRaW8EJV1XojqDl5CGaql1UAm7aAmLVk8baWopo0U1bSVoum8FC05KSCIUcwULTrED2FqYs/XxNY5/Y0E5gY9CVODJsLCuK5ninaHENWVoiRDCYIgiO6AZGjPA3uEtg0sfTdmDUOl8tXV1UatsXXrVoMy1JgsVYIgCF2wXUdSUtLPrq6u8+zt7fuJ7XMoKCi6ECNGjLjJwcHBJzAw8Jvo6GhNQkLCH6tXr/4H/6JL2Z8ds25l66xQrQw9O88Kqr7q2X1DUw+uh52HU2FfWmaPlaHVu61AtnkIJIU9BNnfSeD3Sgn8UWPCicqK3JuhOv8+qJGh/HwOaotegrqi/zJeY7zOeAPq5Fpeh3r5awx2v/xVdt/LOnL0OcbTjKcEKfog407GzWzdfkKWqEQ/S9SQEM1toSq3Axkq0K4QbSNGjZKiQm9RTooelUDRYbY9JIE69rhGtk7WdpSiT8GMad4QHxfTpfd9V0rmSYYSBEEQ1xKSoT2P7OxsPQH566+/GrWGoQFIFy5cMPpYfvnlF7118PjEfo0Igui9oCtJSEi4ZGNjEzJ+/HgTsb0OBQVFJ8LW1vZmS0vLtyZNmrQxOjpanZiY+Mvy5cv/RAlqTFPyvk7GmnmtRKiuDG2KtxNdJrZH7dEAWLttB6zZ+i1HxsFk0Y9Jl4b9E6Bw82eQMuNxOL1LAv/USeCXSilUF/SHity7oabgcagt/A8nP2uL3oQ6+VuMd6Be/q7AezwKAe42vH8Q403G65wYrZe/AvWcFMVs0WcYmCX6GOMhxl2Mm9jzmLWUzLcjRA1NnDcoRK+UIWpIinaQKaoVouq2pfM6UpSbRn+MzxQtPMRPo8dM0VObJTDV8xlYHOcPSUsWGfW+JxlKEARB9DRIhvY8du/ebTAj05hki4MHD+o9HocoGXsshgY6FRUVif4aEQTRu8GfZwsXLrxkbW09asyYMVKxPQ8FBYWBmDRpkpmtre0r7u7uk6dPn56TkJDQmJKS8pv2Q6xLt/+gWJ4CK9sZoNJbwazQ79tkherKUOTCN06ii0VD7PhmKazavBVWbuZl6KmDy0Q/JuT8ITtQ77CANbNfgGObJfB3jQR+rZZCVd5NUJn7INQUPAs1hf+F2sK3oK4IJef7jA+gXvEhYzDjYx0GC3wo8IEgR99lvC2IUZSirzJegnpdIVr0GON+qCu8rXPZoQZkaJUBGWowQ9SQEM3uQIhmttNPNMNAP1GdLFGtFEUhWniQ/TvYY8+y9XanSMDf4wNYFD8bliUndeq939WBSiRDCYIgiGsFydCex6ZNmwzKUJzI3Nk1tm3bZnANY48FxWfbKCkpEf01Igii94P+JDIy8vzo0aNfE9v5UFBQ6MSkSZMedXNzcwwODl4/Z84cTXJy8nn80GIGKHI9SuFT4uZBoJsLL0V7wA+s7sBQVmhbGXp2oa3ogrEtlQe8Yc6yTRzhCasgfOFK+GZjvKjHdJFR9d142Bb7LuxI6Q8/qyXwWzVOd0cJ+jDbvsBngBa9y0AB+hHUK4YwPoF6JfIpNCg/awPe9gljGIPtqxysI0XZGop3GK2FKN9LdCDjCcbDUIeDlbjs0NYDlWq7WCrfUcn8FbNE28sObSNEDUrRky1SVJkqAYUgRWUH+PL5anbfmrkSCPC2hMRF8bBixfIrvv+1QvNqhSjJUIIgCKI7IBna80DpebUyFIccdYcMzc3NJRlKEMQ1JTQ0VGVhYfGkyPqHgoLC2tp6cHBw8JzIyMi0uLi4WswCRfGJw5Cudyl80tzZMOQzK/C0d4SVyUtF/0F1taxdudxgVqieDO2B2aG7t8QIMnQjhMWv4Ph6nXg9Q88ftgP5lpGwIuJBqM6WwJ81UmhSCBJU9hLUFr3NCdA6+WColw+DesWnUK/8HBqUXzBGQkMxMkoH7W3s/uLhbJ/PBTGKUnQoY7BOlujbQtk89hN9mfGCTnboo1BXeC/jFqFUXmpUZqjRMlRHilYayhA1VC6foS9CdWVosxDV7ScqTJ5HKSo/ygtR5SG+n6hyrwTCvB6GuLl+kLKsc1miSFeHKeFjSYYSBEEQ3QHJ0J4HDmE1FMYMZt2yZYve43FKvbHHghPo24Yxk+0JgiA6Qlth6+fnd8jW1vZ2sV0QBUWfCwsLizucnZ09goKC1kVFRSkWLVrETYTHLx1r1qy57hJUS+LsUE6Gjh41DjaHe8G2FQmi/8C6GpZt2QDxBUcMEpe5B8KPf93M7uNzRBegWnDC/YLl6zkZGpn0VbMM3fN1xPXPBj3mCE37bWF9xH/hyEZT+LPaBC6osSfoQ5wErSt6h/ER1MsxA/QzhiA/lWOgodicYcEYy6MaK1y3EO4boyNGv9ARop/wWaKKjwQhiiXzb7HneIPPDuWGMD0nZIc+zk2XbymVl+qXyneQGdrpMvkOpKjBsnkdGdpqiNIV0JOiJ1qyROWHJVCwn+3HrjewNfcul4Cf+8ewNGlJp7NEu5ohejz9JKSfziQZShAEQVwVJEN7Htu3b9cTkL///rtRa3z33Xd6a1y+fNnoY8Es0LaRk5Mj+mtEEMSNAzqX5ORk8PLySrSxsblDbDdEQXHDx6hRo25zdHR829PTc/b06dN3xcbGNmgFqDYLVOyp8GvmzYDvIjzh/JopXPZk00JH2L18geg/sLpK8paNMLfohEGizxwCv4ydzWxPmy+6BNWStWt6c4n87MVrm2Vo+vZp1/U4LhxzgJJtFrBy9oPQmCuBXyqkUCO7F6oL/gO1nATVZoEOh/pmAYrC05JhDQ0qa2hUjWOMF7aItYAlR2spOkInSxTL6rVC9P022aHaUvmneRlapB2kNECvVF43OxQlaI0hGdpVEdqBGOWEqJAVipKzuQQ+lc/4RPA6Ck+tANWj7YAllKJH+CFLsv3sWPH+gxKYF/QYhIeFcPKyo89DV3qIkgwlCIIguhOSoT2P1NRUPQF5/vx5o9bIyMjQW6O+vt7oY/n+++/11sHjE/s1IgjixgIT0BISEn5ycnLytrS07C+2K6KguCHDysrqX9OnT7fz9fVNnj17dmZiYuKvKD6xD48x5SfXg8w2/TV/SPaAc7Hj4EhKtOjH1hWMkaHrjiwWXYJqWbcuqVW/UK0MLd3rex0zQh1gf9Ig2LuqP/yskcD3xbdAVf5TUFs4COqKPoA6hSBBOYmJAtSKk50NKhu2RWwZdjrYCuB9EwRBisLUUng8StHRvBDlZOhnUK8cKgxXEsrl5W8JvUNfZseAU+qf1SmVx+zQ2wUhKm01Wd7gRHmUoTmtZWhXJWhHJfYVghTFzFCUmyphQJJWauKQJASvoyjFffSEqE4/Ua50HrNEj/BZogq2RgW7bdMCKSyYPZq979sfgEYylCAIghAbkqE9j+LiYj0BWVZWZtQaarX6qsvb165dC//884/eOt9++63orxFBEDce6GOioqI0dnZ2n4vtjCgobqhwcnJ6MTg42DcoKOibuLi4RhQL+Et+/fr1opXBX4m8NVGtZOjFtQFwNsaa41RyuOjHZyzGyNCkfStFl6BI7SHPZhGKaEUo8uMx5+skQh1haegTUJYmgctqFIs4If5VfigSSlDlF1DPZXNqM0AnCMLTARpLHAWc2qC93V7YVytFUaBa6QjRUdCg5IUoN3SJmzj/oY4M5Uvl64peZOhMli/EDNEH2fYORv9W5fJ6MtRAVmh3CNDmPqS6vUl1S/SF58d9UZJiCX1pWsv0+IK9EpDt5cvhUZqWnGyNKk3geEsvUU6m7mfrsdtytpvAFPd/Q3xcbLufCWOFaFsZ2tB4lmQoQRAE0WVIhvY8Ll26pCcgT5061enH43nNr7/+qrfGsWPHjDqOQ4cO6a3x559/9tjzJoIgejdYlYtCNDQ0NN3c3PzfYvsjCopeHTY2Nje7ubm94+vrGzRt2rSDCQkJzT1AUYTiVjuQpCciXztbb9DQ94lOzUOG8paGiH6MxmCMDI35bgM3LV1sGXp0W2SzCNXtFzozYcV1ef6ir81h04J74PsiEzhXfAtU5w+EmsK3oU7+MdRz099HMyw5AdrAZXo6CLLTmeHKcGsHFwFBjKrshUxRXGeckCFqwZfMcyX3w7np8/w0eqFUXv4OYxA7ltehrgh7h77MeEGnZB6zRB/hhCg/TKm1DG0lQtuToDqDkSrbortfDk+VkF2qlaBa8cllprJjqCu8mR3TAAafqYr7NGeMnhbK6bNNQJN1H5SmPwbyIzdB/h4J5O2WQNFhvjweS+VbidE0/nYEe4nifvn72PVDElDtN4GE0IdgVphfh58NY4UoyVCCIAiiOyAZ2rPYtWuXnoDE2Lp1a6fX2L9/v8E1Nm7caNSxlJeX661RXV0t+mtEEMSNCzoaPNfx8fFZO3r06AfF9kkUFL0unJ2dH3Jzcxs+adKkGWFhYXlJSUncZEatCBW7F2hnKVsbrj91/UufVlPXi5d0LFl6EsbI0Ohdm6B8//UrQ2+PlNUrDPYLjV6ccs2fe1vMe3Bkwy1wQWUCjYp7oZqbEo/ZoJ/wPUE5WTkeGkvshCxPrQB1h8ZSD8ZEaCr15Ghs3k5k90/k92mWouxxKl6I8kJ1PNdflM80NReE6xfCQKa2pfK8EOX7h74h9BB9hfEiA6XoE1BXeCfUFpq09AwVsjTb9gftcDp8G/SEaEcytECQoTIc6DSAXZdy9+E6mA1aptMPlJOb6Thk6SaoOPMcVOR8BGWn34SiI7dD7k4J5P6PL6fn+ovqZome1OklqjNcSX6A3X/IBL6OvwVmBo9q97NhbLl86sm0Zhna3UKUZChBEETfgWRoz0KpVOoJyIsXLxq1hqES+XPnzhm1Bp434fT5tpGeni76a0QQxI0LngdhdmhCQsLfnp6eoebm5jeL7ZYoKHpF+Pv7P+nq6jrG19c3JTIyshY/TBs2bOD+wiD2B7sr1KwL1ZOhyLkFNnA2dgLUxDpDpedI+HpRnOjH2hmMlaGnts8UVYRWHPBpVSKv2y80MWXJNX3utRHPQcH+/nBejtmMT0BN4Zt8NqhiOC9BueFHtoIEbRGgvPz0Fpgk4CNs+dsbS704OcpLUTfh8c5ChihfMt+AQrTYin8uHMSkHAH1zaXyWiH6oSBFkf/j5ajiHcYgYcr8c+zYH4Tagn58Jqi2L6ggPtsTnW2nwbeiPSmarSND2wjRap2y+Ko8E+65MQtUrTNMSTsYCUveOU5gj1BTts89UJ7zEVTmW7F9B4Fs/wA4s0MC+bv5vqKcQE3nUWlL54WJ85ghimXzOFyp+IAETmzoB1M83+7wlz/JUIIgCOJ6QjK054ACEsvQ20Zubm6n19i0aRP8/fffemtkZmYadSxnzpzRWwPXxWMU+3UiCOLGBs+F8GdNVFRUmZWV1WixHRMFRY+NcePG9ffz83vczs7u06CgoAM4hQyzP7EXKGaCiv1hvhqa1k3VE6HVK6dCWbQHVE4YDJXjPuJIC/YU/Vg7g7EydNv6RaLK0APfRLfbL/Srtddu2v2Xs56AmmxTOK+6FeoKn4WaIpSMn0I9Zmhyg5FshfJ2VyED1JMTnLzw9GX48ZSxy2W4nSzcztPI9mvkpCjKUA+dDFGn5uzQhuIJfP9R7B2qxOzQUXxvUiyV58Ds1GHsdh5uuJJSyBjlSudf4iRurexWPjtTJxNUKzm5svS2ZLWDzn2G5Ghz71Chf6hulqiWihz+8RphgFKZIDHbylBtyTvXJzTNBErTB4D69DNQkW8HlQUO7L5nuQzRMzv53qKq462laPNwJWEwE+4j28dniWZ8YwZTvV6A5ORkg7/4OytE28rQ7hSiJEMJgiD6DiRDew6GBCTGli1bOr2GTCbTezwOQcLkkM6ugedPP//8s946lZWVor9GBEH0DbCSF4dbT5s2LXXkyJH3ie2cKCh6VEyePPlWa2vrgfb29uOCgoLytHIBPzQ3SmPvC+uD+EzQdSFQsZhtp9rCj36WcN7XEsonfNwsQ8vsPoFVy1NEP94rYawMxcc0HXYXTYYmfbnKYL9Q5MCWWdfkOVfMegQqTptAY9E9UCN7GWoLP4Q6+XBeSOLE9xIHTlw2lbozBAHKSc/JDH8dAtrAbiudzNHYLES92FqeQsm8a3O5fIPKTpCh43RK5UcJvUO1jOAnzTeDE+eH8hmi8tegrvDfjMegVnYX1BYMYP8WE748XicrVCs5NTqU62yvRHsZo4YGLHHPd7q1CNVOh8dszmKhxB2nw3NohegJoSQ+zRRKM++FijwLqJIFQln2MC5LNHcXn/mpPM6L0NJTJgydsnm2lgIHKx3m91MckEDBThOYG/QUzI+d1/zZMHaQEmWGEgRBEN0BydCeAZaF/v7773oCsr6+vtNrYE9QQ5mlxkrMjIwMg1L2wIEDor9OBEH0HbC6d8mSJeDl5bV85MiRN4ntnygoRI3g4GATKyur/paWlo+FhIRMDwsLO4MSFD8ovaUPaKc//CtTuCzQmjme8ONkS06C6qLwtGqWocieyFDRj/lKdEWGFvwvRBQRWrrPr1VWqG6/UES5Z3K3Pt+5Q3awMupBOCszgXPKB6BG9gbUFeGwopGckOSmvWMZOydBPQUJ6qcjPgMZQe0QKMD2K/Vna/i1CNESr5YeoioXaOBkqDY7dLwgQ8cKWOgwlh+yxA1aGgP1xV8Ik+Yxi/VNqC96g23fhgbl21Avf5zr2Yll65XarFCdzFBNe2QK6F7O7DiTtJUYzWrJQNU+lhOhp4RMUK3wTGspb9f2/FQe5beq4zqZnydRdt4KmuxhUFUUDhV5biA/cg/k7paA7AAvVEtODWD73M24DUrTpfxwJUGIFglCVM6QfSeBhLDHIXL2DL3PSWekKMrQk5kZUN/QRDKUIAiC6DIkQ3sGWAp/tQKyqKjI4Brfffddp9fAc6pffvlFb40LFy7ccOdaBEH0fPBnUkxMTI21tbWj2C6KgkLUCAgIeMrd3X1eZGRkwZIlS/7BUvgbJQvUENXBjnoSVEuV77hWMrRgopXox3sluiJD930dI4oM3btlXisZOnPRqlYy9Mdjzt32XN8ftoP1sfdBQ54EGuWPQo3sTagtGsZnYxZbN2eD8gORvIVMUJSgUwTZGSwwFZrUWkLY9RDhdu0+gezxU3SEqA9b11vIDvWARpUrNKicGA46MnS8kCE6Tpgyr51az8P3FrXgs0O56fafcJmjvLwdC/XyF6A2vz8nQdWZvIjUzcpE8DpKSryf4zS/bRaYma1lqEEp2gHcGhktPUK5TE9GeabO8KUzLYIWn5/b7+QAPktUK0W1A5ZQiJ75HKrl86CywB+Ux5/gJCfKTlXaTVB66nEoy3iarfEQ+3feyh5jwolS7aT5ggNsy/Yv+J8EkmY9ClFREc2fkfYyRFNSUlrL0LQWGdrdQpRkKEEQRN+BZKj4tJfRiQKys2tgKb2hXqFnz5416ljak7InT54U/XUiCKLvof0jzMyZMzNGjRp1t9g+ioLiuoetre3Drq6uEdHR0VXJycm/rV69+u/eNBW+qxyfF9auDEVKnL5oJUR7+iClrsjQNatS4MIxp+sqQi+mOsGilWva7Rc6K2FFtz2XZsc42JV0H/xYLIUm5WNQLXsH6uSfCmXxE6BR5cRlbXLZoLoSVB3EC09OfE5jTDfANF6Q6kjRxtJAxhSGUC5fMklHhrqx53QWskPtBGwF7AQp6yQMW9IOXEIpOg4aUdqqbNhxenAZqI0lE6C28CmozBkAmgyhP2fz9HUp31czTbcMXQKlabwk5YRpRovAbEunxKiuTM3g18NjQKmpzjCD2oK7oV7G9xXl+oji2ux+DXJKyEbNvh3Upx+H0pP3clJUtzdoacZ9UH5mDFTL46BSFsr+LU9zU+YVx7DH6KNQlvka4xX2vM9C6akH2L+3X3PWaZEwab5onwQK90hgUfjjMCM0pPlz0pnM0GNpJ/RkaHcJUZKhBEEQfQeSoeJTUlJiUEAeP36802tUVFQYXOPQoUOdXgOHLxmSsj/99FOvn8NAEETvBX/+LFmy5C9vb+9VYnspCorrFubm5g+7ubnFzJkzpzwlJeUyfhhQgN7oElTL+mVL4fvJ1u3KUJXvhFYytKcPUuqKDEXU+/yuqwxV7fVvJUKjlrbuFxqbtKxbnqd8pzV8k3gvNBWaQpPySagtfBfq5J8LJei2vHDEIUfNJfFCJignQVGAhjLCOiCUl6JlWikaDI3NQlTIDi3RKZVXubPndRGyQx05GjmchMxUd+F4JnLSs7HUFZqwf2mJK5+xyonZcLb/BKjJfwQ0p6Wc3OQFqCmUpN/H+BeUnhrIto+w225pJUS1U9ybS9K1YlSAyx7VCtF2pGgrtAL1FJ+BijJSc/p+aFC8CdX5D/Al8/icx9h9R/nMTW2JfAmjLBXlaH/QZL8I6tMvsGMz5TJKuX9PugmUZT4FFbmuUK1IgUrZNHbbc3xp/ckHoez0u6DOep897m1OipZmPAGq9NtbJs0f4TNEC/czvpPA0lkPw+xZLSXzVxKiKEPx5FIrQ7tTiEZFR5MMJQiC6COQDBWXb7/91qDExKzQzla/YRm8oTh37pxRx1JaWkpZoQRB9DjQ/eDPwwULFlSPHTvWQmxHRUFxTcPb2/tlLy+v2REREWeSkpIuaT8AfUWC6iKb6duuDNUfpPQprFq+XPRjbo+uytAT22ZfVxm6d8vcDvuFpqy8+in32CN0W+J9cLnMDBoUT0GN7H2olw+HeiX2B7XjJrzz2aA+QjZoYBsJOoMTjzwzddDeNkOA7Vs2XYDPEOVlaIAgQ1uXyjdwpfIuXP9QLJvnhyvxE+tbhjXpMpmXoJpoOKueA/XF1lCddy8nIrVDhFRpA9jlf4Eq/S0oOfUB40PGO1CS/m/G7a16dupminLZolopmt6BFG0rRjNai1B8LGZ2Ytl6vfJTqMh+BEpSefEpP/EvKDxlCbKsmVCYm8hYAoXZsVB02h/k6cNAcbwflKIUzXgc1FmvQ8nJO5ozXEtP3cUJzwrZdKguXg4VBVPYv+s19m99GspOvwea7M8Yn4Am60N2/U0oy2D/3lP3sfvNuIFLciFDFCfNq9g2MfxRiJhtWIi2J0Pr6hu7VYY2NJ0lGUoQBNGHIBkqLnV1dQYF5NGjRzu9BkpPQ7F///5Or9GelL18+fIN3ZKMIIjeAf4cYudAf0+bNi1rzJgxZmL7KgqKbg9LS8tnp0yZMjMiIiIvKSnpR3zTY1p0X5SgWnYuiu2wVL7tIKXdUWGiH3N7dFWGblmXeF1lqO4UeUP9Qr/dMOeq1q/ePQG+in0YLpX2gybl01CNIlTxBTQoLbnhRShCcdI7nw0awJe4N5fCzxCk5yxo0iCz2WVdZgnMbJGiZaFcdmhj2VSGrgyd3EaG8tmhvAB1528r9eZ6i/LT6rWZqcFCFmgo/5zlsWwbC/XF46DizN380KBjfAYk12cz/RYoPfUElGY8C2UZzzH+wy6/xG5/nvEA20faIkTTDMhQnd6iWimqK0R1pajubdr+pHgcytQ72Gs8gh3fv0B1VALy1Puh6Mw0KCo8AQplBSiLyxmVHHhdLley+9KhMG8dyDNdoDjtIVCnPwjq7Deh5NRdQu/QW6As80XQnJkAVUXzoVqxDMpz/dhtQ0F9eihocswZFuz+kaDJYtdP/x+772Wup6gq7RZexgpDlQr3SUDBiJv2GMybO4d7319Jhp44la4nQzmheRVClGQoQRBE34JkqHhgn8/2Mjo7e+6zY8cOg2sYM4UeUSgUBtdJTU0V/XUiCIJA0A0lJSX97ujoGCe2t6Kg6LawsrJ6NCAgYM7s2bPTFy1adAFP9levXk1/iRQwZpBSvqe16MfbHl2VoUjDoYnXRYSWH/BpJUL5fqErW8nQMzuDruo5ksMfhgvFZnBONRCqCz6AOvkXXEZlo8pBEKHeLfKxORs0jJebnACNgLOMJk1ka9RIRBspyh5TFgaNzTI0hK0f1NI3tITvG9rQPFV+oiBGvflp86WThUn0IS0yVjOTe/6zmnnscgI0qudDrXwsaLJu48vI024GTeaDUHHmDqjIMWFbU6jI7g8VWf2gPKs/lJ8ewO6/GdSZt4A6AwcOmbRkhqa1iNDmcvmTHWSIGhCjap3Seiy9Vxy7jR3HW1Cd+yKojrDrJ98FuWw3KEu/B1XZRSgpPQ+lpRpQqUqgWFkMSoUSFHIVyOXlUKSohqIiBRTmrgFF+iD2/PeB+vQrvBBNH8ANSlJnfQoVBYFQrUiGKnkCaHK9QX1mPJTn2DHsoTyXXT5jzhjOHjuY/bvfZP/mp9m/9XY+Q1QomddmiEYHPY19cTotQ7VCVJsZ2lUZiiKUZChBEETfgmSoeGzbts2ggNy7d2+n1/jf//5ncI2dO3cadSyG+paeP3++TyekEATRs9C2S5w3b16Dubn5f8R2WBQUVxXOzs7Pu7m5BYSHhx+Oj4//Q5sJShK0NcYOUtqUGC/6MRviamRo7s5p10WGHt4W2WG/UOT7oy5dWvviMQfYm/I0nFdI4bzqCajK/wDq5TiF3RrqsTcnZmM2i1BtWTxfEn9WkKAoPc9qotg2iitNb4U6SiBCJ1N0piBDQ3khWqorQ/0FGcpnh/JC1IvvI8pNm/cXslKxxD6cz0Llngsl6Hw4W54IjepYqC0aCxXZt0P56bvYv+n/2PXBUFf4AtTk3gpVOKEdZeVJRpoEytL4rYZdL0/n79MIU+ZLT+pnhraSobpCNN2AED3VuscolxV6VArFxx+F6oLXuV6gKEIVchmUaH6DUnUjlJaq2AlAMahUxVBcrIDyigqoOXcBas5fgoqGc1BcUiZI0TooLDgGilOfQWnaPaDOfJ49x71QmvEoqLM+hPJcZ6gsiuGyQysL50B5nj9U5HkzJkIFu688145hDZozo0GTPQxKT7/LHvtvUKXfxfUylR9rmTJfwrbTfF7Fv3y2K0S1MrS2rqFbSuW1IpRkKEEQRN+CZKh44Ek99gbVjcrKSqPWwOQRHHCkG9j709hjOXjwoJ4M3b17t+ivEUEQhC7CH2j+8fHx2Su2y6Kg6FKMHTv2YT8/P8+wsLDDixYt+hF/ka9du5b++tgOxg5SOhHsJfoxG+JqZOieTfOviwxdvmZ5h/1CIxK7Nkn++8N2sD3+BZAfNYHLlY9BZf7/8RmhSm1GqIfQk9NfmBSvLUMP50Qon4kZxYhmzIEmjrkCc1pQRxuUoU3NMnRqGxnqp5MdysPdhmX03AT6MH4dTr7yErRJEw9N5YnQUBYNtQp7qCp4A2qLhnIDlhqKR0FN3kAozzCFUi7T81ZQnnwJ5OmDQX5quMBQUJx8A4pPPsLJzzJBjmKZO8pOXSHarghtM1yprQTlptezNRRHB4Dy+COgzrgV5CeeArn8JJRqfocytQZKS4q5TAhEVVwMVfVnQVV1FrJy8iE9PROy8wpBpqqCIqWayxQtUjSCTJbLjt8CStPuBXXmk1Caif1BX4fyM+OhQjYNqhSJUK1YDJWyKKgsmMrwh4p8b4Y7VOShFLWB8hwLUGcP5/qN8u0C7gLlCT5DNH+fBJQHJVCwUwI+LoO4974hIXolGWqsECUZShAE0TchGSouOMG9mH0Hqa2tZd8xZNz5kLFrYLk9fpepqamBvLy8Lk9+P3LkCFRXV3OT6Q8cOCD6a0MQBGEIdEaLFy8Ga2vrsebm5qZiuy0Kik6FpaXlvZ6ennaBgYEbYmNjf8Q381dffUUStBPcCIOUrkaGrv5yOfx4zPmaitDaQ556JfJt+4XGJy/tggi1hx1xb0POfhP4pepBqMjVilArfmI7lxHqI/QH1Zajh3Hl6E3NEhSZKzBPKFHXMrcF9Zw22aEz+axOLjt0emsZWtIiQxu47FAftvUVJs0HcdmkfKm9Nht0AS9CNQmCCHWDWrk110f0nGY61BUNBfWp/lxpujL9NVBke4M8fzUoitJBrlCCXFnKtiVQKFdCYeFpkOV/CwVnoqEocywoTr7ACU+1IDKbBykZkKF6UrQN2vsVRyQgO3ATlJ26DYpT7wB53hIo1fwFZWWYDapqEaEMTUUl5MhUsCY2CBKc3oWFNm9AivfncHzrYsjNOQP5haVQVFQIRcomkBUpQXHqC3ZM90NZ5gugznoLNNkjoSLfB6rk8zgZWlUUD5WFkdyU+cqCKVBR4MPu94KKPJSiDlCeMw40Z0ZA2enBUJrxMqhO3gvKVBNuynzeXvb6HZBA1jcSiA4dDitWLO9Qhl5tdqiuCCUZShAE0bcgGUoQBEH0JtAdYTLdtGnTVObm5reL7bgoKDqM8ePH32xvbz940qRJKShB8S+W69ev5/5yiSf4Yn+gegO7Enr/IKWrkaGIao//NZWhJ76dpSdDZyxs3S907eo4o9c9tuwTOLLxFvin8R6ozBvEidAGhSXUY0YoN7DIBxpRhOJgorJQYfDRbKEXKJ8JygvQGB1im2klRJtlaGQrGdpYNkOQoVgmLwxR0pOhvkJWKGaNYo/RcGEdXBufJ46xkN0XBbVKb6gr9oRzFfPhLDveqpz/cBPaFWkvgzJ3DhQXn4ES9QXG74w/QFX2K9tehpKyy+zyz6As+QXkxZehSHkWioqUIMvbC7LTgaBMf715WBJmdhYfN2mdIdpZGXqSLzvP220G5VlmUHRyKChLL4NaXdlKhPIytBQU6mqI9xwNMYMlsGrUrbB5/KOwweoxODLzQ5AfjIW8/CwoUKihsEgGRYpzUCg7A4r0D9gxPQLq02+BOvtTqMhzharCMKiSxzEWQaV8HlTKZnIZohWyKVCRPxkqCnzZ1hPKc11AkzMByrJHgzprMJSc+i+oTt4HilR+qFLeHglUsX//9kQJhAbZwbLk5A4zQ5v7hhopQ9uKUJKhBEEQfQuSoQRBEERvxc7Oztvc3Lyf2L6LgkIvfH19b3Z2dn7T09MzNCoqqhrfsOvWraOeoF2kJsihVw9SuloZmro18prK0DXrlrbpF7pBr1/ooS0zjVpTtdUSvl74AEDDbVCV/xrUFn0Kddqp8SoPvj9nWUBLb05uCnyEUJaumwmqlZ/zOZp0rjfpCtFWMjSCy+xs5GRoGDSWdixDuaxQvI2bNh/KP45bC9eN4fqDNpRFQZ3CB+qLveFcxSI4Wz4bKrIf56fHZzlAiSoLysr/AnXFn6DWnIOyMjWUlWI5upJtlVDKtmq2La/QQEVVJZSXV4GqpBYUxT+ArLAWZPn7oPC0D6jSH+CEJmaZFqe2LpnvMDv0JJ9NiiK14IApV3ZecuphKMxdB6Xlv3LHoStCsa9WSaka1i+aC3PfkcBur+ehMMkGqnb5Q+23E6FwqSWoNjhBSeoCyJdlgUxeAvLCPChUfA+F+Qeh+OR/oezUY6DOHgaanHFQURAAVYXRghCNgcrCCKiUhTJCGMFQIQtkBEB5vg9U5Lmxx9iB+swYKMsaAqUZrwkZohIoPCyBM99JoIr9+1Nm3w7hM6Z12DO0q5mhJEMJgiD6NiRDCYIgiN4IZofOnDnzB2tr63+L7b0oKJrD3NzcxMfH58mAgAB/9gbNxZN3LIcnCXp1nJgb2qsHKV2tDN20dsk1E6FNh91h7rKNbfqFrtOToep9kzq9Zs2e8bBy9kD4WT0AamX/gZrCT6Feac6wgwaVq1Aa78+XxjdnhEZyIpTPBo1pJUDPahYw4gQWCGXr8wUEIcqJy2idUvmZBmRoEDSW8GXyDSV+nARtkaEBjEAhMxSzSSMYUex6NCMCauU+UKvEjNBEOFc+FyqzB0Lx8ZtBlTsDSjXnQFP5D5SX14FGreLK0cvKSkGtRiFaAuqyMqiqb4Sqph+htLoJVJUNUFLZBMWaOlAUq0GpLAa5sg5khdWQf2YlKDBLNE0CShStbYRoWxmqzRgtFYYu4bCkgv39QX7EDOQnP2Lr17LjKOMmxuvK0JKSMsjLyYGw9+6CfQGvgXKVO9QfDIA/CifBbzmu8GfWRKjb6Qkl620gbZUX5ObmQKGyFIpk+VCouAxFOSmgOvkMqDNfBfUZKyjP8+CzQ4vmsi0yGyplYXy5fDNTGYFQUTCZ7e8Jmhx7KDtjDqWnh0LJqVehOO0ekKMQPSSBnN0SqD0hgaigl2DRooQOy+TbCtGuiFCSoQRBEH0LkqEEQRBEbwX9kouLS7SFhcWtYjswCgqJh4fHg3Z2dsMDAwMPLly4kGsE3pVm4IQ+/CAlq147SOlqZShSe9DzmsjQ0ztDDfQLXd1KhGLJfKfl6gFb2L3kNSjPlMJPFU9AdcHHUKcYA/XKCdBY7MpNb8chRVxGaNn0ltJ4dbSQDRqjI0C1EjS+WYbyJesdy9BGNYpMAzK0JIiTng0lk6FB5cvwaYGTo4HscjCfHVoazq7PZMyAOqUf1MicODl6vno5VOW9CapjJqDKDYOyit+gvOoXKNeUgFrNC9BmytTs9nKoqj8HCnUlnDh6BLYvT4CvF4bBzpXzICfzKMgUKigsrgAFClG5AgrkFyEv5zAo0t/mJCj2/+QyRE/ol8yXtp04zyg6KIH8PaZQfOJOKMxwBlXpWa48XqVqXSJfXKyC4wf3QPKYRyF3iQ1U7gyAHzLGwa7w5yDS9nHYMvtF+P6oBWjWToD9Po/CvjXR7MSuEIrkcq68v1DeAPIMN/acT3B9Q8tzHLjs0MrCmYzZUIVbLjN0usAMnsJQtl8IlBf4c0JUnesA6mwLKMv8mBeiJ24HxTHseSoB+X4JaA5LYIr3MEhMTDQoQ43tG9qeCCUZShAE0bcgGUoQBEH0VrDtYjQ7d7G3t3/PyspKKrYLo+ij4eTkdKu/v/8bPj4+WxYtWvQHpi3jm5OGI3UvReE+HQ5SqhjfcwcpdYcMzd4Rek1k6OYNCVfsFzpncUqn1zuYNBT2rr0J/j53P2hy3oU6xUioU46HhmInaFR5QWPpZK5cvZUIbR6SpBWhcXC2PF5gIbflBxjFC0JUNzu0tQxtbJah2jL5UD7bkz0nJzu1WaGqSQxvHVCKoiSdwu7HfadCvYpRPBmqCsZBvdIPvq/6EmrlY6HkuARU2c5QpmmC8qrLUMGJUB0JqtZwaMoroLymEXJz8mHDnEBYYvM6JI1+GJYOvw2Wm98KqQuHg/z4EpDJskBeWg3K4hIoKsqHgqIfIScnFZSn3gKV0EsThagh+dmWQk6GSriJ9bKsOVBccrZZhOIWJ7dyW2UxZJ48DidWhkHRCieoPOIBGUtegIG3SLiTw/6MGTYPQO2WLyA3ahBscH8Bju/fDoXFZSAryINCeQ0U5u0DRdqbUHbqaSjPsQNN3kSokAUL8jNUJyOUXS4MZ8zikc2AioJpnDzV5HmxxzqCJtscyk4PgZL0/4DyxK0gP8oPVCph//YjayQQ4OcES5cuhdS0tE7J0PaEKMlQgiAIAiEZShAEQfRmsALZ09MzydLS8n6RlRhFXwsrKyszCwuLR9zc3KZFRkZyEpTK4a8duxJiOh6kNLHnDlLqDhn6v40Lul2E4pT6+cu/umK/0KXLF3dqPc0OK/gq9lH4q+Z2qMh7Derkn0Od0grqix2hUTWR69OJE9h5ETpDyAjFHqFzhLL4BfoiVLOQ2+IAI554ITs0rkWGqucJPUPn8DK0bLaQGTpDyPKcymWFNjRnhfoIAtSTHdtEHkGK1qt8OQFaX+zHjt0HaoucoDLfkusbelY9C9Qnb4PijHehrKwYyqt+ggpNm2xQjYbdVwalOKm9sgqyT2fCmiArWD7mIfjW+WlInzUUcuJGQuacIXAy/C1QrBkL8t3T4OS+9aAorQC5QgGFhbmQV/gznDmzH4rT/wOKo6acEFW1LZnXQTt9vvCwCeTtk4A87XnIz9oMqpL6ZgmqVCpBwdbnLjNkMhnIDn0DshQHaMqcAG5v3cJODE1AYmLCb9lJ4pbggVCW8jnsmvgv2Lc2BnLzCqCgQAaFWC6vvAiFmVPYcd0N6qzPQJPrAOX5k/gM0YIgrldopVaOcjI0sgUcsFQ4ne0bCOV53nzJfPYYKM34EFQnnwXlcSz158vla9i/eWHY4zBvbjSknjQgQzuZHdqRCOVkaBTJUIIgiL4CyVCCIAiiN4MJePPmzQNHR8dhlpaWJiLrMYq+Et7e3rfb2dk5h4eHn0pJSfkHRajYH4a+QEeDlCr9xvfYQUrdIUNXfbkCfjjq0q0yVL5nil5WaMQS/X6hOzbMueJaDfsmwLFVL0JDQX84p3oWamTDoF5hDvXF9tDADUzy5QYUNZVNaxGhzcOShP6g5XE62aAJrWjSJOjLUPV8hlaGajNDI1tkaOkMISs0pCUrlCuP92bHhSLUg+HOcBO27LpyItQpPaBO4Qa1cieozBsD1YUucK5qFVTmvg0lJ+6EEsVO0FT9CRUVFaDRaNpkhaqhRKWEUlUxyPJyYHO0O6y1vBsy546CkrVecO5oMPxWGAq/5kyHuu8mg2KlO+Qt+hx2Bvwb9n2zCuQqnNxeBDJZLuQW/ga5p5eC8uSzUHTQDBSHTbisVENCtEToGSo/YsKVmBee+ABys9NApargZChK0CK2rlwu56WoXAFpRw/DkaWBcCZuFFw+8Dk8f4cpmEhMwdTMDMwYKESHvXQzZCcMgdOzB8HuRQGQefIEFMgKoQCzQxW1UFiQBoq0IewYnuQHKeW6QEW+N8MPKgr8OdmJU+V5GRoBVUVRjGh2OVrIEg2D8vwgKM/zAvUZByjLYq9T5gegOvkYKI+ZcpmuBXv5/qEhfp/BvoP7ORmK8tOYvqFXEqH4GJKhBEEQfQeSoQRBEERvZ/369eDl5bXYwsKCskMprn2MHTv21ZCQkIOLFi26vGrVqr8oG/T6ccVBSo49c5BSd8hQRLl7SrfK0D1b5l2xXygi+67j5714zBF2xr0PR742g7+bHgFN7odceXx98QRowD6hqkl8n9DSqdBUFsZNem8RoTE6GaELdUToola0yFCtEF3QSoY2qucyooXBR0KJvJAV2tCcFcqXx9ertCLUFeqVzgJOUIcoHKFO7gC1chuokVlC6emPoK4Y1wyG0rQBoMzyAU15A5RXMcrVbWSoBspUKigtVoCmqg4yjuyBzX7vQnrUMFB/7Qvfn/SHn3NsQL37E9Bs+xh+yrKBH9P8Qb7SA46F/BeSrB+GE8eO/D975wEeVbW27SQUFUVUOHbsokdRsYBiRRQRkCK9F+m99xYgtEBC770ISO+E9EzvvfdJBwX1nPN/9Zzv+ddae89kAkHAAybIWtd1X3tK9szeM+PFzO3zvi/MFouQ2jQZoNGXwiIfBXvO07BlVGNDlZj4FOWnWxpzXRy6ZE2vAXNeF2g1GrhcXiZDbazXp5VBZaiNbA/v2YbtAxtCn9oW/zjXGq89UhMJ1WqgRs2aqEmIT6iBeg/EIW35ZzAlf4qTiwdCmpUGo9kCI/mRR0v6LY7LsChnwpX3JHzaNvDruiNgGMD6gQZZSnQ0guaJwjAlyxxRhiaJg5aSmCANkvuoNPXrh7Mp8x51G7gVTeCS1IU9Ox7GM3HwZMYhc1scNqyeiMycnOvK0Nh06HVFKJehHA6Hc9fBZegfz66dO7F//z4cOXwYJ44fw9kzp3E+7RwyM9Ihyc2GXCaBSimHXquG2aiHzWKCy2FleFx2BHyuchSE/CgIB6IUF4ZwobgARfnBcrfnB31X7ety2KKPbTUbYDJooSPPq1TIIJPkIjcnixzXeaSdO4PTp0+y4z186CD2ff89S2NV9mvJ4XA4FLF36H/37dv368r2ZHz9iVf79u1rDxw4cG5SUlLpxo0b/5emQXlf0D+W6w1SclbRQUq3SoZmHlhwS2Xomi1br9svdMbyzfglu99vPo79wLfYveQJ/He4DgL6xiiytkKRowtKXLQ8fiib3i70CZ0uiFA27T0JF2J7hPqvlKArGReYCI3I0AgVydAklHqvTIVOE/t/jhf7gY6MSYQOFAVoHxTZexN6EbqjyNYNhZbOKLC2R8jYEi5ZU/LYKxDSN4JT8hd47KcQCF1GMEhFaECYGO/1CpDLHrcTHvIF2+nxwahRwrh/KSwb++Fi+khczGuJpX2ewgdPJKDpU3FY3LseSrKaozhrHGxbh2BP1weweWY/aJQKmJlwNMBgDkCtzIFN1ga29PvYQCU6TClWgEZwkdudubS/6P0w5w6ARk1lqIeVxVMJarFYGFSG0uuH9uzEivaPwr59IH7O642+7z2C6jVq4r77aqFWrVqoee+9qF2zGg7ObwrXhg44taAX8s6dgNFih8FgII9hgd1ZAItuFxyST+FTvQ+ftj38+m7kc9AfQcNgMSU6VpwkP0uUoQsJiwiLmRgVhOh0BIwTyH5D4NV2h0f9lTBQKfcBVi6vPRWHEDm31FnPYtfenVf1DP2tMvkbEaFchnI4HM7dBZeh/z47yI/wAwf24+SJ48hIP88kokatZCKTysaQ34PighAuXSzG33/5Cf/49dKfhr/9/CN+ulDExKvf64LDZmFCVa2UM7FLJe+xo0exb9/3vI0ah8O5rdCh3cOHD1/dvn37upXtzPj6k60ePXokEDpOmzYtfe3atb9SARqhsj/4dyO/NUjpxyo6SOlWydA929feMhEaSht+lQitqF/ogusMT/opvRfOrm0Et7wmfnQ2QKGlBYrp9Phy5fETxfL42aIIXSAMPSo3LCm1nAQVRKiIf+UVQnQ5eYyIDF0syFBvJBU6l02CF0ToVCEV6hoXUx4vlsazNCiVoD0J3VBk60LoiEJrBxSYv0G+qSV8qqbwKtugyDUePvkDcGp6wed3IBgqQTDgh18UoR6PR4QKUeG63eGA02qEO3M/LBu6I3yoPTaOeoL98Ipl2Bf342/Kb+HZ2R/nJ7+OuS0fR07aGdaXk6YvTUYdVLpLMMrmwZrxMmyZNeDKFcRnORmaJ9zGhGhOHIxZzaFWSOF0+Zj8tIhp04gMtRGyM7OR3PpJ2LYOQv6RQTib+Crq3Hsfaj3wIB56qA7uf6A2Hq51P47O/RSujR1xck5n5J45zGSoXq9nQtXp9MNqUcEq7UmO4Rn4NK3g03YQEqL6PoIQNYwUyuXNMxBmpfILRRG6hBEi12kf0aBpJgKGcfDpB8Gr7QKPqjlc0gZw5NwDS7pQLu89H4elCwfC4/VdU4jeVCq0lMtQDofDuRvhMvT60N86VOadPnWSCT6a2HQ7bSjMD+DnSxcqXUjeSVAhHA6S72Q2MxPG2VmZLG26Z8/uSn+fORzOnQ2VoUlJSb/07du3XWV6M77+ZGvEiBENR48evXnp0qUh8oXg/3gatPK52UFKJ6vAIKVbJUMp4bQRt0SG5h6ee0P9QtdcZ3hSxtqvcGZbHeCnxxAwfIgiWxuUOGh5/ACUuIez8vhSVh4/UxShwsAkYQo8LY+vSISuwoUosTJULJP3CTKUDjUq9S0WSuS94uAkD02FzkCJh4pQsVeoawyKo6lQKkIHoMjRF0X2HuR4uxI6odDWAYXWb1BgaYV885cIGT6DU9oQQX0fhE1t4ZHEwWneDn/o12ivUL+fylA33G5hQrvHQ6fKe+H1B2DW66E8thW67VNgXdUGqtQP0PjZ6lfJUIo2+VXkH+oFzdKvMatJHE7s3wG9wQijyciko9HohEqRBXM2+Xxn3cdkpyvvGtBkaHYcjOmvQCU9AacrwOQnFaEmk4ltaf9QKmtNVifmfvsu0iY0hjmlGy5kt0brRvVw3wN1UPuhuki4tw6avFwP8pSvYUpugaMzv0Xu2WMwmK0wkOOipfesH6mzGBbFeDiyHoZP86UwTEn7LQK6HiwhGjAORdA0hk2QD1lms56hTIbalhKWkctLEbIuQshMheg0+A1j4Nf1h1fdDm7Fx3BKHifnnQDD6TiEyDkeXRWHA3tWoqCwOEaGVjBE6QbL47kM5XA4nLsPLkPLs5P8mKYJT6kkFzaLkQlPmn6sbIl4N/DzT6UIB7wwGXTIycrE0SOHwedRcDicG4X6KVouP2rUqNVt27Z9sBL1GV9/ljV06NCRiYmJqjVr1vw3/XDxf5SqDjczSMkwrFulH++tlKGqIzNviQzdsXPNDfULPfwbw5NKz/XEgeSX8Q/v/QgZ30Ch9SsU2zui2NmHTWovdY+JKY+fLYhQVh4fmwpNKesLGlh1hQhdJYrQWBkaEaHJogi9OhVa4pmOErfYK9Q1VpwQP0wckDRALI2nZfFdUUhFqLU9oQ0KLC1RYP4C+aZPEdR/AGvWC8i3DoNf/QqckqfgceUxGRqgqVBxarzbTSe1UynoJJfd7DZ/qBCavEwcm9sZysXt4d7QHtnL30X92mUCND4+XiQOA5s+jIvp3RE4MBo7uj2GLUumQaPVsXSoTqeDgfygUqlMMGR1hC0jgfUFdeZeW4bSqfOm9Oegyt0KhzPI5CeVoCxpajKxRKeJ9iS12rBz01os+DABskTy3mUOgXbjx3j/ladQp/bjqFf7Ueye0hDhvZ2gWtAcx5L6I/f8GeiNZrFM3krO2wGH5x+wqFfAnvkYPMrG8KmawadpDb+2EwK6XggYvhP7h9LeodPFQUoRGbpcJJncToVoIgJMiI6ET9sbXlVruGRvw5H3ADn3OGhPxCGfnOOahc2hUCh/s1S+uPQC40ZEKJehHA6Hc3dxt8tQKj/Tzp1lpd2F+cFKF4Kc8lARHQp4oFUrmaTmpfYcDue32L17N+bNm1favXv3jpVr0fi6o1efPn3eHTt27ObFixdf3LhxI7Ps/B+gqsXNDlLauzKlUo/3VsrQo7tT/m0R+mPmQCxcv/cG+oVuguHEhGs+zoFFHyDnh+q45Hoa+eZmKLa1Q7GjB0pcdGjSyLLp8d5ZwvR4JkIXiqnQZaLcTI2WxAsidLWAf5XIFTLUlyKK0CUo9S4mVJAKjZbH016ho1HsHEEYQo7tuxgR2l1IhDIR2pqV9xeYmyPf9AnCxvcR0L4Dc/qTKLSNgFdSB1Z5D3i9NgRDRQiIQ5NoObzTaYfdTsvFHUyMer0eNjxJlZOGfWObQTq3Ofy7ekC26QO8Wi++AhmagE9eqo3SE+1QcHIKcue2wPop/aBWq2E0CzKUolJboU7vAXNaddizhFL4ioQou41gyawLdc582Bz5TIZSCUplKIWKUZrsNBgNMDl8GPNJfRwZ9ld4DozD/6pGwryyJbZPboq05c3wN1UvBPb3RebUj3Bi5QTIcrOh1RuiMpSet9NzAVbDcdhym8ItfRpe1YeEL+DTfAO/rgsCur4IsoFKYu9Qlg5NQti2RBShKQLWZSwhGrTMRcA0GX79UPIY3eBRfAGX5HnYcmqw6fLmM3HI2h6HLevnIZxfWGEyNCJCrylDS7kM5XA4nLuZu1GGbt+2jfX29Htcf7oenn92frl0gZXYnzp5glcpcjicq6C+atOmTRg5cmTq119/HV+5Ro2vO2517dr1yYEDBw6bM2eOZMOGDVyCVmFudpBS7uThlXq8t1KGbtm8CT9lfvdvyVDdiak31C+U8nN2/wof42JaLxxMfRH/4a+DfOM7KLJ+jSJHZxQ7+wupUM8YNoGdpUK9dGjSPNbbkw5NuhCdHp96RSJ09TVkqNgvlJXHLysrj/cuEkVoInm+OSihqVD3NKE83jUBxbQ83imWxzsGitPiIyK0i1ga3waFlq9QYPkc+eaPybm8j7DhHfjVDWFMewIhY3u4sqvBokqC1xtEIBCIpkJZibjdBptNmNDu8YgyNBSGXiXHwcQ+SJ/wLsIHhsL5fSv0/vDBCmRoPHp+8BBKTraDbUNPnJ3UFOsn9YGKyVALtFotNBoNVBo3VJkzyTE9wgYKXSsdygYoMRlaC9rsEbBYw+zYystQE3RaDXR6PUzk8q4Nq7H4ywegW9ET3u8n4j81kwH3WKBgCooUc2HdPgRHhr6MMzuWQq3RQ6fTi9Pkaf9RO5zuMGxWFWyyTuQY7odX+Ta8qo/g07SAX9tO7B86AEHDCLF36HSELfPEdOgyQirC9hXC1racJUSD5tlsoJJPNwhedQd45B/BmSecu+FMHAokcVi7sCnkstyrkqFFJaXlZOhVQrQCEcplKIfD4dxd3E0ylMozSV4OLv9YUulSj/PvU1wYwtkzpyr9c8XhcKoWu3btwpw5c7wdO3ZsUblmja87ag0dOrTluHHjdi9fvvzSzp07mQit7A8z57e5mUFKnt6VO0jpVspQdu4nJ/5bMvTw98tuqF/o/JUbK9z/1+y+2LeoEYxp1fE3/3MIG5uhyN4eJc6eKHENRKmHpkLHE6bG9ApdIIrQpdFUqCBCV8aUxV9LhqaKidDlBFGGskSoOEHeM1cUodOjIpSVxzvF8njHIBQ5+oup0B6CCLXSYUltUWD5mvAFCsyfIt/0IfKN7yJsaAif6mWY0h6HR/4WrOlxsGpXwOfPF/uEehi0NJ6K0NhkKBuk5PbA6vTi/PdrcLD3o3Bu+w5F+3sie8E7uLdGfLl+oTUS4nFiegMUpfeCcXVn7Oz5LDbOHg21WgOjkUpLKkPVUGkckGetgf5cfdjI8TjEdGhkmJLzChlqy0yALutb6PVOOJzOaJk8TXTSLX1crUbLUqd6qxNLh7TBrh5PQjKvFTxHZyCclgT/mfnw/jAT2TM+x54xnyE37TT0ZjvZRxtNmNK+oU6Xn7wGbtiV/dnxuBV/hVf5HnkNP4VP8zX8+o4I6HsjwKbL096hNB06RxyklCzK0FWEleTyCiEhalmIoJkOVBoDv7YPvKqv4ZK9BnvOvTDTdOjZOOgOx+H0oRkoKCyKylAGl6EcDofDuQ53kwz1uhyVLvA4tx65TFLpny0Oh1N1oEG+tWvXYsSIEasrVa7xdWes9u3bP9avX78Rc+bM8dBYMRWhPA16Z3DTg5QWzKy0Y73VMvT8/oX/lgxN2bTjhvqFXmt4ku9oVxxf9zT+K/wwgob3WCq02E5ToX1R4i7rFVrqnYELvjlir9BIeXyy0PeTlcivEGVnRHyujiEmFVpOhC4VE6FJKPHMJyQSZpPnnSGmQoXp8cVOWh4/nA1MKqLl8fa+wuT46NT4dii0tEIBK4//jEBF6HsIG99AWP8qfKrnYDr/GGxZj8NwOh4W3Tp4fSE2IIkOSqIIMtTCoAnJSErUTpOi3iBkWWexa+DryJv1GVwbuuHnE+2wf3x9PFQ9HtWrxeOe6tXR+dWH8WvaVyjMGgfD6m5IaV0PR3dtglanh8FgZMlQtUoFpdoMSdZeaM82YHKWlso7csrkp1MUotHr5D5DxnuQ5UlgtQpl8nQYE4UKUJY4VavZ1miyQGWwYfnAFljyxX04P+UTaFL7QL6oO46P+hBber+B80d/gNZsh0YrCFSjoaz/qNPphsNZCId6NBve5JbVh1fREF7l++R1/Bx+Vi7fFQFdP/J5GY6gabzYO3Q+wrbFQok8k6GrBWwrhaFK5P6AaapYLt8FHsWncEqeIO9JAvSn4xAk57hp4RM4+MOeciI0QoUy9BoilMtQDofDubu4W2TokcOHKl3acW4Ply6WVPrvMQ6HU7Wg6dDExERd27Zt361s18ZXFV0dO3asNmjQoCYjR47ckJqaypKgPA1653GnDFK61TJ017b1+PV3ilDfuVFXidBr9Qu91vCkPQsaQXWqOkqsL6DQ8jlLhRY7e7FUaIm7LBVaynqFJgq9Qn2LyqVCWdqzQhEaub4iWh5fGpWhyeX6hJZ45hFoefxMUYROYn1ChfL4Eaw8vrwIpQOTRBHKBiZ9hQJzM+SbP0K+qQnyjY0QNrxGeBF+9ZMwp9eF8WwtKI/UgFmzGR5vkCVChQRomQyl5eJUgtKtyWRk2Ox26HU6nFgzEz/0fgK65Z3g2dIF/5nbGvY9f8XOKS/i2NxXcPlwMxSeHoTwsalQp3TGwrbPI+vsSeiNJugNBmi1GqjVKihV5EdVzhFozr4OS1ocbFfK0FghSnATjBlPI+PMGiiUJpbmpOIzAi29j0Cfw2y1Q6F3YNuSGVjz3UdY0/NNrOnXFBvGdMaZQwegNdlYWT1NqQoT7oWSe4vFDIfDCYerGDb1eDgz4+CS1oFH/iK8ijfhVdL+oV/Cr20Pv74nAvqBQjrULKRDQ6x3aLKQCrWvQT5BEKIrmBANmuciYBwPv24AeZw2cMsbkfO+H5Z0cn6n46A4EIeNK0cxEVpQVIzC4hJGhUL0N0Qol6EcDodzd3G3yNDzaWcrXdpF+PWnYlwq8qDUb0CBXYKwKQMB7SnyneEHOHN2wpa+CeYzq6A/tpihPjCTId89EbKd4yDZNhK5mwaXI2ttH2Su7nFNstf3v2of2Y4x7PGUe6ewx9f8MIc9n+H4EpjProY9cwtcebvJ95iDCOhOI9+ShSKnHBeCZlwu9uNvly9U+mtJuXyxqNJ/i3E4nKoFdVorVqzA4MGDeTqUr6tX+/bt6/Xt27fH7NmzzTQFumPHjkr/0HJ+H5KF0+6IQUq3WoZSAudG/i4ZmnVo3g33CzWdGH/V/sVneuDQivq47HiYJSkLrS1R7OiCYmc/lLiHiKnQiSiN9gqNpEIX4x8lyfjfS8vxPz+lEFYQVhJW4b9/XIX/urAa/3FhFX4KrSyXCi0ToQRvbCqUitC5ManQKeX7hDqGosg+kED7hPZGkbUboRMKLR0IrcXyeNonlJbHf0B4F2FjQ4QNLyGkf4Z8Oa8HR24t6E5VR+7eOOjl6+D2+OBxu8XJ8a4YGWqKylCjURguZDGbYLG7IM1Kw87h7+PUoKegT26P4L6B+A/7CPxf/nf4X1d//KQZjeCxiTCu6oHToxph3fiukEvyWIm8waBnslKpUhL0yMs6Ac3ZN9gQoXIyNO9qaMm8PbsGpKe7Ii3TDZVKUU6AXolWI5Tl2/yFyMmT4dSRQzh9/DiUOjOMDg/0On00SarX6wgGdq4Wsxl2hwt2VyHsqnFwZpDnllSHW/YX8uPmZdY/1Kf+RCiXZ9Pl+yBAhymZxiFkniGmQ5ewUvl8+2rkO9aS7TomRultbKCSiZbLj4KfDVNqDqe0Pjn/ajCdjYOXPN/q+a8jI/1EVIRyGcrhcDic68Fl6L/P33++gB/zHSh0SMn3ppNMIJrProKWfNeU7xrPRGR6amecWfw1Tsz9GMdmffCn4eS8z3B2SRtkrOzGBKtiz2Toji6E9fx6uKXfI2g4hyKXApeLfeS1urXDqujwq0ulBfixOFTpv8U4HE7VgwrR2bNn57Rp06ZeZbs3vqrI6tGjR/Vu3bo1GDZsWMqKFSv+m0aIt23bVukfVs7vZ/f6Nbh8BwxSuh0yVH549u+Sodt2rLuhfqEzlm/GL9n9rtr/zKrGyNhfE7/6nke+6VMU2b5BsaMnil3focQ9AqVumgqdwkrk6YR32iv0R/8iXAovgc+SDGnGcihzUqHMXQmNdCX0ilUwKVfBrlsFl3Elwo6VMSI0NSYRujSaChXK40UR6ppBmEqefyJhrChCh6HIMRhF9v7k+KgI7Y5Ca2cCFaHfCAOTzF+ggBx/vrEpOY/3yPYthA1/JTyHkO4JQh34VdVgOBePU6vjoMpKhcvtg8tlFyaoE2hpPBWgNB1Jt1armaVCaXKSikyT2Qyzw4vss8exreeTONqnNvTLOyB8dDIKzkxG/tEJKDg2DbZNA7Cv56NY2OpJZJ07zcrjqVClyVI2PEmlglyhR07mYahpMvQGZCjFQ9Cnv4PDR7Igl6vY41xTiKrV0KiU0Gl1MFntsJFztbn9MFkiidCINNUyMUrPjx4jLZW30X6hdi9sisFwZIjDnKQ14ZY9AQ/tH6pqDJ+6mThdvhsC+u8QNI5E0DQZIfMccbL8MlYqn29fi3zHerJdL5TOs4FK88nfTiL7DiSP1Q5u+btw5NYWermei4P0+wQc3D3tt5Oh4pR5LkM5HA6HQ+Ey9AbTh8V+FNjzyL/p+2E8uZylKankpCLw+OymlS4l7wSoCE4j3/+oNFXtn8mEsVd5GMUeNX75seB3JEILcbEoyGUoh8OpENr6MTk5+XKvXr2mVLaD46sKrB49etxPPgwtp06dKqcTFWkalG4r+4PK+fexzRxR5Qcp3Q4ZemhX6k2L0B8zv8PC9XuvkqFzVl7dLzRp1YYKH8N05BVcsNRBvuktFFq/QpG9I0ocfVHqEnuFuiei1DNNKJH3CiXyl8OLmcxMXrIMsxNTsGBhKhYuXIlFi1di8ZJVWLpsFVJSViFx/krYtXSoUipKo+Xxy8i+yTEidEEFfUIno5iWxztHo8gxghzTYBTaB6DI1geFtu4osHVGgaUDoS0KzF+LIvQzcg4fId/YBPmGRgSaCn0ZYf3TCOkeRVB7HyEePmUcTq+Jw9Hto2DQ6+H2uOBw2AjC4CRBhppEzGxSu8Eg9OSkpelmiwUmhwdZ545j54jG2PHtQzjapz7SRryO9LFv4dTg57CpTTUsbP0kjuzdBZPdDQMddER7e9J+oWo1lEolZFSGZuyE+szL5WSoIzeekACnpDqhpkAepTrckmqwZD+NtKMTkJZhgoL8KKOP91sJUZVKCYUkl/Up1dGepeQ4ImX1WlGGsqFLYv9RNlXe7oPdqoNN1pHJUCZoJXFwS++DR/YMPIrXWf9QVi6vaQ+/rpc4TGksgiaaDp3HSuLpRHlBhm4QWc/K50PWJWy6fNAwGj5tT3iUX5DHfw72rOqsd2g4Lw6blr6F8+dPVSxES66WoRXJUS5DORwO5+6By9Dy/O1SCUsyuvL2QHsoEdnr+uLU/OaVLhLvBmhyNm/zEBiOL2WSlLYR+PvPF6+ZCqUilMtQDodzLajnWr9+PSZPnpzWvn37GpXt4viqpDV48OCEPn361Bs0aNCcJUuWXOIDkv58nLjuIKVOlT5I6XbIUMqFjEE3JUMNJybfcL/QDZtXXLX/kaUfQXLoPlz21kfY9ImYCu2GYtcAlLqGo9Q9DqWeyWIqdA5KffPwU3AhLvqX4OShpZiTuAzLlqdg+fJUpKSsRGqqQMqKVViesgorU1cg7FyBi4GYPqGiCC1hIlQsj3fPIUT6hE5FCU2FOsYQRqDIMRSFYnl8oa0XCq1dUWDpKIhQS2vkm79CvqkZO/6w8X2EDe8g30CHJr2CsO4FhHRPIqirg6C2OgLqOAQ1cTClxSFtxxPQKs/D6SmCzWaEzWomUBEqJEMtFjpdXegXSlOTQq9PNSspp+lJk90DhUaPQ2vmYuOQL5DcrgEWt3oGyZ1ewvpJXXH+3BmYHG5hwJFekI1MTipVUCrlkMpMyE1bAc2Zp1m/TFtWDThy7oEj93448mrDmfcwnJK6MZDreXUIdaE8+zWOHDkPqVTGxOr1hKhwf+zfqIXkKOsveqUMNcBmL4DNnAZb3vtwZFJBK5bqSxLglj0It/wFsX/oR/CpvxLK5fV9EaDDlIyTEDLPYtPjI4OUWDLUsZEJ0bB9rVgunyQOUxoMr7oDecx34Mytzfqn0snyWTuqY//2KeVkaFSIisOVYqVoRXAZyuFwOHcPXIZewS8/4XKJn3yHkrKemXlbhuHE3E8qXRTeDZxO+pKV2bul+8j3XS1+uZh/zffp5x+LuQzlcDjXhYb/lixZ4m7fvv1nle3k+KqkNWDAgKYTJkxIX7t27T/5gKQ/J1s2b0LhxN7XlKHBKjBI6XbJUNOJyTclQ4/uS75KhC5YV3G/0FP75l21/66FL8Ajq4UC8+sotHyJYvu3KKGDk5yRwUkTooOTaIl8qW8+fgwsgkO7BPMXLMPy5ctBB5ZRaGPnlStXRklJWYHTx1ag0J3Kps2XJUKXsD6hggidT55nLkFMhbqmoMg5gTAWxY5RKHIMI1/iBxH6o9DWGwXWboROKLC0J7RBgakF8s3Nkc9EaFPCewgZ3kJI/yrC+pcQ0tVHSFsPQe29LBUa0MTBrxIwnYqHTroGJmswJglqYklQAVoyTuWgngnQiAxVsz6balZqbrDYYXT6odRZcP78eZw5cQJZ2XkwOAIw2lzkb4xR2aiNSYUqFArkSU3IOzcFujOPwpJeHbbs2nDk1oUz71E4JY8TniI8LVJf3D4Jt+QxGNPfwZF9ScjIlEEmk7H05/WEaKwYjVA2cImWyhNoKwCTARb7JVh1W2HNrE1+QAmT7AUZSsvlq8EtrwuPogG8ynfhU39GaBMtlw8YxiBomiqmQ5ewSfKsbyiToQJ0oFLIloygZQ5Lk/q0vcR06NOwZVSD4XQcLKfisG7xh5DKcsunQ4tLr+JaMnTevPlchnI4HM5dApehN8bfLpfiUpGXpUa9ikMwnkqBZOsInF7wZaVLxDuJc0vasEFQlnNr4decQIlXh8ulwWsmQK+VCqUClMtQDodzPWg7SPobe8iQIYcr28nxVQlrGFmJiYn55MPwT94b9M+NNOl6g5RaVeogpdslQ8/uW3xTMnTF5u032C90E7xnyw9o0u78Bkc3PIKLtsfYwKFCWys2OKnE2RclriEocY9FqWcSYXpUhv6SL/QLXb9mKeYtSEZKyjJCSlSGxpKSugIaSQqKvRERulQUoYsFEeqmIjQRxa7ZQiqU9gl1TiKMQ5FjNAodw1FIy+NtA1Bo7U3ohgJLpDz+G3LMLQlUhH6GsKkpwobGhEYI6V8nvEx4FkHd4whqH0RQU4MlQmkylIpQH4EmHtXnvoJGmQGTxSXKT0N0ejy9TBOhVITS8vhoolKjjpGiGmFKvNkKo9VOcMJgtsNgskIr9geNlNfT/SIiVC6XI1eih+RMH+jPPAxbZh3Ysx+DI/cpOPOo+HyW8CKc0pcYLnFLb3NJnyd/8zxyjn2N3XuzIJVIIJPJrxKi9NiunDIfkaG01+iVMpQKWwqbKG8rhEU1i/XwtNPy/ezYdGgc3LKa8MifINBy+Sbwqr4QpsvTcnn9MASNExA0z0TIuoD1CBUGKdF06CZGmA5UstFy+YUIRdOh7eGSvUNehwdgPkeel7BveU1sWjefyVAmRItKolQkRa+Ey1AOh8O5e+Ay9Bbwy0/49VIxGxJEJ63T3qJ+7UnyPWAHK/mmQ5Qy1/TC6YVf/en6ix6f8zHOLG6FnPX9odo3DabTqeQ7z14E9WfY5PmLYSt+Lg0xmXyrXu/YVCiXoRwO53rQcvmkpCRjq1atqlW2m+PrD1pt2rSpOWzYsO3Lli37iX4AeFn8n5/rDlIaWbmDlG6XDN2xdUOFQ44qIpA2ssIS+Yr6hc5K3XTV/tvnNoTm9D244HgJ+ZZmKLK1Q7GjO0qcA1DiGi7K0MmEGSjxzsZPwURcCiXhzNFFmDo9GcuSCcvKZGhEiNLtypUpSF6WioBtGS74yxKhJSwRurC8CHXNQrFzGvmiOQlFjvGEMaxPaJkI7YMCaw9RhH6LAnMbUYR+IZTHGz4URejbCBkaIqR7hfA8grqnEdTWQ4D2CtUkIKiOkaFKmnCMg+7UvVDlroVGb4PBoIbJSCewa6MT5KkMpSKTJkEpERkaK0QjUlSro0JR7MepjpShq2MkJC2PV0AukxNkSM/UQH76c5jO1YI18wnYc56BI+8FOCVUejYgvEqO8TWR10Veg1P6V3hkL8GW3RB7d0zE0eNqSCR5kMsV5PFV7Hlik5+C5NSWE6ER1FeUyjMZarLCbDLBLO0DG+1lmikKUXG4kzBMiQrRWoTn4VW8Aa/yQ3g1Qrm8X9cfAcMIMR06V0iH0t6hjnViMnSzWC6/BiHy+Qia58BvoOnQHnArm5PX4ElYM+JhOhMH4/E4bF0zMCpDCwrLC9HriVEuQzkcDufugcvQP56///Ij601Ky8BpSf5PBU5cDJpZaTidSB82ZbCp9B75D+R7xE7Y0jeRf99XMtGoOTiXMAfK76dCsXcKZDvHQbJtVJTcjQORsao7I3N1T9aDM/Z+msqk+6n2TWePoz28QHhsgj1rK/nOspt8RznIZGa+JYsJzVK/HhdDVvxU6MbPpQE27IjJzV9u7XT4GyU2FcplKIfDuR40EEh+a1/q3r37hMp2dHz9AatTp05NJ02apFy9evV/UhHKhyTdPfzmIKXRnRHs1qzSBindLhlK8Z0dfUMyNOfw3BvuF7pkzfqrp8hvfBY/O+ogZGzEBicV2zui2Nkbxa5BKHGNQIlnnDBF3kP7hc7GpeA8WJRJmDN3MRYuWlpOhkaISNGlySnYuS0FF/3LcFGcHF/CEqHiwCT3PPI8cwgzyZdTKkInE8aTL840EUpF6BByTN8R+hKoCO0qilA6MKkV8k1fCiLU+DHCBqFPaEj/BkK6VxHSvoigrj6CWiEVGtBUY+XxgYgMVQp4FXFM9qnPtYZCnguNzgydTg6DQcMGJun1IjqhRD42GXqlEC0vR1VXbAWUKiXkCipCJZBKLUg7swPq0w1gTX8Q1qznYM95EY68V+CUUOHZkPAmXNJGcMkob4s0Ire/RW5/E27p61Cd+QSbNu5AZkYOJFIJk6xUuCpjZKdOV75MnyZIy2SoChoCHaSkY0JUA6PFC5PuOMxZ75bJ0GwhHeqMCFE2TIn2D30YHsVL5LV8Gz71J2y6fEDbXZwuPxYh83SELEI6lMpPYYjSZkbYvkFIh1oWImCcwibLe1Rt4ZS9Dlv2fTCeJe8Xeb7tyxrg9KlDTIReSeE15GiExMR5URn6NvmhfD0q+4c8h8PhcH4/XIZy7iR++amknAjlMpTD4VwP6sLWrVv3r4kTJ8or29PxdZtX//79xyYmJno2btzI0qBchN5dXG+Qkq0SByndThkqOTT3hmTozp1rbrhf6Laty8vt+8Oij6A8dh8uu59CyPAhCq2tUWzvgmJnXxS7hqLENQolYr9QWsL+a+EcFLvnYd3qJMxOXIzk5KUEQYbSvqGUlBQBKkNnzU2BVb0MPwaWionQ8iK0xCWkQotd01DkmowixwQUOsaIInQoOZ6BhH6EnigQByblm9si39Sa8BXCRkGEhoxNyPG/i5D+TYR0rxFeQlD7LOEJwsMIaO4hxAsSVEyFRmSoTxEHdx7tHVoLsvT5kCkdUGuU0GqV0OnUIjrotIJIFIRoRTJUkIpliUuFIBo16mi5uoqmQll5vAwKmQTnMguQd6ozDGcfhiWjPmzZL8Ge+yqckteZBHVSCSp9Dy5ZE5H3RejlxuS+d5kctee+h6O7u2LrjjPIk2RDkpfHeojKFQpWkk+PI7ZcPtKzNEK5dKhGC71eBb35MgyyebCcu5eVyUeToTEyNFouL60Bj/wxwiti/9DP4de0Q4CWyxuHIWiagJB5bkzv0HViqfwWsVyeDlNKJn8zBwH9KHg13eBUfARHXj1hqFRaHLJ2VcOOdSOiAjS/oKi8EL1ZGfryNWjApSiHw+HcyXAZyrmT+LE4zGUoh8O5aagTI7+989u2bdugsn0dX7dhtWvXru6UKVO2Ll269CKVoLw/6N1JVR6kdDtl6IGdK68rQi9lDcCiDXtvuF9o5g+zyu2/d/Gz8MproMD0MiG2RL4/SlzDUOIeg1L3RBS7p+LX8Ez8Ep6Dg9/Pw6QpC7F4ySI6yQ7kv8+oEBWkqCBGk5OXYUVKMi4Fl+KCbwlKPFSELopJhM5lIrTIOZ0gDkyyj0ahfSRhGAptAwn9UGDpxRKh+ZZvkW9uh7CpFcJGKkKbI2T4GCH9+0yEBvVvIshEaAOEtM8hqHmSUJdQCwF1QrmhST5RhPoVggz1yePgyoqD9mR95KTvglRugVqVB41GQVCK0jMiFCuSoRWnQCPl6UyiaoRUqFJOhx1JkSsx4MzpI1Cdeg2W83VhyXwZ9pxX4chrSIiVoE3hln9E+Bgu+acin5DbPyJ8CKeUytH3YExvjA0rx2Lnnkzk5OZAKhGFqFzOhGe0X6hYIk+lLO1bqmAJUlGIsr9RQmssJMcrJY/5Pmzn4mDNEIimQ2NlaLR/6H3wyOrDo/grvMrGrH9oQNeB0A9B4ygETdMRtswX0qGONWKp/BYxHboeIfsKhCxJbAq9TzcAHuXXrCeqLbM6DGfI856Nw7YVX8LhdJXJ0BsUouVk6LUk6LXE6MtcjnI4HM6dBJehnDuFilKhXIZyOJwbgfqxtWvX/kfv3r3XV7a34+sWr44dOzYeP3582qpVq0CnxfP+oHc3NztIac+q1D/kuG6nDKWUpA/5TRlqOTXxhvuFUorSB0f3te3/Fsc3PIJCwyMIGRqhwNICRfZvUezsSfiOIPQLpT08L4em4h9FM3H++FxMmjofifOSsHjxIsJiJkMjQjTCsmXJWLgoGeknl+CCb3HM1PgFLFlaEhWhM0QROpEwThChtqGEQSwRSkVovrkrgSZC27NEaNjYgvA5wkyEfkB4D0HdW4TXEdQ2IDyPoOZpBDSPEmojoK4uSFB1eRlKJWhEhtJSea8sDvbzcVCc+BiZ6acgkRmgVGRBpZBCrZIRFFCr6XAihVBWHpMIVamV0XJztYrKxvI9ODUaLbldBYVCCZlUCrk8F6fP25B9ohf0Z56COeNZWLNegT23IRyStwiNmQR1yT4mfAaX/HO4GV8wXIzPCeQ+2SdwSZuSc2gC+ckmWJw0Gzv3nEZObjYkEgkk5PlkrGxeWVaqTwc4yeVMlCoUcqGkniVEBWmq0hVBlzMelrM1YSWvCU2GMhmaFTNIKbZ3KJWhkgS4pQ+S43sWHsVr8Cg/gE/dAn5tFwQMgxA0jkfIMhth62KE7SvFQUqby9KhjrUIWZciZJoJv2EEPOqOcLNBSrVhThMGKe1a9hfs3L6mwlL5a8lQevvvlqEVpEW5GOVwOJyqDZehnDuFH0uuToVyGcrhcG6UDRs2YObMmaFKVnd83ao1cODA+F69evWeMWOGctOmTUyE8rJ4zs0OUsqZMuIPOa7bLUP1x6b+pgw9dWDRNfqFbrlKhM5J3Vxu30NLmyBtzz0otjyDfFNTFFq/RrG9E+sXWuIaRLYjUOQci1/Dk/CfJdOQc2YWZsyYi+kz5mPRoiQsXLiQbGk6dCkjIkQjcnTJkmQ4NItRzMriqQidHyNCZ4kidCqKHBNR6BjH+oQW2IejwDqIEBGh3QQRaqIitA3CxpYIG5ohZPhESITqRBGqFUWo5nkENM8goH4MfvXDhJqE+LKy+BgR6otJhVIZ6iFbT14crOeqI/dkZ5xLy0VOrg4KWQYU8jwolFQayqBSycQSeIVYZq6CShlzXaUsm+iujpSmCwKSJTVluUjPduPk0fVQnnwRxrTHYc58Gbbs1+DIewtOyXtwSj+AS0qToM0IX8ItbwG3omUZ8pbk9q8ILeCSNSd//xlLinoVH+Dsvo+xcN50bNp6AhmZ2ZBI8yCVSqJCVMWkrAIyuVw8Hhk5P3rscqhVcsjVxZDn7iHHVZ+8FnGwxMrQmFL5cr1DownR6nBL68Ete468npGBSm3g1/VEwDAcQQsdpjQfYWukd2ikVH4L6x0asqUiZJpP/nY8PJqe8Ciakcd/nD23+Wwczm2JQ0pSz9+QoVcL0VsiQ68jRyv7hz+Hw+FwyuAylHMn8MtPpRWKUC5DORzOjUI92erVq//esWPHJt27d4+vbJfH17+xOnfuXG/UqFEz58+fX0hL4qkIrewPGKfqcHODlFpiy6bbP0jpdsvQ098v/U0Zum7r5gr6he6tMBWaun5N+RL5Jc/CklkThaZXkG/+BIXWNqxfaJGjL2EIStyj8B9F4wiTkHlyGqZNm4WJk+diwYJ5hAVMhlJoOpQSEaJLly5hrF61GIWuSH9QKkITxdL4OUJpvIOK0EkotI8njEaBbQRhCAosA8jx9CZ0J3RmIjRsFERoyNAcIf2nCOqaEt5DUNsIAe3rCGheQVDzAtnWR0D9BKEu/KpahARCmQz1KcvLUK9clKEyAY9MEKLms7WQebQ3TpzIQnqWCnJpBpOYcipF5XRiuwQKhZQgE5Ar2JYmLeXsNiFtqRLL5iMiVCbLQ2aOCYePZkByvDHrFWpOp6nQV2HPeROOvPfglHwgJkKbiQlQKkBbE74RaSvSBi5FK1GMfgmn9HOWIvUq3sfp3Z9hYeJELE/dhcPH0pGXlwupRMLSoEyEyqSQssSohF1WKMh9SjVyZEXIyT4H7bn3YRFFKO3ZWU6GEhyxQpTK0HJC9F64pY+S1/IFeBRvwqv6FD5tewR0AxA0jUPQMhshW2Sy/HrkO2k6dCvCrHfoGoQtixEwTYNXN5DsS85R8gpsWTWZDNUfjcPGpV8iGMq/phCtiFsuQ3l/UQ6Hw6mycBnKuRO4ViqUy1AOh3OjUBm6cePG/xkwYMCRzp07J1S2z+Prd64OHTo0HD58+KaUlJT/27VrF+8PyrmKmx2kdCJp1m0/ptstQ7dt2Yifs/tXKEKL0odUmApNXL2rQhm6f9ficvunb38UFywPIWx4C/nm5ii0tkOxvRsuePrh/xUOwb9+GkUuj8PRfZMwedJ0jJswC3PnzsW8eeVlKE2HCgnRxVExSq8f/j4JFwMLWCKUpkGL2NT42WQbSYROQpF9HAptYwURah2MfOt35Fj6EHoQuiDf1IGJ0JChJULG5ghGRKj2PQSoCNU0JNtXyPZFBNU0Efo4/Op6CKgehE9ZgxAv9AeNTYSKE+SpCPXGiNCoDKXkxsF0uhbSD3bEoYOHceqsBrm5WZDLMiCR5kAiyYGUJS4JsryoVBQQprlTKRopP5fLpUyiZubocPBwNs4fbgvD6QdgOv8YLBk0Ffo6HDlvwyFpAof0I1GEfimIUHkbuBXtCB0I3woovxWvtyN/04bwNdmnBZzSZuS2T+FXfICsgx9h+YJeSFqwCGvWHcSBQ1nIyKQT7OWQyaXsmOggJ4lUjcxcB86cd+Pc2YNQnfoY1rNxsKRVLEMj6dArhylFhagkHm5JbXgkT8AtoxPm6UClL+DXdkXQMBRB02SErPMRtqew0vh85yZBhtppOnQdwtZlCJjnwK8fSfbrTB6DvCY5dVipvJMcz+6UF3Di+A9VQ4byfqIcDodT5eAylFPVuVavUC5DORzOzSDKUPJbJ/HXNm3a1Khsp8fX71idOnX6YNKkSZm058HOnTt5WTynQm52kJJ+WPfbfky3W4ZSXKfHVihDlcdmXKNf6PYKZaju+MTovpnrWkB17H786HgcIWNjBA0t8EugA/55oQf+q7g/LvmHQp83GmtSJ2D4yCkYM3Y6Zs2aGZWh8+cvwIIFSUhKSsKiRREhupBBBems2QvhUM/HBd88MRFKJehMoTReTITSyfEFtjEosFIROgT51gHIt/RFvrkn6xMaZiL0G3J8LRHSxyRCqQjViCJU/Sr86hfh1zwDv+pJBFT1yPU68KnuhU+ZEBWgXlGC+uQxElReXoB6pQJuel0qCFHr2QRk7P8Ue3euxr4fMnH6nBTZuZmQSgQkkmzkSXKZHBXIZUiluZDLhPSoUiFjZeqnz+mw70AGTu3rDt3Je2E69whM6WKv0Jw34Mh7F868pnBKP4VL9gVLfLqVrQnt4VZ0JNtOhC5wq0QUndltLkUHuORtyT6tyb5fwSFpBo/8E4TUTaA72wjfr2mGRXMGYlHSAqSu2IGNW49j195M7Dsow4FDKoIUPxw8hdOHpkNx/K+wniHnnRbH5CMTohEZSqe6ZwjJUPuVvUMjA5Vy4+GUxMOVVwMuySNwS58i5/Eqee2bwKduBb++N/msjUbQMlOcLL9aLJWnMpSmQzeS21cgZE4ifzcBfm1veBSfk9fl8ehU+bQt1bFm2YCqI0NjpGhlCwAOh8PhcBnKqfpUNEGey1AOh/N7EIXoPzt27PgJoVpluz2+bnD17t37/u7du3eYNWuWjw5I2rFjR6V/mDhVm6o2SOmPkKE5B+dVKEN/2Jtyw/1CZyzfXC5hundRfVizqqHQ9BxChg9x2dcSLmVH5J3phTOHvsPa1OEYO3Ysvhs0EaPGTMGMGdNoc2bMnj2bCdH586kQnc9ISlpQjgVJSUhMXIBfw/NQ4p7LSuOLnDNR5BKmxhfaaSJ0fJkItQwh24HIt/RD2NQTYSZCO5Lj+obwNYL6LxDUfYoQE6GNhdJ4UYQGVC/Cr3qWiVCf8lH4VA+RbS2yrVauJN57pQQV8URSoVJBgEa2bhFvXhwc5+OQ88Pz2LdlEHk/dmDnnrM4ciwH5zMykZ2bgzwJ7ctJyYKUkQOpLIcJ0OwcOU6dVeHAwSxs37Ydx3Z3gPZkTZjO3gPT+cdhzXwetuy/wp5Le4U2JtDy+M9ZP1BaBs9EqLITPKquhO5wU9Q9yLYnoQe5rRu5n0rRjnAp2sEpbwOnrAXskk/hlH6EsPZdcg5vQH70NRzd+i7WL22LlYu/w8qlE7BuxXRsWz8BP2zvjowfmkB/8j42Od4SEaG0V2iEa8lQJkTjBRmaEy/IUIKLIqlFqEteRzpQqSF5Tz6BX9sRAf0gNjGe9Q61pcYMUqIydDMrlQ+ZlyJgmAa/bhC8ytbkcV6CLbMGDKfJcZ2Kw65VraukDOVClMPhcCofLkM5VZnrpUK5DOVwODeDGCT81+DBg0/36tWrdmU7Pr5uYA0dOvSR/v37j1qwYME/qATlZfGcG6GqDVL6I2To9ztWXyVCf83ph+Wbdt5wv9CkVRui+/6S3QdnNj+CsPY+hHWvIGz8FP8qbYUNK7qiQ8d+6N1nMLr3GoG+A8Zi7LgJmDZtMqZOLS9DhXSoAC2ZX7BgvsB8Oml+PnZsmYufQ8KgJGFYEu0ROkXsEToBBXZaGj8SBdahKLAMQtjSH/mmXgibupHj6YSQoS1C+laELxHUf4aA7kMmQv3at+EXRahP/ZIoQp+GX/kYfIpH4FM+QKgplMcryvcGvTIRGpGhnhgZGsEtKYMKUW9OHPQna+DEjrexeVV/rFmZjPUbdmPr9hPYve889h3KxqFjuThynG4l+OFQDvYeSMf2nUewaeNa7NgwFOd2vwntiTiYzxHO14Yl8wnYsp5ng5PsuW/DKXlfSIXS8njaC1TZjklOmgb1MPHZC15VH3jVfcRtX3abW0klaVe4aHJU3h5Osq9D+gUcko9hy21KzvMd5KsbwCetD9O5x6A6Xhd5h+pBcrAelEfvh/6UMKndkS4I0Ggi9BoyNLZM3i7KUEdFMjS3Glx5D8AtfQxu2Yvw0HJ5zVdsmFJQPwYhyxyEbcnId6wuL0Md6xG2piBgmkP+dhQ5V3Je0rfJ61QbhrNxcJHjOLi+EWtRcK0J8pHBSVfK0GdupwzlPUQ5HA6nSsBlKKcqQ0Unl6EcDudWsmnTpv8jv9H/s0OHDn+pbM/H13VW//79Hxk+fPiK1NTUf1IRurWSv0xw7izsM4dXmUFKf4QMpRSeH1pOhnrPjq4wFTpvTcX9QjduTo3uq9jaGll7HkCB4WGE9G/ggqMZAvo2mDC2O5q3GIAevYZg6LARGDduDCZMGI9Jk6gMnYoZM2YwGRoRoomJiUyKlkGuk9tmz5oLZdZsFLtnC4nQiAi1T2QitJCJ0FEosA5DPhWh5v6E3mUiVN8OIV0rBHUtENA1I9uPEdA2QUBDRegb8KtegV/5Inyq5+BV1IdP+Ti8yrrwKeoQ7iVUYwLUE0l+XilBZTHiU1Zegl4pQim0FyYdqhSg1zPjoD6WgFPbX8DW5Z9h1eLuSF44FksWzcHy5IVIWbYIqcsXYOXyKVib8h12rmmBE9tehfxQTVZ+TkWj6Xw1WDMehC37SdhyXoQjpyEcknfhlDUlNBOmxNNUqKIDPKrOLBHqUfWGV9UPXvWAcnhU/Ql94Vb1godKUSpEFW1Zr1GHtLkoRN8hz0WeI/dl+OWPIiBPQICct0+UvM5sQXSa08qL0FiulKFRIZodkaHxggwtJ0RpD9GahIfhlj1F3o9XybF+RN7D9uTzNhQh0zSErQsRtq9EvmOjMFGeydCNCNtWImReAL9hAryannDLP4E95y/C8ZHX8fi6e7AuZVTVk6E8IcrhcDiVDpehnKrKjaRCuQzlcDi/B5oQ7dKlS5P27dvzQUpVcZE3J6Fnz55Pjxw58ujatWv/RafF8/6gnJvlVMrCKjNI6Y+SoZqj08vJ0KxDiTfVL/Tc/jnRfXclvom8gzUQ1j+BkOEd/OpvjhPft8PQwT3Rt+8ADBs6BCNHjMCYMWMwfjyVoZOYDJ02bRpmzZoVTYjOmTMnKkUTE+cy5syZi3mJs+E1iP1BndPYsKRC+0QUsKnxY5FPE6GWYQibByFs6k/oQ+iOEBOh7RGkIlTbgvA5AtqP4dd+AD8VoWoqQv9KeBFexbPwKZ8m2ycI9QgPwSO/H155dUJ8+dRnRHjG9gitSIZKBKIiNE+ADQWiYi9HkKJBKhLJZfPpOCgOxuH8zgdwfNOjOLSuPuEZHN/8JNJ2PIS8ffHQHo2D/ayQujSlxcN8PgGWzOqwZj0EW/ZTsOe8BEdeRIZ+BJe8OVyKlvAo2hI6CSJU3ZvQD17NQHjVgwiDyeXB5DbKIHjI7VSIepQ0JdqNDVhyyb+BU94CDulnsOd9AHtuI/J8DWAlz2nJoqnUajBTAZou9AS9Un5eS4ayIUpMiMbDnhUPR3aCWCZ/hQzNSRCEaF6CmA6tB7fsWfIevEPex1bw6/ohYByPkGUewjY6SGmdmA7dwmRoyLYaIfNi8jdT4dMNIOfVkrxOz8KSEQ8jed1zdsdhxfyvrpKeVUKG8h6iHA6HU6lwGcqpkvzy0w2lQrkM5XA4vwcaMBwwYMCuHj161K1s78fXFatz584JXbt2fWfKlCkq8mb9i0tQzu+FDlIqmtCrSgxS+qNk6Im9yeVk6I6dayuUobNSK+oXugnhtGHRfVdPfwa6swnINzyHfGMT/Oz9EhtWfItevXqiX78BGDJkCEaIMnTChAlMhpL/bpkMpelQKkPpMCUqRqkQLc9spC6biZB5uiBBHZMJYmk87RFqG4X82ESoiSZCeyBkpJPG27OEalDXEgEqQjWfED6AT/0OoSF8ygbwKl6AV/kM2T5FeJzwF3jlD8Mrqw2PrCYhgRB/VdozIj6jYlQSkwT9DRFaTobmCoOCaEk4FaM+sl+QECJ/H8gVUqPuDPI4ZOvNItuseNgzqsF8vhpLg1rSq8NCrtPel7aIDM19CQ7JG3BK3oNL+gnc8i/hVrSCR9EeHmVXVgbv0fQThKdmELyaYQLa4dHLHiZGvxMSolSIKrrARcvl5a3glNF06IdsOJM9tyHsObQs/1Hy/DVhzRTkJuV6QrS8DCXnlRkPB5WhWQlMiDopUSGaIMrQBKFcPu8eOPPuJ9Qj70ED+FTN4Nd0RsAwDCETHaS0lPUJjaZD7ZsQsq9DyJKMgHEWfDpyjup2cEr/So6Z9luNg/JgHDYubgKP13fdVCiXoRwOh3N3wWUopyry84/FNyRCuQzlcDi/B+rXpk6d+vO33377bGW7P75iVpcuXeIJnyYmJrq3bt36Ty5COf8usqSpVWKQ0h8lQ7du2YTLWQOYzLxEtos27L3hfqGzUzeXE6m7k+vCJamJsP5lFJo/RJG1BRJndETHjr3o/02KytDRo0dj3LhxmDhxIiZPFkrlp0+fzoTojBmCDC1DlKOzZ2DL2mkoskdEKC2NH49CNiwpIkIHiyK0jyBCDV0Q1H9LaIMAE6FfwK/5FH51U/hV78GnfIPwCrzK5+FRPE2gadDH4JHXhUf2CKEO4X64pTUICXBL4stLzchwJNm1S+GvIiJBY0WoKEOdYmk5LRG3ZYkl4ywpWQ22jGqwpteAJaMmLOn3wpxxr7AlWDJrwpqVQPapTvZ9CPacp+CQvAyn5E24pI3hkn0Kd3Rw0rfwqGkqtA9hADyaIaL8HAmvdpTISAEmRIfECNHu5DE6CRPmWTr0E/I8jeHIfZM854vkuWmv0ntZujMiRC3pMcRK0NieoRnxbB+WCo0kQ0UZyoRoTgXkkvtyqpH7a5DL5D2S0HL5N+FTfUne615sYnzIksTK4oVBSkKpfMi+ASFrCoKmRPj1o+FVdyGv0XvkOR9kPVcNx+OwPflFpJ07yeRnUXEp41ol83/IACVeLs/hcDhVAi5DOVWNv99EKpTLUA6H83tZt27d/3Xt2vW1yvZ/fMWs7t27f7to0aKSLVu2/B8XoZxbwZ51VWOQ0h8lQymOU+OZzDSfmnhT/UJT1q0tNzwpa3cdhLW1EdK9hlL7RzDltsSo4Z3Rrr0gQwcPHozhw4dj1KhRbKI8LZWnQpSmQyPl8mVSNLIVmDVzGvbvmoJSzyRRhI4tE6GWYcg3UxH6HROhIWNPIRGq74igri0Cuq/h134Jv+Yz+NUfwqdqQmgEn+Kv8MpfINSHR/4E4VFCPcIj8Egfgltah3A/nBLan7KaOLyHJhIFmBCVlE+Luq8Qoq5IEvRKEfobMtSRLUxTp1LQnikmPqn8zLiP8ADM6Q/CRDCev59s74U1szr7W1tWNdhz6sCe+3SMDG1SJkPp4CTaK1Tdk5XHs0QoTYIy+TkGPu1Y+HRjyOXR5PKYqBClpfNu1QBh0jwrl+9AHrMlnNLPyPO8D0deI/KcL8Oe/RRs2Q+Q4024Oh0qQgVoRIxGRaiInexnzyrDQc5HkJ/VrkC4jUpiRza5nkunyz9KzpW8l4rG5H1uy3qHBsyzELYuQ9i+FvmOTeJE+Q1MkAbNSWLf0F7s9bHnPCr0DT0dh/0rHsGOzYujIvRaXCVDG5QfdMSToRwOh/PngstQTlXj8sWiGxahXIZyOJzfC53H069fvzmdO3euU9kO8K5fvXv3ju/bt+/IpUuXltAeBlyEcm4lvzVI6cIfNEjpj5ShmQcWMKF5+sCim+oXum/n4qgM1e5sC92J+1Fsqoug7g38PfgxjuxqjT69u6Bzl17o379/VIaOHDmSlcrTdGhsuTwVohEpeiUzpk9B1qmJKHWOLxuUZBuJfMtwIRFqoiK0LxOhwUgiVNcOAW1r+LVfwa/5HD7VR4TG8CrfgVfxJtm+Co/8eXhkT8EtfxRuGU2E0qE8BOlDcEnqwMXKsO9hScSrB/nEC7JTFJ9COXz8VfIzWhafWzFRERorQ7PjmRCkotOaURPm9Fownq8NQ9qD0J8j23O1YDp/D7kvQUhTZpNtdnXYcx6EI+9pOJkMfQsu6ftwyT9j/UJdynbwqLrAq+4lDErSDiGMgE87Cj4dFaHjCOPF7Vh4mRgdQRgm9BCNpEOVHeGStSZ8Dof0Qzgkb8Oe+yp5/mcIdWDLrHaVDLVGhWg8uVwGE6GZCYxYGepgojNBkJ2iBBUuVxcvV2cylN2X+wB5neuSc6VSuyF5X5vDr+uFgImmQxcibFslDE9iMnQjux60LBH6hmr7w634Co7c+rCQYzWfjcOJddWwObXndWVoUVEJ5s2bf30Z2uDWy1AuRDkcDuePh8tQTlXi7z//eFMilMtQDofze6EzechveDv5Pf9yZbvAu3r179+/1qBBg5YsX778AhehnNvB9QYp2Yd0vO2DlP5IGbpnu5Dw3LBt4031C1UfnVzWa3RuQxjPVUeB6TEEtG8DFz/G0gVt8M03XdCjJ+0Z2g/kv1sMGzasXKk8laERIUpL5qkULQ+9bRKmTZ0Ei3QciuxjmAQtsI5AvmUo8q1DEDYPQNjUDyEjLY+OJEKpCG0Dv+Yr+NVUhH4Mr/J9QYQq34RH/hrhZcJz8MiehFv2KNzSumRbBy7pg4Q6cObVZqLNmXsvHDnV2WRzJipj5CWVmbHys1wa9Mr+oHm/IUHLiVARsXSc9gM1pVUnr29N9hobzyXAfJ6W0Avl9CxBKspQRy6VoU/BKWkAp/RNOGVUhjaDS/E1XEraL5TK0N7C0CTN0LJUaFSEThDQTxCEqHa02Ed0MNmvH9m/B3kcWirfmvUNdVIZmifK0BwqQx9mCVVbjAwtIyJBE6LYMmh5fwITm1ERml1NpDqDCtDIZYEawjZHlKPk/XHm0fftCfL+vUqO8SP4tZ0QMIxA0DwXYWsqwvb1CLN06EbWRzRkpX1DZ8KnHQK38hvyur3Mhj/RvqGZO+Owd01zFJdcqJBYIRorQyM/lmNF5W1JiTbgMpTD4XAqAy5DOVWJyxcKf5cMPXrkUKVx+OAP2L/ve2yr5M84h8O5Oah3W7hw4T/Jb/o3KtsH3rVr2LBhj48YMWJbamrqr3xiPOd2cd1BSqNu/yClP1KGUtxnxlYoQq/VL3TG8s24nN0/KkP3L38U5sx4hPRPsUny/1P0MSaM+QZfftUFvXv3YMlQKkOHDh3KZGhsqXykXD7SQ5SK0QiTJ00U75uAYvtoFNpFEUp7hJoHEb5D2NxXFKHdENR3QkDXAX7dN/BrW8Knbg6v6hN4lR8Q3oVH+RY88tcJrxBehEdGZegzcMuegEv6MJOgLsmDcOZRHoAj5344cu+FnQk4Kh0FIUrFZVRilpOhkTL6G0yCihI0QkSERq8z2UnFqHCZ3Sf2E41QJkOrkWN9gBzPk0IyVPoWnLIPWDLULf+anHsHeFTdyOvRB171QKEEXjeSQFOgggj16ycSIjKUCtLRQjqUylA6cEnVQ0iGytvEyNBG5HlpMvRZwiOwZdWAlUpcKj4zYomVoNVYgpSV9os4sqrFiNBqV0nRiAi1Z9UsE6RMhtZk7xUtlXdLX4JH0Rg+zTcI6AciaJqOkGUpwrY1QiqUsRZh63Jy3xxyfiPI6/Iteb0awpp1D4xn46A/Hoc9qz68pgyNJbECGXolt7x0vgGXoRwOh1MZcBnKqSr87eeLNy1CIzL09+x3O/A5rZBLc3Bg/75K/+3H4XCuDxWiffr0aVvZTvCuXL169WowadKk/atWrfon7VnARSjndnLdQUp9vr6tg5T+aBl6/Pvkm+oXmrRqQ7nhSZojVCJWR0D7DC7Y3oUl7zMM6NcOX7Toiq7deqJnr37o128gBg4cgiFDhmPYMCpER7NyeSpDaTp0/HiaEp2IiRPGEyYwATpx4niWIJ0+dQz+X/4IFFiHMgQROgAhlgjtyURoQN9ZEKEsEUpF6Bfwqj4lfEhoDI+iESujdstfhVv2EjyyFwjPkssE6ZNMgrokD4kitLYgQrNrEe4jl2sKspGlF2OkZSQhyhKgMT1FY3qLRnqNsvL6nIoQp8nHpkKzykSoPbOMMgkaXyZCRRnKxGEulbdPkOMXZKhL9gE5XypDW0ZlqEfVh02Rp+XvNBlK+4TSFKg/NhXKuFKG9o+RoUKZvFPaVJShr7AyeVt2XXJcNZkMNZ8Xk6BUgjLoIKjqZdCBTyIOym+K0BqiCK1RXo5SKZpbg5wv7Rtaj7yXz5P3uBF5778k59MbAeN4hKwLEbavFPqF2jcR1iFIhyiZ58GvH0POqSs5j3fJsT8Iwxny2tJS+a3vwR8IVShAS0ovMmgy9EZkaAQuQzkcDufOhstQTlXhUmnBHS9DY7GZdFyKcjhVnF27dtG2dzu7d+/+ZGW7wbtqderU6fUJEyYcXrduHXbu3MlFKOe283sHKdFU6Z5tq/DD9hT8f/beArqNa93flsxhZmZmaJg5TkxhO8zMzMzYJA0zJ+aYQWaUSbIlSzKF00Cb0+quc+9Z3//8vr33zNiSa6dNmkRJM1rrWQOa2TOzJaf20xdcr+zDw2s7EHB9E0JurEf4zVWIvbUUCbcXQn57PtLuzMwn/c40pN+dmk+415piZeg++UMjGXrFb2/BuWQcw3Hpdej16HXp9el90Puh90Xvj94nvd+T5GfqQ+qFnj13JF+E/hoyGTF3yiIvwRLZCfXwW3ZH3Dk3ACNH2qF3v7EYbjsJdvZTMGbsDEycOBsuk+di6vT5mDN3ERYvWswiRKnwXLaMRoouY6xYTtbJ9tJlVJguxqE9C/GvvLl4opiDx4qZxs2S8kWoA7ITbXkROgi6uH7QxfaELqYrdNEdoIluQ2gBTWQTQiNCA2RG1kVmBBWhlZBJ0+LDS/Pp8VSG8iKUkBFqzYs7M05MhgiRmgV1RDNlBbVEBfGZL0KLlKCFhGgREaKGMjS9SCFqIENllrwMrUaeoTFLk6c1QzVR/aCJGc7J0NjxrJN8VuIMliJeUDN0MbLlS5CdxKfLJ3HNlLKoLE2ci6yEWVwH+rjx0JBxqFxVR/WBOqIrVOFtkBHWmNxDHUJlJkO5OqDmTIKmCxKUNoIiZARzUpNDEJt/FhUqiFBLGKXKs9IAtG6oNfkMK5LPtC5fN7Qfue+xyElZjNy0bSwSlEpQLjL0FPKUR8j+neR5l0MXPwmZUd3JvVdiafJKHwk8z9bEg7uXjeRnYVia/I6dogwVERER+U4QZajI18C/fvn5o6Xj1ypDKT8/zUF4aLD4d76IyFcKzcxes2bNLxMnTuxqaj/43bwcHR3br1692vunn35iItTUXwKR74f3NVJ6s8gReeMLZGjelH7IumEL3fWRn4Ro9/nFytD9ci8jGXrDZ/Pfvt7RM+c+qF5o4J1N+TI0444DIu6UQm68DbITGuC1ujOCXPvj5KEROLrHAYd2j8OBXc7Ys30qtm+ega2bZmPj+jlYtXI+Fi9amB8hunQJFaNLODlKlnTfksWLWEr9jfPz8Fo7B4+oCE2dlt8siYrQ3OQxyEmyR07iKHL9YbwI7Q9dbC9oY2hkZCdootoRWiIzsimhEaEBa7jDidDKnAANL0GwYd3JaVRoRmhJJkE5icfVtmTykZeSKj4qM1+I0i7nrNGSQbMlmZkBZDuUO77gHG6f4X4hKjQ/MrQQRcpQvqmQKqwEVOFVoY5oSJ6vDTKjuiIzmusmrxUaKMVNYvU/dYmzWBOlrMT5nPSUE5IWITtpMZOjHPS92eS4aazxEj2fjqOJHkTG7gF1ZEcyZ62QEdaIdZPPCKFp8jZcCnywRQFBlsgI4lLcKSoqNkMEqVlYgJoZiFBeetJzQq3yI0SNIkNZEyUL8szloImsDS35nHWxPcj3wI51lc9N2Yg8pZAqf5qLDKUd5RW7kZ28mqX/01ICGbJq+R3lvX6ywalD84oVoUKU6F+VoZ+0bmhTUYaKiIiImAJRhpqSZ1/BPXwdvHnx+B8pQwVS5HEsHdfUfweKiIgYQ38ujx49iokTJ/YzsSL8Pl6Ojo5d165dG3L27FnQ1Hi6NPWXQOSfxbULP8L32jZE3VyBlDtzoLrjAt2dsci6bY/HJ0e/N1X+0dxBRtGh2QeHfpMyNOXq+A+sF3oWaVfHMPmbc2c0rm/uiMh7VsiNL4WcxEbITuyMN5o++M+zIfjPc1v8z2Mn/J43Af/KccEb7VS8VM/AC/VMBLrPwfJlCzBv3kImPAWoAKVQUcrqiy6cjwC3WXipmoVHaVP5iFAX5CZPYJ3jc+SOvAgdgaz4wdDFUhHaG9rYHqx+pCaqPTKjWiEzshmhMSdCw+sQakAdUYU136EClAo1KtZoSrxKZo2MUBuWys2iG6l8DDIWkRkCIVK+8Y9ZIflZNCpD8VmYkD+XoflClBybnp8mL8hBKkPJM0U0IFD52xmZ0b2giRlE5sOW1cfUxo+HNsGFpb3raISofBaLEs2Sz2M1NDkWcsvEuZw0TZgCXfxEaOMcoYkdScYcwKIp1REdyPWak+vWJ/dQg5ehJfjoUENoZK01J0JDDcVmYQlauIGSJatBWiBBC6XJs9IA5kxCZ9K6oZG0GVYT8rl3RXb8CGTLpyM3dS3yFHvwKP0YHx0qyNA9yE5Zy+Ygk8xPhqwOk6GpPhL4nZfg3IGh7xWhf1WGig2URERERP4ZiDLURLw7BP3zAaa/j6+Ad29e/C3R+C3IUEGIihGiIiJfHzRVftasWQtsbW1tTO0K/9GvcePGdV+/fn0y/YeQhuSKIlTk73D5wikmPeNvL0LGnSnIujMGWbdG/6kofLvSsVgZ+nKJrZEMzV004JuUoQGXim6eVFy90K1Hzhidf2plQ0S7mSMnvgxyEpsgL6kLHqf2wZO0IXiWbosXake8VI/DK80kvNFNxi/Z06B/PB2hXrOwYP48zJk7nyznY+GCQiych7lz52HevDlIlk3H0/RpeJQymeCMvJSJTIRmUxEqt0MWE6FDoIsjn0FMb2hjekITTVPEOyIzqg0yI1sQmvCSsC6hJtThVaEKr8CnlltClS8que7mVIRyqd609iUvQ9lSaiRDVbwMFYSosRQ15+G3Q41hx4cICGJVGFtisCxIzRdkaEaIYc1QXh7KaGRrRfJs9cgz0mcmzx9N5iJmIEuV18SOInPkBF38eOgSXMi8TSVMhy5xJpcOz4ToPC4iVE62E6koJe8nTGbnaOMcyBhknJgBXNRpRHuWkq8Ko53kq5F7od3kS5GlDS9Fbci92zARahzZWZQINf+DDOVKE/yJDKUCm8rQiBKEaqwEgja6M3nOYchOnIKclFXIU+xEXvpRPEo/xchNP45cxT5kp6wnzzaLNZhShTdgTZ+SH0oQelWC+2d+eK8MfV+afAeD5V+Smx8hRE0tBURERES+N0QZagpyoM8pAX22hKxf/grux3T8/u7N35aZ34oMpYSHBpn870cRERFjrl27hsWLF8smTZrU0tS+8B/5cnR0lE6dOrXPtm3b8uiEX7x40eQfusi3B62DGXFzJaujmXXb4aNF4bP9du+NDs2b0t9IiGadG/HNydBr5/Z8UL3QwyeOGp3/46qaiPWUIie+LHITm+ARlaEpvfE4bTCeKEbiidIeT5VjCRMJzniWPhkv1FNx/9oMTJ06C7PnzGVd5ufNm4f58+Zi/nyOefNmk/dmk30zkUclaKoL3yxpHHKTxhAckC0fzUeEDkFW3EBoY/tCG9MDWiZCOyEzitbNbAl1RFOWOq4Orwt1WC2ypHU1K0EVVpaLApVJyVLCusVTWNQlS0M345oABUp4yL5A/r0gIW3ejEMQoiG87DSSoUVQKCKSq0fKjWcUeSoI0SKjRA06yfMyVBVGm0DVQmYELQnQlszDD1yqPIsOHQ5tnB1hDHTxE6BLmMREJxWe2TRCVD4bWUlzmAjNZksqSaeRY5zJ8TTFntYdHUbG6seNG9GGda5XhdF6oVX5yNAyZFmaQKVoSSZGVaGCDC2uPqgZjCNDLfLriRrXCrWAcS1Rc05is8hQC1b7ldaC1UZ3hC52ELITnZGTvBy5aTuQR+uG0lT59JPITT+BXMV+5KRsIM83D5pYW6jCm0ARZM5kaOw9Ca4d7vReEVpcA6UORSFGhoqIiIh884gy1AQ8H8KJ0CxCTjXT348J+fX1878tGL8lGUpriIpNlUREvi5okOLGjRv/PXPmzOGm9ob/uNfo0aOlEydOHLBly5bHtCaBKEJFPoQbF48j8fYCZN0e88kiNLMv2uLXJcXL0KeLjLvK52wc/M3J0IM/XfqgeqG3zmwwOv/oiiqQ+0iRE1ceuYlNkZfUmZehg/BEMYJgR3DCE+V4wkQ8S3fGC9Vk3Dg/HePGzcLs2ZTZmEOYO4cuZ2HOnJlk3wzMnjUdy5dMRW7yJOSlTkBe8jjkJDnxXeNH8RGhQ6FjIrQfiwjVRneDJqozMml6fGRrqCOacw2FwupBFV6LUA0qWSVCOWTIbHiZKDGKyqQyUhkk4UWoGYsYVARK+CUVomacDGVClMNQiNLIUlVIQYSjWlYEhkIv2Jydz7rVBxeQXxc02MwgJb9QVGiIIEMtuTR5JkOrExoik6bKR9HmUd2hiaGimNYOHQltvD2B/JwkjINOPokwFVnyGbwMnc1S5zk5Oh1ZiVMMZOhoMgaVof3JmN3I/LZjopnKUJWsGpOhGaFleAlKKfEnItSsCIS5K4gAzWBS1JwvB/DHMVjjqnAJed7yfBOlduw7oUuYQL4vtInSFuQpDyAv/TjhJFvmKg4gJ2UTq5mqibWDKqIFFEHWTIYmPJDg+tH2Rg2UCovQ98rQj434FEWoiIiIyFeLKEO/NLcLRKhOCr2W8HrtV3BfX57ff339SQTjtyRDKbTLvKn/vhQRESmAOrpjx45h8uTJ403tDv9Rr9GjR1s4OTn12LFjxxNqnMXCySJ/lduXjnCp75+wgZEhP29xKFaGvl3s8IdGSrpr344MTbzq8sH1QmMvTzGODF1XAcn+EmTHF8jQR6m98Th1IJ6kDcMTxSiCA2EsYTyeqSbiscIZ505MhZ3DDMycSZmJWWQ5axYHlaCzZk7DzBlTsWG1C3KSxiEveQxykzkRmiMfhezE4Xxq/EDoWERoLxYRmklFaCQVoW2YCFWxNO76TIRmhFVjXcMzQstxDZKoYKNp5yFcHVClkQjlYWny0nwRSqH78mXoH6QoFZu8vAspiHBUyywZxlGOfCMhHnY8PZeNYc6NwYtSIeqUNW0KEdL5zfJlKBtbVgLqsLKsBAAtB8A1jGrDomQ10T0I/aGNHQxt/AhoE+yhSxhLmAhd4mQWAcq6zNNoUAG2bzJ5fyJ3LJWhLE2+PxOsmZEdyHWakWuS+ZVVJ/dE57ZsfmSoKtSmCBFalAAtHBlqni9BVYIINcAorZ5FhkrJM1MZWprJUE1UWybHs8g9ZyctQG7qJuQp9iFPeQx5NCpUaSBD5QuhiXOAKqIN+fxLIslHgkQ3CS4faIr0DHWREvTpsxcMQxlqJD+biiJURERE5J+GKEO/MHk1C0SoIEO1Jcl7z01/b1+Ytz8//S5lKOW2GB0qIvJVQeuGzps3b+mwYcPMTe0Q/xEvFxcXKycnp17bt2//hUpQsWCyyF/l4bUdyL75eSSowKMfR33xRkpfSoY+vLjyg+qFbjp89g9jnNtaFmmBEmTFV0COnNYM7YRHyT3xOHUAHqcNJYwsiA5VjMVL1XhkySfi8L7JsHOchunTKVMxYwaBrM+YPoVsE6ZRnLF90wTkUAma5MDqg+bIbZGVMJwwmKsRykeEcpGKnZgIVUe05hr7hDdhIjRDVptQHemhlQjlCCVZl3hOfvLCU4AJ0AIZygRoQAFKAXZ8YSFqzigQogV1L7l0byuoZYZNhITO6sZkBFsanGvBIiWFaFMjKWgkXK2hkpUk45eBOqwy1OG1+ejQVsiktVPJ/Gij+0IbR2UojQ61gy7eiUVPZiW6EIToUCpBBSFaWIbaczI0diCZ717QkPmmtUnV4YIM5SNDyfyqQoWoUMuPEKHGGMtQg5IEoXydV5mUPLMEmeE25POvAU1UK/Kd6Eu+I2OQLZ+PnNQNrGFSnvII4Thylcd4GboFWUmLoYlzgiqiPfnsyiDZR4IEVwluH6mG9WtXYt/+wzhH/pt07PgJXL9xE7du34GX90PIZOFYvWZtgQz91PJTrBMqIiIi8lUhytAvyC+bORFqGBWqMYM+k/Bivunv7wvy2y+vPplY/BZlaHSkzOR/b4qIiBRA64YuX77cc+zYsU1M7RG/+ReZRItp06YN2b59+++iBBX5UDR3J3xWEcq49uUbKX0pGXrp3MEiZejW40XXC913/Eej8zOvjMDVvaWhDKYytDzfQKkDHiX3wOPUfqxu6OO04YRRBAeCE15pxkIZNR5bNzjDwXEypk2djKmFmTIJkydPxIxpE7F/x1gypj1ykkaR8UcgO2FYfo1QXRwXEUqbJWVGduFEaDgVoS0ITZER1oB1CU+X1UB6SGVyn2WhDCpFsORlJic+86M+AyR8OjwvQwOMZWiakRA1Yyn0jHwhas5jweCiPAUZSsWnAfkylBOiGfkYClRBhhZGqKtpzotQK2TwMlQlKwsVa6JEm0Q1QCaZCw2ZF210VzJXvaGNG8RFhsaPJvPogKyEcUyG0mZD2ax2qEFkqHwaixrVJU7iUurj7ViaPWvIRGVoVGfWtV4d1pBctwYrP6Cm16f3kS9CLf6iCDWuGWokRIWoWKNSBHyUrIEMVYdbQkObKEW1JM/ah9zvGGQnzUVOylrkpu1CnuIg8pRHWYRovgyVL4YmdixUkZ3Jd6Q8k6HRdyQIvdkUKUmRyMjQIjk5GWlpaUhMTERcXBwiIyMRHBwMDw8PXL58GRcvnMeRwwexcf1azJ09HRPG2GNI/17o270DOrduhDaNq6N9Y1GEioiIiHzLiDL0Y4iA/sUI6J92gv5JuwKe9Sb0Je8Nh/6lI/SvpkL/ZgX0v+4m55yEPqdUIREq5USomlKCHPPS5JLyS/HmxePvWoZmqZUm/3tTRESkgCtXrmDdunUvZ8yYMcLULvGbftnZ2ZlNmDBh6I4dO96I9UFFPoYnD6d9fhlKeLbvwxopqU4Ng/LCUKSdG4qUM0OQ9NNgJJwchPgfByLuxEDEHh+A6KP9GRGH+zHCDvaFjMfj4rRiZeieeE8jGXr67lp2Dj1fGEsYm16HXo9el16f3ge9H3pfigvDsPf01WLqhV4oUoZeOL3DaF7UV4bj5v5SLM08K648chKaIE/eHo9SuhP64nHqIAIXHfo4bTQepdrjrc4BicFjsHLpRDg4OmOyizNcXFwwebIzpkyeRNbpvglwnjQO06aMw/G9DniUPBrZVIQmUhE6mFxLiAjtzSJCNVFdoI7oSGgLVVgLZIRREdoIGbJ6SA+tCWVoFSiDy0MRVIpgibRAKYtmpdIzLYBDwWO4zsHLUH9eiLKlGUMpwAtRZSDtPl8gQ42kKIv4tGJRnyo+SpQKUg7LIih4P1+aCh3ZhaZCvAil6ehcNCYnQ2lzqMzwmoQG0EQ0Y2njmugu0Eb3hDZ2ALRxwwi2ZB4dyHyOQ1bCJGQnTOZkaOJMVi80m0WHCjVD+cjQeAd2Hk2110T35mqz0rqs4Y3IvNdmEakqWWkDGWrxARK0uOjQQnVUg6R8OQK+uVQoJ0SZDA0zgya8MjSRnAzNinckzzIbOSmruSZKigN8dOgRroFS6lbyjEugiR0HdWQXKEMqIMWXa6AUeqsB4qO9oVCqmQhNT0+HUqmESqWCWq2GVqtFVlYWcnNz8fjxYzx9+hQvXrzAi+fP8eTJE7I/BwpFGmKio+Hr8xBXLl/CieNHsX3rZsybPQO2Q/ujR6dWaNe01vtFaVNRhoqIiIh8DYgy9GN5Dv3rBdDnWHI1QP8KxYlQFSHDHPqXq00uKb8E7968/KRi8VuUoRRT/70pIiJSAC1puX///v+Sv9+nm9onftOvMWPG9N61a9drKkLFqFCRj+FV8Cy8C3bBo3v2n0WC0sjH9IvDkH5y6HtlqG6Ocap83LxecN/U7aO5cWJSsTJ0d5yHkQw9cnXVR13j5g7HIkXortPF1wv1Pj2HzQedFzo/aReG4tr+kkgPFWRoI+TK2yEv6Qc8SulNGIBHqUMIw/E41ZZsj8avOntE+Tph/tzxcHSagEkTJzKcJ02AizPZnjSeidBJE8diqosTTh8ajUfJNCJ0KLISBrHUeG1sHwKfGs9EaHtOhIa35ESorCG5p7pQhtSCMrgalEEVCaWRFmiZLz8Z/hypfgT/gm1GvhzlBai/oRA1YxQpRZkYNSdLToQqDYRoerAVS89PDzaWnUVLUUF+WhdB4fdsCuqFsgZKlZEZUQOZkfWhiWpBaMfEJSdD+0MbT+YyfiQXGRo/ljCRzC2VodMIMwhTyXwTaC1R1nF+As8Ycu4oMsZQMvd9WbOqTDI27VyvDq/DpeezyNASBunxQn3UDxehrNyAUSkCrn4rJ0Sl+UJURb5/KhmNDDUjz1yJPbOORYY6QCefiezkVchJ3YbctL3IVRwiHCHrtJv8Zk6Gxo2HKqIr+b5U4mTofQlCrtdGeNA1xCeksGhQgYSEhHzkcjmDRo6mkD9iU1NToVAomDSl8pSK08zMTCZNHz16xITpy5cv8YwsdTotOScZgQH+uHb1Mvbs2oHpkyeia7tm6NisplE3elMLABERERERUYb+fTTQvxj190SoypyToemU0uTYHtA/Wwb9r/fJ+C9MLi8/Jb+/e/PJ5eW3KkNFTyAi8vVAfx5pacu5c+cuMrVP/GZfjo6Ofbdt2/ZUrBEq8negMvQ32RTGr8EueO4xBlk3PkB2Xh0BxfmhSDw1CNHHBrDoyqC9veG7oyc8t3Q3kodZy0cWK0NfL7Q3kqG6SX3gsfHrlqHn9i8ppl7otSJF6EaC66Ye+efT+XHd+APuHLZm3dizYgUZ2gF5SV1Z3dBHKf0IAwlD8Sh1BPJSbPEuexRCPewx1WUc7B3GY8L4cZhImTCWMX7cGLJ0IvudMNnZHpdOjMST5CHIjqdp8f0IfaCN6cGlxueL0DacCJU1JffSCOmh9aAMrQVFcDUogiohLbAM0gKskOpvxqRnqiBACSmFlml+xnI01V9K9hXI0DR+u1ghyrY5GaoI4AkiBFoiPdCSl6FWjMIRoMbRoNYFwjPEEGGfDSdBWcd2GhFaiq8XWgHq8CpcZGhEfWgim4M2UaKNpei8MRkaN4Slymcl2LMmQ0yGJk5GjnwaS5PPTpqJHIqcCtHx5D176Mj8a2N7kPmnQrU3S7tnY0c0INTmOtgbyVAzTlKypUHDqMINpPLXDdPiORHKIkCpBM2PvJXmN7RiQjRIQo6TsO8fvRarGxpZHpqoZtDQhlpxdqwpVHbSCpYSz8nQg5wQTdvHp8nzMjTyh3wZGndfguDrNRDscxpR0YksLV4gKiqKER0dnU9MTAwjNjaWQaVpfHw8E6Y0tV4QpjTClMpSQ1GanZ3NIkmf8xGlCQnxuHH9KlYtX4xObRqZ/I9/EREREREOUYZ+KoKhf9z8w0SoupAIVVpAryCkEVItoU8hJBPSW0L/aAn0v3qbXGb+XX559eyTS0UqQ5890pkMUYaKiPwz4OuGXra1ta1uaq/4zb0mTJjQd/PmzVlUhIpd40X+DoYy1JBfg53x8uE45N3lIkY11zjpSdPFww/1Q8DuXvDe2uOD5GHE2n7vjQ7VTOtnJERDl33Y+B8rQw9fW/1R1zhy7EAx9UIvFylDtx0++Ycx7m/oDP+zVkxEZUVLkRtng7yEMshLao285P6EwXiUIjCMbI/EbzkjEXB/NMaOcYK9vRPGjRuTz/ixZHusI8GevG8Hl4m2uHZqGB6RsZgIje1NEESo0CypDTJoarysKdJDG0EZwkWEKkKqIS2wEtICyiLV3xqpfuZMeDJ8iydVIF+MShlphiI0HzMyPi9EC4lRQYgyWISo5R8oKiW+QIQWwlCICtGgrElRKQ4mQ8tDzeqFVoMmohY0kQ2gjWoObXRb6GK6IDu+J3ISByI3aQT5LOzJvNJ6rOORLZ+ErERnZCW4QBtPiHOGJm4CNDFjkRntROZ6NNRRg8h6Z2RG0JT4WmRZlVyDXqs8Mgm6qHLIiiFElSXrVZmAVcqaQxlcjjyTBOpQHpkZMmXmZL2QAA0taBCVzovQdF6EMhkawElQBb9M5+u60gZY6bwQ5ZoolSHXbkrunYrbUeSZpiM7aRnrHJ+btoerFao4iByyznWTpzJ0HPkeGcvQkKtV4ed+ECGyaISEhCA0NDR/SZHJZIywsDCEh4czIiIiipWmhrKUIshSKkppVCkVpEIUKZWiz549Q3RUJBbNn4MeHZuZXAKIiIiIfO+IMvQT88tO6HNsihehQsOkvypCk6yglxMSKdaEMmQMO+h/vmhysfmh/Pbrp2uaVFiGmvK79bFCVJShIiJfF7Sj/Pr16zMnTZo0xNRu8Zt6jRkzpuuWLVuUtNaAWCdU5O9SnAwtzCvfici+54Dkc8MQtK8PPDZ/uDz0ILxcal98V/l5w41kqGJ67y8iQw/c2vjB47tu7oXdp65/UL3Q/Qd3FTnW9T3WyAiSQBdthez4JsiRD0ReUgvkydsgL7k38lIGE8jcJA9DbtIw/J47FD63bDHa1gF2dvYY4+TAQ9bH0G07wig4OYyE88QRuHOOjtcHuthe0MZ05yISDUQobZZkJEKDakIRxInQ1IByhBJI8TdnkitZwIcj6WHBukCKj7EYTfGVkqU0X4oaY8YJUf8CqBRlgjTQnCEI0fQgrku8kCYvCFG6n4sUJfMYYhANWihFPqMIGaqWUUogM6wENOEloYssjezoMsiJLo+smCrkM6kJTURtKIPrIt67PsLuN4LftcZ4eKUJfK81hc/lJgyvS03hdbEJPC80wZ1TDXHpQD0c21IL+9bVwL611bF7dTXsXFkVB9dXxI/bSuP4lpI4tL4E2W9N3rfG/rVW5PjS5HtbD15X2kHm2hXyoP5Ijx6OzFgnaBImQSt3Rma8E5RhfZAa1JjcVwXkxZUg92sNbYQV1GGWUIfSebBgMpRFggYZRtzyMtRfwqDNrYQGWDQ6tCBVvjT5bjQm3xPyXYkbCR1N/09ajJyUjchJ3ckiQlmKfOoeZCdvgk6+iMlQFZWhwQaRodeqwM9tP2ThcUx+0oZJQUFBCAgIgL+/P/z8/ODr68uWFLqPvhcYGMiONZSmgjAtTpZSUWqYhk/lKK1LmpeXx9Lqg4MCMd7R1uQiQEREROR7RpShnwMt9M96GYtQ7QeI0NRCIlTOi9AEQlJ1Mu506H95+Bnv/xHPp03Rf/Py0zVNEmWoiIjIp4Y2kN26det/Fi1aNM/UfvGbednb23dft25dIv0HjcpQU3+IIt8+f1WGFsUvQS548XA8su86QHFpJKJPDELAnt7vFaUpq4a8Nzo0a1JfIyHqs7b7B4vKLyFDr+8cX0y90JvF1gs9s3suO/fCsi7YO7cXdi8bhw2LJiPAdTWUiQeRkXoTytQApKapkZGwCrqYqsiJL43cxOrIk7dEbnJP5CQNxP/kDoLbteEYNGg07Ozs4OhAGc1jC0f7kWQ5AvZ2wzBpwlC4Xu5DxugBbUw3aKO7IDOqIzIj20Ed3gqqsOZIlzVBemhDJvwUwVSEVkVaYEUmQlP8eRHqJ0GSL8GH56EB3rwUFRCEqA8vQ9k6J0RTeFINEYRoITHKRYuaG0WI0jR5JS9FM/JrhxakzSuDi0qXt4JaZo1MmRW04dbQRVgjO8oGuTE2ZN0GikBrJPtaI87LBv7XbXDzREmc2FYa25aWw/LpFTB3fCVMdaiISbaVMGFYRYwbWh6Og8phdL8KGNmrHIb2oJTBiF6lMapvKdj1L0XeK4WhPUtgGGFknxIY0duGMbq/NRwGWWPMEBs4DS4Bx4E2GD/cguEyygKT7UpgikNZzBhbDjPHl8M854pYPK0aVsyphVWELSsa48CWNji+qzVO7mmK03tq4crhUvC7ak4+H0vynJbQhNOoUTMuMpSlxwt1Wo1rujIhGsjJUNrAi0afMhkaVgqZEQ1ZPVlt7AjoElyQJV+A7OT1yE7dwaXKMxm6m+zbCF3iIq6bPK0ZGlyJff7xDyTwOVcWR3a7YOeewzh06BBOnDiBM2fOsGwGmhpy9+5duLm5wcvLi8lQQYTSJZWkPj4+ePjwYT50HxWmVKjSCFNKUaLUUJDSFHsqRWmtUaVSAcdRw0wuA0RERES+V0QZ+hl5vcggKvQviFBBhiYXkqHJlaHPmQ39u4C/dz+/xEL/+Aq59noy7mToIwdDH9wBeu/q0LuXh96tAocr4UFF6O8T7hHuViJLcoxHK+gDBkEfNpHc2ybos25A/yr+L1373dtP2zRJlKEiIiKfGhrUeOTIESxatGitqR3jN/FydHTssmbNmmg6eVSEnj171uQfosi3z9+Roe/jXchkvAlwZrL0kesYaG7ZQXnZFimnhuPdtnH4dcNY/LpyzB8bKc0a+EkaKX1uGXrmwMo/rRe689hJHDhxBBs2rcLunRtw+6eNuH5qM/zcLiEhOhjqjHQ8efICGu1LKNKfIyX1ERKTdIiKzUJosB8UspbIiuLS57PjrJCTUB7ZCY2hz+2KOxcGokfPEbC1HYnRo0bCbvRI2NtRAToc9qMpw8j+IZg4biA8rvZETnxXaGM6QxPVAZmRtFFSK0JzZIRREdqARYQWKUL9zJHsK+WiQAnyhwRvXoB6c+uG20Zi1ECKJvtImRBl+BZaZ1LUjMMwSlRInw8wz68dyqJBDWqHClJUyUeKUiFK5acmzIrMHSHSmq1TEaoItEKMhyUCblrh6mFrHNpQAtuX2WD5DGssmFQC05xKYZJtWUwYXgrOtjZwHmWJ8cPMMbqvFHYDJXAaIsGUUWaY5WiJWU6WmDfBBmtml8WmhZWwYlZVLJpSHUum18Gy6bXJmDWwdn5N7FheF0c2NcCJ7Y1xnHBiO12vi6NbauPE1ho4ub06jmysjLN7quHeqSq4e6ocrh+xwqWDZji/R4KTWyU4ul6C/Wsk2L1cgp3LpWRMa2xeUgqrZpfG4illyPVKYutiaxzbYo1LByzgcY6bW02YlJei0nwhyjCUoQG8EA3mhShLwy+BzPAG0NAI4tjh0MVPQpZ8PrKT1yInZTuXHp+2Fzmpu8i+DdAlLiTHjYE6ogsZpyL73BPdJbh/oiTWLB+HB67uOH7iJHbu2oX1GzZi6dJlmD17DqZNm45Ro0Zh+PDhmDB+PGbOnIm1a9di9+7dTJzSXxJu377NhCmVoUI0KYVuU4lK8fb2ZqKUSlQqSmk0qaEcpWI0KSmJNWDSajXo3a2DyYWAiIiIyPeIKEM/I8+GFdEwqZAILTY93oacawv929sfKT4joc8+CL3cEfoQ8nuqb1nofQgPy0HvTfAieJaH3qP8n4vQO4TblMrQ3yLcJNyoAv11wjVKdTLmYHKtHdA/Df3DvXyOpkmiDBUREfnUCMGNS5Ys2WNqz/jVv8aNG9di1apVgVSA0pBaU394Iv8cPpcM/SACJuM3bxf8y9UF725PwpvzTnj9kyNeHXfAy6N20N6yh/r6aBZ9mnx+OORnhiL2x8GIOj4QYYcHMEIP9kPwvr4I3NMHAQS3M844nuaLQ4qgPxJ7H6tj7mFT9C1sib6JM/fWsfPo+XQcYUw6Pr0OvR69Lr0+vQ96P5H31yLCdTPi3NdD7rkWad4rofFdgkf+8+B7egLcTs1G4N19cL26H3ERvtCo01nK7s8//8x48eIFq2uYm5sLhVIHeVIG4uOTER0dC5ksFPfc5Ij36wFduASaCJpCTxss0Y7zlvif7Iq4drI92rYfjGFDB2PkiGEYOXIoRhFG2w5hjLIdTLYHYcKYfnh4/Qdkx3WEJro9q0OpjmgJFe0YH9YY6bKGUIbU4UVoNaQF0NT4skyEJvuaM4mZL0F5ESr3KiDRy3ibIkhRw0hRhreUbEvZmGwprOeLUjOk8EJUkKKsjqi/OVk3z5eiVIYqAmhXey51XhtuhZwYK+QSsqM4GSq7a407Jy1x87g1zuy2wbYl1lgxgzDTCmvmEmbbYOWskljkUgbzncth8dTy2Di/PPauqYCbP9ZH0J3WiPJsh1jvtgh3a4cw964I9xyJaL8xiAsYh7hAgv9oJAYOQ0rICMgDR5Dt4YjxI0vf4Yj1HYqEgOFIDiLfG5kt0sNGQhk2lDCIbPdFamhPpIV0JfPeHkkBLZEW1BgZobWgkpUnz1SCiVv63MlkTuI9pIhxlSLygRSy27QxkQR+lyXwOifB/ZNSXDlghqObzLFxgTlWTDfHujlS7FklweUDUoTdkkDpz3WMV8u4DvJC3VAFW0rIko8OFRophZE5DKvPN4waCl38BGQlzkN20mrkpGzlJCiNCk3ZSfathy5xPkvlV4V3Jt+h8uwz52RoKRzYuQxPnj7Ho8dPodVlQ5muQlJyKmJi4xEeEYVFi5egZMmSaFKvOrq1a4xWjaqjeYPqaNm4Dtq3bobePbsx4T958mTMnz8fmzZtYv8Xlf7bdevWLbi7u+dHjlIx6urqyqCClMpRmm5Po0epFKU1RunPYHx8HNo0rGJyKSAiIiLyvSHK0M9FUtGd4/O7xr+nTmhqJXxwivqvMdBnbYc+vh/0gRWg9y/D4Vf284rQq1Whv8JzmXCpGnmvKfRRq6F/lcLu7XM0TRJlqIiIyOfg+vXrNBDkwciRI6uZ2jd+ta+ZM2c2Wb169YPTp08zESpGhIp8Sr4KGfqN8+ThRPj85ALvS2vw4OIOxMi8kKFMxePHj/HLL7/gzZs3TIDSVF3a3IU2eqGdsWltw7g42gwmBtHRUQgPD0NISDD8fL1x+mIkAu90Q2awBNpwQqQEuiiyJPyPVoJzB2uhfsM+GNC/DwYPGYBhwwZhBGHk8IEM25EDyHZ/jHPsA/9bnZAV2w6Zka05ERreDBkyvmN8CK2HWRNpQVWQFlARqf5lkeJnw0RoEhWhvABN5MVnomchPP64L1+KehlGi5KxvDmoFDXaLixGfWm6vDm5H3NehFqw5k2p5J7oUskLUCo+M0MtEXLTAqd3mmPvagvsXG6J9fMtsW6eJTYusMTWxZbYt8oCJzab49wuM1w/bAb3s9YIu1cZcV61kehTH6kBVAg3JnPShNAM6nDa4b0lNJFtoIlqBW10a2THdcXjlBF4lDoSj1JsCaORlzQK2Ym2yJHbk3Un5CVTxhLGIy9lAllORK6cMh7ZCWOQk+CArIRR0CUMQ1b8QGTF9UJWTFfoYuh1GkMVVhOq0PLICCmFjGBr8rnQSFhzrtYni+jkmk4p/CRQ+EqQRmuy+nBzHnFXAt9LErieluLaISkOrpNgywIpNhH2rZHi9lEpolylTHxSIUpT6IVGSgqhkZKQKh9mReagLvm+dCLPPgTa+PHQJc5BdtJKZKdsRk7qDk6Ipmwj+9aR55mHzBhHZIR3hCKoHPvOJLhSGVoGZ46uZDJU4OmzF/nQ7a3btrM/jOtVL4sOTarm065RFbRqUBmtG1ZF2yY10allffTs2BwdWtRHi0a10K5VU/Tu8QNGjRqJqVOngvw3EgcOHGC/7N+5c4eJUvoLBhWjNN2ept/TdHpaU5T+HE4YY2dyKSAiIiLyvSHK0M/E8zFFi9C/2jDpr8jQX2Rk/CXQR9SHPqg09IFloA8oY1oRepFwgXC+OvTnquM3nwl49UwuylBRhoqIfBPQJkqbNm3KnjBhgp2pneNX+ZoyZUqtxYsXX//xxx9FESryWRBl6MeR7T4e/udnwf/6Jrhe2Y3EmFAW5Unl57t37/D27VvWzVqn00GhULA0XVq/kBOgcawbNk3fpRFrYWEylt5LU3093N1x69YNbN55HXdOtkG6nwSaMEK4BLoILkpUr5Xg2I7yqFC5PXr06Ip+fXtj0MC+GDqkP4YN6YfhQ/th5LC+GD6kD8Y69ETwvfbQRbeCOrIFHxFKRWh9ToSGVIcisBqXGk9+meVEqBkToXIDEZrgyeNRPInC0rNAnrJI0kKCNNm7QITKvTiSvc1YZCiTnn5cJCitH0plaEawBbThltCFc3VDZbfNcfWQOfavMcf6BRZY4GyBSbbmcB5lgUXO5ti6yBxndpixqEnPs1IEXpUg1lWCFPI8Sj8pVCGloYusT+azJqEqGbsSMsPKQx1aFpmycmSuK5PtqlCH1WRSUB1eH+qIJtBEtkRmJJnHiLbIjOjIampqontDGzMA2tgh0MaNgC5+FLLiqfR0Iowh62PJPkfo4uwJdqwhkSZuCDSx/cm5Pfj6rWTciAbc9WQVCWWREVoC6SFWSA+iz8yVC6CRsqzplK9BTVZai9WHE6NMkvpx0biR96TwviDBjSMSnN1Nvi8bJbiwRwK3n8h79yWssRKTokFcCj0jv6u8Jfme1CH3Re4teghrjqRLmIUs+QpkJ29Gdsp2wg6yvoXsWw1twlxynD35XrUj36My7DOPJ/N950g5nDu52UiAChJUoDgZWizkj+n2jaugdcPKaNWwCto2qYEubRqic+uGaNWkNrp16QgXFxds2bIFx48fx8mTJ5kUpRGkNL2eRonSCFEPD3d0albd5GJARERE5HtClKGfA5VxjdCP6Rz/q1cxY+dCn7MN+ugm0JPfnfTBpTkRKqtD9v1Azrcn4y8g19wAvW4/9LlnoH96G/oXDwt4HcnxMhj6Z+Q6eTehzzpHzjlK7mEV9JEToffvA/2DBn9LhOrPVsebMzXwihK6VJShogwVEfnqoX5vx44d/zd37txVpvaOX93L2dm5ApmYH8nrP2JqvMjnQpShf523QS6QXZwMn8ur4H3zABLjIlmq+2+//cZ4/fo1srOzoVQqWeQnFaByuZzJFypAqfykzV1oPUPa/IVGq9GoNU9PD7i6PsCNm7dx5uwVHDh0As5TV+HU1tpI8ZBAHUKb2nBClIrR3zUS7N1YCubWDdGxQ2v06N4F/fr2wKCBfTB4YG8MG9IbwwlDB/WEk113hD1oA210M6jCaeRjQ6SH1oUypBYUwdWhyI8ILU2wRrKfgQil6c7enASNNxSf7mSb4sbtj+e36X72voE0lRtEjzIhKmx7UBlKruVtzkRoshdZPjTnu8ZbIM3fkrxngdDbFrh+xIylfW9eJMGGBWZMfo4ZKoXTYClmjbXAhnnmOLHZAlcPmsPzrBnCb5uRe5Eihdx7mg8XPUlFaLK3ABWv5FkfWrLrJ3mZMSGbn9rPN36i4jEt0BrpIRWhktWGOrwxixjNjGwPdWQnaKKoDO1J5rYvtDGDCMNYwyFt7Gho4+0JDsiKc4COLKkI1cWNIu8NgyZ2EDQxfZEZ1Z2MQyN2aSRqPfIZ1+BlaGlyvRLICLVmzaEygs1ZJCeVohRaS1UoJZDK11+lUpQ+I4Xeu9KPqweq8JOyeQ+8LoHHGQnuHJPg3nEJvM9LEOMmYZGhggxlcjTEUIZ2Qmb0YHK/48izzERW4jJkJ21EdspWLio0eTOy5CvJe7Ogjh6FdFlrKAJKsuvFURl6tBKuXTzwBwFqLEO3/XUZ2rSAjgZLQ1g0aeMaaNW0HiZNmoQNGzZg3759rP7ogwcPWN1R+vMXFBSIvl1bmlwMiIiIiHxPiDL0M/BiBidCi6sTmlEN+ly74kUo7Rr/bE+hcV9Br11OzrGFXrMU+scnoX/jT/brPvPzPCHX8ibX3Q198Bjob9YpEKGX3y9CfxVE6E+E0zXx6koHvHqWJMpQUYaKiHy10L9PDh8+jFWrVu0ztXv8ql4uLi6lp0+fvuX48eP/FrvGi3xORBn652hdx8P9hAsenFuPyBBv1ojl3//+N/R6PROgNPU9LS2t2OhP2siFpujS6E8anebt/RCenp7w8vKEm5sHzl1yx579t7B+wyksXbYdU6bOR68ePbBvuQ0S70uQESSBKlSCzDCO3zMl2LnamvxBUR0tmjdG505t0bNHF/Tv2x0D+/fE4IE9MGRQTwwa0A1Oo7sgzLUFtJENkSGrz4vQmoRqUARXRmpAeaT5l0aKn1W+CE0yqA1qKDYFAUpFV5w7v3TjceeWRqKU3xag+xM9qZzjJChdpvhakOcjhFgg0dsCPpctcH6fOXatkGDjAglWz5Fg+cySWDK9OlbPr4+tK+pj58qa2LemCs7trQTPc+Ugu2WNBDdzFnGa9lCKVJpy782n6dNIVK+C9SSD9H2j9Hxfc5aen+Jnxkem0pqkVkgLLAFlcDlkhNaEKqwhKzGgiqB1VzsSukId2R2ZUb2hiR5AGAJNzHDCSMIoaKgUjbFjcpRua+l+ekx0f3JOT2RGdIY6vA0ZrwkZtzYZvxr5jCqwNPn0UBtehlpwMpRGcgZxHeIVgQZNpqiwZQ2o+Lqr7Jk4qStEjtJoUVo3lL4f80CKkOsSeJ2VwPscjSAlx9H3g/go0RApuaY5VLJq5J5aQx3VizyHIy9DlyJbvp6LCE3eiqwk2kl+OTTxM8hxI5Aua0HmzIZ9b+LJ9/b20eq4f+fCp5GhTY1F6J/RnPzB3aVzF0x2ccHKlStx8OBB1sGe/tzR/xFBS1JMn2RvcjEgIiIi8j0hytBPzWvotTZFi1B1behfHys49ucj0CdbF4hQJkOtORmaPesLRrJ+IE+DoY9cAv2NBsWK0N8Li9BThJOEnxrhVW6QKENFGSoi8lVCfy4vkP9erVq16qSp/eNX83JycrKcNm3a8qNHj/4vnRzxHy+Rz4koQ4sny20CPE9OgeulHcjISMf//u//4j//+Q+rAWooQAUJKkR/cqnvYUy60CYuNP2dRoDSJi90/eFDHxaldvnyJRw7ehh7dq7Fri1TsX/LYJzY2RErZ7eF0+CGOL6+EuLul2DRe4IMVcsk5JdeKkMtyR8UldCoYV20bdMCP3Rtj149O2NAv24YOOAHDCIM7N8FDrYdEebaGJnhdZEeWhvpITWgDK4GRVAlKALLIzWgFFL8LPNT4wuLUCHqM56Xn7EPeNy41PNYXo7S9TgDBBnKIkY9pCxSU04jQZkANYcqxJxc3xyRD8xx+0dz/LhNioMbpNi0UILl0y2xZWllHNpUE6f31MLtUw0RcKslojxaIs6rARK8qpP7rIRUn3JI8y2B1IeWLNoziabb0whPT06GCrIzhUWgmrFlykPz/EZNKQ+pTLRgjZgU/pYEK9aYSRFgReaczHtQSUIZpAeVR3pwVTJvtKxAQyb9VGHtoArvQugGdUQvZEb2Q2b0IGRGDSHLoYThhBEMDV3GUOj+geTYXlBH/YDMCDoGHasBVLJayAitgoyQcpwMDbYhkPsI4uuGBnINj9L4uqGpPIIIpXDPykWIJvGRsDQ6VpCkKSydnpOjrM4o34wp5KYEqf5cLVEliw61JN+3KuTemkJN7lUT48CEZ1biEmQnreVS5akQZc2TlpD3pkEVNRRKWVPyfbLkxPldmqJfF/6+XsWK0CdPnxUtQ5vyNPkwAWpI55Z1MXzYMIwdOxYLFy7Ezp07WcdGWkOU/kxGRkZgzbJ5JhcDIiIiIt8Togz9xLw98EcRqq4I/avdRR//qxv0yaWMRWg8IWOQ6aUnIePpW2y9l4mZJ5NwyF2Dt4WPybgI/e0ORiJUf6YG3hYlQn+shVcnCKca4VPWERVlqIiIyKeEBmts2rTJY8SIEeVM7SFN/rKzszMnf7yNOnDgwL9FESryJRBl6B95HTgZHseccPfcZlbz8//9v//HRChtvGKYAi9EgMbExOQLUCH6UxCgdEm3PTw8cOPGdRw/fgLr1q3D8gUuWDVnBI6uHoT9Kxoh5EYp1tlbEyqB5+nK2L2sFa7ub4MY18ZQBlWDKqwkMiOk+TJ073oaGVoF9evVQssWTdCpY2t079YRfXp1Rv9+XTCgXyf079MJdiPaQ3a/PtThNaEMrQFlSBUogysiLbAs0vxLMHlFoyGTfaWQ8zI0ka8TGu/JRXwKIpRJz/sGQpQQ84CXovf5Yx5w9SLj+PfjXM0Q7yZFoqcZqwFK5WOMuxVunzDDT7vMcGKrGXausMDulSVxcmdpXD5YEvdOlUaUW3WkB9Uiz1sDquAqTEgq/Kj4tGDp9Ex0kvtL8uRS71mnel54ck2ZONnJ6pD6UAHKkepLmzFZsKZM9H0FiwAlMBEqYA1FYAkomAwtjfRgKkMrke1qSAuikbW07mpr8pl0YEJUHdEdmZG9OSEaNYCllnMM4eQoYxDUkf0JvaGK6EboSM5vhXRZY0I9ZIRWZ+n46cFlmYRVBFpz9+JvznV+9+fkJxObPgbNpnwMIkK9pfmlAJKM4N8TSgXwUaNp/lyZg/A7EkSTzyrBS8p1lQ+1ItTiI0MHQBMzBpr46dAmLkJW0hpkJ29iZCWthY7s08RNhipqMPl+NUQquV8aBRxHZejRpux/GBQnQh8/eVp0zdCmHx4JWpgf2jTAvLlzMXfeXCxdugx79+5lqShUhtKfR1qnd92KBSYXAyIiIiLfE6IM/cRkNzIQoVbQv1gOFi363vNCoU8qVyBC42ygT21rchF6wC8H1RYGodpcf1Sf6Yua07zRdWkAnr8t4vi0U9BfbMhE6Lv3idDjhGO18ep8Z1GGik5BROSr5MqVK7TXQbqTk9MQU7tIk77s7e3NHBwcOu3atUtPJ0b8R0vkSyDKUGOSb7vA6+JqJCclMAlK0+FpYyTaBIlKUKEGqJD+ThuyBAcHs1qEPgYClHL//n1cuHAeW7duxaqls7F2vh32rxiEC9tt4XVkOFR3ndg1T62tA4WPFE/iJciJliD8djVc3N0St460RcS91kgLbAFVeENkRlQkSwv8ppHg0OZSkEhrol7dGmjWtCHat2uBbl3boVePjujbqyP69+mAfr07YNSINpDdqwO1rCoToWnB5ZEWVJqlM6dSIegvRZKvhIk1eSERSkWZkP6eL0Ip9ySIppD1mHu8EOUlKd2OZfuliHsgRaIHJ0Np9OGD0xJc3G+FC3utcXCdOQ6sscAlsu113oZcpyzSg8ohM6Q0VME2rNYlS2+nstODWyYJ26wZk5RPd5dyEaG8DGU85OHXBRFKI1JTfc3yhSjtTp9G1qmgpXOR6m9JsGK1U1P9bcgclSBzT8VkGSgDy5NlFSiCuOjQjNDmhNbICOuADBYh2p3QC6qIvrz0HAAVWaoiBrB9qohe5NiehB8InQityPnNkB7aEApWv7Uy68SuCCzNZGxqAP1sLPj7LSQ9DUjyNoSbI7lnAYlGNVu5+qGCJBVqo6b5cRG+0a5UiJLtQEtyX9XJc7VHZtRAaGKcoI2bDm3CImgTVyEraR1hA7Lkq8i+BciMncieVRlSh0n1BBo1fEeCG8favTcqlIsMNZChn/AP7jaNq+HMmTNYvmwx1qxZg0OHjrBfNqgMpT+bwcFBWDjL2eRiQEREROR7QpShn5LYgs7xeUPJdsYHnJsAvbwK9HHW0MfaQJ9Y74tJzxcE9/S3WO+Th5vyn9k+z9RXqLIkBFUXBKHanAIZWsvFA+N2RhYzVi5+dx2K138mQo8SjhBCN4sy9Cv4u1NERMQY2hto586dv0yZMmWxqX2kSV9OTk51N27cmEsm5b+m/lBEvh9EGVqA/+mxeHDtOOsI/9///pc1R6ISNIX8ck0lKK0BKkSA5gtQIfqTrNM0+Dt37uCnn37C5k0bsWrhROxaNgJntzng5q7BUNxyKPK6J9c2gOyWGYsMTfWXQna7Em4faYR7x5uS9cZI9muC9NDmrIGPKrwCftNIcWx7aVha10P9ejXRtEl9tG3TDF06tUbPbu3Qp0c79O3ZHn16toPtsNYIu1+D1aJUBpVnci8t0Aop/uZkXClSfKVI8pHkp8cneBU0TIrnRWgsnx4fc5/HQIZGC+t3eTl6X0qO5WpTht+Swv+KBG6npbi4h+tofnCtOetqHnzdDEmelkgPsEJ6oAXSWNq6QU1PT2OpV4C0AKEbPb+d7CUsORGa5G28FCJFKck0YtRQjvoK25ZI9SP4WiHN35qRGkDmLIBKyopQBFaHIrge0oMbIz2kOZShbaCUdSCfTxcyx9044RneG+lhfcg6QdabLLuT5Q/ICO1MjqfHtoYypBmUwY0IdaEIqspKFqQFlCLXLkGwZvfCUvnpvVLpyYvPZF78JnnxeEpZHdZEXnzKPQwkqDuPB0cCL0WFZlZCwyhaM1Thzy2pBE/2pSn61aEKa8tkaGaMIzLjpjEZqktcyaJDWVSofAW08XPJ+2OREdGLNeSigjWefFcibkjgfrYTE5+PnzwrUoQW7ib/qf7YbtuoCiaNtUNiYhx279yCnTu24+SPJ3Hr1i1WM5T+3Pr5+cJheF+TiwERERGR7wlRhn5Cfl4JvbYGWb/7kWMkQJ9QhZOhceU/yz3+ixCS9xaH4l7DxT0PrX7MQNntcpTfnIAKG2Ix7UYmO67XvgRUWRyCavMDMWp/HAZujUTNqV6o5eyB2hNckaAuOtr1l5+f4pXPlD8XoUfqkO1Gogz9Cv7uFBERMYaW8dq7d+9/Fy5ceMDUPtJkL1tb2zLLli2LIv9QiSJU5IsiytApeOnnDPfjE5Akjwd90ZqgGRkZSE1NZbVABQkaGhrK6g1SASpIUG9vbyZAT506hc0b1mD94nHYsWQYfto0HIE/Dv9L17+wqRUCr1iw7t80Si/qXjl4nK4L99ONILvZEPKHDaAIaoAM2sAnrAb+lWmBk3tKo0zZBqhfvxaaNq6L1q2aoGOHluj+Qxv06tEGfXq2QW+yHDmkBWR3qyAjtDQZowSrj5kaQBsFSVkUHyfaOBGaaNAwqSgRGnXfQHzyRBKi7hDuShF5T0runTbokcLnghQPfpTg5mEJ7h6lzXQkeHieizClAk7hW9DlnUV68sKOyTvaeMmg+VKie0EXe07uSRmsFqknvX+uEZORKKWCkJeFSZ5mHHzN0qTCEaS0jqg3L0ofClGkFrwktUKqnw1S/OnclSFURlpgLTKX9aEMagJFcHMoQ9qQZQey7EToCmVoN57uPGRfSGco6THBbch5zZFGzw2sT8arzppYpfrR2q025DOxRrIPrYFqzt0vL3yp+EzkI2LZ8/FzkC9CC4nP/Ll0L1hP8CjYFqSpnI8QTaERogESliZPpawyuD5UsjYsyjUzyomXoQuRlbgCWfI1hNXQJS6FJm4m1NGOyAjvRuakMvtsqQwNIJ+127nOBvLzjyKUydDtn1aGtm1UFRPGjGY1fePjY/HgwR3cuHYFt27eZKUqaIo8/RmmMrRH+4YmFwMiIiIi3xOiDP2EvNn/CcaRQR9XgVDlo8fQvnuL4CdvcUn9Flvi32Ki/wt0vf0IVU5psSP6FUodTEfpfWkoszsFZXckodyWBJTfGIcK62LQ/VASct+8RZUloahKU+TnBSBO+xapuW9Rc4onak1yR53xD7DpfPIfRevbnwtkn7vT+0XoYcIhQspVUYaKiIh8VdDSmMePH8fSpUsvmNpJmuTl7Oxcdvbs2dfPnDnz/4n/UIl8ab53GfoqwBk3DkxCXl4eS4sXUuJpTVBaD5SmwtMoUCpRaOQnlaBUgN6/fw9nzvyErZvXYe2iCdiycAhObxiMpGv2H3wP9/d0h+95Kxadl+pH085Lwu9CDTw8Wx+hN+ohwbMuUgPqIiOEIKuKX1UWOHegFCpXrovadWqgSaO6aN2yITq0b44furRCj26t0Lt7S/QiyxGDmiLoZjmoQmhndHMWeUojAGlEaLJBRCgVbYmFRGicgQilEjTqnoH85Im8TWDrUoRel8L/Etep/MEJCTxOSxB6jevmniLUqxRqWvLp3KzLvCtfZ5SvNcoQGjHxGHalT3AzwJ0+hznS/Kw4WSpIUl4WGsnRfMy4jvZ0SfE2FKRS1uk+mUWQWpClBZkrS4I1mTcatVmOzGFVpATURlpAAzKnjQnNkRrUGmnB7QgdCB0JnRiK4M5QBHUkkP2BbQktCU3I+fXJODXJmJXI2KXIdazJta3I52FJ7secw4sTukyAFpacfKRnghD16f4nuBks+THyZehDPmXeXxCiZZAe0ggZYR2hiqBNoRyhiZvKUuJ1icugk69iEaI0UlQTOxXqqFFIl5FnDizPok0TyOflfUqCM3v7FxkR+vTZc9Zhni4/lQyltUZ7dGyG+XOm4/Hjx1Cr1QgMDGQ1fP39/fjU+GC2TUtcbFy/1uRSQEREROR7Q5ShX4Zk9WuMWOaHiVtlmHs4FmvOJWH37Qyc8cv64/FvPaGPq2m0T/70LbaHPMU0t1zM8nqE/TE/I+O18Xkbo16jxAlNAccpmSh5VI2ShzOYBN0R8RJl9qSi7K5kFhFqKEIrro5E9VUR8El7haqLgllUaPU5fkh/xI3/w7JAFhVaZ+x9DFvpb3Tt39+9YVLSSPidb/d+EXqwLl55LRRlqIiIyFcHFaKbNm26bmov+cVf48aNKzlr1qztJ0+eZJ3jTf1BiHx/fM8y9F3oZNzY54Sff/6Z1QbVaDQsGpTWBKWRoLQbPJUoNLXWy8uLRZZdv34dB/bvxYblU7B54XCcWDvgowSoITEXRsDzdElWv5E2tol9YIHgq5Xgd6EWQm7URqxbLaT41oIyuCaUIRXwRiHF5aMlULtWLdSoUQONG9VGy+YN0L5tU3Tp2ALdu7ZAjx+45bABTfDwSilkhEiRGiA04aGp0B8mQoWIUCo/o+7ycvQOJ0LpvrAbEiZCafRn+E1yPl87lIlNN4PoTg9OyMW7GtchjblvcPyDgoZM8YVxM+5Yn8B3rU9w5cSoYUQphzQfIaI00WDdKJpUEI/egiA1ZxGaXMMmKkatCKXI/FVAil81JPvVIfNJpWZjMrfNkRbYCqmBbZAS2JYs2xHak/3tuHX/1kjxb0nOaYpk/wbk/NpI8q2MJJ/S5HOwIViRa1owSSvnJS0Tt8I9e3ARs4nCXBYphnm57FY8+ccJkaFehWRooISVU0gPaYL0sC7IiBgEdbQTk56a+PnQJiyHLnEFk6Jasp0Z6wxV5HCW+p/qX4qNST8n12MWOL7XJV+ECvKzQIS+wJNPIENpnVHaOb5fz04s+vP58+dQqVRMelICAgKZFKU/y7S+Ly1xQctedG3bxORSQEREROR7Q5ShX4Y3v75FfdsbqGd3G3Wd7qLOuAeoPdGN1eB8U9Q5r93y12ff0rAU9vKb41FuayKTmGV3JqPM7lRM9XiEd/xxZ5PfMuFpxAElSu9XoPTeNHb8Cr/HqLs/hY1Dx6PjVlwbjUqrIzH5UjoCM97gZuyzfBFaY4YPolVv2PhLTiWy+6b332zsPaP7ZenxhYVf+q33i9ADhAsDRBkqIiLy1UH7Gmzfvj1w5MiRlUztJ7/Yy9bW1tLFxWX2wYMH39DCqab+EES+T75nGep2aBRLp3337h0yMzNZgySaEk+FCa0rSCWou7sHk6BXr17F7u0bsWqePbbN743oC6M+2X08950ItxNl8ms4xrlKEXqjDAIvV0XIjRqIca2BpIfVkMYa+JTEyxQJbpywQZMG1VGtag00algLzZvWR7vWjdGlYzN069IM3btyy8F9G8HtQilkBHOyi0aFsohQH65mJBOhXrwI9eBFKJ8eH2MYFSpEhAqRoMK+2xxUgFIpSoVp1C3u2Og73HbM/YLu8oL0ZI2X7v1RhhrxwCBS9L5xxKhR5Kgg+VwL5KihKM3fdjc8Top4d4MoUjfDtHNORDIxSSNIvcyZGE16aEGgaexlCJUJNZHiW4fMKZWbTZDi35wXnq2QzORna37ZkrzfnNV+TfZtSM6rQ6hGPoOykHtTCWpJrmOBBHId2nAqgeLO319R0tPwmQzmIB/XYkSyq/FcJPJCVGimRL8baX5S8h2jXe2pDO3KydAoJ2hipkITNw/ahCXQUhGasJhsz0Zm9HioIodCGUKe3c+SG5d8TnePVcblC4eLFaFPn3N8rAylErRTizro3bUtDh88wH6OqQil0dxUftKSFhT6sxweHs6WVIjS/9GxctlikwsBERERke8RUYb+XV5B/8ThLx3bedI91B91A/XsjYVoVEbx3ebnXlOh0opwFrVJpWWF9bEovymO1fikQrPcdjm6nVHhV3JsZN5blNmVkg+L/tyZzKXC0yhQcvzIi2oMP5+BjgdT0GxnAhuXjl95mQxnZI/ZNd0SXqD6bE6E1pzqjZuheWz/OW8tu296//Q5fufv8V+//Fy89DvXsXgRup9wuocoQ0VERL46qAzduXOnysHBYbCpHeUXe40bN27Qrl27cqkIFf+BEjEV36sMzfF0RmRYAN6+fctSamlafFRUFBMoNCXezc0N7u5uuH//AY4e3o/NK1xwct0AvA1y+Sz343miHBNJNFqTyqqwWzYIvlYBoTeqIOZBFci9KyHFvyyr+flcLsG9n6zQpkVlVKxYFQ3r10TzpvXQulUDdGrfBF07NUX3Lk3RrXNjDO5TnxxbEulBEj49nhOuciEq1JOvE+pedJ1QQYQKEaARtzhYejy/HnHTgFvcfkGSGknRe39EEKExBkK0SDHKy1HD6NE4w/UHXK3K+MKi1IC4IqSgccQkH0VqVI9TSKvnU9e9qRAtQajABHWST20k+9QjUMnZGMm+zQjNkeTbAsl+dNmciwb1bcKOSfKpS86rTsYpTz6DEkj0siCYk2uY8xLUjEnQeDeBAsFpeL9FPaPhviKlsWvBWEJ0aKJBdCj9bqT6mbHan8qQpkiX/QBVxGAmQzNZZOg8wiKuq3z8AmjippP3HJER1h+K4IasBi39/iSQz+XOjy1YvV1BhD57LixfcuuEZy9eYtuOHR8mQ5tVR5dW9dCjc2scPnSQRXO/ePGClbagafD055fKT1regv48x8TEsHW6n25fvHgeLepXNrkQEBEREfkeEWXo3+EJ9FmtoH9z8C8dP2V9IBqMuFYgRB2pEL2P8766Io+Pz3rL6nbSru5UVlZeEY5KqyJQcXUUL0ZjuIjRjXFwvqnFa3IOjfY0YlM8e7/+jkSciHiGuLyC8Te469i4rGs8uc6KGxlsP60RWmP6Q9ScwjVMWsvXB5Ulv2CRrfT+6XM8f1VMerwh4TuLF6H76uHV+UGiDBUREfnqoE2U9uzZ86uzs/MaUzvKL/IaM2ZM63Xr1sXTBxfT40VMyfcqQ09sm4r/+7//ZRFlggilEWVcPdD7cHV1xYMHrti+fhE2z+6Gn/0/jwQVuL2vMiJuczKUCqXIO2YIvV4KspsVEX2/AhK8yiPZpwRLc38UK4H3RQv06FQepUpXRYN6NdCsaV0mQzu0o9GhjdGtUxP80KkRBvSqjxvHS7LGODQ1PpmPCDVMj2ed492KqRN616A2KJWht43lZ7jADeP9kbwUjTQUogbNl4yE6HskaSz/fr4QLW79Pi9HCwlSQ2IN6pEK4tRYjvLykZei8QZNmrhoUQKLFrUilGaCWu5dnXxmtSF/WB9JTHY2JjQhNOWXlEaEBuS4OkyEJnlXJOOUYiI0gUpQz4Jo0AT3IiRoMWLXiGKe2QgDMZpgGB3Kd5ZnMtTfHIrAqlAEt0C6rBtUEUOgjhoDdcwUaOLmQvv/s/ce4E1ca7u2qIHQO4TQQoD07LSdnb1TSSEBQgkloUNICAkp9I7p1TbVgA3GFWMwuPeODQYMmE5I3yGBJBBI2Hv7/N91vnO+8/zzrtGSlpZmZMnYFuCl67qvkWZGo5EsC+vmed+3+FN8fXQSvj48AV8dGoULB/rifP7fcTrrHpY2JpFOyeBQ/2es4vM3mwyVRagnMvSZh+7FXx/tjNdeeg5hYaEsyc0lKE+BkgSl32NKd1MClJZchFKfUPr9fvXFZ70uAxQKhaK6omToTYjQb7uh9Mu7tOtX3LrPisBi3PdGKLq8Fa6XzPfbhY7v7Mb0zUcN958WfpaVqtMQo9afZLM+nj3XHEXMsd/w2OLDuhydVogW0w+whGfWheuYEf89/HN/xtuBZ3VpSslPbXv72Qedjr+z6DI7Lh2fHuftFYfZ+h+vXGfl+/cOj2PDkl6bovcH/eYnvdSfzp+ex7/MyuNF/plnLkJXasR/omSoQqG45dixYwfWrFnzPxMnTtzibU9Z6ZehQ4d2mDx5chx/4t5+8RXVm+ooQ89GD8Lly5eYCKX+gdQflEQJ9QWNiYlhMnTXrl2Y/PEoFAT2rZJz2jKrO3LDa1nL5PVBRft33oX9UY1wMKYxihPvZqXa1O/zu0ILsqNq4o0XG6HOXa3QpVNbdLu/Ax55qDOefKwrnn6iK5558j789an78PLfOyF4lZ4MlQcmyZPjHUSokQzd5SxAGdr1/ZF2IVogpkStEpWnRMWkqMihPfbepIest13JUlmc0j5MhFqXhslSCQdJapAYPWJNyxY7pUUpyVlPew2baK9lKxxPaYdjTIh20uiC46lddVLu02+ndNbooO2r7ZfcQrtfI406ugTVIOnKEEWoifQ8LErdsqSv0W2x3yrvHZqkvy90GVoXZzLvwZmch3Eu7zmcL3wDXx4cjK8OjcFXRybg6yMfs3L5rw9/gAtF72nbe+Fs3lM4ndmcHeewdZL8ukX/sMlP4pdfr+hiVBChZclQKoWnie//eLIHBg3oi/j4eDbg7NKlS6ylBUlO6gNKwpN+h7kEpVJ5nvKm7SRC4+Ji8dbrL3ldBCgUCkV1RsnQcvLdgyg9Xwul/3zd7fvEZ36D+3sGo+vrIbjvzXB06ROJzm9H4e3pmYb7/31GLtqNTWbl6m0/SGPCMrnkN7Yt78traD0pB60+y2XJTpr+/tbaEtt9A3IvsnU6uWy/H6WBS8e/v86OS8enx+nxUbpt2wNjEtigJEqvdh4YjZ+vXMe3P13Hfb3C2Pk/3jfccXq8K8xEKHE8TMlQhUJxy0FOcO3atZg9e3aMt11lpV6GDh3a/NNPP/XbuHEj60Ho7RdeoahuMvRfGpuXf4jvvvuWpcqojJZEKPUHJQkaFRXFpMusye/j0I5+VXZeqet6Iie0Pk5ZZShJyIJdNVm5/MGY+iiOr8Mmi5O0upBnwaHYGhjSpz4sNVugS6c26H7/vXj4wU74y6P34cnH78NTT3TBMxovPtcB6xY2xLkcQYQmGwxMsspQXq5uKkJ3OkISlMiPtAtRjlNS1ECMOghSqyQ9aCBKbfJzjx0HeRrjvI8tVSoIU4fr++yJUqcSfC4g4+xClEtLXWKSzGyAo8nNtNeztQaJzns1OlqlKKeDtq699rNro9FSo7F2v3osbXpUlKDx9vJ3sQxebAkgSlxZ6IptAMTthi0GBBl6TJChJ1iZfH2czmqPMzmP4mze8zhf+Ca+PDiUyVDWI/TwRxofstuUGD1f8CrO5D6k3a8Be0/R65qw0YIVc/sIIvQ3uxgVRCiToYsNZGiPtni8Wxs8+VBnfPrJRCY1SYD+8MMPTHjyYUi8FJ7WkQAlSHzy/qC0pH2ionbi9Vf+4XUJoFAoFNUdJUPLwY89dRFK/L7K7ftd+PYaur0YhPtf3o6ur+5g6UqSog8O3GW4f0casDQ8nqU0qWSd+nce+9a+/dm5BXpydEIG2nxEZOLrX/Rt2Wevsttsvbad9ss45Zhg/bcGK4VnKdB4Nin+1+v6trHLC60l8VFM2k73O4iV24+x86bzHz89zXV5vIiZCF3d9aZFqJKhCoWiMqBK8S1btmDhwoUp3vaVlXYZNGhQrTFjxkxes2bNnyRCg4KCvP7CKxTVTYZezxmFyB2bcPbsWZYiI2lCInTfvn0sDUoidM6Mz3F69/AqP7fMwGY4aU3X6TKUeofWxIHdtXA4toae4kumITcWnNX4ZMRd2peKZujcsTW63X8vHuzREY893AVPPk50xlN/6YTnn70XS6Y3ZgOUWHm8mAgVyuN54vCQdbhRERehYq9QEpuCALWJ0AgBLkaF1KhTT9Foqa+ojHVQU5FJirRot/O2Q/I+Qjk+L883TJXKZfh77a+FKETtUtQqRll5O0nNRjia1FyjNY4ltdNor8tPJkDbW9e11vZroe/L7lNLkKB6GlQU0qIEFVsAGKZb9xqU0Bu0EDhkIE9tQlSUoRkNcTqzI87kPIaz+S/gfMFbLBl64dAofHX4A3zNROj7+KqIpsj3x7n8F3E6uwtOpNZlx6OfQ9TqOvBb9qFNhFIq9BdJgl62ClJRhlIp/F+6t9Xes49jrb8/jh49ip9++on9rlIJPB+IRClQ+k8MLkC5BOX78P2IlSuW4cW/PeF1AaBQKBQKJUM95upslH5pFaHnNP6V4dH9H3wxCN2fD0S3l7bh/lfsUvSHS477XbtxnaUyOw6O0QctvRvLhi3tP2MXmjNDT9sk6T2UINXYlPod2/bT79fZbVrPtmv7bUp27k3610/S9Anx2uPQ4xWe+lVPseb9wPqCkqyl82MSVDtfOm86/4y8790Xf0YilEiZpmToLfC9U6FQOEO/n9Q+c/HixbkvvvhiDW97y0q5DBs27M2lS5d+Q9OivP2CKxScaidDc8chLSUex48fZ9IkJSWFidDdu3ezVCgRsvhN/Jk7qsrPLWJZCyb4mAyNsaBAu14QrZfM02R3EnF84M23eRbM+biu9qWiKTp1aIX772uPB3t0wKMPdcLjj3bCU491xJMaf3/mHsz6uCnOZ+v344lQcWCSmAjl8lBOhRJiabwsQvMinKWoQ1LUKlKdeooKHLRiS5Dudh7E5JQkdRcDSeqUKDUQooflUnVRiCbU1qinvZ4NcTSxmVV4kvhsI9BSo6m+T8JdGrWtAtSxT6stjSqUtvMEK/+5HDIQt6IEPRonJEPlpKxwP5sQjbMOUXKQoU1xOrMLzub8BefyXsT5gt748sBQXCgahQuHxuGrovEao3Hh4BAmSs/mPotTme2YaKdjFmk/v6BlrbAzbK0gQq8YilBi/gIfNGjQAF07tsGQd/qx379z586xFCj/HeX9QLkE5UlQWsoSlBKjlBaNjd2nHa8/HuvWzutf/hUKhUKho2SoJxSi9MvadhF6Vrv+r688Osbbo2PQ/R9bdUiKWpOi6YX/dNiP+nFSf87O/XaxYUudBu5msjKu4Ed72f3Bn1iakzEsjjFqdZFte/exifp66z5fBDj3Jh21eL8+HV57HHq8HQkXbNteGbPXlgTtZpW4dN7vT0nxTPwZidB1j1aICFUyVKFQVBY0VH3lypUlvXr1utfb3rLCL++8804XHx+fE/RBpAYmKW4lqpsM/TN/PAoL9IEqaWlpTIRSn9Do6Gi29F2zGklr+3jl3LYt6IDUbfYyeRpWROlQWpKgPGxN81Fp89c5FiyZUht16jbBve1JhtJE+XvxyEOUDu2AJx7tiCceuxfPPnUPPhvbFGczDCbHx9onx4tDk4pEEWpNhdr6hMpJUBKh4Y7kh9u3cWlaEOlcYi/KUZ48PcDZJZXWGyVJdwvCdLfBbYNepXJJvtyflEvRQ6IQFaVonACb/E5ys55GAxQnNNJohqM2murr4qnNQV2NWtp9pBToPgMButdSZp9ULjePCmXxbChSnH77kJSWdeivKpfKJ+qp4ROpNXAyowVOZXbF2ZwncTb/ZZwv7MvK5EmGfkUyVONLlgodgHP5PXEm53HtPs3YMej49DPduuxhHD5yyCZC5VToxZ9/xvc//Ijio8cwYsRIzJgxA5mZmfjmm29w4cIFJjP5ZHiSmyRB6feVp0BJiNI6Sn7SPpTuJmhdZmYGFi9aiKce6+H1L/0KhUKhcETJUA/4/hFHEXqGZOiPHh1j2uIcuwwV2BhyzGlfXkbf5a0Ivb9o353w33naXnb/z+tMkuqiVJelT49PtG3vOyObref79J7qnGJduv04Oz5PgM72O2DbVnL2Nzz6WrDDeU72ycJVd8vjiZ8OO4tQ4qs0JUOVDFUobmkoGbp69eofB2kXb7vLCr289dZbjSdNmhRPfQDoSXr7hVYoRKqrDCV5QiXxlAglEbpnzx4kJCRoH0IrkbLeOzI0xOdJxG+qyyadcxHKOWCdxn7YWuJ8PsMCv7m10aZVY7Rr2wr3dW6HHt3a46EHKB16Lx5/5F785dH2eOaJthj/blOcTDHoE2oVaWLy8OAex1SorTyehiRFOfYIzRcEaK4VUYiKYlQurd8vi9Eoe0/SQoN+o4VWDBOlkiQ9IEvTaEe5ayvDjzZJjMppUUmKcuxl9LU16lmlKInPu63UZ+uOxNfRtte0SVB+38OCALUJ2Bh7OlcUmg69Uq2wZOg+AaFnqENLAfE4MY4tALgMpfYLJ9Jq4WRGa5zO7IYzOU/jbP4rOF/QF18eGMIE6IWiMdpyFEuK0vqzeS/gdFY3lKTdzVou0GuaF2JByNpXncrjL/58Cf+8+BPOX/gKgUHbMG/efERGRqKkpARff/01K4mn30kuQXm/T7EcXpSgJEn5/rQfrQsI2IQXnnuGldp7+wu/QqFQKJxRMtRN/tjiLEJPkwx1Lj13xfadJw1l6CeznUXlXwdE4v5Xglk6s+trIej6eigmLMp1FKZ9Ilg5O8lSJkw1+Lbpa4v09b31fR7sH+X0GDHp31hL4INZAnTwxHiH7T9cvI41mw9jdcAhFJ+8jGu//eSZ9Du63VmEHgmsMBGqZKhCoagsyBNSO82RI0cu8La/rLDLkCFDao8ZM2bZ2rVr/6NEqOJWpLrJ0D/yxiEpIZalQikJSn1CCRqelJiUhMjQ7di7pjf+lVf155a7uRciVzVkAovL0P3WRCaTflYhSj0hz6ZZELS8Fh7s1hitWrVGVyZDqW/ovXj4gXvx6IPt8dhD7fDkY20wbEBTJuFs5fFxjqlQsTzeIRW6yzEVul8sjw+XZGiYM3kcMSkqEmlfFojpUbMkqbXU/sBOQZCalNy7RJSiZn1JjZKishh1GLZEsrOOlbpW6HotbVsNm0A9xF/zfRan1gS8Vyv/ORj1SRXP2WHgE5eh+6xS2yAFa5Ohe4UyeWvP0OOsTL4uTqbfg9NZD1plaE+cL3wb5w8MxZcHR7B06JcHh2u338G5/b1whpXI08CoOuz9RXI5YWMNrF70nj45/vIv+OnSZZw8fQarVq/G7DlzEBAQwAQmDS8jEcqlpjjwyGgoEheeJEqzs7MZJEZpPX2O9XnzdTzYuaXXv+grFAqFwhwlQ93km86OItQmQ7M9Os6BIz8ZytDXhjqLytGfJ9nL6V8IYv06XxziuN/fhuzSZSkXphqXr+jbduw9Z99GwrNnMH76xfExTp67Yit/J554Pdj03P/8/RfPpd++DxxFaPG2ChWhSoYqFIrKgibK+/n5/feHH34Y7G2HWWGXAQMG9KS4Kz059SGkuBWpdjI0dwyCgzYiLi4OO3fuZOk0SodSuTwlRYuLcrBo8gCc3zO4ys/tSsZwBC1ozuRhoVWEMgFphQ8fIqlFU+d3ra+JF/7aCC1atGHJ0G5d2+OB7u3xUI/2eOSBdkyG/uWR1nj7tWYo3OM4sZzJUFHG7bGLUJ6u5LJRFJIOJfKiCA3VyRGXkhCVy+j3G8lRoaxeTpM6CdIouyB1SpLKk+yNpKlRyf1ug1SlOMVe7N+5zwAmPWtY0eXnoX0S1te9iLclcCE/i8yGTFnfB0f22mGyVpDZcjLW9lwkGWqfJl8fJzM64HT2IziT8yzO5r2K8wVv68nQg8M03tMYgvOF/bRtr+B0zl9wIr0ljibpz6FYO37YmvsQsycaBQcOYcaMmZg7dy6bjkgC9MSJEzh27Bjr8Um3+VR4uR8owVOgtI0LUxKgdD/aRhKUjvt2nzfxYJdWXv+Cr1AoFIqyUTLUHRLsIlRMhZ6qg9Irazw61tVr1w1laI/ntzrtu37bUcN9LwlCs/eI3brMZMJU59Kv+rYCEq/Wbfy+uQcce5P+51/O53P5N+fz/vcfV+0ir3iVseC7kISrXyU7rvN/yN4j9JusChehSoYqFIrKglpprl+/HlOmTEnytsOskMvAgQObzZs379zWrVv/n/oAUtyqVDcZeiNvNFYvnsxSoTTMLDw8nMnQ2Ng4JCUmIi8nFbkZMfCd/jp+TR9R5ee3bto9SAvUJR6fzJ4faS81p/Ukt0riLUjcVhP932iIps10GUp9Q7vffw8e6NYOD3Zvi4e0Lx6PPNAaPZ9rhuyImiwZekQo0XYamGRSHu8wMMkgFZonyFAmQkN0GcoQUqJGcjRfJMIkQSqucyFIHabWG0lSo+FN0Y449B4VxahUum7UY5Qhi09ZfooClCdx9zi+/mK5v9gzVRw0xa/bUp/Cz82shQDtI5b+2wYoJfJkaGOcyuiE01mP4kzu33F2/+s4V9AP5wsH41zhUG1JQ5OoV+gb2vbncCqzB0pSGzDJTo+dv4OGJ/XAjDlrEBERwQQmJTt5D1AuM0luiilQLkFpSbdpPR+KxCUoXadj0f38/f3x/HN/xd+f6IanerTx+pd7hUKhULhHVcnQbV7+3nVTMvTSSOfyeBKhJzW+ednj4/2tT5ih5Dx9/orDfifP/Wa4X3TCeds+/cbEOG3n20hqytuCIk84nc9LAyPZtp6Dd7Iyfnn7f25cw++/XsTVf6bjaspwc8G3R9u2a6ggR1N1EUrp0EqQoEqGKhSKyoRk6KZNm7Bw4cICb3vMCrlMmjQpdsuWLf9HDUxS3MpUNxlKrJ07CNG7olgcndpXUJl8bGwskpOTkJqajOOHc1GQvRczPxmA7xLHVOm5Bc97HNG+tZm4Y8IwwtqPM0wXhiT/SHLR4JzciBr48N0GaNa8DTp3aoeuXUiIUkK0Lbrf3wYPdNO4vyWeebwFUoJr2YcmmZXGi+XxUfbyeMPBSXJZvChCBbJD7HJUFKYOYjTMQIyaJEhp3f5wuyCVJalZib3D0KadBoOa5BJ6UYxaRaVTetOFFC0ykZ8HZQG620CA7nJsA1AebM+NH1dOhsbK0+Rr4URac5xK74rT2X/B2bx/4Gz+Gzi3vx/OFwzSoEQolcf3xZm8njid8zROZrTHseTa7FiF2mueuLEW9mwfhuz8k2yQUUpKCmtHkZWVZesFylOgVPouwlOg4lAkuh/dpjQpDVhaunQpnnniUfztsfvwVA/VF1ShUChuN7wlQ4OCgsr8e5j2EfF0f5GM9JuQoV+1NxahJzRK6mr7fO3R8cbw8neJmKQvnfal8nl5v/5j99q2P9s71GHbX7Xb4v2p7F3cPmNJrtNjkCCl8n2z871+5RKuFkzH1djergXf6k76sKTL3+u3izbh6o+HKlWEKhmqUCgqC/47umTJksPe9pg3fRk9evTs9evX/1t98ChudaqjDD0S2h9x+3bb/milcnkqk09KTmL/m5+VmY7iQ3k4fXw/doUFYOX0gTgb/U6VnNtPcUOw17cFDu+2isQwbRmssUOXiCT/SE5SOpH6Q875uB6aNW+NTh3bokvndhqUEm2Nbl1b44FurdG9aws8+kBzRPjVYZPGbZPjJRFq2Cd0p71cPV9MhQoS00iE0rnaCLEvZVFKcDFqJEcN06NlISdLBUEqJkm5FHWYZl9Gb1Gn1KhBr1H6uRzkSVsxcWsgQA9wdkkCVEzlRpmLXfF5ONwWnpNDOwA+hGuv4zR5vUy+Nk6mt8LJjG44nf0EG450Nr8Xzu7vh3OFA3GuQGN/f7budO7zOJX5CE6kNmMylZ43DU6K3dQO0SE+SEzKQFJSElJSUpnEJBFKopMSn6IAFVOglBYlCUr7ErT9pPalloTqrFmz8EiPzvjrIx3xpJKgCoVCcdtSlTLUlaysbMovQ6+5FqHHNb4f6dExV24qMpSh05fk4sTZ31B84jKDrkfFnTPcd+m6AwiMOFHmIKYhH8Y6bB8wbq9H53rjYjau7nwKV+P7uZZ7hzbap8YX+FW6AFUyVKFQVAXWifIl3naZN3UZMGDAEytWrLji7RdToXCH6ihD/8wdhQUzP2KJUOo7SB88bJp8YgLS09KRk52FvNwsHDyQi3MnD+PU8QJER2zGmgUTsGHWG/gptXLO64+sEfgtcSjWTWmNrO26RMzUlpnb9CUTomG61CPJdS7NAv95d6FJ8zbo1KEtOpMQ7dRaoxW6dmmFbl1aoPt9LfBAt6ZYPqUeShIce17yhOKBaEcRKvYJNZseb5OhrkSolSyDdTmyIJWSo3ku5KjDOmm//DBHOeowqMmgLymn0EiQmpTVO02tF8UmwYWnkLiVk7diApSnVLn8FOWmKHL58yiIENbznrImotehXH63czL0WIIuQ0+k1sPJ9HY4mfEATmc/jTO5L+LsfkqGvs0kKBOh+3vjbO4rOJX1DE6kd8Gx5PpscBKV7WcEWRAT8Dj27g5FcnIaUlN1EUqCk/cD5WXwfPCRLEEpDVpcXMwGK9F/TkydOhWPdO+IZx7ugCe6q3J4hUKhuN25k2VoYGCgjfLL0POuRegx4i6U3sh0+5ixqV8ZCk6ZB18IZD09ew2Ldmt/Ij3vO4fHmrMin61/5OVtmDAjDXFpX7l5nhfx76wPcDWwHa5mTShb7gW+aB+SFPSKkqFKhioUdwRUterr6/t1nz59unvbaZbrMmDAgPrTpk075u0XUqFwl+ooQ4lvYociaGsANm/ezP5wpXQoDVUiiZOdnYnc3Bzk5+WgcH8ejhwqwJlTR/HluRIcPpiJpL0hCN64EJsWDke8f19cTHrv5s8pbzSuJL3LZOiOOX/FzhV3IT/EgtQtFqQHWpCxzYKsYF0a8nTohUwLwn3rokvn1mjTtg06dqCEaGsmRDt3bImunVvg/i7N0KNrM7w/+G6cTbWWcAsDe8S+lA6JUEGG8mFJTn1Cw+zDkkQZSufpkh32tKtNjsqJ0RCprN4gQWrYi1QWpwYl9w5Lg6FNhkOa6HXZpWNLb0brOPQd3S0t+XVBgNqEs8xOi/PgKIM+qoa9VaUWAaLU5elW2zT5fboMpVQoJTuPJ1tQktoIJzPuxcnMh3A6+xmcyX0JZ6g3aH5vnM3vq9EHZ/Jew5mcf2j7PKbt3xpHE2uxnqj0WEmbLIje/CaS0wuQnp6u/Q5RGnS/YT9QKn0n2GCknFy2joYr0T7Ua3TM6FF4uOs9ugTt5v0v7wqFQqGoGKpKhspyklOWxPSErVu3mpKellJOGXrKLkJPSSL0uFWEHtUoaa/t+6Nbxzz/9e9uy80L315DyZlf8dBLQWXuS/1D5cc6fPwSMvf/4NlzPrIEpcEdcS2oPa6e3Gwi86gU/rzGCVw9tctxYjyR9AWu7hmNq8G9cHX9E7i6uiuufputZKiSoQrFbYV1ovzlQYMGDfG21/T4MnTo0Npjx471pX8g1QeO4nahuspQYsUXr2Hjhg3YoEF/EEdHR7PyXiZzcrKZDM3P16XogYJ8HD5UiOPHDuE0idGzJThVUoS8zFjsDt+IbevnIWj1p9i6eBjCl/dHRsAAnN41mEnXH+KH4ru4ofgy5l0cCH4Hsf79EbZiELYtGYodK0chZNUobFk4CIHz+mLvyrdwYsfb2Di1FdICLEjebEHqVrsQJXHIeodGWXAyUdu+rRbefKkpGjRqiw7tW6HDva3QqUNLjRbo0rE5unRqiq6dm+Jvf2mI73Kl0nhparzhwKQIRxnq0CvUQIRmW0Wng/ykdGuwnm41kqMOYpQL0R2SFDWQo3lWnNaHOYtT0/SoJBfzZRkpiVEHZDnKBam8zpX8lMSzkQQ1ktFltgXgMlRIhrIBStap80esJfJseFJyDZSkNcOJjM44lfUITuf8FWdyX8aZvDdwNv8tnM17S7v9Bk7nvoTTWc/gZHp3HEvRBydR+pVe833rGiN6xzTk5J9kyWoSnCRBKelJJe88Ccp7gtLy6NGj2u/SaTYgiX4He/d6DQ/f1wZPP9heSVCFQqG4A6kqGVqWrCwPVEnkLmmp5ZWhv9ll6Ak5FWoVocUaR+qh9ORD2v6X3DoupT7dkaFJmd+w/ZOzv8XDL5sL0RcGRODHn8vz/ARKfFEa2hWlQW3xR/hjuHq5yFni7R2Gq74dcXWNxuqO9tJ4V/j2wNXv96tkqJKhCsVtB8nQtWvX/jls2LB53nabHl0GDx5ca8SIEf18fX3/Pyq59fYLqVC4S3WWoZdShmPK+2/Q/8AgICCA/aFA5fKJiYlIT89AdjaVy+ciPy8X+61SdH9+Lg4Ukhg9iOPFh3HqRDHOnSnBl+dO4uzpEpQcO4jDhZnISo1B8r4Q7Nu1FXsiNmHvzs1Ijg1FdkoM9uel4uiRApw4egAlRwtx9HAuig9koCBnH9L2BWGb/0z4z/krdq2sg4SNFiQFWJBOQjRIF4skAEl6kdQkoTV1/N2oUaMdOtzbEu3btUSH9i3Q8d7m6NyhGTrf21SjMe7r0BhnUoQ+llyGSlPjHdKJVtHmlAY1mB6fLchQLjlZiX8ZZHHE1KjUczTHIDnqkCCVMRCkhiX4JmJRFKP5khgVcZKa4m05YSsjic+y5KdD4lUUu8J+4jApWw9RUYbusZbIWyfJF1MqlMnQ2izpeTKjK05lPo7T2X/D6ZyXcDr3dZzJ7aWL0JxXNJ7TU6EpbVkqlBKmJNNTNlmwZ+OzSEnNQF5+IUuEkgglqCTelgLVfpfo9unTp1kpPP2uffHFF+jUqRM6tGmCJ3u08/oXdYVCoVBUHlUlQ0leUuWPJwJThN+XlmbQ341mpKYklV8SnmtnXB5vE6Eah+uh9JDG8W7afZwnssv0GbnHLRnqu+WI7T5ffvM73p+agh7P27c/+cYOLPQrxPU/yytB/6md92yUhnZB6ba2TITeyP7Qtcj7KhVXNz/jnggNeFa7zxlVJq9kqEJxW0KD19etW/df48aNC/a23/ToMnTo0G6zZs0qCQ8P9/qLqFB4QnWWocR38cMw86PeWLBgAfvDlz6EKCGakJBgnYSdbZuEvT9fh+QoidG83GwmSZkcLTqAY8WHcaLkCE6dPIbTp44xOXru7El8ef40Lnx5BufOnMSZ0yc0SnDiRDFOHD+MQ0X7UZCfgdzMZKSn7EVibCT27g7B4vnTsWVBW8T6WxC/QU+IplnTobxUfj+VymdYsH5BPe3LRVvcc08LtG/XAve0a45772mGDu2bomP7JuhwT2Nt2RDRa2uhONb1sKQCMREqCjkpXZkjpEJtIjTYQIRucyRDwLZeFKPBjnI0Wyqpz5ExkaQukRKkeaEWp/J6lh6V5WSkIzZBKly3bZP6re6X7isfm8tMUdDKfVHN0q5yGwA5HepQJr/XWiZvlaE0Sf54Sj2cSL0HJzPux8msJ3Aq6zkmQ8/kvqpBQrQnTmW/oG17CiXp3XA0uRGTqZQ0pcfbp71HY4KGIa/wG+33JMfWH5TSoCRAKflJ6dDz588zQUqfO1OmTMH24B2YNXsOatasiU5tG3v9S7pCoVAoKpeqkqEkKzdt2sRwJS2N4Pfh9y+LjRs3OpGclFh+GXpxrHsilCiqr9EEpT/7uzxmxN6zbLL7x7PTmeAcOSmRDTcaOiGOXSdo6vz2nc5ilfqIUvn8TSVBL6ahNHMYSoPbonR7W12ERjyEf3+f5L7QS5/jWoRGDqpUCapkqEKhqGzIQ2zYsOF/PvnkkzRv+023L++9915j7YS3qw8Zxe1IdZehxPndg7Bk0kv48MMPsX79ejZQiU+YT05OQUZmJrKyspjYISmal5/vIEVzc7ORm5OFnOxMjQztOvUczdS2kSzNRkF+DpOmNJSJ9snKSEN6aqL2x3Is4mJ3Y3d0OMJDghC0ZT02rlsFv9WL8MmnM/HRsIcRvKAGEjfoQjRls54OJflIUoyk2ulkC8J867DS+GbNWuKets3RpnUz3NOmKdq3a4J772mM9m0bocM9jTBpRF2cSpYmlwsiNF8szzYQoQ6T40UZKiVCswQRmmFGkBVXYlQQpNlGGAxmMpWmZn1JpSRpXqizbDTqQ8qIcEZMlebJaU9JfpoiyU+5Z6q4zlCISn1DWTLUKkOpRP5wrAVH4q1l8mySfCOUpHXAiYweOJn5JE5lP6fxkjUNSryIk1nPoiTjURxPaYvihDrsOHTcTO1nuHd9e8TtWo28/cdZKTz1BqU0KElQEqIkQWlJv1s0GT45ORVHjx7HxZ8uYdHiJeyLsZKhCoVCcedTVTKUhOQGaxskI1npCn4/I+jfMXdISky4iRLyQnMRSuXxhwURelDjgEbh3dp+j6P0WurNla5XJFeKtXOdhdJdD6F0RxuUBrfRRWhwe+28Z+M/N67h918veib1qBeokQhdc3+ViFAlQxUKRWVCMpT+k23mzJlHvO043boMHDiw3oQJEz6gMtuwsDCvv4AKhacoGarzU/IwpKzrjfcGvkofQKyHKAlRKuWlwUrJycmslyhJURoOk5OTy1JweUyQ5rIlDV3KzclGbna2tk8GsjIzkJGZhsz0NDZZNJ1IS0daaiqSkhIRFxuDXVERCAkORNBW7Q/wdauxYpkP5s6ago8+HIcXnn8Zc95viJg1Fuxba0HiJj0dSnKQJQQjLDgco60PrIV+rzZG7bot0bZNE7Ru1QRtWzdBm9aN0a5NI9zTtiE6tGuI55+qj9NJUh9LsWzbQNbJ/UHl6fE5wsR4BxG63UR+BulCl5MhI4vRbY5ilIvS7O0GvUmDHcWpoRB1IUbNBKmTiORor1VuWWLTQHI6yU4Z+bGF88mRfg65QqrV1j+UJ0ONBijtE2RogoWVux9PaY6S1E44kfEgTjEZ+jecynqeCdFT2S9q1/+GE5lPoCTtfhxPbogjcTXY8Uj4kqjfHfAikpOStN+D/UyG8jQo9QQ9deoU+0d95cpV2ns+BcdLTuDyL7/ZUDJUoVAoqg9VJUPXrVtHfdcYdJ0wkpZ8mwy/rxn+/v4uSYiPuzmR+E0fRxFaXIYILdDYr5HfQNv3SZReDvGOAL2YrJ3X5yjd8zBKQ1ujNKSNLkKZDG2L0ozhKP1T70t6/colz4Re/Meuk6FKhioZqlDc5tDvKVU2+Pj4nPW253TrMmjQoH/MmzfvK5qAS/LE2y+gQuEpSoY6Uhw+CP7TX8fAt3uxFBu9RlQ2HxMTw5Ki8fHxSElOZiX0GRnpyMzMRLZVkGbl5LCSepqQnZtnlaR5dD2PCSLaRr1IU1JSkJBIMjQWu7Vjh4Zsx5aA9fBbsxzLFs/HrOlfYOIHI/Hiy2+i/6ttsW6qBXv9LYhbr5fLZ5AIDNVFHMnM3PAa+GJMfdSu0xKtWjVFq5YkRBujdctGaNOqIdq1aYB72t6Nh7rVZ7KtUOhtyUUoF2lO6URBfnJRSDJO7BGaLSdCxVSokQQNNECWo8L9xcQoF6VZ2xzlqHw9y80EqdEke1fJ0TIFqQeS00hs5gpiVkzf5pQhacV0KC/ZN5wmL/QMJRl6LPEuHE9phZLULjiR/jBOZjyFU1nP4mTWPzSe13iOrStJe1hPhcbXZhPp6f1D5xbjVwtRW8YhM6cY+cL7nERoamoqFi9egviERJz/8isHCapkqEKhUFQ/qkqGUkjF19eXQdcJkpR8KV7n22X4/UXWrFnjFnGx+25SLP6E0hNtHQcmlSVC9zfQZWieRm5DbdkcpScHo/RyJFivzgqXnz+j9KdklB6fj9K0N1AaqZ1veGuUhrW2i1AuQ9O08/ilyHbfP6/96pnM+7HIWX6G9lEyVMlQheKOgn5PySkuWbLka297zjIv/fr1azpp0qTtNPVJfcAobleUDHXmauYI5AUOxPpZb2BI/9fw2WefsT+Y6T89KCm6d+9eRmxsHOstmpSYiKTkZKSkpjIBRKKUUqQZGRkamUjXlnSbJGh8fAKTqnScXbt2YefOKERGRmD7tkCs8/fF0sXzMXPa55j44Wj0e7sP/vJoN3z+Xh3sWmFBjL+FDVRKI0G4QxeiJDAPRFmwfGpdNGnaDC1aEE3QsgXJ0IZo1bKBtrwbbVvVx30d6iN4WU3H3qCRUhrURTk8l3SiBM0OdpSRRiI03UCEpkkYytFAQZButxJkceo7mmWQJuXnkm0ywd4hSepKkpbVl1Tsn2qCmKoVX8ebQRa1YjqUJ0MdpsmTCJXL5NkApbtxPKUdjqfej5L0R3Ei/SmczPyrBg1L+htOZDyNkjQqj++Mo9q+dN8D1lRosvZejPK9H3F7gpBXcAw5OVnsfU7p0NjYWAQEbMbx49Yk6K/OIlTJUIVCoaheVJUMXb16NVauXIlVq1Yx6La78PuI0LE8Yd/emAqQjQdQeqypaxFqk6GSCM3RyNbIaoTSTI0MjbzuKC0ZhtKvfFD6806UXivUHuOCxhWTx/9N4zuUXi1C6UXt+VxYr53PFO24vVG69z6URrVE6c5WKI3UiGjlKEK5DM0agdIrxx2O+68/rngu84JetkvPba/i6sXD+vr9q5UMVTJUobijoFJ5Pz+/7958882a3vadppeBAwfWmThx4qeqPF5xu6NkqDl/5IxC7tZ+CF38Jj4d+QIGDxrABr/Q7z31FaXEKElRSo0yQWpd8tskhEh88nW7d+9mAjQyMpJ9bvD/SKH/Adq6NZCVE69Zswrz5s7ApInv490hA/DAw8+g7wuNsXG6BXvWWBC7zoIUmixPws+aHjy024JtS2qjS8fGaNy4CZo3b4zmzRqhZfOGaNH8brRqqdGiHtq1qoeZH9S2CTO5N6hTilGQbw6iUJSJ251Tm67SoLIETdtqgkly1DBFapQoFXuRStPrDafYG5TZy8ObDAmxkyNdN0SSrOL9HJZmfVBlGSoOVRKHKAn9QnkyVJShxSRDE2viaFJjHE9pr9GdSc+StCdwIvMZDRKiT+NE2uM4ntpd268FjsTVRFGMPriLznPXEu09GTgMhYe/Zuln+k8A6g1K0t/X1w/f//CjSxGqZKhCoVBUL6pKhi5fvhzLli1j0HXOihUrHODrxH3E+5aXmD27Kyh9WYjSY22dRahDKrQMEcplaHpjlKZppGqkNEFpskZSU5QmaiRoxDdDaZxGrMa+5ijdayVGY08LlO7WiNbY1dIqQls6ilAuQ6O6o/TIfJTe+M7p+fznz9+ZTPRI5BX667Jz7SO4WrzNfLuSoUqGKhR3AOQH1q9ff7FPnz5tvO08TS8DBgz4+5w5c46q6fEVD4khVy0Hytqu8AwlQ92DhiwlrH0bIYt7Y9rYFzB8SB988MEHbAo99Y+iPzKioqKY8OTik2Spnv7cyVKlJEBJotL/+NB7mKbXU7N+6lvl778Wfv7+WOO7BkuXLsa0KZ9hzMih+McLPfFA1/aY/G4NRK+wYI+vBfEbLUjdqiclqVfnwShtXUBNvPVCfdSu3QTNmjVCs6YN0ZxxNxOiLZrVQ6tmd6Hnc3WZIBOnlueHCTJUSjFyCSeLQoep8Vw6BumYpUHTXQjQVCviOnYfQY6ydVvtx8owSJEyJCHLU6XiVHteZm97DlyS8ue43fn5ys+d90ota4BTtrwMsR7LTIYKqduySvrlCfNcdBM0QInLUJr8TiJTLJMvTqyLo0nNcSy5gy5DUx9BSfrjGjQ1/kmUMBH6oLZPexyJr6cPTYrWe9VSr9CdqzsjPTEYR45/y3rkHjhwkKVCSYSe//KCqQBVMlShUCiqJ1UlQxcvWYxFixZh8eLFNpYsWWKIuI8ZdCyRsvbfHb2rAsvRf0Tp2dd1EWrWJ5SJ0AaOIjSrLBHaRBChTR1F6D4PRCiToW20x+iH0m9dSeBruPbrTx5KvG9wdcOTuJq/yvV+KVOVDFUyVKG4IyBPsH79+t/eeeedV7ztPA0vvXr1qjlp0qTNJDPoZL39gt0JiHKTy86yMLqvwnOUDPWc7+KGInHtWwhZ9AbWTH4ZM8b3xPvDe2PkiGHQPhuwcOFC1jOKJo9u3bqVvc70Rwj9Tw/BPzf0ROhWVoJPZViUJqA/on18FmLuvDn4eOJ4vDOgL7p2fxJ9nrsbG6daELXKgr00TClAL5cn8UcC7cBOC3w+qaN9yWiCFs0boknjBmjapCGaNq6PZk3uRvOm9TTuQpsWd7ESaqcJ8WGO/SodUqA7hARosA4vTRcTmOmyBBVkKBeZsvy0saUMBFmaLh2LHoPJ0iBHUcrh58FFre28tzuefwbvQxrs+FwdhjYJqVL+2rgSpg6Ig6YM0qhOpfvBElykSlI0TyiTZ4Lb2jO0QCiTp36hTjI04W4UJ7XCseROGt1wPOUhHE97DCWpj2s8imMpD+JocmcUxzfG4dgarNSejpulPSaJ+X3BI1F0+CQOHTqEwsIClJSUICw8HBmZWW6JUCVDFQqFonpRVTLUx8cH8+fPZ/9hTdBtd+D7l4XRfelvP76M3hVV8T06r+5B6dHurkWoUXm8uyJUToW6EqGsPL61dvy+KL2wXTu/X8s8/z88HZjEuFBlklPJUIVCcStAnmDDhg1/DBkyZIK3vafhZdy4cZNWrFjxX6GhoV5/se4EuMx0V4K6EqMKz1Ey9Ob5Pn4oMjf1RuSyN7HNpzdWfUGC9GV8PPJVfDD8Tbw/oh9GD38Ho0a+pzESY8aMwfjx41mydOLEiZg+fTqmTp2K2bNnY+7cuZgzZw7mzJ2nrZ+G8eNG4NXXe+NvT3TFZ4NrI2SRBbuoXN46TCmVROA2C47GWBC5phYaNWiI+vUbonGjuxlNGtdHk0b1NO5C0yZ3oUH9u+A3vQZLk+bxfpeiALUuRbEnlpdnShKUQ1LWqaRdEpdOAnSrIDrLkqFm+211IUoDhSWXpFaBnC7J2wxhaVhqb4ZBCb4ZvK1AlnTdaZ9g+8/AQbDucJaiuVYZmhtmT/ryMvkCoVSeROZB6wAlKpM/HF8DxQmNNNrgWFInHEvprsvQlEdwPPURHEt+AEeTu6I4viUO76uFg9ahSSTOkwMs2LmqBZJjfFF8/AKKig7g9OnTrEfu2nXr7bLTRXk8cemXX5UMVSgUimpEVcnQefPmsb+p6O8p+ruqIqFjc0i4inBZuisqsuJlKOfKHpSeeMlRhJr1CTUSocmSCDUqjzcTobEPoLToY5R+v8dFr1FnPB6YdAujZKhCoahMSIZu3LjxP8OHD1/qbe/pdOnTp88j2j+s+9XQpIrDSG4GBgaWiZKiFYOSoZXDL6nDcDSsP3I290aCXy9ELXsdOxa8hs0zXsGmGT0RMPN1bJr5BjbP6Y33R7/H5Cj1I6U/rilZMJf+kJ8zF1Mmf44PPxiLPn0HYNhb7eH7mQWRVC7vp5fLJ5MQDNRL3VMDa6B/z7raF42GaNKoPhoRDeujcaN62vIuNGl8l7asg6cfqo0TsboMtfW3FEqxZVnHU5SZ2+2l5+nSkCQxlcmFpCwqTWXoZjdl6GZhuVmSoVus4nOLgIEMlYVtmtSL1KjfaaYkRWVZmmEkP4VhTuKgJyOMZKhRD1OeRhWTora2BsJE+f18iJIoQ3c7ytAj8bVQnNAER7gMZcnQB3E8mdKgPVCcdJ+2vR0Ox9VjIrTQ2lqBzmfXUguiA/oif/8BFB06yibHnzt3jrWDOHy42O1UqJKhCoVCUb2oKhlKInTGjBmYOXOmjVmzZjnB14v7uboPHZcjilZZjkbtrEQZauMHlF5cj9KSXijNa1W2CE2RRKhZn1AuQve01u7/PEqLp6D0u50ovfFVuc7zX9fLMTDpFkbJUIVCUZlYZeh/jR07NsTb7tPp8vHHHwdol/9NMtTbL5S7eCIKq1IquitBqYxYhK9zJUa9/ZrfTigZWnVcSX4XvyUOdWLBR69hkc98h2b/S5cuZeXyCxb4YMH8uZg+Yw5GDOmFqSPqI3i+BVEr9XL5hE12IUopwTXTazEZWq+eLkIb3E0CVJehjRrWReNGdVC3dh22P01CtwlQsXybJxYN5J9RCXy6IBzFnqCG8nOzhHbuKZt1kt0gZYv9upk0TeFs1UkTluKAJidJalLmnxFogpyMNUAWqWWlS3l/U16yL4tpp7J5ocerwxAloUy+0CpDi7gM3acRVxdH4puiOOEeHE3qhKOJXbUlDUrqpq0jEXovjsQ1xKF9Ndj0eDoeifP4dRaELGqJ5L0bcOT4DzhQWIB//vOfyMrKQkREpEci9LKSoQqFQlGtqCoZSiKUKm6mTZtmg6pwXOFqPzqeKFdFMcqqeaxilEvRqpGhEjeOo/TnEJR+NQelJe+h9OALKM19AKUZbYwHJqV0Qmn6QyjN0fY7OFS7zxSUfumnHSNRO9aFCjmnf5dnYNItjpKhCoWiMiEZumnTpv+eMGFCkrfdp8NlyJAhI5cvX/4rDUDx9ovkDuXpw1lVPTmNSuPN5CcNmZExEqRmUlTJUdcoGVo1XE8fbihCiUOBbyNg3Qr2XqZhSjSQifqI+vr6Ys0aX+26H/z8fPHZ5Dl4f8ijWPmRBeFLLdi1Wp8uT0I0aYsux3YsrcGmxlss9VGjRn3UqlkPd9W9C3fXr4sGd9dFwwZ1UO+uOpg6pqat7FqUcE7JR1d9QE0GIqVa5aNR6jNZEJ/i0m0ZGiDcDjBgsyBDrYjClQtSjtPgJiNJaobZayOKVOm1lIWyLFJtyVQhcSoOe7L1E5WGKjlNlLeWyXMhKiZDD+3TiLsLR+Kba7RHcWInjftwJJEkaBccibsXh+OaomhvLSZC6Th0fDrfMB8LYgJHovDAMY0jOH7sKL777jv2R/bX33zndnn8ZS5DF1WGDG1lxftf/BUKhUJhp6pkKInQyZMn26DKm/JAx+FSVRSjshSVU6JekaG3GP+5cQ2//3LR6/JSyVAlQxWK2wn6XQ0ICPi/kyZNKvS2/7Rdevfu3UD7Ry+ThNvt8GHijux0VW5eFWLUlQgVxefmzZudMBKjZSVFlRQ1RsnQyudGzkhTEcpZ/MVA7AjezqbN8/c2fy/TctPGDVi+aj3eHzMCk4Y2QuAsC8KX6dPl49brA5VSAql0vgbmT6yFpx6ug/at66Lh3XdpXzyIuqhZsw7q1KmNenVr46mHajEJSLLNQcJJMtCW8Ax0TnvaZKJZMlOUkCYS1FB6GklOD5Af0wH5/ARhatSD1CWBZeOUog1yLVQdZOg2feiTmB4V06I5wdaJ9SFSqXyEdYhSpCBDo3UZWrSXl8rXx5G4Fjgc1w5HEjpodMSR+A7a7Xu0bc1QtK+2ngiN0o9Lg6Ri/S0IXdYGaQnBKDpyDgcPFuCbb75BREQEQkPDPE6FVqoM7dHS61/6FQqFQuFIVclQEqCff/65R3zxxRcOyCJVlKKiEBVlKC+VVzL0Oq795unk+NsDJUMVCkVlQr+r5Lu0f3dOeNuB2i5jx45duHbt2v/cTqlQT3twutOTsyLEopwKlUviZQkaEBBgiixH3UmKKhxRMrTyuZpiXB4vkrm2F3aGbMbevXtBw9nCw8MRGRnJ+jCGhYWx9/P6dX6YNtMHY4Y+D59xtdgwpZ0rLIjx14UoJURJoBVH68tN82pg8uiaeO25Wnjgvtpo27I2GjesjTq1a6NWrVrYNNcq4bY5SjrTUncTkWgkHStKbia5oMIEqYkkdXfCvSGBVqFqJEhdkCEL0SB7OX2WIEMd0qHWvq+sVN6aDM0X+4bSRHntPUFykybKF+2tgcP77sbh2OY4HNdGF6Aah2Lb4tA+SoTWwYE92n2pT2iE3kKBxHfoAu29tn0C8vMPoqjoEBOhqampWLVqNS5e/NljEXrpcmXJUI5KhyoUCsWtRFXJUJKZn376qSmfffaZE/J6UZByKWokRI1kaKUOULoNKN/k+NsDJUMVCkVlQr+r5LW0f1u+8rYDZZdBgwY9uXTp0h/oxG6HD5KyRKhcYm6EO3K0os+Pi1BZgm7atImxceNGG3wdIYpRUYqqnqLuoWRo5XI9w7w8XiZgxWeIjd2H+Ph47Nu3T7sey+RodHQ0S4zSe3/VylWYOPFjfDS0CzZMsZbLr7JgryBESbgdibbgqxQLziZYcCDCgph1NbBqSg1MGlYT/V+piYe71cTkkTWY5GKDhAINEqBlJDxl2ekkLDd5CU/EaVmS1KTs3i1R6ippKidwzZKi4lR7gyFLDqXy4lT5CH2QEiVDCwQZytKhMTVwaO/dTHweim2ls68VivY2wcGYOnppvFWE0rHp3KJXWLBjSSekJ+1G8fGvce7cGeTl5WHRosUoPnrM4/J4EqFMhlZqz1BVLq9QKBS3ElUlQ0lmfvLJJ5g0aZLHyMKUS1FRiLqSofo0+Z1eF5Le4s/ff/G6sFQyVMlQheJ2hX5XyWUtXLjwRy9rUP2i/WO6b/Pmzf99qw9NciVBzXpwcoEol57LfTndmeLu6ZAm8TzFc+MiVJagGzZscEKWo0ZS1Cwp6sk538koGVp53Mgd5bYIJXbMexU7w7YhJyeHJe6IxMREJkYpJRqovV83bliHJcvXYtJHozBrdENsn2tBxDILdq+xC1GaMh+3QYdkXkG4BafjLLiQrMtRSo6SnAtdbi91F6WnWem6mexMFNlYBVgfq6JkaZnJUkkAlyVKyxSmbshRUYzKpfOsh6g4aV4slQ+VpsrzvqHROpT4PLinJopi6qFoX2MU7W1mlaANtfW12T42ERqiP3689p7aOrMu4iKW4FDxlzh79hwyMjK0L4eTkZu33+1EqJMMrZIBSkqGKhQKxa1CVclQkpkff/wxE6KEeL0sjKQoF6JiOtRIhlIqtDrL0BvXfvO6rFQyVMlQheJ2hsvQVatW/eJtD2oZOnRo/7Vr1/4vmurk7RfGHcrqwyn23XS39NysL+fN9OY0S4USYiKUS1AaKkOsW7fOBl8nilGjpKgqnXeNkqGVx9WU9zySoT/tGwz/xV8gOTkZmZmZjPT0dCZE9+zZw3oz0mfRdu3ntnJNAKZ+3B8rJtZF6EILIlbYhWjsel2ExlvFYcJG/TpBMi97uy5ED0a6KEM3Ep3WYzmwQVh6inwsAxKFpTuC9KZEqYeStCJK752E6FbnUnpRhtpK5oP18vUseZCSIEP5IKX91nQoE6KUDt1dAwdj6mo0YBzYU09bX4ulR2nfvEh9Sj21T6D3S8QiC8J8X0B2VgZOn/0WKSlJ+PSzz5GcklquPqE8FXqp0nqGKhQKheJWpKplaHkQpagsQ3k6lJfK8yFKsgyN3hXldTFZ1fzrjyteF5VKhioZqlDcCZCjWrdu3RWvitB33nmnmfaP3Fd0Mre6DHVVel5W+bkZ7vbl9ESKmvULNUqFiiKUC1Casi0jylFRispJUSVFjVEytHLwpDxexHfK64gIC2bJOxKhWVlZSEtLY0KUyuZJiu6MjEBYWCRWrfbDzIlPY+NUvVw+cqUF0SRE11qwb60uReOtUtQmGAU5miBLROt2MeHJxSXfnx1PII4/xvpyIt03Tjz+evt1d8VqpUjSTS4EqVli1BM5utWgnN6gdF4ulxfL5sWp8rnheqk8SU0apJRvFaKFViFKZfAH9tTSqMOWBdE1sH+XLk4pEUoJU5pkT88pxteCLbMbIHbXRhw5ehYpKckYP/4DpGdk2WVnOcrjeVJUyVCFQqGoPlSVDCWROXHiRLfwVIjKpfJ8onx1lqH//vMqk4TeFpVKhioZqlDcCZB73Lhx49WXX365ptdk6MiRI+cHBgb+31tdhHLK6sMpJy7NSs/Nys9lMWpURu9qCr0sQt2VoVyC+vv7M/z8/Bzg67kYlaWoJ/1E+fl5+2dZlSgZWvG4Mz3ejEtxQ7Bx+RdISEhgkBSlsnmSoiRHU1JSEBcfj5g90dgWHIGZ0ydj5tjmCFlgQdhSC6KsCVEaqsRTorHrdGnJxaUoNeWUJ5eQvMzeJiml4zDWWdcZEOsua53XiccxFagbPBelpglTD4SoWwObxF6qZQhST0ro043K5QUZmi1MledClE+W571DC6LtJfOF1tskS2mfnHA9EUoilEQt/YyDZlgQsn4UcvIPIDE5HVOnTUNGpmci1Kg8/lKVDFBSKBQKxa3ErShDzcSoKEMJMR1qVipfHXuG/ufG79VGhCoZqlAoqgLyjwEBAVffeuutu6tcgg4cOLDGoEGDOixZsuR/0cl48uHhacqwIlOJrkrPSQaKPTi59JRLz41K0M36cpolLl1NondneJIoQ/n5kejk8tPX19fGmjVrbNe5GC2PFK3OKVElQysed6bHu0yHfv4C1vuvYinQuLg45ObmoqCggA2sITFK5fMJ8fGICA/FkuX+GDeqP+aPrYPwRVYhulIXort9dSm6TxCODjLTDBNxuW+tMbFWzLbv85eu+wvr/I2PZSpJXZy3kSg1laUuyvLLSpc6pUzdLa2XU6RbnBOjXIiKItS0fyhPhwY7C9GcMOfJ8pQOZQlQTpQ1DRqu728ToVv15xe+xIKti+5HUlIiovYksS99Z8996XZpvMtU6GUlQxUKhaK6cavLUFGI3kw6tLpMk//PjWu49utFrwtKJUOVDFUo7iTo9zUgIOD3fv36NatyGTpgwIAGH3zwwY7g4OD/584Hh1ECsjwYHc8Tbqb0nKcrxZSlWQm6LBc9meJeXhnKE6FcgBKrV6+2wdd5KkXVgCUlQyua8pbHyyz6rB/8fNew9yCVx5MMPXjwIPbv38+EKJXNR4SHae/pjfj8ixl47+3HsGZSDYQutiB8mS5Eo1dbsIeEqJ+eEt3r70JYmsDv54SfAdZt9HjlhR/HQZyayFfTRKmZKC1H2b2n/UrdLq83kKSiGHVIiQba5ajplHmxh6icEI2wl8uLUBk9F6F0Py5C6TnT+2b7ggZI3BuIDZsCMWvObFz86VLFiFAlQxUKhaJacjvJUFdC1GiyvChEo3ZWAxnKROhPXpeTSoYqGapQ3GlYZei1fv36ta1SEao9YI0hQ4Y8RiLNnRM1Kv2uKOTHcHUOZQlGnuoURahR6bmYsjQrQTeSi2VNcTcTo+6WycsylAToqlWrHBDFqJEUlfuJqtJ5HSVDK46bKY+XSVr9KuZOHosVK1Zg+fLliImJQVFREZOh1EOUJsyHh4dr798AbfsKjB0zFqP6tsPWWRaELtF7iEatsmDXar2PKMmtPbJ89C9bYLL7lQdrMpVhfXyeVuX78PUyMb7mklRGlKWxRsgl/GUkSj0Z+OTJQKdELkY3eTCUyaSvKBeiDmJUEKJiOlQUoiK5Qho0c4d+DBKh1BuW3idRS2sgbMMITJ02A/7aZ/6Bw0WOsvMmy+OVDFUoFIrqx+0gQ83K5d0RorxkPjIi3PuyspK5/tvPXheTSoYqGapQ3IlwGTpgwIBOVSpDBw4c2Fb7xy5/x44dbp1oWYlHTyiPGPWkD6ecChUFo5i4lDESi2aJS3ekqBHyoCeznqGyDF25cqUTXIwanbsqnXdGydAKIm80riTfXHm8TMi8nvjso1HsD+4JEyawnxelQuPj47ErKgohoaHYor1nN2xcj4WLV2D0yBGY+E497JhvQcgiCyKWWbBzhSBFV9uF5G4Ticm2mxC9WmKV/ZjRRts9RH48LlUdRKmrRKmfJEn93ZCk6x0lqVsDn4xK8D0stzctr3fVV5QLUXHavIEMzQrRhWi2VYjaCLdfp+20X4Z2nzRJhMZqrJzcHKNHjdY+O9civ7AABw4fqtDyeCVDFQqFovpxu8hQs3J5VyXz4oR5amPkbVlZqSL0yiWvS0klQ5UMVSjuVKwy9PrAgQO7V5kIffvtt2u8++67r23atOl/yjpBdwWoOGTIDL5feeSo0bmYJUNFGcrlopy25IhJy/KUobvTV9SVDHVVKm8kQyk9J+JKiqrSeUeUDK0YrqUPq1ARyolY+BoG9X0FL734Ap555hksWrQIqampiCIZGhLi8BmwfKU/Ro8ciJkjamLHQgt2WHuIRiy3StGVdjG6qwwxyfZZ5Qjdlx1DY5eVKGEZtUpipWt2rbIvZaL5kiSpgSh1EKYmspQLUoc+pWal93LJ/XrjNKk4UKrMXqUGgtRBlprIUdPSeXm4UqAuMm0l81YhmrlDkKKhjmRZJSjtk75dF6vJW3QRSklhes03zaqJLz6dYPuM8FSGuitClQxVKBSK6sXtJEM9EaJySjQsNMTrwrKy+OPqZa8LSSVDlQxVKO5krDL0j4EDBz5SZTJ06NChnbV/zM5zwWCGqzSmkdxzBzNJWpFDiVzJUFGCyolLd8vQZcFolrw0en7y62XU41ROh/Lz5AKUSolFuBQl5PMWz9lV6bwrKXqnoGTozfNndsWVxxtxPnIARvZ5FA8//BCef/55LF26lKVDIyMjERERgZ07dzI5SteXLV2OoW8/g+UfWRC22ILtPhaEWPuIkhSNXKGL0Z1liEq+fecKYyI5yx1h25frRC4X9pGWZsfduVIQt5I45XLUSOY6SdI1Qsm9C1HqVHJvNNBJ6ktqNPXeTJq6O8hJTo86pEa5GBXL5gPt2ErmrUKU0p6iFM0UoG0kQXkaNFE7ftwGXYSywVsra2Ds8FfY5yP/jHCQoW6Ux5fVJ1TJUIVCoaie3G4ytKweomZSNDRkh9elpRKhSoYqGapQ3J5wGTpgwICnqkSE9u/fv+bIkSOHbN261e2hSUYiVJZ6PB3pDmZy1JOSevlcPBlKZFR6LgpFWYyWR4qaiVGj182odyifKs8FrihEuQRdtmyZDVmM0v78vM36iVa3lKiSoTfHv/JG4UpSxZbHG/FLwhAs++g5vPLyyxgyZAh7H6ekpLDhSiRGk5KSkJAQj5CQcO0P9s/x2rMtsWGyBcE+diEatkRjmV4+T8gi0wgSqBHLjAkXWaoTIVwPN7mfE9bHMTyHFXaBGyVI06gVxqlSV+X3csm9aX9Sk56krtKlRkOdTIc4uSq553JU7jVqIEVTBCmaZpWhjO1WKWoVo1yAMgkaZE+DJmjHjl2vi1B6jeO15Yh+HeHnu9LhM8KTZKg7fUKVDFUoFIrqye0oQ2Uh6qqPKJeiO4K3e11cVjR//v6L10XkrYCSoQqForKxytA/Bw0a9GyVyNB33323x/Tp078ODQ11eWJl9eg0EqG8bJyLNi4IxZJyubTclRx1pwenO0OJyurDKZeeG4lRd6Woqwn0RoivnTvl8rIMpeQcYSRFxfP2pHTe1YCl2xklQ2+O31Pfq3QRyrkcPwS7l72FAX1fw0cffcTeizRhPisrC5mZmcjIyEBMzB42UKlnzzfw/GMWbJ5lQeB8C7YtsCB4oQWhi/QBS0yMLhXEpQFhMkscCZVZbCdMINRkaXoOy0xEqok0NUqSRpUhSV2V2hv1JmVy1M8AeaCTIEcNy++l/qSm0+43OotRhzL6LTpMiopT54MEtlkhASpI0KTNugjdt07vHUuv6W7tNftowF3wW7NU+1xw/FxzV4Z6Uh6vZKhCoVBUP25XGWomRM2kaPD2IK/LSyVClQxVMlShuD2xytAbgwYNerHSReiAAQPqjBs37mMSXmV9ULiTxBQFpCw/uRiUMROk7qRGzUrOXSUt5YnyRkJUFqFcJspi1JUUFYcWldVX1EiIiq+hKyEqpkNFGSoiSlH5vM1K590dsMTfG97+xSkPSoaWn+uZw6tMhHIuxQ1B1MJX8O7AN1j6IDg4GEePHkVhYaFVhsZg44b1GD9+PLrf3wWvP2nB9vkWBM6zIEhbbrdKUeonSkOWQhY7SkxOiLC0sciZHSILPUC4Hx0ndLF9GSpJV1HIupSmYhsAs3YAqxxFqYMglSXpGmHqvVmq1Kj83kCOmvUndSq753LUoPeoQ3/RzXZSBCnKsKZFacnXcQnKy+JJhNJzoNcvRntuC8ZbMHfOTMPPMXdkqKfl8UqGKhQKRfXjdpahRn1EzaTo9m13jgxVIlTJUIVCUbUIMvTVSpehw4cP/8ucOXO+CQ8PL/PEXPXnlJOYosTjcClohpEg9TQ16m7ZuTtCtKyenK6kKC9F58lLXo7uSooaYXbe7grRJUuW2ODrZCkql85Xp5SokqHl40ZO5fYJLUuIxq58EyOG9MG8efPYe5ISonl5eYhPSMD24GDMmz0db7zYDS88VgMjXrdg0wwLNs+2S1GWFPWxYiIsg2V8nNkus0DCR1hKiMcRH48/PglYJkwlUSsnVJ0SprwNgChJxX6mK+z9UKncfpdBb1KXJfdGQ51cpUrNepO6GOTkUF5vIkUZvLfoZntaVIQLU0qCEiRC92qPE73G+rpor9e6KRbMnjWVfZ4ZfUYwGap9uXQlQj0tj1cyVKFQKKofd4IMdUeKbgva6nWJqURo5cnQ48VFXuO3Sz8oGapQ3OFUmQwdOHBgg48++mg+fQmkhJU7J+dqWJGReBQlHofLQY64zUiOupsadVV2LgtaIyHqqoeop1K0PH1FjcSoq/N2R4iKMtRIivJzd1U6bzZgyVUPV2//ErmLkqHlIG80riRXfp/QsoRo9LLeGDliGGvWT1I0PCwM4RERWKK9t4cMfgc97m+HIW80xbs9LfhkkAXrp1kQMMuCrXN1KbptvpUFOtuF5XbhtiHW+wZ5wjz7dfmxRRyEqZQmlROpIUKK1SxRapYijZBK7c0SpZ70JXVnyn2Mi1J7V2LUcEq9VXJyMSqSEOAoQSkNyibGr9Z7x9JrRJL8w3GD2Geb2WdEnhsy1NPyeCVDFQqFovpxJ8lQV+XzQYG3vwxVItRchnr7HJQMVSjubKpMhg4bNuwf8+bN+4amMLt7crIMlVOhRmlGUeBxeBm5jCxIzcSoK4Fo1H+zvEK0qqSonBY1wpUQ5UOV+DkapUMXL15sg6/j5fNiP1F56vydPGBJyVDPuZY2zKsilHNx32AEznwJQ4cMZn+Aa59nGD16NBuw9MLz/0CPHg+gc8e2eP/t+pg40IJZIyxYO8WCjTPsUpSLUS4p2XWBQAFxfRDdb679GDKutonbA+cbPIYgULcJCVOHBCldF27byu3FsnsDSRoul9sb9CUVhzcZltuvcu5J6k5vUlu5vStZatSDlJfS87ToBjtMkG50hOQnv0770P0oDUrpVXoeodbXYdscC8aMeFP7bNvg8jPClQwtb3m8kqEKhUJR/bgTZaiRFA3cusXrMlOJUCVDRbz9fVOhULiPIEN7VZoIHThwYP1PPvlkKcms8qRCzWSoK3EnSlBeQm6EmRx1NzXqKmEp9jGVU6u3khQ1el5G5y1OmTdKiJrJUFGIij1F3Smd5+cjtyowSol6+5epLJQM9Yw/skZ4XYLKQnTvyr7o1+d1TJgwAYMHD0afPn0wYMAAvPbqq3jwoYfxt6e6YsirNTBruAXzx1ng+4WeEt04U5eiW+bY4bJyixVRYG6ZLaDtu3mO431FXG0Tt2+d4yxJuRil20zIyglWH+fy+2ChtF/sSSr2RQ1Z5DjsyZUgtZXai2J0uV2M7lzpOLiJS1NTOWq9vdvNNKnD4Ka1OrbE6Ho7shzl8pPgSdA9fnoalEQvvRb0GtJgrRFDXtA+19aV+RlhJkNvpjxeyVCFQqGoftzJMlTkdpahSoTeeTL04vcXvP59U6FQuI8gQ/tUmgx99913X54/f/658qZC3S2TN5KhovgkiSfjjhh1NzVqlrCUhzqZnefNSlEuRuk+7k6gN3tO8nkbCVGeEBWnzHMhKorQRYsWMUQxyqWoeM5y6fydlhJVMtR9buSO8rr8NIKmzGes7Y0PhjyPESNGYOzYsXjvvfdYQrRXrzfwwt+fht+qeRjdy4KFYzU+sGD15xasnWrB+um6FN1kFaMc6i/qwCzH7a7YZMXlfjN1NguP5SBLpduiJJXL77fNt5f0B8m9ShcISVLei1QcAmVUYi/J0QhJjoqSdOdy5+u8FykTpW6U3e/igtSVGPW3p0ZJcpqxlwToWkcJSo9N589EsfY6bNVe81GDntU+z/zd+oxwJUPLWx6vZKhCoVBUP6qPDN3sdampRKiSoZyS4kNe/76pUCjch8vQwYMHV44M7d+/f71PP/10PUksd1OhhCi2yhqgZFYmL8pQWYJyQeiOHDXrN2o2pd4V8oAno5RoRUnRsibQy0lYs+djJHHFYVCyECXJKQpRLkNFKSomRY1K5+/EAUtKhrpJ3mhc9XKf0LIo2fE2Nk9/ET1ffh59+/bFwIED8UrPnpgxYwb7WU+dPAnv97ZgyQQLFn1owcpJFvh/YcG6qXpSdMN0jRl6Gb0DMw3WWdkgXRdh66Y73pbZNFNglrmQNUqXmiVKeam9raepVZSSDLSV3JchSEPEoU1L7LKUpUiXOJbYc2EqErlcQii5j5Im3DtJUXmqva8uNvf4OYpRGdq+WyNa23/XGr2Un9KgdO70nOn12KT9PEYMeg5r/X3d/owgGVpQdLBCy+OVDFUoFIrqh5Khty5/XL3sdWl3O3A7ytDE+Divf99UKBTuU+kydNCgQa/4+Pic8SQVKuIqHepuqbwsRPkEdiPcFaOuUqNmglTeLgpRM4FbHinqzgR68fm5Souana+cEKXjykKURKcoRBcuXGgqRV2VzvNzMxKiZQ1Y8vYvmIiSoe5xq/QJLQsarJS7sQ9C57/MSuXpj3Lx5z3584kY9LIFKyZasHiCtvzEgjWfWeA/We8nSmlRkqPrpumsd8E6I6YKTHM8luHxpluFqRUuX7kc3eQiaeogS2c7l9079CKV06TSsChxsr081V4c3BQqSVJ5qr1Dqb3Uk9QtOWogRikxGi1MrTeCttN9WD9T7TgRK/R0K507T8uu1X7GIwc945EIJWQZWhHl8UqGKhQKRfVDydBbk+tXLnld2N0u3G4y9Puvz6nhSQrFbUalytABAwbU/vzzzwNIYHmSCuW4KpU3Sod6IkTLkqJGyVF3UqNGvUZdIe7v6pwrS4qaldAbiVGjcxUTolyI0uO4EqIicvm8KEU9HbBklhIVpag3BamSoWXzR+at1SfUHa6kDGPvT6P31rJFUzGqV00stSZEl03UU6JrPtf7ifoRk3VB6j/FAHGb0XUzhGOsnSLJ16n2hKqITZSK6dKZgjCVSvyN0qQOglROkYrT7Rc4DmzabiZIF2nXDXqSiogl9+FGA5uWuz+sSUyOykRZBSjdh44RvlyfFM96g/rofV+3a89ztfbzHTX4Ofj5rvL4M8JIht5sebySoQqFQlH9UDL0VuMarv/2s9eF3e3E7SZDU5ISvC52FAqFZ1SqDO3Xr9/TPj4+xeHh4Td1kjcjREVpV14p6m5qtCw5aiRJZcEonnNFlc+Xd9iS0TApV2lWWYiKk+a58JRlqCxF5X6irkrny0qJGklRT3H3venO+1jJUNfcyBnpdbFZXhnq6uc+bern6P9yUyweb8HiDy1MjC7/2IJVn1qwmvhMl6Pu4uvGdl+rbOX4WSFR6idJUy5L17lIqoqiVC67N0qQbpEFaRkp0m3zHdOjZUrShS4EqVF61ECQinKUI0pSLj1F6H50DBKv9LjbF+rPiZ7zNu35LNR+xmOHvQY/39Xl+reOZGihVYZWpAhVMlShUCiqF0qG3jr858Y1XPvtJ6/LutuN20mGni4p9rrUUSgUnlNpMrRfv341JkyYsJlkWUhISLlPUO4dWpYQFUvm3ZGilSVGjcrpzcSiK9Eon7N4jlyK8oFJlSFFzXqmupK28qR5MyHq4+PjAF8vSlG5dN7dlKg8ZKkixKin8lS+rWSoOf/KG4Urt3if0PLKUGLRgmkY9lZ7+IzThSgNVqJ+ojwpKkOi9GYhySrjJE1FYcpFqZwolUr6nQTpdEmQmpTYi/1H+TJQEqRBQh9SeWiTKEi3C4JUlKM7Fhv3Ig1bYpIgXeYIT5GK6/iQJ4JEKz0GPT6dGxtipT3nQO35TB9hwcQP3nVrarwZXIZWVJ9QJUMVCoWieqJk6K3Bf278jmu/XvS6rLsduV1k6A/fnEdoaKjXpY5CofCcSpOhb7311r0LFy4sqIgPByPpZCREy5KiRqXoFS1GPZWjRpLUSDaalc67I0XdEaNmE+iN0qJGiK+leE5mQpSXzIsydMGCBWVKUbl03tWAJVdi9GYpjyBVMtSc31Pf87rUrEwZSsydMwvv9HoA04ZZsORDC3ze15OEJEWXfmTBso91OUpQcrRMPhHQbq+wrlshI8tWM2EqJ0s/twtSliqVSu+NSu5lOWqaIJUkqZwe5YI0SBrUZEuRyklSF+lRsQ+pLUm6pGxCONb78aFQdA50zrb2AdrznfhOfXz2ybib/rfOVIbepAhVMlShUCiqF0qGep9//3kVv/+iROidLEP/+e2XiIws31wUhULhfbgMHTRo0JsVKkPHjRvn7+fn9987duyokBN1JUTFoUpciLojRStDjLpbTu+OIDUTomb9REUp6k5K1J2+omYDl/j5y8/JqMepkRAVZShJUBkuSMXyeV46L0pRccCSKykqi9HyIr7fPBWlV7OVDDXiesZwrwvNqpChxNLFCzH8nefxcX9dhM4bozHWKkY/0FOjJEqXfKRLUhsfmbPUjIk6XLAuk2Qql6VmqdTVgixdI6RKnZKkYprUoNTeNEEqS1KDEnt5mr3TJHtXpfY+zpKUi9JgQZSKsH0W6fts5yzQByNtna+fG0lQem6btOfhq71GY/q3wxeff1wh/87lFexnXy4rsjxeyVCFQqGofigZ6l3+9ceV20Lm3crc6q/fhbMnEB4W5nWZo1Aoyo8gQ1+tMBHap0+fBj4+PgUVPVHNVcm8WUpUlqLeFKPu9BotC1k8mqVEyyNFPR24ZPQ8zIY+uSNE58+f7wQXo0ZSVCyddyVFuRjliIL0ZjGTpUZyVMlQZ/7Muv0GJt2MDCXWrvXH+6PfwdCedTBnpC5DZ4+yYO4YCxaM0+FylDFeH760UEbbtsjKYr78UN+XWGyFZOpiq1BdOsEuUJdZhenyiR5KUqOSe1el9lKC1EiOipPtA4Tp9uKQJiNRaipJ5xsPbOKylF33sV73scvToAV2Ahfox2M9Qefo58Ykr/Y8NmrLOdrPa1i/hzFzxrQK+zdOlKEVVR6vZKhCoVBUP5QM9R43rv3qdVF3J3CrytDLF79FblaGmhyvUNwBVIoMfe+99+b4+vreuJleoWYYCVEzKXqriVFXqVEjOWomSc3ko1lKVJaisgAlucgpT2LUDP6cRTHLH4+kJu8fSrKTy8958+Zh7ty5Nui2kRTlQ5Z4StSVFOVilMPfAzeDKFeNBKuRHL2aPd7r8vFW4kbOKPyW5H2ZWdUylDP1szEY3rs1Ph9iwdzRFswcYcGskRbMGW1PjBLzx+kseN8ZH2HJGK+zYLwuUQmfD3QWjbcKVEGULrYmTxcLiVKzUn1Zkhr1J3WSo184pkdFObpWnGg/3XlI04aZevpyUxnDmja7SJIaDW2yMV/bZl3ydVvn2XuaBszRH4fOZe00/bmso/PXnt9nQ+7C+yN7YfmyJRX675uTDK0gEapkqEKhUFQvlAz1Dn/+ftnrsu5O4VaTod9dOIu8nEyEhla831AoFN5BkKGvVZgMnT17diGJoODg4Ep/Aq6kqKu0qCsxatZjtCpTo0Zl9UYYnYerlKhRQlSUoWaU1WNUTI7KyBPm6VgkM0mIislQLkLnzJnD0N5HDLouilHeV9Son6goRblMNhpcJf6sPUUUq0aCVRak/D2oZKid23lgUkXJUGL+nC8w9O0nMOYtC2YNt2DGMAvrKcrFKDF7tA5JUkojEnM5Y+3SVIZLVJtMHSeIU6s0XTjenkB1SJRK5fm87F6WpGaC1GhokzuC1GFI03Q7rnqRypJULLm3McdZmBKbObP1+2yyDkSi49Pj0nnROVM/1bWTdaE8sm9bfPzhqEr594zL0Iosj1cyVKFQKKofSoZWMTeu4fqVn70u7O4kSIYW5GWjID+HUWjE/txKJTc7A8mJ8YiICPe6tFEoFBWPVYb+OWjQoJcrRIQOHDiwn5+f368V1SvUXcrqKWokRl0lRs0m0stT6SsrNWokR11h9LhiQtSobF6WoSQWOSQaRfh6V3JUnEovIstYLkN5qTxPhnIZSgJ01qxZTohiVJSiPCkqS1FXvU7Li9nQKyNZKspReq9dUTLUxu08MKkiZShBZfOjh/fH4Feb4pOBFkwfZsGUoRrvWjDtPe32cJ0ZxAidmSN1Zo3SmS3D5eloQZxaMRKmC4TkqShKFwml+IuEsns+9MkoTWoTpFZJumqSlB614msgSI0kKUce1mSYJp1hXHpvxEYrdB9+HF4GT49PAvf/Z+89wKS6snvf1tjjO77Pc6/Ds599Hd7Yb8YzHqfxJGskIYTIoaHpbmKTQRJCgAQog4wARUBZSCLnnHNGSCAQCJAAgYSEBCJKoDSe+93ga89653+qVvfq3XufUF1Vp6p79ff9v6quE+qk2vvs3/mvtbDdE7Ht3j7c5Z2TvhV/R/fde1fO+rFaMDSLrlCFoSqVStW4pDA0f/rVV1oxPlcw1BZt5ypUq1KpVHElYOi1WYGhQ4cO3TFlypR/z4cr1KYoUDQqGE0ynN4FSKOEpQfBUBNKMgw1IShXfTdlAlIZWm+G1EuZENYGQ9kVCuh577330j333FNH+Bxg1ISiMnxebosEtNk47i73rglLZd5SBqMKQ1P6fHOPxAFmIcFQ1vA7BlHXdn9NvVqV0J2VKQ2rKKHhlSkQNzINSKGR3VMOUhYD07sFMPWhqQSn7DQ1gWlfAU0lKO1XNyRfuklt4fbjDTj6SJCL9I7ahZpqFWkaLiCpCUolLDVdpdJZOqo2OJWvXOCpGramc5ziO5/wtuNRbOvtKaD7sLffgzr9AfXp3paemvxkTvuvnQxDswxCJQz98z/6Nv3jd/9QpVKpVA1Yf/3nv5cXGOqN++j2229vtDBUCyXlFoayoUQCUdtYP2mgolKpilMMQzt37vyTeoPQDh06/N3EiRM/SzKhsGwQ44LRKDlGbWA0Sjh9VDAqHZVRoJ3pwjQdmVKugkoMQyUIBVxkwX1piqdJSGqDo1ISvtpyhrIrlEHo3XffTaNGjaojfO6CouwU5UJLNlDrArZhksfSPEcSlppwlMGowtA+9OXW4i+YlCsYCk2a+Dh1q2hNnW/+AxrYvoSGVpT4blFoaHkKjjIgvbNrje7qVhuUjuieenVBUyssFS7TB3ob4fiOHKa1AOnA2g5SFyAFGH3EBKRDLHlIzXD7YQKUWoo2mbC0ljBdvvc06a4a+AoA+vjQVCoAbPOjt6WKUg2r+AZ17/B9GnbH4Lz0X7VgaBZBqIShKpVKpWo8yjUMHTZsmA9DWY0Jhn6lhZJyDkMx7jZTj6lDVKVSZUtpGPpFWVnZ35bU92/gwIHzvAbrfyXlCjXlKrYUpfBS1HB6V57RqOH0UQGnCTZtoDNMLhAqYagEoTKfp63aOxc1YgjJIFLCURlaL92nEoRyvlCATQBOgE4GoSNHjqQRI0bUEUNRQFMOoWcoivXZtkduk7ltUfOmhhWXsoXoMxxt7DD0q+29EgeXhQ5DWXcOu506t/oedWv+m3RLaQnd1imtjiU02Hu9vayEhpSX0B0VKWA6rLJGKMgE3ZkWXKUsCUx9UJqGpXcboJQh6X297LlLfTgaUOSpDiAdVLu6vdVFKvORDqkBpTY3qS03qekuraVhqbyfmIeXfeyOGjCLAlK8jWMHpFIS9C79E98Nit9uvvqsXMLQqdOm07W/+EWj0i+EzP+zq+ss/xeZrmucuk6lauAaPeahnMLQ4cOH05AhQ3xJKJovMJoIDP36c/ryswuJw8KGLsBQjrLD2NsEogpCVSpVfSVg6F/VC4R27Njx2xMmTLiKxilJZ6hLYY7RoByjYQWY6hNO73KM2iCoCTVNuBlVtlyhEoRKSMm5PGWVd3ZjmhXfJSCVDlIz1N78Dgah7AplEAroedddd9Gdd97pCzdc/B6fYzpgKeblEHrOKyqr0JvbxNtlc7za3K+mCzYI+HLeUllcisHoZ9saLwz9emdv+qwBVI7PFwyFnn/uWars3IY6NPsz6t6ixHeKDuyQfvUESHprxxQkHVyWAqS3p12kd5SnBDfpUAamaWg6vFLA0iBQypC0R+2cpdWQVOQo5XB76SKtA0jNMPuAok0TRNGmCZaQe8BS6Syt1h014BTC/3I61sHrxndiG/xtGpBKC3C/t18DOv5X6t7hb+nBB+7Lez+10yyglDNdqvPZee8zKTnP+QuXfMnl687vXnfeZKQXuHgppQv+66f11+XauuTrs7TM/zPX5U+v5FefhevTz642OOUCEKlUjUUMQ3FPjryhUBJQNN8w9F81P2heYahMOyYdouoOValU2RDD0E6dOv1ZxiC0oqLimi5dutziNU7/o1BcoUHKBIzmOs9oUPEjM9enDWjaiiAFuRxNl2YQCJXV3W2FjcziRhKQShjJkk5ThqvsCAXUNEEoICjCcCDkJuL3DEcZjJoh9LxN5naFicGufC9hr80RK2GpTBcgc5d+um1A4lAyCTWkyvH5hKGsCRPGU6fWP6PSpn9I3ZqXUJ82JdSvbY36t0tB0kEdBCBlSMpKw1IOub+jswWWClA6PMBRWu0mFYWd7k27SWVeUrOAU1jRprGO6vYPp0FpNSy1QVMJT8X/41m3ptaD9QLKjhlQsz0Pett4r7cPt5T9NnVu9Zd066D+ifVNPgx9Ix8w1A5CL0QEoReM+c9bAWieAWkACM0KDL1sg6EmCK0/DFUQqjBUpSoGMQzFPTjuzSETippgtNhh6Neff0pXLmp+0HzCUIyXGYjKorS2cPmk+YJKpSo+pWHo5x07dvzDjGFoZWXlN0eOHPmB1yD9uhBdoVGVCRiNG04fBEalW5SBqK0Su+noDCt6xC5G1zQXBJWgEuIiRgCOpswCRwCRJiA1JQGrzRHKEFTeYEnxzZcJRdktam4Xb1sc8X5I2QCrzRVr5i5trDD0yoaGUzk+CRjKuu++e6ltsx9S6Y2/T12blVBVyxLq5ak31CoFSfsCkLZLAdIB7WvcpAxKfVhaasBSh6v0joqaHKV+nlIRfm+FpMJJeo/IS2oWbnqgj8NJCjjZv66jVLpKZaV7hqbV8NT4X84P+PlgulDUfekcqdjGkd0Aj3+Lylv8GfWtKvPb9iT7oNzBUBuYFMAzMgi9XJgglGFopiD0ciMFoRFgaNLAUkGoSlWYYhiKe25pXJBg1AVFswlG8wJDNSw+MRiK8THXX+BweYyzXQWVkmYJKpWquJSGoVc7dOjw7YxAaJcuXeAK/RuvkfqPhtQI5SPPqFl8yXSK2mBoWH7PMMkwcNOtaUJQCSrZsRmUx5MhpASRLgjJn8tCSbxe86aKb6jMGym+wWIwanOL2rYtjlzQ19w3BqUMSCUcZdfop1v7Jw4m862rmxpW5fgkYShrxF13Uqsmf00dmvwulTcpoW7NPN1cQj2ae2pRQj1bllBVqxLq3bqE+rROO0nb1LhIB7SrCbUfxKC0QwqSVrtKIYakpqu03FLMSUBSZ15SrnhfZXeS1oGlfeq6S6XDNEiY7/6+6aJQvVLf5X93j9Q2Ybtv6fRN6tTsj6lbRSu/nU66z4Fy7wyNHh7PILTBh8eHgdA8hccXIghtqDA0aYikUjUEMQzF/bAtmsvlFs02FM01DNWw+GRhKNdewFjZ5Q7VUHmVSpWpENXutStXWrZs+ZsZwdDevXv/zoABA5ZMnz7934vZFWpTtvKMRgWjEoqi8ZfuUMBQsxI7IJsEmTK/J0NNVxi4fDXzgdogKINK3OyYeTzNXJ4SRJoQkqGiBKty3bxOGwR13QgxGJWOURlKb9s+uQ82yfnMfQqCv2buUglGLzcyGPr55oYPQpOAoayRI+6kFk3+hlpf+3vU6YZrqPzGEqq8qcR3jXZNA9LuzUuoJ9Qi7SRtlVKfNCjt26Z2uP2AtKN0gAClPiyVkNQSel8ddl9RG5IyKDWdpCNsBZzSjtLqavc9U+Hr9wp4em+vmpyl8pXFbtRRPVPr5+/FNmCbhnjb3aftf6LKFn9M3ctvLhgIysp3mHymeUILyhVaEOHxmie0mJQ0RFKpGoIYhuJ+1xwn2FJc5QqK5hKGfq3V4hOHoTAHme7QoFB5haEqlSqOwC+feeaZKxmBUPxVVlb+0cMPP/xvDb3xyWWeUYaiJhDlcHkJQ+EKtYFQCTJZMtTbFfJtzssA1AZBJfyUT32lokBIU3K9ZngN3yDddttt1br11lt9yc9MMGrCUdd2xhVvpwsAmyH6Eow2Jhj6xZaeiUPKhg5DWWgHml//t3TTT3+f2l37Tep4XQmV3VDiw1G8ll1fQpVNS6jLTWlAyi5SAUkZlPYWoBSqBqVt06C0nd1R6oKkVlBaWRuUykJOI0xoKjQyLQapI8W0u9Li9TGQHVKW2qaBHa6hri3/L2rf9M+oW0WHxPsTl1IwdG8WYWEwrNTw+EYaHq8gVKVS1VMMQ2GoMCO9gsYN2c4rmgsY+quvr9IXn55PHAY2drlgKFeW1zB5lUpVHwGEog158sknL2cEQjt16vSbXbp06djQHKFxlA0waoOiAKIyXB6h8gxD4QzlMHcGodLNKYFmHJmOzThhL1I2CBkEGG3rNCEoA9Bbbrmljkw4KsGoLaw+EwXlLLWF6EMSjOKcXN7SL3FImQ99ua0qcUDZmGAoCzeK7dvcSDf8+I+o+U++Re2u/Qbd/A/X0I0/+A1q/ZMSKv1FCXW6vsQPra+4sQaQdpFOUhFu30OA0uq8pGk3KasWKBWh97d0MPKTdqwp5mQLu68u5iQKOkmXqfneV3o5Xg9gLL4bKQGwTciVWtXqm9Thhv9CbZp+n4becXvi5yhM2YehbjDZYMLjDRCq4fEKQxWEqlS5F8NQjEVkVJkt/VUuQ+izDUO//uJTH8IlDQJVCkNVKlVuBYaJtsTrx85kBEM7duz4/3id1b7GDEOlouYZtYFRhqIMRNHoc7g8w1DkDJUwFK5QrvYuXZ3yJiSKzPBvMwze9jQ36EbFBSBtQNF2E8TrCYKggwYN8uUCo6Zz1ASlmSoob6kEpAxHpWP0UiOAoV9t75U4nGysMFTq1lsG0Q3//LfU9sa/okE9fk6tf/5tuv7736SmP/wGtfpxCbW7NgVHO95QQp08dW6ScpJCFU1ToFSG3HdvlgKlDEvhKJWh971FjlITlPY3QOnADnWBKXKVsm4LEM+D5fx1tU/BT3x/V2/bO/78N6jNj79Fba/9bWp53X+jrhVt/QdLSZ+PqMoNDI0OQu2u0CAQGvw9OQehmeYJzSA8PhcgVF2hCkJVqmIVw9Bx48fViVIzC6PmEopmC4b+6uvP6QstklRQUhiqUqlyKTBMMLh77rnnZEYwtLy8/C8mTpz4f5LekUJS3HB6FxCV7lAZKo+coQiTlzDUfBorAWfUHJkylCWoIqQJK8MUBhPlNFsovAlAJQi1Kcg5Wl+F7aMEpLaiTg0dhn69oxd9ui55OKkwtEb33jeGdu3eR88/N5mGDOpM5a2/Rzf+6Ft07fd+09M36Ka/L6HWP03B0fa/KKHS6zxdn4KkDErLbiyhzmlQWt60hCpuqgGlXW72Xj11a57OTyocpb1EIade6UJOfdKgtE/bEr/yPatfO4fSYfr92tQsD+CKdaNwVGdvm9v80zeo5Y++SWU3fZuG9LmOJj56Dw0a2C/xY5+JsgdD3SHsZt7PMBBakOHx9c0TquHxjQqEKgxVqbIvhqEYl3AhVxcUNccnUfOKRgmhzwYMVTdoYYoLKGE8zAWUwnKGJn0fp1KpikfpSvK/9vqiA7FBaEVFxe/06tXrzpkzZya+I4WqMDBqc4migTfdoRwqz3lD4QzFjYfpDA3L8ylvOmxh6mFPaIOApe3VBhNdUFHO53KBSg0cOLBaQXBUAlIXLM1ULlDqAqOXNjdcGPr1zt702bpuiYNJhaG125/R3qBkz543aMOm7bRw6Tp64aUZXlsxkgb0KaPydv9ITX/yO/Tjv/wGXfeDa6jlT0qozc9TavvPaV2bBqWeOqRhacfrU+H2fj5Sw1Va2bQm/F4WcuJiTt2b1+Qr7dGixmHqq2XtVz9UX8yPZbE+5EBt8+NrqNVPf4M6Nft9GtD9Who/ZrjXfk6hlWu30r4D79KYh8YlfvwzEWDoaznOGRrmCLW5Qu0gVMPjiwqENmIYmjQ0UqkaohiGInJNFneVabx4jALThi16zRWJZhoxgtyi9YGhv/pKc4MWsgBDba5QrSavUqmyIVSS99qV/3PbbbdtiQ1DKysrv+t1Yh/Pnj078R0pNrmAKDtEg9yhHCqPGw6ZM9QGQ4MKHrlC1V1PYcNyd0ZxaJogMWh6GAANUxggzYai5i9lKHpxc9/EoWUu9MtGDEILGYZCaDNef/11Wrt2LS1YuIBmzZpFU6fPoZdemUPTZy302pCxNKh/d7rux39Bf/MX19CPv1tC1/9tCd30jyV08z+VUPMfp9TiJym1/GkJtfLU+mdpcJqGphKYdriuBpr64DQNTcuapMApiwGqqQoBVKFKhL9fl/ruJn//DbrxJ79HZe1+Tnfc3o8ef3ISzVu4irbt3E9r12+hNWvW0rZt2/xBWdLHPhNlF4bmMjw+YRCq4fEKQhWEqlSJimEoxicwa2B8AihqK/QKKCrrG2Qzr2imMPSrq5cSh32qcBjKINTmClUYqlKp6iPAUK9t+V8DBgyYHxuGdu/e/ecAddnIFxqUa7MhybXPJhDlcHlZTMnmDjXzhvJTV1slRzMEJShXp8sBagtbzzZcrA8AzbXiAlITijZEGOqD0PWNF4QWOgxFu/HGG2/Qpk2baNmyZTRv3rx0sugp3vv5XjvzMs2avYD69BvgXaO3U69eVfTTH/2QvvsXv0t/+SffoL/58xL60V+V0M+/X0LX/bCEbvz7Emr6DyV0049KqNk/pVQNTb3XFt4rHKZQq5+kQvB9cPqzNDRNqxqcCuFzzIt1Nfm7Evrp90roH7/7LfrpP/wplbZvQT17dKPrr7+B2rTrSHeOGk2Tnn6epk2dRgsWzKd169bT6tWrvdd1tHPnTn+/kz72mWjn7lez7AytAZcaHh8fhGp4fPEraWCkUjVUMQyFc48NG1zfQBZ8DYKictwSN4S+Boa+FAuC/uuXV+jzy58kDvpU0WCoBKFhrtCk7+FUKlVxCTDUa2N+VVVV9WQsEFpeXv67AwYMeHjOnDn12oA4IFHmBLFVao+rsO8IqwwfZX1xCypx4y7doTJcPih3KN9cRAWiQUWL4rpAo0DLqEA0aeCZTVBqukUbGgz95a7edKWRg9BCh6FoWwBDt2zZ4sPCxYsX01yv3Ubjv2jRIr+9mTtvnt8WoC3B/KmHMS/47Q8GMX16V1HrFk3pJ//wPfr+d36Pvvun36Lv/PE19Nd/WkJ/+/+W0D/8ZQn90//n6bsl9NO/TunaH3j6m7S89//8gxRQ/Zk37cffS83/d98p8WHrD/7im/TDv/w2/eiHf0rNmvyUKjp38NqqofTUU5PohecRFvW8vz3jvG1p176U+vbt67Vxd3vTJ9N0bx+xTxs3bqT169fThg0baNeuXf5+JH3sM1H2YOgl4zU8PN5cPh4IzaMr1ACh+QmPL2IQ2ohhaNKwSKVqyGIYCljFKb0wTpFFXwFFXSH0nFfUFkJvS/XlgqJTX3k5eki8FkgqKgGGukCowlCVSlVfYTz87LPPftmlS5db47pCf+R1WOfiwtAoUNBWcb3YFAfKyvlNZyjD0KBweVdlefmkNQiIxgmHLzR4OWDAgDpKGorawCgfv4YEQxWEFgcMRSO/f/9+P3Qcrkm4QxcuXEhz587138MlumrVKr89QLtia7P54Qzaouefe5aee/aZaj3xxOP04AP3053Dh9Gtg/pTVc9u1KNrGZWXlVKnju18dfbe9+xWQX37VNGQ2wd77dJIv716+qlJ9OwzT6X1tNfOPeuDzynpKqFmW4k2r3N5udeWDfcGUQ942/OcH/aP/di8eXO1XnvtNVqwYEHixz4TZQeGanh8oeYJVVeoglCVqqGIYSjGKjBtYJwCKMpjFUBRNnBwCD1DUXaLmnlFMwmhnzY1BIZ+/bmGxBepAEOjglAFoiqVKq5Q+8jrvy6Vlpb+OBYMraqqaoOOLyxEXjZKYcWDZBEhWV3dJTSM3Djy+zgKWnemkttuKgpEtVWVZxjqKqYk84fKKo78pNX2lNXlEI0LQwsBfuZL2QCjDQWG/nJXH7qyoXviELJQVMgwdMmSJT4MReg4XJMAn0uXLvWBKN4DJsJVid862pRMvoPb85dFm51qZ1/w4SbfyMqb2SjuenM62r3u3bv7g6Zx4x5Oh/rPo5UrV/qwd+vWrb4DlnOkJn3sM1EuwuQ1PF7D4xsbCFUYqlLlXgxDZeFXOV4BFOUxiwyhN/OKSkOHWYU+DIpC06a+olXiG6hw7lwgVF2hKpWqvgIM9fqrj1u2bPlbkUFoWVnZf/EGzo9gEBq08iAXqAsASrCJjlXKdyWlhc42F7KtX35vkMztlYoDYiXg5SJKuLGQNxcyXF4CUfmkNShsHnK5RIOAaL5haJLwM9uQ1Iehm4ofhioILS4YitD4N9980w8dR95QQMIVK1b4bkq8nz9/Pm3fvr1eMDRqPxA31Yg5fbLX7lVVVfntHNo/fAaoi33EPkCAonv27PHhb9LHPhNlBkNtYLJ2eHw0EHqZChKEMgzNFISGuUIbKgiNAEOTBpYKQlWq4hXDUIzl5LhNQlF2i3IIfVBeUYaiMoRe5hUFGLVB0RnTp9aBoL/84jP6/PK5xGGeqv4wVJqNXCBUgahKpcpEaDe88e+puK7QJl7H9AnCLINWHARBbQ5ICTwlAERHyp2pFKBgJuJlzfVlIt42U7ztUi64yvstj4G8mTBvKCQMNYGoTFTOoSdhuUSjukRdDtGGAjXzAUcvbkoeZioIbTwwFM59uCXhDH311Vd91yTcoYCHcFMixybyhgKUog2whclno5OJCkTD5kP7h3yhGEShHUQKAOQLBdTdsWOHvx8Aonv37qWDBw8mfvwzUf2codHD4xmEanh8fsLjCxGENlQYmjQgUqkaixiGcjqdoMi2OCH0Mq+oDKE384oyGJ05Y3oNBP1SIWhDkoShWj1epVJlUxgno7/y+pq3Y8HQXr16dUNnBlupudKggW+UMHDZWXJ4BTpNFjpPFsNAKTxtNGXOw8vKdWUquW2msO2QCWJNkCphqQ2iShgsjwknKLc9YZWFlcywE/NGwgVFzTyi9Q2ZTxpSFgIULWYYqiC0OGEowCCcocijCVDI7lAI7xEyj2loD3JRgT1TZ6htOtpI/I7Q9qHfmD17tp8GgCvIA/gCiqJg1MmTJxM//pkom2HymeYJLShXaEGEx2ue0GJS0oBIpWosqoahXt8VZnZhc4c5ngkLoXdVoZdjmVkzZ6Qg6KcKQRuaXDBUgahKpaqv0pXkfz18+PBdkUFo27Ztf2vw4MH3wxVq5gt1hcXLDtIW/m2GUMiOEU8M+akhAz8WOkwpdJ4umfPGEX+X/G4Wb5cp3m7IBmYlTGVoKsU3CfzKksdHOkMlDOWbCAlEw1yiUBSXqAybl4WBFIpGg6LFCkP9YkkKQosShh44cMCHocijCVAIpygcoRDeL1++3HeO4nePtiXb25CJK9Q1L/oOtDHoL9CXcBEo7Atcobt37/ahKPbnbW+QlvTxz0TxYGgwrCz68Pj6gtDGGh6vIFSlUuVBDEOnefcaYRGArjoI0uQRFELvgqIYz6xcsSxxaKdSGKpSqYpL6Ury/+aNLRdFhqHdu3f/57vvvvuQLV+oC4TanKC2/JcMPxk+SpejTLLNQsdYX8n1xRW2xybeXgjbD5lQ1oSpNngqna42OCwhsYS3/J0MQ00gags34VCToIrzNiCaSch8Y4aixQhDtWp88cJQNPKHDh3yYSjn0QQARcEkCPk1UUQJ8+A3nusw+TBnaJg7FP0J2iMMpPA/8p0i/yn2BTAUDle8AoZin9DfJH0O4qr+OUODXaFFFx5vgFANj1cYqiBUpSoMSRjqigiMExVoRr7JMWFQCP2aVSsSh3aq3MFQXDNmzlDNF6pSqeqrdPGkX1ZVVT0SGYb26NGjD+AbKhCbKwwDodzxodNzFQGSSbRldXR0ePw0kIUOkAW4F1VyuUwlt8MUbyu2m4X9gCSENeEpQ0wJUMPcr3JeCUElCOXvlO5QMym5DJnn4kqAoQxEoaA8ohKG2qBoWAh50qAyX7pQZDD0lzsVhBYzDEU7fPjwYd8dChgKUAgAunnzZl8Im0e4PObBg5Ckw+SjhMoDhqJPAehFvlPAXIT7I0Qe7le8Av7CGYp+JelzEFfxYWh0EGp3hQaB0DAXajKu0HqHxucJhKorVEGoStWQZYOhcetFxM0raguhVxjacGWrJq/OUJVKlQ0Bhnpj34sVFRXdI8PQ22677S6EXsoQeW6AwkAou0Ex4ObOTXZsrhyXAHYM7VhwM9oEqBck13JRJbfBJd5eCNvPkjDWBU4ZmEpwyvBUvpquVtv/cl28fj6uMryE981WoTEsj6iZQ9SEoSb4DIOF/fv3TxxYKgytAaGfKQgtahiKtpdhKHKHck5NFFKC8J5hKNoFDESy+f1xiidFhaFon/CKB3IonoRiUAxDAXwlDEV7l/Q5iKtoMNQdwm7m/QwDoRoer+HxDUFJQyGVqjGKYej0GTOsfX4cp2hQCL2ZV9Q00EyePImuXvokcXCnyoEunfWvDXaHuoooJX3vplKpik+AoZMmTTrRvn37P44EQsvKyv561KhRa80QeddTQDRaJghlNyg/4WMIKkGdrcgPi/NbsoPRFCCeTa75MxVvh01ye10g1gSnJjCV0NR0o8rPJVBliCzhqumo5XVLwGxWZTRhKGTmEA1zhzIElZDT/D8IfPJ0qaRBZmOCoV8DhK5TEFrsMBTtLkAnKqszDEWoPNyhEN6j+NCxY8f8NgBtdDa/P8wlIp/wmzDUBUvRPmHdyBeK4klr1qzxXa7IF4p9xCvC5N955x2/bUv6HMRVfXOGhjlCba5QOwjV8PiiAqGNGIYmDYRUqsYqE4YG9f9RnKIut6gtr6gZQr9owXwFog1Ml89/TDNnzqiGoaY7VGGoSqXKVGzunDBhwsG2bdteEwmGDhw4sMfo0aO/njNnTp0V2lyhMjTeBKF4ooeneewElRDUBuYYzklAVwjibXLJBmRt4NQGTcOcp1FcqFLSZSsdoRI4S6gsnaEQg1AJQ20g1OYAtcFNlxoyFC0GGPr1jl4KQhsADEV7jAEDw1BUWOcCQwiPhxA2v2HDBr/yOn7rGHBkexviwlC+wXXBULRLqCKPfKEongSYC5crw1DkDWUYin1K+jzE1Q7A0L1RYGguw+MTBqEaHq8gVEGoSlXwCoOhtvuAXIfQ7961nT4rAJCnykwIi7907jStX7fGP+c4/7gOcD0oDFWpVNkS0q2hXXnwwQejV5IfPHjwPeiIYCk1V2jCUDRYXDEejRmHxjMIlW5QCUGDwrRNsVMxH7J9f5gYIkq5QGqQg1W6YW0gFe+DYGpQKgG5bhM6RymkZHOEmiCzX79+1a9R5IKkQdOKBZIWOgz9anuvxMFiMapQYSgGB0eOHPFh6L59+/ycmoChCI8HDIVTFDD0vffe89uAbIfJ2/qHKM5QGwTl+bFP6F+QLxTFk1BJHkWhAEMBfAFDESZ/9OhRv91K+jzEPU7RYWhtcKnh8fFBqIbHF7+ShkEqVWOWzBka1K/J+4BMoCiPJ3lM6apCL92iL774Ah0+uJ8unz+jjtEC1+eXP6GLn5ymN17f7YNvnFecXwlD1RmqUqmyqXTxpF8PGTJkSWQYOnLkyGfgyLGtUHZo3Imh80KjhgbNdIQChMINyg5FdiUCxpkAlCGcdCbK3JX5kPzeTBQEVm3Q1AVObW5UVzoAWwi/LaWAzXEriyfJ8HgbCDXdoCb47Nu3by316dPH+mqTDZRGhacSkhYKMC1kGPrltqrEoWKxqlBhKB46AYa+9dZbPgwFKORQeQgAEfk2T5w44T+Ywg1nrrbFlTssaog8z49+BTfICJFfuXKlD3MR8o994X3knKF44JP0eYh6bFgpGLonoitUAM/IjtAaV2h0EJpHV6gBQvMTHl/EILQRw9CkQZBK1dhlFlDKtN+rTwi9WYXezC3KjtG5c2fTO4cP0IWzp/08lHAgJg0BG6NSYPosnf3ofdr/xus0xTuvOE8A2Th3OIc4nzivCkNVKlWuhNoTXr/xq969ez8aCYRWVFT8zBssv2nmC2W5QuTRkKGDQsfEOUIRGo+BtwlCuYK5BKBRoSeHbUdVnPXkC6rGdaTGcZ7y/2aYv1kx3ua6jQJBXQAUoJPlXWzV6tWrly/5mRTPL5c3IakLmMaBpApDU/piS8/EgWIxqxBhKNpjPHQCFAQMReg4QCGgIcLjAUXxP/JtwhmKh1MYaORiW6LC0CjOUAyA0LcsX77cryS/ceNGH4ZiXxiGYl8BgZGCJenzEOW4xIOhGh5fqHlC1RWqIFSlakyyVZOP2ve5+sCoBZdcIfQuMGrCUQake3bvpA/eO04XzwGSfkJXL6uLtP7AMwWbP7t4ls6f+ZDePXqYdmzb7Lt1YYgCC0CeV5wDnBOcG5wnnC+cO5xHnE+cW5xjzRmqUqmyLcBQr905W1FR0TkSDO3bt+9Ir9H6nzZnqCtfqMwViic+0hWKHJYI4TYdoS4QGhd2Fqqy7UY1wakEqK70Aq4UA0GuWwahZki8DGF3wU8Gn1BVVVW1evbs6Ut+Zkouy/DUBKQ2WOqCpEkD0kKEoZ9v6pE4TCx2FSIMRZuMh04ShqLaOmAhYCigKN4j3+bHH3/st8XFAEPZKQAQikryJgxFKgDsK/Yb/U3S58F1LFza8equCM7QuiBUw+M1PL6xgFCFoSpVYcgGQ+M6RIP6xUyq0AeBURlObwJSFsaqeJ07Z7YP8N4+fIBOv/8unT/7YSoX6aWzflh3o3SW+pDzk2ohBcG5jz+g908cpQP799LG9Wtoyosv+FFJUiYA5WOM449zIUGozRUqq8krDFWpVNkQaiB57c+bbdq0+YNIMPTOO++ciIZoRkDFQAlDOb8LGjR0Qmjs0AiiUYRbBzAUrlCEbnOotlmkxwVCAeUKWfmEpi5AasJS2zQ+xkEAVB5v6Qi1gVAJJiUEleCzR48eddS9e3df8n85nZc14WmYszQKII1b0KkhwdBf7upNVzd2TxwkNgQVKgyF+57D5F0wFPk2z5w548NQtPG52hYXDHWFyrvm5xtlFE4CDEWYv4Sh2Ee8Yr8xb9LnwXYcggZ9dWGoDUzWDo+PBkIvU0GCUIahmYLQMFdoQwWhEWBo0sBSQahK1bD1ltfP2mBopnAqU6eo6Ra1gVETjpqAlCEpi2EpA1MbNIWe875n0cL5tGXTBtq/9zU69vZbvtMUYeAAqJfOfUSXL5zxXZJwnlYDxcsMFfMBVc+m3ZqfpEFuajvwOQAvoCZydp478wGdOf2+DzffPvQm7XltF61bs4pmz5rpHydATSkATpsw3pfgk+EnH0cTguJcmCA0zBWqMFSlUmUqVJEH0xw9evSWSCC0tLT0P48ZM2a+rYo8K8gZyjCUCycBhqJokoShHLItw7JdjtCkYWe2YWgmy9igqOuzsDyrQdtlglAThsqweNMNaoOgDD6hbt261VLXrl19me9ZclkTlLpcpCYcrS8gbSgw9Jc7e9OV9VoxviHDULTHaGfhkDx06JCfR5NhKELkAUPhogQMPX36tO/YR9udi20Jg6GuqvK2eXkQA0fomjVrfBiKYlAMQ1FECa+HDx+2PrxLSlFAKMPQ3XtsztDo4fEMQjU8Pj/h8YUIQhsqDE0a/qhUqhod9PpZFwytL6TKNhiVcNQEpAxJJSiVsFQCUxOausCpKQlSbU5U+f9j3vwvvTSllubNnUOLFy2oo1kzZ9SaD6HoEkLGlWs7w2TurzwmfJwYfkoAyhDUDI23gVCXK1SBqEqliiOMD9HGDB8+fFkkGNq5c+cbx44de3Tu3LnOlbpyhkYJk5fOUA7hLmYYmm83aZzQ+yAYK18lBDVzhEImCA2CoRKEMuRkdenShSorK2vJ/Az/SwWBUhOQmqA0CiDNZVh9IcDQr3f0os/WKQhtDDAUBYQkDN27d281DMUrYChAImAo2uZc3UxmE4byjTRyncIdChi6Y8cOf18YhkLY52XLliV+HsxjEDa4Awx99fXXQiFiffOEFkTRpIIIj9c8ocWkpOGPSqWq0QGvnwUM5b4sm0A00xB6Wxi9C44yIJWQVIJSE5hKaBoETk1JkGpKQlUbaM23grYtSK59l8fIhJ8MQNkJyiBUhsbbQKi6QlUqVX2Uzhf6vwcNGjQxEgzt16/fmEcfffR/YEHXSmXnJKvJo4FDo4cGEU+KYJs3CyixO9QsnlSsYfJJglPzmMWBofwe8NMEoWG5QiUMlblBGYayE5QBqAk8KyoqqlVeXh5JmNeEphKUmi5SE5TaIGkYHA2DpBJ82mBp0jD0y61aMb4xwVA4Q995551aMBTQkF2hDEPPnz/vP6DK1bZkE4biphx9CbYbMBRQdOfOndW5QhmGIjUAXK9Jn4eojlDev+27dtLO3a86wGQDCo+vLwhtrOHxCkJVKlWBaN/BA5FgaH0dokF9aZhblCVdoxKQSkhqg6USmJrQNAo8dYHUhiLXvrIk9GTxsZQA1ISgUUGoAlGVShVXiHb3xpIfd+nSpTISDL3jjjtmoJEKCjm05Q21FVGClZ7doaheDCAK9xKAqK2afGNziNYXhsYNz7eJIaiEobYK8rZQ+SBnqAyHZyBqAtDOnTv7Kisrq6NOnTpZ3/MyNkgq3aSmkzQs1D4OII3qHj2/Ebk6kwGhn2/WQkmNDYbiYRNgKELGDxw4YIWhyLd58eLFooGhCLnCQzXkPV2/fr0PQwFGsS8AvuwOPXjwoL+fSZ6DOIM37je37thO21/dRZ+cu+AEk5mEx9tBaMLh8QYI1fB4haEKQlWq4tGe/ft8GGorhJgLYJUJGLW5RiUcNQGpCUqlTGhqA6cmPA0DqcUu176awFNCTwafLD7mDEAlBA0DoUnfa6tUquITYOjDDz+8o02bNn8UCkLbt2//zTFjxqycOXOmn2zUtkJX2AK7Q9EA4qmQmTuUw+WjAlGFotkFouZ6ooJRGS4vXaIuh6gZKi+BqHSFMgyVwLNjx461VFpa6kv+j1fMy7JBUhcgdblIbYA0KLw+qnv03MbefuGifAJRfN+VDVooqTHCUDxwkjAUkJDzhuIVQoj5uXPnclp5PZswFK5Q9B8AnRs2bPBhKIfJMwwF9AUMBehN6vhnOljbuGWLD0M/+vhMLBAaNTw+MSdoRFdovUPj8wRC1RWqIFSlasxCGwgQunvvntBiiNkGV2FQNOx+Q4I2Gyi1AVMXNA0DqC6I2hDl2n/bsZLH1QVAw64peS2oVCpVFDHPHDVq1LxIrtDS0tIfTZgw4VBQ8SSWyx2KhlCGy8PZI4Go6RDlgkoSiIa5RBsbFM2WO9SWK9RVQMkMmZdh80EFlUwo6gKi7OxkEMqSEBTq0KGDUyYstQHSqA7SXMDRTzb0pq93prUrJYajvl7NrnNU84M2bhiKdjUMhiLE/JNPPvEfVOVqW1w5vjKBoYgu+Jd/+Rd/21FEacuWLdVh8iYMRW5ULJPE8c80nG/NunV+qPzxEyfrwMrzhsszDIRqeLyGxzcEJQ19VCpVXZ3++IwPQ7d5/W9UeJVLcBUERs3+13UfEgZLXdDUBU9NkBoVqhaDXPtmk+1Ymcc06J7QdR0pCFWpVHEFg+fkyZN/3b9//+ciwdCqqqq7HnvssauzZ88OXLH5lM50h3K4fBAQNSvMZ+ISbWxQNNtg1HUMOY8ovzeBqHSKSgBoFlViqMhOTHZnuhyiLhjavn37OmrXrl2dz4IgqQ2QSkga5B7NFI6eWdeLvtzRi77a0TslCUZrAdI+teQ7PF/tU+dzp7x5v9jaky6v7VpLn/L7NdEloZ91fWvyCx4LUYUKQ9G2Hj161IehgIMMCgEO8cow9OzZs76DP1fbkm0YipzT2BfAUOQFlc5Q5A1lGAr3KFK05PvYZwpCMWhYtmK5D0Pf9LY/yBVqA6EaHq/h8Q1NSQMflUpl17ETJ3wYut7rh+O4+fIBsKKAURsgjQNMo4JTG0QNg6qFKtv+xNl/G/QMugcMOodJ32OrVKriFJjmhAkTrvbu3fv2SDB0yJAhUzGYBEWN+iVBQBQOUQ6ZBxDFwHbcuHG+02f06NG1qsxz2DxcopnkEm1MYDQXEDRTKGo6RRkIMizk4kVhLlEOc5fh8tIZKiEoq23btr74vXyVsFRCUpuDVEJShrQSkJruUVthJlvl+tNrqujq1ir6fFsvX19sd8DRnXYoGkVY9sqGHrGAZ0aKAFWThpSNGYaiDQY0BAw9cuRIHRjKLlHk3kTF+dWrV+d0W7IFQxEmj74CTleEyCMUXjpDJQyFAxb5RfN93OOAUI6gYHfFnLlzfKcNQuXPnjtvBaHZC49PAIRqeLyCUAWhKlXRa7/XxwKGLlm2zFnoplCK3YTB0biu0kzBaWNW0LGTgDoMgCoIValU9dHcuXNRzH1Px44d/y4SDB01atRadHJBxZNM2Qa+7HpByLzMIfrEE09UV5m3uUQBRe+6666MoKjC0OzA0KDjaOYTDQqf59B5iN2UUULnGYhKl6gNhjIIbdOmTaBckNQEpKaL1BZib4bXh7lH31/Rgy5v6kmfbu5Jn22BquhKGo4CjLK+3NHbF+AoiyFpLWBq6MttVXR5XVe6tLpLZF10KHTZNWkZ753g1AJPk4aYDR2G4kHTsWPHIsHQ5cuX53RbsgVD8RAND81QLd4FQ7mAEvYPfUo+j3nQQCrIEcr5xvC6decO2ubp5KlTtUBoow6PjwlCNTy++JU07FGpVHadOXvOB6EQxodBlb+DIFfS90i5UhR42hhkc+PGVdL30iqVquEI+UJh8Lz77rtfad68+W9EgqHjx4/fFccVyjIbQB4A8qAPQFSGzXOledMlipx3caBoEBhtDHA0W2HxrnUHTY8KRWXl+TAoKkPnZS5R0yEqYagEoq1bt65+NWWDpDZAKkP0GZBm6h49tqQbnV3bjc6v704XNkA96NKmHtVwFGAUurot7R6tBUilete4SdO64q3n4qou1brgVCWdXxlNmNe1nos22WDqmhQgrQama7o0OCBaiDAU7e5DDz1E7777bh0YCkgoYSimL1u2LGfbkk0YigdoeGCG0H+uJA8Yin0BDIUYhmJ/MW8+jncmIFQ6QrnIAvrGtRvW+0B0/4E367hCg0FoWHh8gu7QxMLjixiENmIYmjTsUalUbh317isAQne+trtOJfBCCpeP2m/H7ddVuZF57JO+PlQqVcMSmCai1AcMGPBYJBBaWlr6z97A872wfKEuuYCoLWweofjSJYrKxhjII8zTBkW5yJIJRTWvaGZgNO66MoWiXFVdhs9zXlEZPg8FQVHI5RI1YahUq1atrLKBUhsclWH2thykLvcow9G35lXSByu60OlVXeijVV3pzJqu9MnabnRufQqMXtyYgqPSPXol7R71IakEpWld9aZf9NZzbmVlba2oq0+qVUGfLK9Ivdb6vO60WusQ6z8vXmvD0xqIagLSOrC0FhjtYs1RmjToLFYYirYWLsowGIoiQ8XkDMXDM6RSQfg/iicBhgLoIiQerlAJQ/E/CvPl43hHAaGyDzQdoYCg6A/xkHDu/Pm0dccOT9v9IhWNOjy+QPKEqitUQahKpfqcLly+THv27/Nh6IpVq6ojGmSxHBsQLUQYmkn/HuceQBX9uCV9jlUqVcMXmOa4ceO+6N2796BIMLSqqur+iRMnfjlr1qyMv9Q2KJRAlAeBGAACiEqXqAydZyiKQTBXnXc5RU0w6oJ/xQBHCxHixgWjrkJLYeHzXGjJFj5vK7DETlFb2LwLiLZs2bLWqwuQukLsbXBU5h+VzlFs+xszO9PxReV0YkkFvbe0gt5fnoKjAKMfr+7qu0Y/Wdfdd46el4DUgKSsC+u60dnlFXRmGatcvDdVTh8vjS/bOvGdplLwVEDUQLdpZS1QaobeBwHSQlQhwlAMSgBDjx8/boWh/B4QES7LfDpDbUA0KgxFNAH6AoT/o3gSw1AOk0cuUcBQvOJ/PDjLx/GOAkOjgFA8HMT/W7Zv87SdDh46pOHxGh7faECowlCVqrB1/OTJ6hB59HMwtkggaobLNxQgmo17goaw3/WFnyqVSpWU5s+fjzHk5tLS0u9EgqFDhgyZ7w3M/iNOvlCXXC5RHhDaXKKywJILigY5ReOG0BcScHSBx0LddlexJVNm6LwZPs9QlEPo4RQNgqIyp6isOm8Ln5dQ1ASiNslpJiB1hdeHOUd3vtyRDs7pRIfmdqIj88vo6MLOdHxxGo4uq6BTyyvpw5VwjnatBqRn1nTz3aOApNA5X93o9PIK+mBR5zr6cLH3urjmtVqWeetIzpteh9TpJaxyXx9BS1P6eFmNTGAqQal0mdYAUrdz1Ayrl5XsC0WFCkMBDiUM5XyaDEPxCoiIzxcvXpyzbckmDEU/gUgBOF6RLxSV5OFuNWEoh8wn5QwNC4+XofEShKL/Qz7tpcuX+UB0sye4Q7MfHp8np2h9QGiYK1RBaINT0qBHpVK5hXZ7r3e/ABC6aesWv9/CwzsXEG3MMFSlUqlUhSPkC4WGDRv2RCQQir+RI0fuQMeGBbOxEUEuURcUhVPUhKKu8Hm4RRmKhuUVLZYQ+mKAoabbNgiKRqk+L92iNigKAYrKEHqGouwWZSgaFD5vg6EtWrRwvpf/BzlIg3KPbni2Hb32SnvaO60DvTGjlPbPLK0DR48tKqd3F9d2j55akXKQApSeWlZB787rRO/O7ZgS3gudcGm+Wycdem9BWR29Dy1M6dQiqAbCVkPTxZ1rYOkSt9PUB6XL7U7SC6Zz1IeihZlvtFBhKAYqYTCUQ+YXLVqUs23JJgxFP4E8oCdOnKgDQ7F/DEM5ZB79Qq6PtQuE2lyhthyhJgjFw8BnvM8BQjdv20p7vHPFcJNBaNGEx4v/izE8XvOEKghVqVQpHTl6tNoVOn3GdL/fwphNAtG47tCk75VUKpVK1fCFSHdEn992223DI8PQsWPHvpktEMqyOUTNgaJ0y9igKIfPA4qi0BJXnzdD6F15RaM4Rk3IpzA0+jbGhaJhhZZsUJSLLZlQNCiE3oSipkvUhKJRZDpJTUhqhtevmNiatj7fhra/2JZ2TmlLr77Ujna/0p72TOtA+9Jw9MCsjvTWnE50OA1I317Q2Yek0OHZ3rTp7X0dmtHB12GpmR3oiEVvzyr19c7slI7OrnnP/x+d09HXMVNzO9JxIQldTXDKkLQalqaBaS3XqeE0ZXep6Sg1AWktOCqgaNIgtFBhKIAb2lTAUITBB8FQhMsXCwyF8GAM+2WDoZwzFO8hPDDL5XGOEx7PIJQf/HF4PPo5uHgZhHJft3jpUtq0bavvwHn35HvO8HgThBZE0aSCCI/XPKHFpKRBj0qlcgsRCgxCN23d6vdX6LckEA0Kl1d3qEqlUqmS0rx582CkfL+qqurmSCC0devW/7fX0R2vT75Ql4IcNFGgKKiuLLSE6vMcQs9Q1HSLuqrQm0WXChE2xnVnFoOiQNGgvKImFI2TVzQqFDXBZ/PmzX3J/4PgqISk/B2LHm1J6ya3pA1Pt6JNz7Smzc+1pi3VcLQd7QIcfbk9vT61tnv0jWneZy+2qdaeKTXa+1JbX29AL7elfZ72v9KuWm96OjDVk7eOg9PaV8NUBqomSAU0TUHUUitElcDUhKSmC9UHpQsMx+mC2o5ThqbSXXp6CbtIa9yjCK23OUYLAYoWKgxFO4pwcglDzZyhEEDiwoULc7Yt2YahaOc//PBDP2cow1DkPsU+SRiK9+gHcr1fcWGomSeUQajs3yZMmOCD0Q2bN/kwFA7Rj86cKY7w+PqCUA2PVxCqUqkKRuhX3vD6U4ahL3h9GforjMvQf5nh8gxDZbh8oVeWV6lUKlXD1dy5c8EDn2nXrt1/jQRDKyoqunod3EWUoM/2xshOrz5OUTloNKEoh9AHuUWDKtEXqguzocBQE4q6qs+HQVEuthQERW15RWUFeltO0SCXKENRl0w4KiHpvPHNaeWTzWnVky1ozaQWtHZyS1r/VBqOPpuCo75z9IW2tAOA1NO2Z1rRlqda0FZvvm1Pp7T9mZa0w/vc17OtaGdau55rRa9664B2P9+aXnuhdTU8ZWAKWApA+ubUlExIemh6jeO0xl2ahqImGPVkA6O1IKl4fywMpAqXKQNSE4yaULRWVXqFodVC24mqeXBQHjp0yA8ft1WTxysKEC1YsCBn25JLGCqryXOuUOwjg1H0Cbk8zmEh8rIvk+lgzPB4s0/jtDBTp0+jjVu2eNpMO3a/Sp+cvxARhBZGeDyDUA2PVxiqIFSlKj7hN3rwyOFqELpk2TK/n8LDuqjuUM0dqlKpVKqkhPpHGHv17du3f+QQ+d69ez/jDdT+ey5gqCmXo0YWnLC5aYIGkDKvaFS3qAuMhuUXLVRAWkwKcopGDaGXFeg5hN4GRV15RV2FlkwoGgZDXWAUmvUvzWjpozfTssdupuWP30wrnkjD0Yk1cHRdGo6uxeePNqM1jzWjtd68655Iaf2TN9MGb9rGibW1aVJz2uytA+CU4akPTRmSWuAou0jZPVoLihpA1HSJvuMIrbeBT8zDy/B6AFjrrDu9fizz7ryOPhz1wWjaNfpRGor6hZjS4fOFAEQLEYai0ccrqq6/9dZb1Y5JLpqE9/wKdyXCB3LdxrsAZxAItcFQtOsmDN29e7e/Lxz+j1cAYAzS8tV/xXWFShDK4fFmPwaYu3jZUtqwebPvEn39jb10zgeiUfOEFk54fL1D4/MEQtUVqiBUpVKlJPOEIkIB4y2kcUF/JYGodIcqDFWpVCpVoQiu0AcffPBKZWVlm8gwdPDgwWu9Tu3fs1FJPkxBYYZh4fMyxFDmWrOF0MuCS2Yl+myAURscVUCaGRTNZV5RE4qyW9RWbMkGRRmMugDozTff7Ms2bcaYm2jRBKgZLX6kGS15tC4cXe59tmRcU1ry8I201HtdBo1vSsu95VaktfKRlFZB3vzQ6sdqg1NAU0BSANKtT7Wg7U+n3KQAo3CN1oaiqZD6A9PCQaiZX9TlCDVBKJZHKL6f63R6Bx+8QvhOP4x/avtaLlV8P5Y5mv4OOEYRUg8oCqcoV6lnIHoxQSBaiDAUg5H58+fT22+/7YfIsysUABQuSgBDAER8BqBYTDCUnaFbtmzx84bu3LnT3xfT8YpQebT9SfRdst8yiwSyK1SGx5t9l8yJ/ZDXj61et9aHodAb3n6dO39Rw+M1PL7olTToUalUbr1z/Hg1CH11z+v0pNdfoX/CQzuXO1RWlo8TKp/0PZNKpVKpGqYAQ4cOHTq1rKzsTyLD0FGjRu1HR5YPGGrKNrh0uWzMIhRhblEeXJpgVIbRRwWjEngWS3X6YlEuoGjUvKLZgqISjDIcnTa6KS0Yd5OvhePTSsPRheOb0rwxTWju6Bu81xto/kNNaEFaC/+lCS2Cxt5YrcUP3+gDU9bSamja1Aemqx69yQek6x5POUnhHN0yuYUfZg+3KDtFAUQRPr//5ZQ71IShEoLKgkpwbtoq2HOle4aiDEOxrkPT0wB0agq+wpkKGOvnPxW5UPfyNr2ScqsCosI1ivWxUxTh8+wSPb+qki6uqskhqs7QaX57uXr1ar+SPLtCAUIBDSEAUeTaBAwFUGyoMBTz5qOfiuoKNVO+YCBpS/liFgcc701bu2E9rd+0ydNGet3bv0/OXdDweA2PL1olDXpUKpVd+H1KR+hrb+ylZ72+C+MojKfw0A4P79B3ce7Q+obKJ33PpFKpVKqGJ7BM9EP9+vXrEhmE4s8biJ1AZ5XtavJxFAeKBrlF44LRTB2jUVyjquyB0bC8ogxFo+QVBRR15RVlKAqFFVsKg6JTH2xK8x5Oaf64tLz3c8bcQDPvv45mQQ9cT7PTmvNgSgCkDElZ89PAdP5DNeB0YRqYLhZwFA7S1Y82892iKSiaCqFPuURb024BRN98pV0dZyaHw9fK7+kohgSdTBdPOpGGoscEDMV6AULhRAUEhTsVLtWdz6Vyn8ocqHLb9r2cco4CimJbsG64ROsA0YQqzRciDEXbiDygKJ7EhZMAQBFSDggKeIj3AIfF6Aw9ffp0HRgK2MvuV4ahaN/z0T/FCZHnPgoDSDOiwUzzIvNeP+rNt27jBh+GrvO087Xd9NGZs4UDQjU8XkGoglCVqqh18eKn9NaRI9Ug1C+YNOVFf7yEcRMe1mEshTFVNkPlk75nUqlUKlXD05w5czCm+rqioiJaFXn8tWjR4hpvkPZRkiDUVNBgOiwnW5QweunCMQsv2XKMuqrSMyBVKJo8FIVsxZY4r2hYsSXOKxpWbMlVgd4KQx+ogaFzx95Is0ffQDPuu66WAEWlGJBKSGrCUgam80anICmD0cVjU1AUblFAUYTRc/g8XKLIKQrwuDudS1QCUbg4ATA5h6cJQmUl+PcNMRTF/CYMRdGmN9IgFMATABRwFtsDULs5LeliZSgKpyhcq3CpAoieWlQDRM/Jokpr8usQBQwttJt5tIOzZs3y84VKEApwiByh/B4wFP8jpD6J9rs+OUOLDYa6HtjJh3XSFcoP6fgBHfqgCY9MoNXr1/lAFNq4dQudfP/94g6PjwlCNTy++JU08FGpVHWFh2tvHHiztiPUu5fAmAh9KR7S4WEdxk8YR6HvguHEBkNlVXmFoSqVSqVKQjD7DB48+Pny8vI/igxDO3To8B2vIzufj+JJcRWl2FKQW9QMow/KLyoLL2UaSq9gNHdQtD7FljiE3iy25MorGrfYksstChg6d2xTmjX6Bpp+3y9o+r2mrqsDR12QdCZDUoublF2kgKIIr0cYPVyiCJ+HS3RtOnR+swCOAJOvvVA7PP0tA4jC6XlCOEJ9GLqosw9E/ddFtYEogCUgKpaH0xTrhMsTIBRh+ikQ2sIP4cf2wL3q5zxN5z2V0Bbbh1B6wFqsC9uD7UDFeeQQdblD8wFFC9EZivYP1eQBQzk/KINQOEH5PcAhnKJJVpOPC0MxGHvvvff8AkqFCkOjFk7ivkjmCrW5QtHvcJ+DfmrlmtUpILp5k689+/fRmbPnIsDPS4ZswNScJ2SdiYXHFzEIbcQwNGngo1Kpagtt9dvHjtVyg+56/TV6wuuj8DAO4yCMidA3of8JC5W3wVAzb6jCUJVKpVLlUgiRR1/Uv3//trFC5CsrK7t7HdnnSeQLDRN3mGHFlly5RQFFbW5RM4zeBkaj5hgFFGW5cowqFM0eFM1lsaVM84q6wOjU+5v4wHPavb/wVReG2j63w9HpFlAqwShDUXaKwiXKUJRdohI4Aor6LtF0caU3Xm7ruzj9kPl07lA4Mo9bgCg7RE9JEDo/BUKPposn+a7QV1Lh8XB64rvwnQCh630ImioClSoKxdC2WQraTkptHwAqlgdUxTrhPMV3fpQuqMTuUFlIKV8wtNBu5iUMZeAJ+Al4CDEUhWMU0xcuXJjTdjubMBSDr6NHj9aBoYC+JgyFwzKX+1RfGGqGyKPf4SgF0xXKfQz6FfRB8xbMT8HQTanCShu3bKEj7xylM5+cCwGbcZWj8PgCyROqrlAFoSpVYxTa2BPvv09739xfC4QiHcsD3vgHYxz0NeiLMAZC38QwFOOlMBjKRZQUhqpUKpUq38I42BtPXenWrdvPYsHQHj16POx1Yv9aiDCUJTvOTApYmIPSKGDULGgRFYzGcYpGVdIgspAUB4qaeUU5hD6o2FIQFLXlFQ1yi0677/pqEBokGyQFFLV/ZneQSijqh88/dIMzdN4KRTmX6Mup0HmZR5TD5k/I/KFC7Ag9Wl04qYOfKxSu09fSIBSh8T4IffJmfxsAQeFcXY4iUONrikCxixXbhuUAagFpsV58Ryp3aOdaofJcSClfVeUZhhbSTT3aQbwyDEVYvA2GckX5RYsW5bS9zhYMRXuOdvnEiRORYGiuqsm7QGgYDOUHcrLPMUPkOY+16Qo1+xS8TvbW5xdWSjtEN2zeTJu2bqGDhw/Thx99nFsYquHxCkIVhqpURadz5y7S8ZMn60DQ3Xv30CvTp1WPZfCKPgh9EcNQmTcUMBR9WJwiSi4YWkj3TyqVSqUqfiFf6KBBg8aWlZV9OxYM7dev3yyvA/ufhQxDpYIcOlHC6OUAlcGoWZHeFkovc4yyg4fBaBgUVRiaXzAaVmwpTl7RoGJLrhB6BqNRYWh0QOp2kUaBotIpWit8nossoep8Onx+75RU+PwBET4vCywdS6tW9fh0aPz+tCMUIHSHAKGAsACh+H4AUGwLQK0Pa8fXznMKGLqDYagIlYcL9cPFhQNDk24PpdD+SRgK+GmDoYCGixcvznkbnQ0YirYbD6OQM5T3JQiGYuCWj34nbvEkE4ZyiDzDUA6Rl65QVz+CfmfGrFm+OxQw1NeWlHZ6xwVu0VOnT9O58xez7wrNFISGuUIVhDY4JQ2AVKrGKvz+EDFw4r336cChQ7UAKGvJ8mX+mAZ9DMYt6HPQ96APYhiKvslWRClbMDTpeyaVSqVSNQyh9hH6paqqqutjgVD8eYOrrV7n9e+FVEApTGYnGgRGozpGbRXpXTlGudiFzPEmoagrp2g2XKIKSOsPRWWxJVte0ajFlmwh9AxGodzDUHtovRWKjklBUc4pym7RVYZbdLMlhN4Hoy+38x2anFtUCp+ZVeM5RyigJtaL9QPAVoPQcTUgNLUtcIamAC3mB0BF1Xm4VVFZvrYzNB0mvyJ5GFpIN/VhMBRC+Py+ffuKBoainZYwFPuEfSsUGBrFGWorniTzhXL0gRkiL2GorQ+45957aPrMGamw+TQM3SgEx+jWnd45R25V79igUMa+AwfoTe8a8XXwIL3p/b+f5f0fVdXrsAiDbym4VrMlVD2uj3Kx7kNvvx1T3jJHauuw9/nhCMsefuedotKRo0dVKlWOhd/aW167gvZWFkSyaeGSxTTaG8ugD+GIAxsM5SJKCkNVKpVKVeiCK3TYsGGHqqqqvhMbhnod32F0XMUEQ11yDVbNAWuYY5QHr6ZjlEPp2dEjw+jlQDYIiMaVAtLsQNH6FFuSIfRmsSWbW5TB6Cv33pAxDM0krD4sfJ4LLbncoqvSeTuR0xNOThQ7YjCacowyHG3jQ08WgCU+BzzFvFwxXrpBEQKPUHjpBrW5QjlEHutA6P6+l9v6le5lRXlXztBP85Qz9PKG3nVu7pNu+yCGoVxJXsJQvGcY+uabb9KSJUty3g5nC4ainT116pS/D8UOQ01naCYwFG2d/H+YN//EyZP8QW4ql2gKhEIb069WbdtaS5u96yQl7/32bdXaYmrH9lraamrnjlratmtnqLabenVXjXaltONVi3a/Glk7X9udkVBYJFO9uuf1rGl3BNWaf++ejISK0oHaKxQ2b44VBH1UKlVKSK3y3AvP+8YN2XdIGIpxC+cMrU+YPI+xNExepVKpVPkSItyrqqq6de7c+T/FhqFeR3canVZDgaH8Gsct6qpIb8sxipsBhqLsFI0KRG1QVE4zVV842lgBaa6LLdlC6CUYZTha1aVtvdyhmYFRe15RFFuabbhFU2DUcItyGD3coukwekBNAEoAzu3pavQ7hfA/KsBj+ua0ExSh7gCrAKwSguJ7fI1LfV911ft0ePzmdDV5v3jSlLa+45RdoRwi//EyVJMHCK1bTT4frtClsycXJAxFmxYEQ/GKz48cOULLli3LaTucLRiKNhnt7vHjx6uBrgyTBwSVMBRtci73KZth8jJnaCbOUJvQ54wbP55e8LZj9ty5tHTFclrjDYQBSYNgaA0I3VYLhNaBofkGoa9mB4RmCkOLCYTWUoYgNBIMlVBUQahKVRDCbxftInJJL1q6hF7x+q1Hvf4G/Ymtr+DxB/oZE4YGFVCywVCzgJINhmoRJZVKpVLlQmCY3pjqVxUVFX8eG4TizxugXUKHlfSO5FJRBrJB1YDDQh0xoJXVgLm4kllxniGnrEAvhXnN+cPcpVFgqILRYCgalFc0qNiSGUJvglGGo48MbUbT8w5FU7K5RRmKmrlFUYV+EbtFx6UgpcwvCpcn4ChgJwBpSi38Vx+A+lXiaxdIWpYGoIs9Yd2QdKT6IPTR2iB0dxqEIiwfle2RKxSFmj5Y1LnaFXq+Vr7QLnmBoEdXDqsF9Arthh5t2CHkB7OEyfN7gMRjx47RihUrct7eZguGos1FNXkJQwF8bc5QtMf57EPq4wy1FVCyVZLPRZqVqA/ScjGvqrDOXaGfw0Ldrsa6H6rCVtg4wTRimCHyGMNgLIMxDcweDEORMkxWk0e/ZsJQGSKvMFSlUqlU+dCsWbPAbZ7o1KnT72QEQ70B25WG3inJjjcIitrAqOkWxQ0AbgRs4Y5cXElWBOZBrUuYzsL8LPm5DZLa4GjYTZKEhEHTGqJyVWzJBKPSMSrD6aHh/VrT83c3zTkYrQtHQ6rQPyjC6NP5RSUYlQ5ODqcHwISbc/VjKfdndXX4CU1ruUDhOkVIPtYHyfB8uFC5gjyAKlynPgh9KQ1CZ3TwCzQBhJ4CCF1S7hdOgisUMFS6QnMFQM+uG0Cb5z1UfZNvC/tKun1jhcFQDjFPEoaGgVCzPcZgC+6U9957r1aof7HAUM5JDReNWU2eowuiVpNPAoiqVKrcSX/ThaVcng/X/XrU7wybL076LWnM4LGHDJHnfKEY16BPxTgH/RaMIICheLiHsRDGROjnMEay5QvVnKEqlUqlyrUwziovL/9ORiC0VatW3/A6sCsNIUQ+ruKG0svBrQlE5aBWhjvyoJbhpoSdEJ7EYh4I85viabJafTbhqFTSsLIQnKKZhtCbYJTzi7LgHJXuUahv91IaP7Q5TbmniR9KPz1XYPSe8Cr0s1z5RQUY9YsvjU05PDnUnXN+8v/s/lwoAChC8VkSsi4dVzs8fstTLaoLJgGEojK9nycUIDRdNKkWCE27Qi9lyRX62TrvdX0POre+D721dCjNfunROkUBzBv8QruhR1slYSjAoQlD4ap8++23afXq1TlvW7MBQwERMThDASVZBAowFCBUhskjFyrclkn0F64ifRKGcg5qLszH/QbnnubIAps7NE7e6aQH/Ul8R76gUtzviXM+Mum3457zqMerPil6osxf3/NVn/0IWsaEVHH2JQrkcq0/6NzY1uty/MU5h/VtS8z9dv0f5VwEHaso2xd0XIO2Mcp2RdmOsO9MSq4UXByJxuMSmyvUzBfKxZPwUE9hqEqlUqkKQdOnT/+1199tr6ys/O2MYGhpael/9jqvRglDWbYO2hyUmy5R3ABgcMsDW9wo4OkpV5mXFeYZZprgE9Nx4wFhfgg3ISz+DNMxr7k+CVlNOGq6iaLc2LKShpVJO0Xj5BWVblEJRm1wlN2jLAlLWUP7tadHhzf33aNT72tC0+/PDiSVIHTavdHyi84yQukBR+em4ShC6uc/VOP2hPzPGHym552TdpyyZFV7hqEIqUeI/ba0K/SNl9r6FerfnlVaXT1e5gk1QWjcKvKfretGn23oTpc2VNHHq/vRoSWDadkr91Xf4AflwWoIMBSff/DBBznd7mzDUDxgwja7YCjnDgUMhYMlqX7CFVHARflkQT7AUBlVwA/STHeoTLWSSTG+OADGBSSyOdi3AZ44wCIOyIm7nXEgTNxtibLP2VShwJhi2S6VqlAVtd0Pqj8g03PJqDQJQl2uUFuIfNRK8gpDVSqVSpVLeWOt/11ZWfnPXbt2/Y1MYegfeJ3X1cYMQ6WCBrtykCvdoTywxdNTLqbEDh8GmCwGoAw+cdMBeIplcPMBmMrC//gc0zn8nuGoXHcYHHUVZFIoWn8oarpF2TEq4agNkJqSwNSmgb3K6P7b2tLjPii9iV6+N+0m9XVdTqrR14DR630wKuEoA1KXeJ5ZD9Re1geiaRgKJ6kJQ197oQ3te7mdXz3+nXT1eJkn9NyKVJ5QMzy+Okx+XVf6bH03T93p8voedH5dL/pgVX96a/FttGHGXTRl8mjf3YCbei4EgJt7E4SGuR1sN/dJt10QtvXw4cM+HAQwtMFQfPb555/nrNCQbEezBUPRFr7//vu+qxUC0HXBUJzfJPoHmzsU109Q3lA8REO/EeQONYGo2aZHLbynyh+4yNeymZzvOGAl6vxyeibXojlv0HKu9buWsc0fZX9sy2RSANNcxrbOqMtE2a6wdUfdjqjTVYWloFoEJgR1gVB2haJfQv8kQ+SlK9SVL1SLJ6lUKpUq1wK79PqW//D6ryMZQVD+69Sp0596HdjnCkNryxzwyoEuBrk8wMVNAWCKGSpvg5cSgjIAxQ0HACpCUbAsnsKy8D8+h0w4ihsWuf44rlHbjbE6RoPBqCuvqAuM2uCohKQSlNrE8FTKBVJZA3pV0IhBpTT69rb0yPCWNGlEc3ru7mY05d4b6ZU0PPUB6v3X+6BzOksC0Vr/2+GodI7aJOeZeb+Rm/SBlMMUTlI/Z+iEpn6YPIoy+c7QF1rTvpfbpkLk09XjP1hSTh+v6EJnVnajM6t70seretH7K/rS0WUDad/CwbRt1nBa+tLd9PzEMf7v0BSDT9zIQwBREoLigYZ5c88g1LzBt7lCC+nGHttqwlDOGyph6Jdffum3V7luP7NRQAnnBe3hyZMnrTAUeUKxv/v27aMDBw745zYf/UKcivJmqDy2UYbKS3co9x0y1QqHzJv5p81Bbz4H3SZ4iQtZVKqGJlvRy1ysP+izoO8Omldue1CbYvvcXDbOum3vgxS0DUHzRpkWtp6o2xh3n7KhKDUJpBOUI9U4NN4EoRh3cK5QdoXKKvIaIq9SqVSqJAV26fU9/72ioqK79/eNjGFoWVnZd70O7AuFobVlG/TyYNflDmWXjxzUMrQ0XaAMQXGzgWUwIMZNB9Yhhc8wDfMwIMVyJhyNA0YzdYsCFjYWSBoERU23qAlGTTgqAamUC5YGiUGqTUFwNYoG9amkIQM604hbOtEDt7ensXe0pXHD2tL4tB67sxU9OaJGE0e0pGfubm5RC3rae508siVN8jTRn7cVPTGiNT1yZzt6bER7emxkqadO9OioCvqXET3ooZG96YERA+nO4UP9a1fmrOJKpvKm3AY3GXDyKwvAk4XfKsNP3NDzTT27QU0QGsUVyu1F0m0WhO20wVCGoFyJHTA0V4WGZPuZDRiK84Lz/e677/oQFNuPfUMqABsMxbnNV79gAlFZfM/MGxrFHcqRBdxvmEDULK5nG/xmY5DuAilRwEQU2GBOywU0yCeIKDZFvU4KcVvk/OZ1b67L9XmU9Zu/J9v/tmlBy5vbHCTXurOtTNabq21RBcvV5pvA01aQlQGohKAcqcbjExOE4r7LlStUQ+RVKpVKlZTSrtBfe33W+/VyheKvc+fO31cYGixbuLzLHWrmgGNgKcPg2QXK4ScAPOxgY8DDYvCD6ZxjTsJRrIvhqOkadYFRV8hlXKdoQ4ahJhQ1w+ddblEJRl2AVIphqZQNnIaJwap8n0tlso28f9hvHA8cKxxDHF9cc7gmcY3iusV1jN8Lg1CGoAw/paPTFENOU7iB55t4FgNQGwQNurkv1Bt6bO+RI0d8SAhgCHBog6EIky8WGIrzgvN29OjRahi6e/fuamcoICjDUITJ45zmuj/IxB3KMNRWSAntOtp0jgKQD7ls7bgNjEolAUhUxamo10s2rivb+sxXcx7zmpbzm9Nd02zz2dYbZfmgdakKT642Mpvrtn2H+ZmtiGrQMq6iq2GS0NNWoJXrD7gi1Xh8IkEoV5CXuUKDXKEaIq9SqVSqXGrGjBkYX31ZWVl5e71haFlZ2d97ndiXCkPdCnOH4sYAEIadPjywlWHuHArPTlAJQRnwyLBdiN1s7HZjQMpglJ2jQWDUdIzaoCgkoagJRjMBpA0NlAblFbWBUROQ2iCpDZhKcOoCqPmUDdZGlbku7A/vrwShOL645nA94vrE9Yprl53TuM45REvm9pRwEzfmLrErj6Eng0++kWcAKt0NUXNfcfuQdBvF4jB5QEIAQxcMvXLlStGEyePcoQ10OUMZhnLOUJzPfPQHmYbKm+5QM1xepkUJcv1LMGoC0iBQWgzKZNtztYwJKFzL2OBH2Hkw53Gdv6hgJBN4okpWtt9t2PxxlzGXk8vb1mW2K2YbEzQ96ny26VHX3dhka+tN2Cll1ikwAahZs0AaNUxHqAShsoK8WWBSXaEqlUqlyofALNHHjBkz5mSnTp2uyQYM/SeFocEKCpeX1YLZIcqDW9xM4KZCikPhJQQ1w3elu43/ZzjKob/sGjUdozLXqBxQB4Vd8oBLglHTNeoCpI0RkkYBo2Y4vUsSlpoKgqfFKN4v7DeODY4VjiGuBwlD2RkqYSjfkMsQLXYmmGDTJQaeEnxKB6iEoNLdUEwOB+wLnKGAgy4YCqB44cIF/5jmus3MBgxFu4fB26lTp6wwVBZQQpg8zlu++gPbPspQeVshJZk7VLbl3F+wQ5SjC2TYvK2AHksOhjMZcNvASH1gSDaAiSp/sl0//N6ELWHrCFqfS/L7gr47bPlczd9QZLYVUeeRn9nanCjTzHW5vscl2zxhyzR0SdgpoaesU8Dw01W0FX0N1yyQINT2ENrMq66uUJVKpVLlUzNnzkQf9FX37t3vrzcIxV95eflPvY7sK4WhbgVVl2fnjyyQwY4fCSxlMRd2eJoFXMxwXikGo9Ixan6HmWPUBkV5QC0H0jww4AGwhKO2nFpmLjlb9dO4MLQYgamEoi4w6oKkUWFpNhQEXPMpuU0ShrIzFNcbrkNcm7hWcd1KGIprXt6M21ydNknQaYrdn/JGPioELcSbeglDXWHyAIpnz57125Nc7UMcGBo2L847BnCoJo9th4JgaK7PS1jeUJc7VD44Y3eoBKKyDZc5RG0pULgdN+EoK+pAOgxYuACECTNsUMIFOILWFXXdQfujkCQ3wCXuNNu1yP/LaearbXrQPHFVn2VVbnEbZL4GzW+TnGZ7H7RsQ5ZZjFWCTlMSfDL8ZABqQlAzYs1m1pAgVIbHqytUpVKpVPlUOlco+q53Wrdu/TvZgqHXKgwNV1h1eTMvnBzomkVdbIVcJPiUOQ1NIGpCURlCHwRFg1xGcoDBYFQ6d8zQPpnTywZHw8Ls41SvLybHqQlHowDSTABqXOUDuIbJ3CYJQvmawPWE6w3XI65RFwzlm3Fbbk+XJOi0Kci1aLuZL9QbehOGugooffrpp37bgP3NZXsZB4baoCLDUAzkosJQ5JHJV18Q5A7lay8sXN4EojKHqJn+RBbN44EuD3xtgDQqcIgCL0yI4YISYfMHQZHGCjpyBU6Croew60ROd63H/Mz8Xrlc2DSXwqY3dsnffabLyDZEtiWu/13LRFlP1GnFJLMdjjIP/29b1jZvFDH0NMEnSwJQdoJyAVfcZ8nUXTxWMUFoUHi8ukJVKpVKlUvNnj0b/dCVLl26DM0KCE3D0OsVhkaXyyHqCoeUEDNqQRcpE4y6gGgYFJWV6OWAWrqNbC4jCUklKJWhlPUNs8801D5byiccNUFpNoBpsUkeA4ahXPkZ1xOuN1yLuEZx045rGNc0h8njtyBhqMvVGUX8G7aFarsAaCHf0Ltg6LZt26qhKBdQwu8exy4f7WR9YSgGcSdPnowEQ+fOnZu3fiCqO5RzTHP/ICMJTCBqplmxQVEGo2ZbLiFplAF6fQBFQwEZuYIfUdcjz5V8DTqHtuVc/xeyzOs1k+Vs1322ts0l23xyu+Sr+T5bysU66ytui8w2KWz+qPPK+c3/besz5zdfs6Vsry+OJOxk4MlCf8Hw0wZA2Qkqi7iycUPmCA0DoeoKValUKlWuBbML+havr9tTWlr6u9mEoTcoDI0n2+DXFRbJA18u4hJU5MWUDYy6XKJRnaIyp6h0G9kAaVhIpg2UhgFSm4s020WbCgWG1heWxpUJGgtR5jFgVyjDUJk3lN2huHHHzTquaxOG4vcWFNoeVS73Z7FAUFYUGIrPrl696h9fHL98tJH1gaE457gGTBhqVpMHDD148CAtXLgwr/1A0L4G9QuyTZdAlIsqmfmgGYqi/ZZtuAuQ2gbr+QIimXyXazuTggyNQbbrRf7P713zyFfbvBLSBC0XNF9Dk/ydRvk8znqlwqaHKZNlikWyzazPsuZ6bNO4jQ5TJsuYsJOBpxTDTwlAbRDUlrrLBKHyIXQmILQY7qFUKpVKVZiaM2cO+qdL3bp165s1EKowNHO5BvC28EgeBPNAOIq4KIwNjtqgqC2nqHQaSbeRHFzbBthhg2wepEpQ6nKThrlIg5ykYW7SxgBMCwW05hKKSiDKofLSHYrrkt2huK5x3eP3IGFolJvwOMpXGxKljYmzThsMBQg1naGAofgNY/5cto/ZgKE43wCEx48fL4icoa5+wBUuHxWIclEls+1mKBq37Tbb8Maq+h6DIEARNJ/83PZ/Y5HrupTTo8zvms+UnNf83PYdtuWD1l+Mku2D+b8EZ2HT+XPzM5fkvK7l4qyvGCTbZP7f/EzOFzY9aBkJOqXMoq0MP00AKiGodINy5JpZLEmC0KA8oeoKValUKlU2BVco+puRI0eu7tix47cVhiYs0y0WFCZpwlGWrdCLWe06CI66HKOy2FJYblEeZPNAmwfbLL6ZMgfectDAoJQhqekmDXKRxgGlQY7SOOA0HxA1aRBabOLzIUPlw9yhuO65kil+W1FuxKPclOf6hr2+gDZs+6PCUOQMxXEtBhjKbd8777wTCkPffPNNf9589wX1AaIyh6gZNm+22bK9DmqnXQPsuIoKRIodaMQ9Vq75M12PXE6eO3kuzXNqmxa0XCHLvG7N/6Msz8uY74Pmcf3vgkzZUq7Xb4KxoM8lOIu6vGt+uS45T9j/rmWjTC9G2e6zw+Y3lzPF9/ASejL4NAu4ol/hcHiziKvNDRoEQqPkCVUYqlKpVKr6CK5Qr087XVFR0SKrIFRhaHYUNVzShKNSZpVrGyQNc46a7tGgPKNmrlEWV7qXjlIJTs1BuAlJgwCpLdSeQakLkoYVbwpylWYDnNYXhiowtUseCwlC2RnKVeVx3eBakoWUcA3juuaQLelOKOSk/UGgMxsh/BCORxQYeuHCBf+3WwwwFO0Wzn0UZ2i+YWic9t9WUEkCUS6+Z4OiJhg1HaO2h1mugbYLTtheXe/D1pnJ9IYEPCS8kK9yunmOgoCHa51RIIlrXQ1Ztt9CGERyvXf9vlzTgpaPo2yswyWz3ciHXN8pH/CYr3J6kGzrcc0TNj1onkKRBJwm7JSS9/NRirjKugU8xogCQqNG5iR9D6ZSqVSq4hOKJqHvufXWWydlHYQqDM2uokIOOdC3Vba2QdIgF2lYiH2Qg1SCUim+UTLhqQSmEpSaIZwmIA3LSxqWj9RW5d6EpRKUmjLBaRhIzbWrNAyWFpMDtb7HwnSG4lziHJuFlHBt4VrDdcgw1HSGFuJNdxRYFlbkKajQkxyE4Pf/9ttvB+YMBUw8e/as/5vG8bMNVup7DLMJQ9Hm4BpAzlDsU1DO0P379/ttYqGcY7OtDwKiZti8CUVlG2y2w7ItNl3/USCCDVoEwYugz13gwQQM5rSg6aoaCCJfzfdRljPf2z4Lgy5B6wn6vFhk+z1lurz5+zSBlesz2+c2RZ0vn5LtUn3mldP4fdz5JRR0wUITHIZ9HkX1WTaOpJlBAk8JPiX8lAA0KgSNkiNUHaEqlUqlyoXgCn3ggQcOdezY8WcKQwtctk4/Lhx1QVKXg5QH1XHcpEH5SG2SLlNzgB61cFNY8Y+gUHsJSl2OUhOWmiH4NgWB1DDHaRxX6YgBfemZ8lY0tUMTmlTZjh7s1ZWGDhqYtZD8uHA02+kAsgFD+bgyDOW8oa5QeVyDuDalM5RvxpNuB1y//zhu8ZenvEjrp06ko7PH0OmNd9DxtSPorZX30uvLxtC2ReNo7bzHacnsyTRn+nP0yssvVa87CgyFMxQwFL9ZHL9shejb9jsbMBRtCtqHEydOFA0MjeMQdblETXe/2eZGdfi7IECuYUcUeBEGJsLmDYMRcebNB7jI9vfYznXYvPIaCVvenNd2fZkwxiXXdoQtE3X99VkmKcnfre137IJctv9t6zHBmDnNfA37Dtf6gpTpckGS7V5S6+T5Xa8SRMppZrtt+17b/FElgSdLGh/4Pp77F1nA1QVBXSBUHaEqlUqlyqXgCvX6rK/79OlzW05AKP4qKip+oTA0t7IBBTlYro+LNE74fZQ8pTZFdZy6XEwSkErXjwSlDEttkFRWp5Wu0qDQe1PsNJXKxHUaNTQfgO/OWwbS5C7taF67a33NZbVN6aVOzejx7h3p3r5VdPtt9YeK+Yah2XSERoGhHCpv5g01iygVys13GAS1Ob8XTHmK3pw+jq7OuYf+de5IOjf3XvrXV/uE6sr2gfTRpiH04vNP1YGhHCovYehnn33m/27wu3W5TM22KQo0de1zXBgq58f5xvk3YagZJg8oijB5HNekznUmQFS6RE0oKsGo6egPcvHnAhbkEm5kE1rUd7o5r0tx57dBEtsyYRAlijIFKbmQeV3GnW4DPUHr4PdRv9f2+zE/C5setEwmqu/y+ZLZ/tg+5/fmvLZ5XOsyo5Zs/4et01yPTea6ClG2SC4b8LSBT+kAlQBUQlBbSLwtLF4LJqlUKpUql0LRpJkzZ4IHzO3QocN/yxkMLS8v/6nC0NzKdmMQFyrYwmSDQmv5psUGTF3g1CUbUDVhqQSlQYBUDghtoNQFSW2uUleVexmCL0PxpeNUglRXHtM4uUwlNL1r8G00qUcnWtDhelrY/he0IK35ULvaYlA6p/119Hx5S5pQVUGjBvbNOES/EGGnSyZA5pyhZpg8zifOdxAMNUPlC+U3bxbSMUOkoZeee5q2vvwIfTzrfh+ASn08755IMBT6cmc/eun5yX6hoTBnKAooPTFmEG2bPZT2Ln+QdiweS+vnP0rL50ykeTOepWmvTHEOeqLkNQ17mONat60tQ1uBduDdd9+l3bt3+/slnaFwg8qcoUnA0KB23QVEg6CofABlQtGgdCeugbItBUoYgIgKPoLghQ1QBIGLKAAjaPuC5s+GChmSZApR4izD/4d9Lq9F1zImxAn6zLzGzfW7fgOu5XKtqN9t+/1mU7Y2wtVumABNvne1N65ptuVcMuePu3yU781knQwRM1ku15Jw0yUZ3SWjwGR0GPczUSCoKzReQahKpVKpciGEx48dO/bzPn36ZL9okvzr3Lnzj7yO70uFoYWloEF1kJPUpSi5CcMUFrZvC8+3hX26Qj8ZkNoKhZjFQlz5SaWzVArglF9ZYa5TWy5TVz5TaMSwoTS5Txda3KkJLS293teS0utocYfraEmH1OuitABJTS0QmtOxCT3TpR2N7dON7rx1UB3XqS1UP9sQ03wfBXAGwU4b/GQAyhCUQah/PL1jzTlDce44TB7XBq4bXEe2ivJJ35DL3yf/dvj3Ug27vN/F0hcfp7enjaav5oyqA0FZpxeMiglDJ/owFJAQ4BDgkyGoCUOfG9efTq3o5lzf5zv604Wtt9KHG4fSsbUj6ODK++i1ZWNo66LxtAZh+rMm0+zpz9MrlhynQW2GDYYGtTVoG9AOHDt2rBqG4hXOUA6Nl85QLF9I7XYYHDYfPLlSnbic+ba2Ne4g3gYkXJAkmwCjPtOzCT0KWTYAbgIR27zmMiYsMaeFfbd8TUJJfneuZf6Gbb9rE3AFfWab5vqOoM9dy8v/g+ZX5V5mEVUTeJrgU8LPoHD4TN2gCkNVKpVKVV/BFer1P/82cODAER06dLgmpzC0rKzs7xSGFq7ihKbGcZnWR2G5TYOcpLZBvRzspAbgT9KaaXfRztm30LppQ2nxlFE0/ZkH6dmJ4+hxA5baQu9dVZSl2zTIcWrmMZW5TM3wfOjukSPo6UFVtLziZlpd1sTXKk8rO93ga4Wn5R2v95R6XZYGpRKYmmJwujitGZ1vpsk9OtHo/r1o2O2D64ToR3GRRslxGgd2mrk+eZvMVAKuolbSUcsV5BmEyhB5nAcuoMQwFIAM14wsomSGyidxY26CUPmb8K//x8fTsifuoUuz73ECUKkPF96VNRjKIfPQpUuX6PnxA+nUyu6R1+/SL1/tS59tH0hnN99O768fTm+vHkX7lt9HOxc/RBsWTKDlsx+nedMn07SXn3eG3QWl/AD4hqMcMBRuUHaFcpg8YCjnDj1w4AChLwsaoOX6moiTPiAIipoPmGxg1Mz9HCUHdBDocP3vAiv1Hcg3NJgS9djb5rOdP34vX83pQZ+Z04P+d31v0HqirtO1TY1Brt9o0DxBv205zWwHbO2CDYzZ8sfb1uFat+s7orxXRZMtz7/tc7OAqg14muBTwk8TgEaBoApCVSqVSpVLzZ07FyxgR3l5+Q9yCkLx17lz5+97neEXCkOLQ3FvNLIJU6NA1agDfJfzacaUx+ntpQPozJpu9PGarvTx6q70kafTK7vQh55OrehKRxb3ptfmDqJNM+6gZS+NoFnP3U8vTB5LTzzuLhhiukzNqrlBjlMzNL/GVXofPXPHQFrTozVtqbyJNkMVTWmTp43lTWl9+Y20rnNKazs3oTUClK7qdIOvlUIrxOuKjgxQr6dlHWuD00Xe6yuVreiJXhV036B+dEc9Cz253JxB4ewu0GmmDbAVrjILXUl3LSAoHKEAoYDOgNA41jgHODc4Z4DhDEMxyMI1xDf0EojmO4TL/H1UX//PPUsT7xtKt3YppZuaeNfAmD6RQCj00dKh9YKhyK/JofIMQvHZhQsXaMqjg+nUyh71hqF14OiuPvT1rt709c7e9FVaX+5I6er2PnRu80D6YP0QOrbmTjq48m56femDtHXhWFoz5xFaMnMizZ76DL38Us1ADQ9J0D5gvwBBsV/SGQo3qIShSLYdN8dp2MAu7nUTte2MA0VdKUpsigI+goBIGHiJs97GCERswCLq/GHzhq3XvAZc8CTse8OuJ3NZ13UY5bMghc3v2lYGQlHWH3ebMtkPF7AK+l9CLdt8trYgLP97lM/irkN+HrTN9f2ObM2fr+/Ip2w1AWzgMwyAmhBU3aAqlUqlyqdmzZrlRwv37NmzdWlpaW5dofgrKyv7rsLQxqdMgEDYsnFcpLYB/5b5o+nCxl50aVMPurgxpQsboO50fn1K59Z1p088nV3bzQemPihd1dUHpdDRJVX0xvwBtHXmEFo9dQTNf/F+mvrsWHp60mN1ChSYBSfMEH0zj6kEpc+PGkab+nak13s0p9e6N6fdULfm9Gq3m2mXp51db6YdXZvRti7NaGvlTdWw1AelnjaUs270oakEpxKg1oKoEpymYSkA6cJOTWhKt/b0SN/uNOq2W+oUewoLV7eBTpvD0xbSboOcZvoATitgK2zFKQigaqdtOr8rg1CAaBxzE4YCkgGwYJDCN/w2V4OrKJC8lrP5m+LrHtsyflh/anPzTdS0SZNq7X50YGQYenbl4NgwFA5KQEKAQ4ahEFyiEJyV58+fp6kTh9MHq3pmF4SGwNAvd/TyX7/akfoc8/C8rK/S817e2o/ObLyF9iwcSnOm1eRCxX5BMjQe+4v3Bw8epCVLltQJwY/qes/2Q6MobWWUdCRRiuEFFcSLM5B3wZawZeKCmHxAkkxU6NCjUCWvP9f7uOsxP4v7HebntvVE+Q7b78z26vpNBoEqVfFLtslm+2xrr2U77np1fU9cuWoB2IqwBkHQKP1j0uMalUqlUhW3wCNRNGnQoEH3d+rU6XdyDkLx533Rn3od5ucKQ1VxZd4AxXWS8g3X3OnP0nvrhtDn23rR1a1Vvq5AW6ros2r1pE83p3R5U89qYApYagOlpgBOT62soiNLB9LrC4bQ5tkjadm0B2j2lIfpxWcer5VzThbLMEHpS2Puox23daVDvVv7eqt3KzrYqxUdSOvNqpa039O+ni1pb88W9HqPFtWwVILSnV2b+bAU2t4lpW2+bqKtaW1hiFohIWoNOAUoXW24TAFI55U3o+d6dqKHB/Siu4YMri7sFFUm9DQdn9LVaQOdMoUAw00GnCxZ7IrTEHBKAggQlPO8wqELCA0oLWEozhW7Qxlg8IDBFe4VdGNvXtuZ/BZkeLwfGv/0ZBp9a09qduON1TD02DODI8PQT9cPygiGAgzCOQnwyRAUYJQrsZ87d45mPH03fbC6Vx6dob3qwtBdbhjK8x9e2I2ef3yUX03eBkPhBuXcoYChSxfPozeWPUA7F4+ljX6Y/pM0f8bTNO2VFwNzIst2KQo0NfM3x3XRm98VBEXD4KhNSQOCuBAhVwDC9R3mPK5lsrl8toCHDaiY74OuiSjLuvY3zvbEUdh35FtR9jXXivI7d7UJ8jNzeth6bdNty7u+w7U9ru2Lsi9h+xHl+23z2D53baNredt3mOsLKkzqApau9UWRmafbBj5tADQTCKogVKVSqVTZEIomjRgxYn+3bt2+lxcQir+OHTv+vtfBXlUYqsq2ojinUIzl8+396gCQL7f3oi8MAZaawFRCUglKL22sq4umNtQ4T8+sraLjKwbQ/sW30455d9HqGffTvJfG0svPP0ZPTZ5EUx95mHbf2YdODmhHJ/u3oxOe3vV0vF9bX8fSOtq3Db3j6UifNnS4D2Bp62pYWg1K07D0jZ4tfO3tkdKetOA2fb17cytEZXi61XCasrt0becbq52kPhzt1IRmd2lFT/WupNG39KfhQ++odnKaIe3S7Sldn2ZIuwxlt7k5JdBkqMlgk8XFriBZ/Ep+BggKRyhAKFyhcOnCsQsYCkgNYM1FNZCXToZGSjAqBxBx4KjLER10rcvweHw/tgnbN2ns/dS/vJ0PQ8+9MiwyDP3a+23EgaFTnnuSjh8/Xl1UiEPlGYLy60cffUSLpj5MH63rm3cYyiDU5gz9ygJDD87rQpPGDaOTJ0/64fCAvJAJQ9kZumDOVL+9cB2ji1tvpY823kHH195Fb628h15bOpq2LXqY1s57jJbOmkSzpz1Lr7xct9CTa9AYBZ4GDTTDitXx9RQERqMOoG3vswlqXMAkCGwEzRd1X6IAiDggIQhcxAEY9fnOuNsXZ764ECZfirtNSe1DnN9fpsvK333QPGFtRdj8tuWiLmMrjhdV5j5GmS/q92SyTH32I9N9z9X8pqI8BMw0UiLpcYZKpVKpGobgCMX4vlu3bjeUlpb+Rt5gaPv27b/l3VBeURiqyof4BmrujBfp5Pq7fHAi4UktKGKRhCS1IWkVXd0mXKU2bRHaWuM4ZaAKkCpdpz4sXdadPhnfmT6+pdTXR55OQ4M6+PrQ0wfQwA50amB7eh8a0N6Hpj4wrYakNaD07T41sNRX2mVa4zatAagHqmogKoPTPew27dY8DUmbpUPya5yk7CI185Wu6NyUpvdoTxP796D7b7+1Tv5Om2z5PCUANZ2cDDQZZrK4iBWnHIgiuEE5rytAKFIYMAyFO5SBqISiMjehBKMuOFrfAgEuVyjALLYH24htHj9+HI0b2p+uvDyEvp42hH45cxj9cvZdbhA6Z2QsCMnO0HfffbcWDGUgCgjKldjPnj1LM569n06t6p3XnKGsr3bW/r3Xmt+AoW/5MHR4KAxlZ+j8OdP8tqC++3Flx0A6t+U2OrVhGL2zZiTtX3EfvbpkDG1aMJ5WzX2cFs58imZOfT7SwDPKoFTOG8ch6gItUQfxYfO7IE6UQXtcGBEHkuQbRmQCJDLZ71zuRybS78i+zN+167duazvk+6A2w9X2mP+HLR/lO6N8R9g2Z9IuRlkm7NiFtdNR/o+zL5mcj0yOl6moqWLipItJejyhUqlUqoYhcEj0P7179x5ZWlr6zbyBUPw1b978mmeffVZhqCpv2rTocbq6Y2B1jkEJUX65q7dTdRxkBmQxnaRh8iHq9pSuGjD1s7U96fKkLnRpSBldGNzJ13lP525jdaRPoFtTOuvpzK2lvqqhaRqWMiR9Lw1JGZRKvSucpscsANWHp2lQ+lYalKYAactqR+lrwkVqwtFNFXVzlEIrujSnab3L6IlBfejuoUOqAWiYI5SLGwGEAoJK+MnAU4JMLlgli1lxsSspV+ErhqDQ/8/ee4BXdaX33p+neZJJJpkkM0luZnIz6cl3cyc3X25u7qTMZMaVIoF6O+q9IZCQkIQKIEBCNAESYJqoNsbGGAzGGDy2xw3bdAzGgAEDBkx1GY8r77f+W1piabP3KZJgC/Rfz/N7ztHROTq7n7N+egvKFgBTiCJl3i5F7WLUTKV3S6c3JxzBTA5wPDvVCtVRoVgeLCfWAdsGsripapQcaUqR9yZFdTA5Ws43xcqFqQlyYbo6jltS5dLsDDnbmi37VyfL0XXJcnZzx/kRrAzVTYV093UtQfXt6dOnZdq4Qtm3uvfd5EOVoZdtNUO7zm9Dhl42nv/qshiZUt8RGQrp6SRDcatl6No1q9Q53Pfp/25ceSZFzm7JlLc35cuB9cWyY22ZvPBwpWx9sE42LJ8gDy9ukmULZsj8uXMcRcjNFDtO0V/234UqC0KRJMFKjlDkT09EQk/eI9T1IqQ/Yi/REeprQ3leqH+/L5bF33s6RekHs5z254WyXjdyGzjtz1AJtRa21/MHQgghtx8LFy6Ee9iCjPWbKkL1mDZt2jl+yJEbTfvCNtn7eFlAkRIsXXL0Gd918iUYLm11iDjdnCjnZ8fIe0XD5Vx+B2c7OZM/TM7kXeNdg9OdwlRL05M54ZYsPW6IUi1Jj3bJ0u4RpmaUqRlpetCMNDWEaYck7R5N+oquV4p0+840e51ir+uSWjVJo7oDcYrfPZpwv8xPi5YJOWlSUljgKEMRFaojQiFCdUq7TmXX0lMLTi0utbzU6NqsZo1Wt+ZW5t8I9LeCFaP2OqP+0umdJhr2upB4Dl6Dv4O/a0aFQgxjO2GbQSZjm64cmyNnm+KuSVEbZ6bEy+EHY7pxYEWs7FoaJ68uSZBXFifKK+1II/fJ7lU+2b8mVVpnNXfJUC0O7TIUghQyFKnnex/qWxmq/6HRdT52iwhN6iZD9blrP58v2yJEd6yMlzlTxlg1Q7FOkKBAd5CHANUy9LXXXpMN6x6Ws5tvngwNZdtc2JYmJ5/Klrc2FsjedSNl+yPl8uxD1fLkijp5bOlEeXDRFFk8f6a0tbrXmvMXbRkoHbcvo9uAm1zwWoD0ZjmCeW1P3s98jpvAcPq928/B/H1/dWmDWQZ/z3f7G26vcZM1/p7fm/cI9DdD3RaB9l8wf8+NYJ9HSG8JVX5ybkgIIeRGgWBMiND6+vrzCQkJP/JEhGJMnDjxFL6MMTqU3CgeXzFFzj6d1YfCxSBEidpNvmie9snl+XFycVSkXCiM6Mb5gmu8VzC8Cy1L7dLUFKd2UWrK0pM5ZqTptWhTLVA7JGpYt/T8w2ZKfqck3W+k4+so0teNVHudYv9LQ5AixR5RpBr8/Gzn7xBhaj1PPf/R5HBpzUyQurwsKekUolqGIjXebHBk1vSEvNSi0i4nTUFpR//ebGilsctTu0h1ely/1p8ctXe1DqXWqDkB1vIJr8PfxXtgubBNsH2wrRBRi22ImqxoVFWcnyvbG1Kt6FC7DD3VnHidDPXHm6vipK1ThurUcchQMyIU4DE0UJrZWCl7V/c+ndxRhl6X8m7I0G32qNDrS2WYr319ZYK0Tqux1isYGfrowyvlnfXxnsvP3vyzB9vi7JZ0ObYpRw48Xig71o6UF1dXyNaVY2XDsnGyZvFkWfbAVHlg7syuYy6YOpChys6+FpheiwDS92LF62UYiNi3eyj7IZQGbz15/s1+j1C2kb3hXW/f40avt791CLTuvcHr+QIhhJCBAdwj5sw+ny/LMxGKMWbMmEOYKFGGkr5m0YJ5suOxin4lGrqxLVmutCfIpYoouVQYKZeKOrhYGNGNCw4/X0eXNHUWph2idNh1EaZ2LIFqSdQOuiRqpzC1R5uaklRHkuoIUqTa70rpqE/6uhE9ajZy0ryY0P1nPAfPhVDF615Ivl/WZETJnLw0qR1ZbKXJIzJUy1Dd6V2LULPBEcSjU2SmE/o5+jW9FaWhytFAKfX+6iXieWaKPLYFtgtS5CGPIZIRFVpQUCC5ubmSk5Nj0TgqW95pSuomQ09M9fVIhiKdXMtQs24oIkJxi8dOnDghM6fUy7Nz49TrYmTPsjh5TUebLkmSV5ciItMnBx7uSNM/91TgNP1QZOi1qFCfcT46y9DtyxNkZtNYKzJU10J1kqGIhrVk6JpVcmRtTFDL65UQDeWa1SGNr923c1Fdw05tzpQjT+TJvnXF8uojpfLcQ5Xy1IpaWbd0gjy4sFGWzJ8mc1tn+W0EFCi6NJAoDUag2iftwYjU/iYwQnkPJ9HQl8tkbpdQZU9vlslr2dOb14S6T0IVUP72RzC/J8RLvJ4zEEIIGRigYZL6rv9lfn7+Ck9FKEZhYeHLagJ/lTKU9CWPLpsmp5/K8Vw+uEqJVYlypTpaLhdFXsclO4WR3WSp/tkuTQOJUghSe4SpE05Rp91Ead4wWx3TjtqlXYK0M+X+UKccfeO69PprTZy6Gjcl3dMd3z1W+j1+h3qleD6aP0GuopbpLzPC5ZF8n8wtLZQJNWOtyFCkxesUdsjAQBGYpmw0fwb6eU6S1BSkWmxqQeoWOeoUPRpq5Khdjtq7M+vl7d44abyVIg95jDIDqMeKqFBThmZnZ1s8Xpsh5xpjLRl6dHrydcLzLdv9t1Z10CFD42XenGnXyVAtQU0ZigZKM6Y2yjNzE0ISrm/oNP3FHeJ0u5Gm/+YjPjmx3mfV4nWuF3q9DL1il6EO6fXbVyTLjObx1nrp9H+NjgbFLX73+uuvyxPr18rhtXH9Vob2SozaI2lt29BJlppNqt57OlVOPJklhzYUyJ7HSuTlNaPlmQerZNPyelnbPlFWLpwiC+fNcI0wvRGRpKYYDVZGBiO4CCGEBIfX8wVCCCEDB6TGq9urVVVVrwwfPvz7XrvQ/yczM3OtmuB/2rlghPSKhQvmyyuPVsv7v0jxXDY4Cog1iXKlPsZRgvrjUiBhakrTLq6XpXZhGjjS1Dna9Lp0fC1IjXqlkKNHHSJHDxiNm+zNmnTHe931XgvQ3Z0SFM/VTZ4gWDuaPw2W5/Ni5bHSHFk4trwrPV7LRTPa0qm7uz/8ydFgIkdvdNSofdnwXLwWfxNyGPVC0WBKy1CkyOfl5XWJUFOGgrKCbNk3OUXenHm9DHXClKEPtM20pKEWhBCfSIuHCDVl6NGjR60J0HMLUkOSoYGXJdrizZXRsrs9RrYvipOXFibICwsT5cXFEKdJsmuVT956xCcnn/B1i3p0jipNkmceiLWaDyEyVDdL8idDN25YJ/sfir4lZKhdjPYl3UWzQ2kQ2++7S9UUK03/7Y05cmB9oex4dJS8+HC5PN2Zpr960SQrTX9+W8t10aWhCFQzqvRGpNvjGKc0Jf0d/d1J3w/muXaCfZ7ba0J9Pt/j1nwP83V9+b2fEEIICQZdJ7ShoeHE8OHDw732oNZISkqaqibyH1GGkt6yun2mvLM5z3Ox4Cgb1iXJlYmhS9De4CRL7WLUX5Spkyh1qmHaLQ3fSY7amjiZkaNOTZr2d4rOvX64JkI7XncQ9UuT7paNGZFWdKhOk9dC0V+UZaB6h4HkaKCoUScxajZgskeOmin4TrVO7VGj+v11rVC8Bn8PMhSNpewyFJGhpgS13wcjC7OlelSmTKpMlxm1abKwIUVWTfHJhpYk2daWIK8sipe9y2Kvpck/GC/LFs+zZCikoNlECSJUi1HcHjp0SNasWSMvLc3rYxnaIUQPgZUdUvTNFQadj+F3hzrF6UFEm7Z3RJu+vChBXupM1X9teZLsezBJljeEyaqVK7pkKMSnPxn65Mb1smN55C0nQ70QpsEQ6H0vbUuVU5uz5MgT+bLXStMvk+dWV8mWlbXy+LKJsnpxkyyZP0Pmtrmf38FEmLrV7XWTn+b9QCJUf371V4HB97i138P+ulBfE8rzCSGEEEL6K0iPV3PqXyUnJ1d57UC7RlRUVLaa0F+iDCU9ZcED8+X5NbVy5Zl+GA2KCLTm2JsqQYONJg0YaRogLf96SeoQPeqQVm9GjmpBerhLkF5Lrzcl6RtGNOl1pN4vO6N/Ii+H/VgWjMy30sMhRE2ZGGrTIn8EGzWq5WgwUaNuqfSBokb1epnvgddg/XXzJMhQNJ2yp8mbEaEmWo6a0aNu5OflSFlxloyryJZFCx9wlaGosallKJoRbdu2TfasrbgxMnTlNfEJCXpwRZTCkKGdIlSn+Ztokar/xuKawbJ27VrZt29flwzV0aFahmJdcR/r/fRTm+TlJRG3pQztiRgN9TU38j3e25ou72zOkUMbCmXPOqTpl8szD1XLpuXj5NH2ibJiQbMsnDczoDANJoK0J+n1Xn+OEkIIIYQQcjsCEaq+039aWFjofZ1Qc4SFhf1LS0vLu5ShpCesWjJLjm4q9FwOXMdmn1yZGSeXi2++BL2h0aUBok2dokcd0+ptjZlOdHavv1Z3tLsgfbOzg70WpBZpg2RP4t3yatiP5anYe2Rq+SirYRAiItE8SNcPdZKiphh1kqLBytFQokZNORpKOr1T1KhZq9ResxTP1/VCtQxFZOioUaOsBkqQoTpVXgvQrKwsVylqf8wJ/D2IooMHD14nQ4GWoXhs9+7dlhCd1zRSVjQly2MzkmRLa6K8uCBedi+N60q9vxEy9FA3GXq9ELXL0EW1YbJ582bZu3ev1SxJy1Czg7yWobi/besWeXji/UZTqAR5eXGSbG/3yY7lPtn3ULIceSxZ3t10vcgj/QP8U+3slgx5e1OeHFhfJDvWlsqLD4+Rp1fVyoZl42X14kZZtmCazJ87+7oU/WBrmVKMEkIIIYQQcuNBerziy7Fjx/4iLCzsb7z2n93G3Xfffce0adOOUoaSUNm2erxc2pbm+eS5G0/75EpbnFwu8V5k3jRZWuhfjmpB6lh31J5W7xI9esSeXp82SHZF/0ReCfs3WZIRLzXV1VbXdN1ISXeW1ynzOm0+mLRzf7VFexo56taIyR416taIyS1q1P4crC/WG9sA2wLbpKqqqkuGjhgxoqtuqG6iFKzwBGbjJfMxdKhfvHixJUN37NjRVV9Tp8frhkq43bVrl7z77rsSHx/v8h45MrIoS8aWZsrkynSZVZcmiyamyEPNHWn6aLy0fVG87F8ea5OhthR5Q4a+eZ0MvT4q1C5E8fyFdcOtyFYIXC1DtRDVqfGmDH3++Wdl5fhBQQvdgys7mkJBnL7cmaL/6lKf7FrpkwNrfHLcagrl8/66RhzpSNPPliMbkaZfIq8+WiYvzi+Tl8aPkKcbK+TxqXWyomWKzJsz2zXC1E2Kev35SgghhBBCyK3OkiVLEDB1XM09Y7x2n45DTdgPYCLAjvIkGJYvniOHnhjh+US4G9uS5f0F8XK5NMpzQellBOl10aSGHLXXHbXXHEXkaFfHeh05mtsZOWrI0UMp98ru4f8uW6LvlgnF+VJZWWl1TEcUpBkZakaHaplor8dpl6P+okZDjRztadSoU+Sov5qjWEctQQFEMLYDmidBhiIydMyYMVJWVtaVKg95aQpRJ8HpBF5joh/H30MdUMjQnTt3dslQRIRqCYpb/AwZevLkSUlOTpbMzMyg0vHdKMjLltEjsqRudIZMqUqT1voUWTLJJw83J8oTLQnyi7nx8urCWHljuYsM1SL1QZsM7WzEtKAu0pK7WCfIUC0+TRmq0+etKNGXX5IFY4OXoaGwb3ms7GiPk+1WxGlnbdNlPtnzYLIcejRZTm1Mtho/eX4tHOCcaUqQQ4NiruOtqFg57IuXN3OS5MCIVNlTkS2v1RbI8xNLZdPsSbJ40SJKUUIIIYQQQvoIBOtgbp2enl4zePDgO7z2no6jtLT0FQgCRoeSQGx+cKJc2Jru+YS3C9Sja0+Qy+UDU4L6k6N2UWrWHrXXGw0qahQiNP5nsjvi32VxapSUlpRYEY+IfIT0g/xDnUxdM1TjVo/TFI1OzYrsYtRfSn0wEaOB6o0GkqNuYtRcVx0VaspQiGLIUNQN1dGhWojqlHlTbJrSE7/X4Pn6NebPAH/zySeflDfffLNLHOramlqGQoRqGXrixAnr76elpXW9n5uAdcJJjJrRrUj7N8FjxflZUjEiXRrK02X62FR5YEJKR5r+dKTpJ8hLSNNvvxZhakWGjouRI0eOWNIT6wTxqYWoXYbi/p7du2V62WD1+r6XocGC996z9FqaPqTp9vYk2bHCJ/tW++ToumQ5u5lp+jeKU/XOMtQfb43JkXcPH5FDu/fIU088IQ8wbZ4QQgghhJAeAxGKLCw1b517//333+m183QdaiL76MyZMz+nDCVuLF3UJvvXj/J8omvy/qpEuVwd7bl4vNWAGA2mGZMpRk+mD5K3on8iz8XeLTU5GZZ8Ky0ttSRfTU2NFRVqilA38ekvzdxfxKiZTu8vajRYKeokRp3kaKCoUTNKFOuN9YcMxbbQNUOxfSCMTSFaUlJi1Q9FyrxdcmrRid/ZgUR1AvsDkhMyFCnlusu6kwyFLD127JgV0QtRaX9vjT0K1S0qNVgxGnw5gGwZWZgpVSWpMro4U86cPSuvbt9uSU8nGaojRnH/4MEDMn5krKcyNBQOrIiVnUvj5NXFRpr+siTZtaojTf/Eep9cfJrRpqHwTml86DJ0fIklQzUHd+6S5UuXUYgSQgghhBASIvCK7e3tUlFRsTE8PPyvvPadfkdSUlKjmux/gC5PXm840v94YmWTnHs60/NJbpcEXZMoV+ooQXsjQ4NpxHQBUjRvmJxIulsORf1ElqRESVFBviXfIPQQFYqox/r6eisSEiJQS01TaJq3btGVocpRt6jRntYZDaVLvZazphh1qhlqjw6FEFUfCJYQhUhGyjwkpo4UNYEo1ejnAEhU+y2AnLxw4YIlQ9F5XdcNhTSEANUp81qGHj582FpHyEwnuWoKWDMC1UncanHqL3LULj8DRZ7i+epzydpWZ86ckVc6JahGy1BIX4B1xe0bb7wh05onySPTfbJ5TqL88oEE2dked8vIUX/sXRYrry+Jk+2dTaFeaU+S15d3pOm/1Zmmz2jTZDmeHxeyDD00s6abDAVv739D2pcsoRAlhBBCCCEkSPCdedmyZZj/7ktMTLxr2LBh/TM9Xo+IiIihamJ/EqGsXm880rcHonnfCafnahYvnCu71pV7PrntkqDrkuTKxBjPZeLtiF2OQoiezRwsx2J/Ii/F3yM12emWGIOcg8SDpNLp8VqEQgY6RXKa0ZVu3dyDjRrtL3LUvl52KWoXoogQ1UIUEaIQyVqKQixjmwItNwF+xu9M9PNxq8HPqamp8sEHH8ihQ4esTvFmjU1EheooUchQiFJI0/Xr11vCUb+3/f1NCWvKWSdxahel/iJKg40+hRTFfjh69Ki1HmZUqBkZqlPlsb6IisX99PT064RsSWG2VI3KlElj0mVmbZosbEiRVVOSZf3MJNnaligvL4yXPctiPZeeveXNVTGy256mv7QjTf+Nh5Gm75Nzt3Ga/lFfbOiRoYumXidDwe5XtnerIer1ZzohhBBCCCH9FS1C1Vz4k6ysrOTExMRveO06A457773322oSv4cy9NbHTXqGytplzXJmS7bnE1uLJ5LkypRYz4Xh7U5XA6aC4XLKd7ccifmpLE2NtqJBIbmcRChEn44IhQx0an4UbOp5T6JG7XI0mFqjwcpRdJwO1IzJrDVqil5TiiJl3i5F0VQJaeqIFNViFKDJkhP69xq8BuD1+D1kKCJD33rrLSs6EinzOmJSNxvSNUQhQ9FoCenzKSkp1/1t/Z524aqxy1O7LNXp/1qS2qNMA0Wd6uZSOMa2bt1qyV1dL9SeJo/HzXqikMAXL16U4cOHW9GlTpGq/tL7QV5ujpQWZ0ldWYY0VaVLa32qLJmUImum+mTjrCR5bl6CvLY4zkpx91p89pY3kKbfrqNNr6Xp71nlkzfX+OSdDbdemv7hqNBl6NG1Sx1lKFjz0EMUooQQQgghhAQAqfGYI6elpVWFh4d/y2vPGfQYM2bMi+wof2viJjR1Z9xQWPDAXHl1baXnE1qLJ31yZUacXB7hvSgcKLyXNUROxP1UXkm4V2qz0y0xpWtSQoRBluk6oZB7iH6E9IMA1PLRrMHpTyIGSj3vCzHqVGvUHjXaF/VGtWzV62NKUZ06b5ei2IZajEL8QY5i27qB37uB/fDuu+9a6e9ahpqSELcQoRCiEIYHDhywokMh/yBVnf6m+d6QrhpT3uroVlOamhGm9vR++323qFMcdxCWSJHHekDsYh2Alrwa++/QcAmfYxkZGd2aUelo02CbRdkFqpM4LczPljEjM2V8eYZMr0mTeeNTraZQa6f7ZEtrorzwQLwVpXmrp+m/taozTb893oo2RZq+1RRquU/2PuSTI2uT5fSmfhBtui059BR5xYlnN7vK0Feee44d5gkhhBBCCPEDSm6iVmhhYWH7kCFDftdrvxnSUBPExzGRZ93QWwt/AhTdu+wg2s3E/N1DS6bKyc253kvQLT650honl0u8l4MDhYud0aBHY34qy1KipCAv11GEQpJB4qFOKOQeRJ+OCNWC0Yys1NGV9ihLf2LUX8Oi3qbTB9uIScvRYCSpXYzq9TFT6LE8OlJUN1lCgyUtRgEibbUg1ZIUmPfNn/XzICGfe+45q0M8RCBE5549eyzp2SESX7eiQXW9TYhSCFOIRh3tqZdBL4deFnN57MulU/61OLXLUjPCVP+M+/bIU6eoU4hGHHcQvDoVHqIT6wRMAbp9+6td93Wk6MmTJyUqKsqSmGZTKvM2UKq+lqLBSlT3hlAdjCzKlupRmTK5Ml1aatNk0cQUeXBKsmxoSZJtbQnyyqJ42XcbpOkfXBkru4w0fUScvro0SXau6GgK9fY6n5x/yndDxOnlDb4eydB339jnKkPf3LXb+nxkdCghhBBCCCHXg0AUiFA1t9uq5mB/7rXbDHmkpKRMVhP2jyhDbx2cJKhdfDpJG7vkaWubI8+vrlKT0xRvJejWZHn/gXi5XBrluRwcSJzLHCInYn8qLyXcJ2Oz07uEkVNEqG6YBJlnilAdEarFp3kcmselKUjtItGeTu8UNdrTlHotRoOJGg2UVu8vxd6+Pm4p9GajJV1bVEeNAmxj4CQpNTrlHhGQkKDHjx+3bpECjyZKEKIQnzt27LTQUaJ4DM85deqUtVzYr/r9NRC1dpyWy0mcalGqo12BeT9Q1CmAeMR+w/poAQqhi5qg4Jrofa2TV7tFh2L9cJyhdqhTgyh7k6hgG0UFU+c0WNykaX5ejpQVZ0n96AyZUpUubeNSpX1SijwyzSebZifK8/MTrEZKkI5ei8/esm+5maaP+qaJ8tqyJNm9yieHHvHJySeS5dLW4NP0Lz6YFHq90GExriIUHNm7zzqWKEMJIYQQQgjpDkQoym2qOeCeiIiI/+211+zRGDZs2N1NTU1HlixZ4vkGJYGxi1AnAeqUxmtn6fwpcnRjnrcS9Jlkeb89QS6XU4LeTC7mX4sGXZIaLfl5eV01HZGyjHRmHdUHgaVFqI4IhayCTNMiVEtQMzo5UMSykxztTdSomxw1f2+Xo06C1E2S+pOj5j8ZzBR8p2hRU4yactQUpNjOOrVey0gT7AsISIg91As9duyYlSaP9HdEfqLW5jUhuqNLFOIxPAf1RTdv3mwtk45WxW0gnJbPFLn+pKkpcp2iT3XUaVpamjz++OOW1IT8xDpAgOK+Fr0dgvR1i9dff01eN8Qo1heRrz6fzzqe7c2hnJpEOdU+9SdQb7Y8dRKoRQXZUjkyUyZUZMiMmjSZP6EjTf+xGUlWmv6LCzrS9N+6xdP0D+k0fSPa9JXONP19SNN/LFnObEqW9xb2QIYmxPmVoUf37e92baMQJYQQQgghpAMEU6o54ZmEhIRBXjvNHo977rnnN9RK/JJNlPo/TiJUCyUzMs1JIpk8tbxSLm1L9VSEvr8lSc6VD5WLI4Z7LgcHEucyB7tGg+pGSRChiNJDVJ+uEWoXoTi+zIhQuwTV0sBfLdtA0czB1hoNJWoUKev+pKmZXm82ZrILUrfUevt9M1rUfl7apa6TIHWTkBCIaIR09uxZefvtt7tk6MGDBywhCnG4d+/erkhK3OIxdJ3HLdLQ8TfwHng/DbaPed8NcxnN5TSX0by1P2ZGoZoiFc2PUOMUQhcCFPJTS1EsN9i1e5fs3LVTdu7Y0SVFd0KMdkpRrD860SclJV3XhMpsThVso6hA8tQUpj2NPL1R4jQ3N0dGFWXJ2NJMaaxMl1l1abJ4YoqsbvZZafrPzE2Q7YviZf/yWzvadHdelDz/s+Hyws8j5OW7ImT73ZHymmLnPVGy+94o2XtftOxXHLw/+poMzUz0K0N3vvQyZSghhBBCCCEGOjVezV8vJScn53jtM3s9ysvL1+FLP1bK641LnAkkQrVssUegmZKlbeZEOfi4x9GgnZxpGCLHY35icTLh53I2/X65mDfMc1l4u2JFgybd1S0aFBJGCxydFg9JhBRmROkhgg+ySqfGu4nQYGRBMIL0RqXUawlql3l2+WeXgE6S1JSj9qZRZt1Ut270ZnS20zr4W3YtILU0xIAIhfg7cviwHDr0ZqcQPShv7H9D9u3d15VaDpmImqKQoZCkkKgQ3tjXep2DrcXqJJ716522sdP21fdNmQpRiuMQywcgQrUA1XK3Izp0d5cg7Ygc3WGh0+dREgDb4emnn5aUlBRrHe3p+/a0fXu6vpNADVacBtMoqjcp+/7EaTDyVDeGslOQly3lIzrS9KdWd6TpL5ucbKXpb+5M09+xJE7eXOm9/LSzMyVKnvvZ8KD55c+Hy/Yx1bLn5Vdk36uvyoHXd8ghdSwdUcfY2+rcOaHOoU2Pr7fOYfv1jUKUEEIIIYQMVCBD1Tz2V2lpaQ1ee8w+GWpyNFtNZL9gdGj/xJ8I1YLFbNqipYQZsbV2Qblc2OptNCi4stUnp9dGy9Gpg+TtkrvkePxPu6ToNTE6SC7mU4z2FecyukeD5tnS4s1oUF0fFOnMEKE4fnAs2VPjIfecIkJDPZ6DaQIWatSoW9SlKerwnOXLl8uGDRvkiSeesEB69vLlK7rSx4GWdfp1phS0i1FdczTY2qL2Uhb2lHpT8JrrAWmHmppoFoTbw5YIPWTdIgUeMhTiExGSOrISt3gcQCridXgvSG9ThppS1C1a1iwtYC9bYG5zp/vmutifj2hRCMt33nnHkpxahmJdIDeBbhJlYgnfHTu6dZ9/+eWXrW2yZcsWSUhI6DqmnVL37XVPzdqnpkB1q3XqFHUaSJ76S9kPRaD2NmU/mAZRThJ1REG2VI3MlImdafoPTEiRlU3J8vjMJHm6NVFeXhgve5bevGjT12IiQ5Kh4JXmabL92Wcdee3552W+ug6Zke+UoYQQQgghZCADEarmrZ+p+cCDXjvMPhtRUVHxDQ0Nx1k3tH/iT4RqeWI2aNFRVpBZUybVys41/SMaFFzYnCCnHo2WIyuGyeFl4XJ4SZgcbRokbxffJcfjbGI0kWK0N2C72aNBtQS1R4NC7Oi0eF0fFMcRjil/zZJ6kj5qPtcpfT5QxKhb1KibFMVja9eu7RJkaCCENHENfj59+rQF7gN0aEeqNmprQtTp7WHKUb1tnCJG/TVhsi+3kxw118WMHIXMw+3FixctOYj1AZCgh48ckbfU/YOd0aEQhxCfuvmQKQ/x+LZt26xjwCkt3t6AykmEOpXgMNG/N2uxmqU79H0NhCP+cYN9otPisQ+0DMV64lbXRNURpHuxToodO7pHh77yyivWdnnppZeshkq4HtrrnZop+8HUPtXi1F7vNBh5ao86dZKnpjgNJmU/lFqnTvLUSZz2ZfRpfl6ulaZfW9aRpj+nPtVK0394qk+eaEmSZ+clyKuL4+TAit6J0+3hocvQ7er64yZDN65b1/WPDcpQQgghhBAy0EEWuZqTf6HmLE/fe++9X/HaYfbZuO+++76lJnyb29vbPd/IpDtOXeNNEaqjQSEwIGt0QxNM4JfNKpVzW7yPBnXi/WeS5fymeDn5SJQcWd4pRheHydHG+zvF6E8oRnuBPRrUXhvUbJKk0+J1NKiZFg/5BVGlxUBPRahbNKi/CFGnx8yIUX0u2KMtH330UUuGIX38vffek8uXL8ulS5csgYiGQ+fPn7ceP3funNVsB2gxapeiABGY+/e/YUWRYrtApummQ3ZxaO9W79Sh3sStW71T5Cj+PgTZr371q65ISR3tqSNEzcd0MyWzC7sGP0Ma4pgwa386lQpwEqM6KtRJgJqy06y1at8eZoMqgOMPxwoaQmlhi3Wwy1CsG9bLTJ8HumGU7jSPCFEcB/hbeB2OF0hRewq/uf72Oq1mHVSzqZW91qkpTp3kqb1RlFPafijy1KneaW9T9nsSdRpImoYiT4vyc6SiJEvGlWfItLFpMnd8qixvTJZHp/vkqTmJ8ssHEmRXe5zVVMkuQ1+6LyJkGfrqg6scRei2TU92u+ZRhhJCCCGEkIEMRKj6Dvylmse8Hh4e/qde+8s+H2pStQyTRdYN7V84RYXqGqE6IhSTe0zaMUG36jzWV8mLK3M9F57Bi1GfvLcxXt5ZAzEafk2MTrpfjhW5iNGMQVYdTK+lY3/DKRrUFKEQIpAlTtGgED1a8GmxB4FlilAtIYORA8GkwweKCg3UfOnhhx+W7dtflWPHjsvly1fk17/+tcXHH39sScOPPvpIPvzwQ/nggw/k/ffflytXrnTJUVOMAtTRNOWomxjdu3efrF37WLdO7GaquZlGb5ej9pR6uyR1k6J4D0g2LD/qhJrSU8tQREFCGNplKCShGTEJ8DMehxTTjZTMyFenxkpO6fNm1Kh530kK22WoXnd9i9c98sgj1rph2SA4dWQo1sdJiO7f112KmtLXFKK4j9eijijEIeSjPeJVr5O9AZdTHVS7PHVrdOUv8tQpbT+QPNUC1S1l30meBhKnwTaKsgtUuzgNJvK0t9JUU1KYLVWjMmVyZYbMrE2Tp3xx8lxktLw4NEpeHBQhL94dYdUF9SdDX9uw/rrU+IdXrrT2v5ahTg3ivP5OQAghhBBCyM0CqfFAzVH2h4eH/39ee8sbMtREZQomeawb2n+wCyQzPR5iARN4HRGqRej8qaVy6sk0zwVn78Vo5DUxuihMjjbcL8cKfi7HYylG3cB28Fcb1CkaVDdJ0t3iIX90NKhbWnxPRKi/TvIm/gTptBltMnpsq2QUtUps+hyJTJkrI8c+KPsPnpIvvvhCPv/8c4vPPvvM4tNPP+0So7i1y1GIRSc5iohRoOWoKUZNOQoxiqjDhx56qJsU1dvRre5mMILUlKR4HsSY7hxvSlAdNWmXobpmKEC0pE4bR6d2gPuQh1qk2cWenUCRo3pd3ZpOudVXNVm0aJFs3bq1S2rq6FCnVHn8DCwh2hklqsWvmxDFLdLr8Tp8zqHbvC4BYZYjsKfzm8LUqTaq2UgqWHkaKOrUX+SpXZ72JOrULk/7OurUnzh1izoNVZ4GU++0ODdHJuWky8KMZFmTmihPJsbJL2Jj5JfDo+WXax6SF7Ztk22bNsnK9qVd10DsV7NJHLvJE0IIIYSQgQgkKEppqu/Jb8XExAyKjo6+fdLjzaFWbIiaeB1aunSp5xuddOAvKhSTdEzAMbnGxHnCuBp5Zmm+5zKzT8XoNp+ceyJOTjwc2SFFTTGaTzEaKBrUrA3ak2jQQCI00HEbSu1P8zHQMqtNqupbJXvEHInPapXI1LmK+TbmdZAyT3JGLZfnXzpkSVGNFqOQouCTTz4JGDkKMYp0emCm0zuJUVOKIiV/5cqVXeLQrTu9XR7aJaldkEJg4e9i2Y4fP94VJallIGSnKUNNSQo5iN9DCmoR+txzz8kvfvELef755y0xiP2vO8praWcXoVr0mqnjdklqjyh1qj3qL2IUrF692qrrCnkLzCZKWA8dHWo2U9LRrxoIVP16uwzFNgB4HK9DLVHdwd7elMssT2Cm9ZvLbK95ajaVcmouZYpTp6ZePYk6tcvTQOLU3ijKSZ66pev3JGXfFKf+Ik8DidNQ0vZNiWr+Tr9GXxOxvFg/bANsM2xf7AddZ5gylBBCCCGEDGRQRlN9R37P5/NlxcfHf8NrZ3nDxr333vubaiK0EisMA+z1hifXy1CnqFBM4OZNq5TjG9M9l5c3kisQoxtsYnRBmBydcJ8cy/15NynaIUbvsupmXiq4vcUo5O/xHkaD4tiBcHGKBtW18pw6xocqQk0Batb47Gp8NGu21IyfLXkjZ0ti9hyJTGtzEJ/BME98eYtl/eY98vHHn8qXX37ZTY7qiFEQrBjVctRMqbeLUVOK4tppykItDN1unVLQtTjEPkPUKd5TR4SaElSLQC1DzRR5/TyIRAhBiD8I0GeeecZKFcctIijx3hBhWsw5SVFTgtrR9VOdRKm5/no9nVLstURcs2ZNVwQnlhlC0y061KkcgI4Q1TLUqX6oFqK4r5s0YRtnZWVZx7+W8ybB1nS1i1N7Eywz+tTefMot+jSUqFO7wA4kTgM1ioI0tcvTYBpFBZOy79YoqidRp24S1UTXStbXRLwnlg/rgfXF9sE2NFPk9TWQMpQQQgghhAwk8J132bJl+G78YU5Oziifz/ctr33lDR/Z2dlNmLwhXdHrHTDQsUsluwzFRBkT4XnNFfLWw4lyen2CXHwq0Uoz91pc3nAxutUnZzfEyfHV18TokQeGytHxzmIUUZO3mxi9mDfMioQNpjYoJv2QFk7RoJj8B4oGtae8h3LM2iWoVf+yaZYUls4SX+5sibbE57weyk934rMWSPtDL8mlyx9aUtQuRu3p9JCjWpBqORqo1qgZMQopirqlS5cuu05KOTXjwT7Q9+2RljivsR8RKQlBCxGqGwkFkqFmCjlEIYQnxJ+OCoUI3bRpk2zevNkShBBskF1awpkRi6YUNZff3ondlG32x8z1s6fZ21PqUf8VkaFA1/k0I0R1FCzW0ywJYMpQ3N/T2VleR4eaEaKmFMX74HfYVhDFOD9wnthLN9ijlu1RzYHkqVPjLLeoUzdxaqbs61stk+3y1KneqVPDKKeoX6dap/aoU6dmUcE2itLiNNRGUU7i1Cny1Cn6VD+O5+NvmRHy+h9D+nqI7emUIk8ZSgghhBBCBgJahOI7cVZW1vhhw4b9jtee8qaMxMTEdDXpuciu8t7jVi9UN07SKfIbZmdfi5Ts5O2Vw60IytOPxVhp5rezJL28NUnOro+V4w9FXBOj84fK0fr75Fj2z25LMXo2/Vo0aHXWtWhQs1M8pIE9GhRCw4wG1fUS7dGgodQGdTtetUTScmja9NmSVTyrF1GfPYsUjU57QGY9sE2On7wgV69e7RKjphw1a426iVEdNWqK0bNnz8nJk6fk7bePyaFDh+XgwUNq/R+4LjLSXhPSjMrT97V0wnOwD/EBpJsl2VPjnWSovZM8ngMpCAmoU+Qh/CBD169fb4FoUQggHBv4sDMlmz8p6hRtaDYHMtfNXC8zitRehxTvs2LFCkvY/vKXv7SWDbIS8hLCElJXd5fHekKGYp2BlsB6mwA81ylC1C5F8T64r7vRY1vgfPHX5Mut3m2o8tQp4jRQ5KkZcRps1GmglH27PHUSp/5S9u31Tt0aRfWlPNXi1C5P7SJV38fz8Dq8Hn8X74ll0RHyukxIoKhQylBCCCGEEHK7gu+6cIGYZxQVFbVERET8gdeO8qaNIUOG/Dc1WXh8+fLlnu+IgY6TDDW7yGMSi4npjEmVsripQB6dniZb58TLzoWR18nRLkm6arjVmOjddTHy3hPxcuk2k6SXn06SM4/HyrEHbWK09l45luUiRjNvHTF6oTMa9EjsT2VxakxQ0aCY9DtFg+oIqGBqg/ZGhOJvV9XNcqn5eXMZN2WD7N5/0pKimlCiRiFEL1681ClBT8uJEyfl2LET8vbbx+Xo0WNy+PBRWbhw4XUySQsk7ANTEJn1HDXYn7jFMhw7dswSm2YHdbsUhQyFGAT6OVqEmnUzIf5eeOEF2bJli6xdu9aKOoUIxPJASpnRiWYUIgRRICnqL+1a/+wkfc3IWC3p0U0ey4w0fshbSFydOq87zJsRolqIailqiuI9e/bK7t0dzZjsTZWcIkWxzfB3cX7gvLFHRLs1AwuEmzD1J09DiToNlLbvJk6d5Km/dH2zSVZvG0WZMj2YlH1/4tSpWZT5M8Bz8BotQfF+9nrJ9qZxjAolhBBCCCEDCYhQfA/Ozc2dFx0d/cde+8mbPtSKj8ckAJN6r3fGQCcYGYpJHSZ5kF8QYZYUK8yVcaMzZE5tsjzUmCBbZ0XLroXDA0jSqA5JujFeLm2BJPVebvaGS1s6xeiqa+t9ZF6nGM249cTo2fT7rWjQFxLul8os59qgbtGgEBBO0aA6AqqnafFOx6ldhOJ9olJneS5CTUqqH5ZnX3xLPvvsi25i1B45Chn6q199LJcvvy/nz1+Qs2ffkzNnzsm7756V06fPyKlT71pS9J13TnWJUXTbc4q000II8kcLH1PwaNABG7VIkYavox91SrhuHGTvJm/WC9Vp4rqrOmpuajEKGfrkk09aIhSp8pChuF7gmDDLGLiJUadoUScpak+ntgtRuxTVYhTHMUQ+lhmSEpGhkKE6UhTSUtcR1U2VsP6mFNVNpMzIWQjUjm2yu0uMmlGjZho9ti/eC9dSp2O8J/RWnAaKOPUnUENN2XeLPHVqFGWXp8Gm7DtFn4YadeovZd+OeQzqYw7vgfd2ipB3ux56/X2AEEIIIYSQG8XixYut778jRoxYGRYW9j2vvaQnIykpyacmG1eYKu895kTaLU0ekztIFKT/QYZBbiC6DFIlJyenG8UFWTJhdJq01flkdVO8PDM7WvYuCk2SfnALSlIsN9bhbVOMtg2RozX3yrH0/i1GL+SFd0WDLvITDYqUUKdoUJ0Caq8N6iRBezLxd2qWZIpQHKv3xzbJ4PhpMjz5ZqbIByZjxHJ5bOMu+fCjTwQDMhSRoB999CtLgF64cEnOn7/YxXvvXVCgVuh5VzG6dOnS6+o5QrhAvOiUeS1EzUY1kNcQ2riP6FSkx584ccK6Rad6CE/dMV6jGwnpiMh9+/ZaohCyDzJUd1bHfcg+dJFHZOjGjRtl1apVlkhHxJwp20yJ5iRG7Wn0WmiZ0aJuqfOmBHWSofh9SkqKpKenW++zbt06KzpUS10zqhP3dS1RCE8dQWvK40OWONZlBfbJvv2KvXtlr3oN/h5er6WxjjrF38L21tHTPb1u91Sa9lXk6c2qd+qWsm/KUzeB6i9lP5ioU3/y1PzZqW6tlqD2xnH+/jHk9fcBQgghhBBCbgQQofjuO2LEiPURERF/6rWT9GyEhYX9cOTIkWtQs87rnTLQcaoZam+ghIkfpAqiARFVBTkGyQFhhuhBSFETuyAFIwuzZGJ5msyv98kjU+Ll2TnRsn/JMFdJeuzB4XLykSgr8rJDkiZ5LjyDBfVTUUsVdVW7xGjrEDladY+8nfpfDmL07k4xGuFNNKhahr6MBtVptXrSH2pKvL9jVMsXM4IZ7w0ZqhmaOEMiUvq+YVLPhehSGde8Xk6dfk8uXrzcDchQE7sYhRS1i1HUvYTwwbqbdTgheiB2sE/cIkSxL7F/0KDpnXfe6epQDyl6/PhxQ4wevpYW35kqv6dTfGpRaN7q6EfcPvvss5Yw9/l81vu6iTVTmJlSVEsvc71MMaqjRe2CykyPtj9uCiscu7iG4fo1dOhQSUxMtLYNJDNkLiSmjohFdKgpNbUYRUSoFTnbrdYqokT3yf59nUJ07zUhqqNndckBbHOsL5bpRl7XzfOtN5GnfRV96iZM/UWd2gWqP3nqr95poKhTe8SpW71Tf+g0f/wNfY76i5BnVCghhBBCCLnd0c3TS0tLt4aFhf2Z1z7S85Genp7HVHnv8ddNHhNETPAgECBVdKo8hIoWohBnWopq7HLUTZCC0qJMmVyRKgvGJcljU+Pk+dYoOeAmSZeHW7U6tSQ9vyleLj3dvyWpJUbXRsvBRUPk9el3ycsz7pNJOT550Ddcdsfd5ZkYtaJBE0KPBoVYM1NAg+kU3xciNNAxaspQMChuioQneZM6H5EyV733bBmSMN1aDr1Mb771znUy1AnnaNFrYnTlypVdskcLIC15zChRpxqi+GcGtiM61iMKFDVDIUG1DIUIfeutw51p4NfSvyE6X92+3UorNxsP4Xf4GxCreC6i/TMyMqxrA5bJn1CzCzKnaFFz3cyI0WAi+uyYz9Hg2MY1C9eimJgYC73sugEUxKcZKYttA6kJUaq3zx4dCbpzV7cU+Z3qZ7O5EsQotjO2v95XXn8G2M+z3srTUKJPe9ooyl/DKPM4cpKnwdQ6DTZlX6N/r1+Dv6HPT7NxHCNCCSGEEELIQAK+b8GCBfAJ24cPHz5wI0LNER0dPbSmpoap8h7jFnWHiRwmd2aqPCICIcUQJQghiqhBRA9Cnpli1C5H/UlSN1FaXpwpTWNSZdGEJHl8apy8ODdKDrY7S9IjDpL0cj+SpEif39N6nzw/bbAU5mV3W8+6zBR5OHm47L1ZYrQwUs6kXYsGrcrO8BsNitII/qJBcYz0ZW3QYI9PvJ95fNplqGZwXLMM8825wfJznvUeQxNnyiD1fm7LEqwMdYoa1WIU6fILFizsFoFrih2dZm5GiWopinMY8g+gaz1qhkKCQoCatTD37t3Xlf6uU+DNbusQghCpHeL0LasxED7kcBxBmCMt3kmSmfvTnxh1SqMH9vqiTmnQZhRfIHQknwmOf6vch7qNjY2VhIQE61yAcEXa/+bNm626qNgWkKFm8yndbEoL0t27OyJBAX6HbQxxjG3+2GOPWecc1t3rz4Defnb0VKCa0vRGRZ6GkrYfKF3fKfLUjn6ePjft10SKUEIIIYQQMlCABMX33crKyl3R0dH/r9cOst+MiIiIPykqKlqM1ESvd9JAxj45tafK68g73UgJaa8QohAqiBpE9CDkGSIJ7WLUxE2Q+pOkdlGam5sjY0oypbkqRZY0JMqG6bHy8rxIObTUOdUekvT4QxFy8tFobyTpM8mWoMWyrGmMlVyX6FjN+IxkS4zuj/t5dzEa+1M57btb3ssaIpcKey5GL+QiGvRn3aJBsf2xvwJFg0Kk2aNBIaZuRDSo0/EZKHLZTUBqEKWJiM2+EqDDk1slLLFFBsdPDfjePZWhphQ9ePBN2bLlaWs7mLLFLnRMaWiXojpqEvscchSNjp577jkr+lE3EUKKO1LFcYvfQfxBdgI8B4/hdbqJE46VrKwsK+IU0tAp9ddp//uLJHQTo3bx69R8J5goPjfMNGmAbYVzA+cmrmFI+09KSrJqjuIxrC/ODWxfLD8+yyBM16xZI48++qisXbvWusXPKAmDdcI206VG+ktUqBefNTczdb8vap3a65z6w0z9t18TKUIJIYQQQshAAMEy+B5cVVX1RlhY2N977R/73cjOzo5WE9ovdQ0B4g1Owslek1FLJwhRRAkiWhA1JCHNtAgxxagpR7Ug1TiJ0lCjSU1RmpebI9WjMmV6dYosnZgom2bEyvb5kfKWqyQdZknSU49Gy9n1sXL+yYQ+l6Tvb/PJiYcjrfebX5/kV4LagTRtyPDJo75h8kZfiFFbNKi9Nij2jz0aFNF9EN89iQbtaxHqJEP1calr2gYrJMMSZ/aonujwlDYr7R5S9f7YKUG/X09lKGqDvvLKdnnoodUybdp06/yDsIP4c0q7dUozNyMp7Q2JsP8R+RgXF2c1E8L5hPNVi3Dsf5zj+h8fOJ/xmtTUVEsG4jEcMzhe9LK4Rb35OwZCiRh1kqPBdCt3S4X2h705jwbbEdsF20pfh3Af2yU+Pt7aptHR0V3bFo9BomK74nW4xTnl9TX/VsHpOnIjo0/1MdyTlH3zfDRxuiZShBJCCCGEkNsVRISq779fjh07dndYWNhfeu0d++VQk8Ufl5WVHWGqvLf4iw7VqbemENWNWSDLtDCBQNNiFBN+iDUtSLUkNSNITVHqT5ZqUeomTN0kKW4L8nKktjRDWmpSZMWkBNk8M0ZefyDCtWmTXZJegCTdGrokvbLVZ6XtI2IVgtZReAZZMgBidHJGkjzmC5cDsT8LWYwiGvQdWzRosLVB7dGgWsY5dUXuq7T4YI5LLenNEg6hSEnU8URKu7/O8xCm4b7ZMjRhht/U976UoajVuXHjJmvbQkZiP0CcIUIRElNLaKf6g/ZoSrdO7WaaOc5hCLv7779f7rvvPhkyZIhERERYdTORHg6RB7GHx4YNG2Y9jnqgkM83qiFMoMg/JzEVShSfUyq0v7RoN/Tzzb+L8wTnD84rfX7hGojjE8tMEXZzP8tCjT61H7/BRpsGEqyUoIQQQgghZKDQ2RPoqprL7lVzyP/htXPst2Po0KFfy8zMHLF48WLPd9pAxx6B50+I2rtVI1IU4gZiFBIHEaOQo1qQInoMkjQYURpIlrpFlbqJUidhWpSfI3VlGTK7NkVWTU6QLS0xsnOBH0m6YpgcX91dkkJ4OolQdL1/e9VweWPJMGkoT3MVoD2pqQox2pieJI/7wuRNmxg9YYnRe66JUcWZtPv8dorHtsZ+wH7R0aBmbVAt4XQ0qBmV2Fed4oM5Jk0ZakYsY9l0+YZhSe51QwOJ0cHx06yITwt1v6/kZyAZiqZIr776mqxYsdI6j3Au6H2BcwmPYT9AsmEf6LIE5rZ3kjH+mhK5NY2xR0CavzPrId6sWoihpET3Rd3IUFKjnZ5rjwp0kmF6vby+1pPAx1qw0aZuwtMNr9eVEEIIIYSQGwVEKL7z1tbWHk5MTPxnr31jvx8JCQn/hQk/U+W9xSkl2UmIujVnMTtWQ6ghatQUpABRU06iVMtSiFItS7UoDUaWBpOCH0wafnFBjowbnSFtdcmyuilBts6Klt0Lh7tK0qMrhsmJ1ZFyam20nN0QJ+9tjLce26VeM3ZUxnUSVL+nXp5gl9WxNEBOtjSlJ8mGpDA5FPtf14nRd+L/64ZHg96MGnhuMhRy1pShI8tqJSyhZ0L0ZgEZeuzYCav2J9YD29/esArnB84Z7AucVzjHdI1WHRWKfWCXj/b7bunlgRrGuBFMPcQbLX4CRfT5i9wL1LXcTaj6k6tOr2NE4O1Hb9L0vV52QgghhBBCbgYQoWDs2LFvREdH/6+UlJSveO0a+/1QG+r7eXl5q9FgwusdONDxJ0TN5iw6zdasQQgpBYkGsa07V2tBapek/kSplqW667U9qtQuS91EaTCyNFhRWlKYLQ3l6TKvPlnWTImXX8yJlr2LnSUpapWOLs50laA6MlPX6rRjX05/YlTL0fycbJmanigbk8LkcKcY1Z3izfc0xZsZDaprg2r5BtFtRoPe6NqggY5J/V5OafJahuJ4GlU6RiJ9wdcPvVlEJjdIZsEEGTe+oWs/2/eFKaVxvmBf6Mhcs1aofR8Ek/Zrl4GhRky6CcBAkXE36vrkds0KNg36RkMZNrDhfieEEEIIIQMJZHojuLGmpmZPVFTUj2NjYylCgxmDBg36akJCwj2QLV7vRBJYiLo1ZwEQNxBpkKNAd6/WklSL0kCyFEIomKjS3sjSUFLwtci0y9LSomyZVJEuD4zzydrmeHliepyMLMzuJkFNGaklmF4WvWxuy2kun1uzKbtwLVL3J2elSIFNgupoULt4c4sGvRmd4kM5Ht0aKOEYw/GE4wbHxyi1/5MyxnoqPwfHTZbYtPGSlT9WikeUXrfvsR9MCaqjQc0SBbphlRahWkg7iVC9nfxtO38NZAJFSbql47sJ0JstAp0EaaBr280g0PIQQgghhBBCyK0MRChQc9l9cXFx/xkVFUURGsoIDw//4ahRo/axkVL/wC5Rgm3OoiNGge5eraNHIUk1pii1R5SaotSeeu8mS/1FlTql4GtZqgVksCn4wTZ3MtPgtQjT8lOLMCwLlksvo1NdVb2Mbstll7f2qFMdfWimxPsTb8FEg97sqDc3GYplxHGG4wnrgGMExwK2I9Y3K7dMhsZPumkCdHjSJPFl1UtBcbXkF3SP/NX73tzvWkhjX+CYxnFuSulgRWig/RBMtKS/qEnzObdzOnBfyk/zb3q9XoQQQgghhBByI4AERWp8RUXFTohQBUVoqGPw4MF3JiQkxGDS7fUOJR04pZfapahTcxZTkDp1sNaiVMtSSB9TlmpRakaV2tPv3aJK/dUqNSNL+zIF30mamqnQ9khAvCeWAcuil8u+jOZymjLXTZCa2KWrGX2oU+J1Gnaw0aBeiVDzODSjlHHM4Rgz64bimNDRoVhnrH9hUYnEpNTdEPk5KK5R/e0GycirleKS8utEtLkfTAGq94MW0qYEDVSioCcd292iJm+E/LtV6etIUEIIIYQQQgi5XcHcxxChv4iMjPyx107xlh7Dhg374zFjxpxiI6X+RSApaq856NScJVAHa4gfLUu1KHWKLLWn35uy1IwqDZSCDxEVSmMnU0bamzvZI0y1AHMSoFp86mhALBOWzcS+nHaJ67ZMZtShFm/6PZ2iD81oUN09PJho0JstfezHn9nUC8uM5cexgXXC+mG7YXthO2GbQEqm51TIkPjeN1camjBJEjPqJbeoWoqKRnSLxrVH4jrte70fsJ91jVZTgppSWjes6o0IJYQQQgghhBBC+grMQ5HR3SlCt0ZHR/+L1y7xlh/h4eHfTExMLF6wYIHnO5hcf8A7SVF/jVnsTVi0JLXLUjOa1C5M7aLULQXflKX+okrdapX6q1dqjyp1SsPXgtL82ZSR+Dv4m1p+ahEGdC1Vs6aquYx62fRyuS2TGW1qF65O0Ydmp/j+UBs0mOPPnipvNlLCvsf2swtRCGIIysKikRKVXB+yAB2WOF4S08dK0YgxXaUPnGrAmuUP7PJb12bV+wHLieMTy2yXoME2rPL6mkAIIYQQQgghZGCxZMkSS4Sque4z0dHR/+y1R7xtRmRk5Hfr6uqueL2DiTNuNQeDacgSqHu1kyh1kqX+okrtojQYWepPRAaqV2pGl5rgcTxHRwFqCaYjAfHeWAYtw/zVU/UnSPUyacxIUzzXFG/BRB/2V/HmLzpUp8tjvbCOWohie2BfQEpCVOuI3rTsShnip5bo0PiJEp1cI1l5VVJUPCpkAarT4LX8tu97vR90VK5dgrrtj/4gpQkhhBBCCCGEDEyQGo+5qZr/bo2Njf0nr/3hbTWGDx/+jaSkpDrWDu3/BGrK4o9gZKldmAYjS51S8HvS2MlJltpT8O3CVN8HWkTqyE9TfuI98d66FIBeLn81Vd2WS0eXmuBxU7ia4g3voSVoMNGH/Um8udUO1enyWohiW2H9sf2xX3SpAYjKa5GioyQrr0KSM6utqM/kzEpJzy6T3PwRro2onBpg6QhgJwFqT4M3973e31huc1/cSvuDEEIIIYQQQsjAAOUsMVdVc+JNYWFhf+O1O7wtR3h4+G+MGzfu3QULFlz1eoeT0AjUYCRQ52o3WarlkJssDZSC70+WuklIp6hSu5Q0U/E1+nEz8tMuwXQkoJZhWoj5KxHg1HBKL5M9wtQUruZ76khQHX3oT7r1N/FmP45MIYptZxei2AeQkRCTusyAlqIQmLrmqtmQyo5ZA1bXY3WLAHWqA+okQE0ZbY8C7Q8NqwghhBBCCCGEEA1EqJq7flZcXPzI4MGDf99rZ3hbj/j4+Kq2trZPWT/09iHYjsymmHOSpP7qlPa2XqldljrVK9WS0SkVX4svu4g0BahdhDnh1njKrTSAGV2q38vt/ZwiD28V8eYmRM2Ueaw3toWOqNXNtSAqISyRPm9Gi5pNqSA8NboRlVv9V6dGSLoOqCmjzX2v94PTvrhVpDQhhBBCCCGEkNsf+DjUB1Xz2A8LCgoWDx48+E6vXeGAGGPHjj0yb948RocOEIKVpYEiS3uTfm9PwXcTpmYKvikozZ/NyE+7/NTv7bRsbsvoFu1qYv7OLkBvF/FmPwbsQtSMEoWMhJjUkbwoIYD0eR0tqsWovSmVvu/WjMpJgJr1WJ0EqFMa/K2+LwghhBBCCCGE3H5AhIKWlpYrOTk5s8PCwr7mtSMcMCMmJqZCbfgPYKK9PhCI9/SFKO1JvVJ/stQuH83IP3vkp5OQtMswf8sWKNrV/j5Oqdf+xNutJN/8CVG9j7S4NqUohCXEqK65am9KZTam0qnv9hqwwQhQszEVBSghhBBCCCGEkFsFLULVHPdidnb2dK/d4IAc1dXV++bOnXuV6fIkEH1Vr7QnafhumK+xSzA3IelWHsDf8jgRzPt5vc/6an8HkqJmbVizcZauLWpvlqUx68A6dYH3V/7ALRL3dtsPhBBCCCGEEEJuDzpT46+que/59PT0eq+d4IAdkZGRmdOnTz+Hgq1eHxTk1uVG1SsNBvvf8ff+bssaSNr6E7u3cgRoKPvWvk3sUlSnz5ti1Kkplb0RlVszqmAEKCNACSGEEEIIIYTcCuiI0IaGhtPp6elZXvvAAT0GDRr09ZEjRz4DycB0eXKj6Kt6pcHKyFCEWDDRrsHi9Xa+GfvPnxQ1xahbUyonnOQnBSghhBBCCCGEkNsBSFAEIY4bN+5ocnLykJycnK977QMH/AgPD/+PxsbGw4sXL/b8ACEDk1CE440WkQNdfAa7XewRtGaJA3v9V3vdV6eGVE7NqLQEZQo8IYQQQgghhJBbEUhQUFVVtSM+Pv4naWlpFKH9YaBrVU5OzhIIiSVLlnh+oBDiBIVk/yJQtKhT/VctO0NtRmVKUK/XmxBCCCGEEEIICQTmr0uXLrWysEePHv1MbGzs/0lISPiq1w6Qwxjh4eH/vba2didrhxJCgiVQtGgwjakCyU9KUEIIIYQQQgghtxKYwy5btsya85aWlq6Pi4v7kdfej8Nl+Hy+subm5isw15QPhJBQ6G39V0b+EkIIIYQQQgi51UF9UIhQlIYrLS1dnJSU9Fde+z4OPyMqKuoPy8rKHkaEFuuHEkJ6Sn+p/0oIIYQQQgghhNwskBLf3t4uTU1NV9PS0iYmJib+ideujyOIER8f/291dXUHsfO8PogIIbcXFJ+EEEIIIYQQQm5HIEIRWDh+/PjTJSUlo8LCwn7Da8fHEcJIT08vnTZt2kcUooQQQgghhBBCCCGEuAMRivT4mpqaXRkZGT6vvR5HD0Z4ePgPiouLV2NnAq8PKkIIIYQQQgghhBBC+htoRI5yk5WVlc8lJibe5bXT4+jFiIuL+7fa2tq30UzJ6wOLEEIIIYQQQgghhJD+AiJBkRY/e/bsX48ePXpdZGTkX3rt8jj6YKSkpGTOnDnzgyVLlnh+kBFCCCGEEEIIIYQQ4jUQociknjFjxnuFhYVtYWFhv+u1w+PooxEZGfm9/Pz8+djJwOuDjRBCCCGEEEIIIYQQr9D1QZuamt5OS0sr99rdcdyAkZKS8tejR48+jBoIXh9whBBCCCGEEEIIIYTcbHQ0qLr9YsKECfvj4uJivHZ2HDdwREVF/Udzc/OvKUQJIYQQQgghhBBCyEAD9UHnz5//+ZgxY16Mjo7+d69dHccNHkOGDPl2ampq9bx58zw/+AghhBBCCCGEEEIIuRnMnz9f2tvbpbW19eqIESPWxcfH/53Xno7jJo24uLg/LiwsfBIm3OsDkRBCCCGEEEIIIYSQGwlS45cuXSpTp079PDc3d0Z8fPwfJicn3+G1o+O4SSMiIuKO2NjYv66urj7HdHlCCCGEEEIIIYQQcrsC94WI0PHjx3+UlZU1IjEx8be9dnMcHg3URZg8efLnOCjYYZ4QQgghhBBCCCGE3E5AguK2oqLijcLCwsEZGRnf8trHcXg4wsLC7khNTS1saWnRXbQ8P0gJIYQQQgghhBBCCOkty5YtEzivkSNHrs3IyPi/hYWFX/XaxXH0gxEbG/ub6oBomjNnzlXWECWEEEIIIYQQQgghtzII+ENEaGNjoxQUFExMSUn5K6/9G0c/G5GRkX9QWFj44Ny5cylECSGEEEIIIYQQQsgtyZIlS6zb+vr6d/Pz83N9Pt/veO3dOPrpUAfH35SXl2+ZP3++QIji1usDmBBCCCGEEEIIIYSQQOho0NmzZ0tlZeVzBQUFQ712bRy3wIiMjPzXMWPGvIDaoYwQJYQQQgghhBBCCCH9HTQGh8eaOnXqxyNGjFiQnp7+z147No5baERHR/+ktrZ2F4QoDiavD2hCCCGEEEIIIYQQQpzQwXwNDQ1v5+TkjElKSvq2126N4xYcMTExYTU1NW8ixJhClBBCCCGEEEIIIYT0F1DaEc4KIrS1tfWL6urqF1JTU+O89mkct/iIiYkZNn78+OM4sChECSGEEEIIIYQQQkh/QAfvtbS0XCkpKXkoISHhf3rt0Thuk6EOpsiJEyeehBDFgeb1wU4IIYQQQgghhBBCBi5ahDY2Nr6blZXVkJCQ8B2v/RnHbTZ8Pl/cuHHj3sOBhjqiXh/0hBBCCCGEEEIIIWRgASfVGaj36dixY19PSkqK8tqZcdzGIyYmJnzChAnvL1q06CqFKCGEEEIIIYQQQgi5Wegm33PmzPl1cXHxmtjY2L/z2pVxDIChDrR7JkyYcKa9vd3zk4AQQgghhBBCCCGE3P5AhC5ZsuTqlClTzicnJ5f7fL7f9dqRcQyQMXTo0K/Gxsb+V11d3VF1EHp+MhBCCCGEEEIIIYSQ2xedGl9dXf1SbGzsvZGRkd/02o9xDLAxbNiwryUmJv57ZWXlITZVIoQQQgghhBBCCCF9DSQovNOcOXMkPz+/JSoq6s/hpLz2YhwDdMTExHw1JSXlRyUlJa/Nnz/fOjhZR5QQQgghhBBCCCGE9AZdGxS3DQ0N53w+X3JKSsofeO3CODiskZWV9df5+fmrW1tbKUQJIYQQQgghhBBCSI9B9jH61MyePVtKSkrWxcTE/FNERMQ3vPZfHBzdhs/n+7OsrKzG6dOno5gthSghhBBCCCGEEEIICQkE2SEidNKkSZ/k5ORUZ2Vl/bnXzouDw3VER0d/Jy0trVgdsBdx4OIA9vokIoQQQgghhBBCCCH9F5Re1NGgbW1tMnr06O0JCQkR8fHx3/LadXFwBDXUATu8pqZmJw5odpsnhBBCCCGEEEIIIU5AhEKCwh81Nzf/ury8vD0jI+NfvXZbHBwhj6ioqP8oLS1di25fOKjZbZ4QQgghhBBCCCGEaFBiEc4It/X19Xuzs7MrcnNz/8hrp8XB0eMRFxf3w5KSkunNzc3nkTYPvD7RCCGEuIMvIb0F//wKht68h9fbiRBCCCGEENI74IgQDTpz5sz3S0tLH0xISLjLa4/FwdEnw+fz3ZGcnJxfX1+/f968eVYdUUaJEkJI7/AnH/U/n5zANVjjdC2+1WQo7pvr5Lbe/t7b631JCCGEEELIQALfx3WPmUmTJh3Izc2tioqK+q7X/oqDo8/HsGHD/nP06NHPzpo162M9Wff6BCSEEK9xk4huAhP/ObULPNTYcbvf+fNVxReKTxW/VvxKPf6h4ori4ty5cy+2trZenDNnzkV1jb44c+bMC2D69OnvgalTp55rbm4+N2XKlLOKM01NTe8qTk+ePPmUA+9MnDjxRCDUl553zNc1NjaeVn/zjEa931m8J1Dvj+U4P2PGjAstLS0XZ8+ebS3vvHnzLqp1udTW1va+WocP1f2PFZ8oPsP6qnW7qreHuV2ccBOqThLV62OGEEIIIYSQWxU911Hzjo8qKyt/ERUV9XOvfRUHxw0dQ4cO/U5hYeF8TKj1xN/rE5EQQvqaQFGSpmjD87W01CCKXt1+qfhU8bH6+YO5c+deVpxX999Vt6dmz559asaMGSebm5tPQkA2NDScGD9+/PG6urojNTU1+6urq3eqLxcvjhkz5pmKiorN5eXl68rKylaWlpYuGDVq1KzRo0c3T506tU4t45iWlpYx6n7FpEmTytXfKFd/o6y2trZMvXYEUK8pHDlyZEFRUVFeQUFBZn5+fkZOTk5yVlZWgiLRJDMzMzY1NTUiAMPT09Ojzdfn5uYm4+9qSkpKcvGeQL1/kVqOErVepVi+xsbGimnTplW0tbWNmTNnTrVazwlqfZvU82ardVyC9VTr+5h6zRb1u5fGjh27R63PW+PGjTsGEate/45a35Nq+51qbW09pbbxKbVNz0IKY1srsM0/69wHen90279ustQp4tXr45EQQgghhBCv0XMjfLdW845ThYWFM8LCwr7ttafi4LhpQ010k6qqqg6oyeUnnCwSQvobwdSodEoNx+Om0FR8OXfu3M8Vnyo+bmtr+1BxRXFBAfl2uqWlBRGRpxsaGk7X1dUdV9fG/eXl5dtLS0u3lpSUrCkqKlqQl5fXXFBQUKWunXmZmZnRjY2NYTNnzhyiXjOourr63rKysp+r5/0kJyfnxxkZGf+cnJz8D/Hx8X8bGxv7w8jIyO8PHz78u+Hh4b87ZMiQb3h9/b/RY/DgwXdgPdX6fjsiIuKP1Tb486SkpL9PS0v7p+zs7P+L7TR69Oi7xo4de6/afoNnzJgxpLW1NUxtY5/axqXqtkl9MVuktv06tQ9+UVFRsUM9FyIV0vn0tGnTTqvnn1b774zifOf+/BD7V/EJ9jf2u+Kqlqj6+Ai29inrpBJCCCGEkNsJ/X1WfY/+UM11Xo2Kihri9byBg8OTkZKS8kM1sV+qJvQfqZPjS070CCE3A391Lm3RnFfBokWLvlR8MW/evC8gutQH+Gdz5sz5dPbs2Z8oPp41a9aHLS0tlxVn1OMn1M/HJk2adLi2tnaf+qB/uaSkZEtBQcHq7OzstvT09PrU1NRcn883NCIi4h/r6up+qK6Bf1pfX/+DMWPG/Il67h/n5uZ+Vz3vO8nJyb8dFxd3Z2Rk5Fe8vl4PtKH2zVfi4+N/Q+2Db2dlZf1+YWHh98rKyv5bTU3N95ubm/903Lhxf6ae8w9qPw5Wz8lV+6tW7d856jNtZXFx8Ub13Berq6t3T5gw4c3p06e/rY6NE5DeCqT5f6COm18pfq2Ol0/U8fRpW1vbZ50S9fP58+d/oY67L3DcdR6D3SJOzePU6Xj2+vwihBBCCCHEpDNo5HOUwsrMzGxU351/z+vv+xwcng416f+amuzHqQnm6xAMSDnkZI4Q0ldoeWTW3UTNTcXV9vb2q0uXLkVNyatz5sy5OmvWrC9nzJjx5bRp0z5vbm7+EOU81Af24cmTJ++YNGnSc+rnbbW1tU+OHj360aKiosVZWVnNKSkpFQkJCcnR0dF3DRo06C9KSkruxLVt3Lhxd+BW/XyHt1dZDi9GcXGxtd/r6ur0cfCVe++993uRkZH/R33kRfl8vnyI8ZycnFnquUvLy8sfUZ+Dm9RxtlV9Fv5i6tSpL6njbq86/o6pY/G84mN1XFrHJ45THK9tbW3WsYvjGOCYxrFtr33KOqeEEEIIIcQLdGkpBABUVFRsiY2N/U9vv6VzcPSjER8f/9Vhw4Z9NzMzc6Iavzbr6BFCiD9M0QkR1N7ebrFs2TLr59bWVpkxY4Y0NzejLo1MmDDhw/r6+hO1tbVIfd5QXl7+gHp85vjx45vLysoaCgsLx2RlZeX5fL7YuLi4/1LXpr+Ljo7+HfX6O6dMmXKnet2do0eP/kZRUdE3srOzv56amvq1xMTEr8bExHwF6dleX085+u+477777oiKikLE6VeTk5O/lpGR8fXc3NyvFxcXf0Mdh9+oqam5Ux2Ld6ovjXeq3915//33/1FkZOT/Us+/JyUlJUEdb4UFBQVj1HE6oa6urrmpqWlGW1tbS1VV1Up1LG9Wj+1EmQV1LF9Wn6Vfqt/L1KlTZebMmVaq/vLly63zQp8jnf8U6NYwitKUEEIIIYT0BdrrqPnX+fT09NLw8PDfVvMmZrxxcNhHVlbWt9Sk76dqYrhtzpw5snTpUnacJ2QAYE9VNxvT6MdsUZ1dEgeip7GxUcaNG/d5dXX1ufLy8j2jRo16Ij8/f2ZNTc2I1tbWlPr6+pTRo0cnqMfQtOfupKSkf42KivqbsrKy31P89sSJE39Lvf63SktLv1VQUPCbGRkZ31Qf1N+IiYn52tChQ/mBzeHZGDZs2FdiY2O/5vP5vpGZmflNdQz/Jo7T2tra32pqavqttra236qqqvp2dHT09xR/o47b/5OWlvaz3NzcoSUlJTGVlZVJ6vxIUcd3uvqMLVKjWT3+kDrunx0zZswBnDN1dXUfq3PA+ocBziecc/j8tZ9rTpGm+nwNpR4qIYQQQgi5fdHfJWfNmiXqu+sG9T32/1PfY3/D6+/VHBz9eqjJHCJm/lhN5lLGjh27D80nEMFCKUrIrYPZFR0/m9GbOioNH5AAH5ZGs6Eu8Bjqck6ZMuWj+vr6s2PGjHlz5MiRLxQWFq7OyclpysjIyFIfrD8fP378f9bU1PxbSUnJv2RnZ/8oKSnpr9PT0/9bVlbWd9RrvtXa2vrNurq6b5aWlt6pXvd1ROTFxcVRcHLcliM2NvYr6rz4qvrCaUWcVlRU3Dl58mTrHFDH/m+qc+B3Fd+Lj4//76mpqX+Lc6aoqOh/jx49+v+q8+w/Zs6c+e/qPPuZem68OoeqcnNz56nfr8O5p86nN9S5dmrChAmXpk6d+lFbW9snSNM3z3d9zutzGuc9olFxrpsRqXa56nTdIIQQQgghtw6Y1+G7Hr7j1dbWHlXfM/PVd8o/TExMZPYcB0ewIykp6U5EuWRkZExCyh8mS5hQMdKEkP6FrgOjU9RxniIdF6xcudL6MESk9+zZs63/DiLyTPHxjBkz3p08efL+qVOn7hw3btzLqCEzYsSIh3Jzc2emp6ePjI2Nva+kpOSfpk2b9o9VVVX/oO7/XU5Ozl+kpaX9ifpA/T31+296fZ3i4LhdR3h4+Nfj4+O/7fP5vqfOxx/g3FPn4N+Ul5f/D/Xl9keNjY3/OHfu3P+lfneX+pKbnpmZWZuXl9eGc1g958mampoX1XNeV+f3LnWeH1Dn/Bl1zv8K539LS4t1PUAJC9DW1mZdO3C90NcOU6Di2sLyOYQQQggh/RP8I1t/Z2tubv4sPz9/nvoO+S8ZGRm/6fV3Wg6OW3bExsZ+Jzs7O6y4uHiRmlCdh1jR0WRen/SEDBRwvumoTpx/WniuWLFC5s6da4mN6dOnW2m2jY2Nn6lz9fT48eNfHzt27GPjxo1b1tDQ0F5eXj4XKbrqfK5ITU1Vn4++n9bU1PxIPfcfqqqq/l797q/UB+afxsfHfzciIoIfnBwct8gYOnTo16Oion4nISHhD3EOFxQU/GVZWdnfTZgw4X80NTX9w6hRo/4xLi7up6h7mpmZOUJ9Qa4vKSmZUVFRMa++vn7xtGnTlqnrxUp1PXhSvWbXpEmTTqrryK9wPVG/s/6BgmsMrjW45rgJU1yj+N2AEEIIIeTmge9e+H6GoBf1ne+X6jtgtJrn/ZHX3085OG6boSZRf6ImWEOLi4tXTJkyxZoA6RQ7ry8AhPRHnFJXEVll1uTUqar2Wp26NifOMzyODzc0Ypk0adKX48aNu1hbW/tGZWXl5oqKirnqdxMbGhrGjxkzpk6dn6VZWVkZSUlJYTk5Of+Sn5//l6NHj/5BXV3d9wsLC/8oNTX1O7Gxsd8KDw9nmjoHxwAb6ry/Izo6+pvq+vDtjIyM3y8qKvojdR35E/WZ/gP1xfm/q2vE32ZmZv5rYmLiUHWboj7zi9SX6srq6ur6iRMnTpg+ffpEdT2Zrq41D1dVVT2nrkMH1PXonPrdJ/hegH/IIAod1yx7Sr69DrG+9tl/Z9ZDZdo+IYQQQogz+M6ks3fU97HjI0aMaExISPgnr79vcnDctiMiIuL7eXl52WpC9HBjY+OvcSLqyY7XFwRCbjZOstPeVV1HcuJxs56f8Teuzp0799fTp0//cNKkSefr6+uPVVdXv15RUbGpuLh4XkNDQ/WMGTOKqqqq8tXPKRkZGRGI6kxJSfn7xMTE329pafmGes3XR40a9VWvrw8cHBy311Cf93eoz/uvqi/ZX58yZcqdcXFxv62uP3+Wlpb2j+oa9NP09PTwgoKCRPWcrLq6usJZs2YVq+8GlUVFRa3qsXWVlZUv1NTU7Fevf2fy5MkX1HXug9bW1o/Vde8Lp+uh/lmX5jGlqilW7cLU688CQgghhJCbga4Liu8/TU1Nn4wcObI9MzNzsPpOxsw+Do6bMSIjI39QWlqaW15e/oSa+BxHNIierHh9gSDkRmFGNGnhqW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Trafione 1 z 1":"","Zespół LOTTO":"","Wszystkie gry":"","Zaloguj się":"","Uzupełnij swoje dane adresowe.":"","Po potwierdzeniu zakupu z Twojego Portfela zostaną pobrane środki.":"","zł":"","Cena losu":"","Ikona Totalizatora Sportowego":"","Korzystam z usług finansowych świadczonych dla najbardziej zamożnych klientów indywidualnych (private banking), obejmujących przede wszystkim długoterminowe zarządzanie aktywami finansowymi oraz obsługę bieżących potrzeb finansowych.":"","Podsumowanie zakupu":"","oraz w":"","Typ gry":"",Okres:"","Wyloguj się":"","Dane muszą być aktualne.":"","Graj ze stawką x10, aby wygrać nawet 6 000 zł wypłacane co tydzień przez cały rok.":"","Liczba losowań w wybranym okresie:":"",i:"","Zagraj wybranymi liczbami od razu na kilka losowań!":"","5 z 50 / 12 z 12":"","Chybił trafił":"",PESEL:"","Zmiana hasła":"","Czas zalogowania":"",z:"","Dziś grasz":"","Wszystkie lata":"","Anuluję":"","Podaj numer dokumentu":"","Podaj nowe hasło":"","Liczby do sprawdzenia":"","Opłata za połączenie jest zgodna z planem taryfowym danego operatora":"","Wyświetl":"","(godz.)":"","Studio Lotto":"",Wygraj:"","Odpowiedzialna gra":"","5 z 35":"","W przypadku współdzielenia swojego komputera z małoletnimi, pamiętaj o konieczności ochrony nazwy użytkownika, hasła i danych bankowych. Rozważ zainstalowanie programu do kontroli rodzicielskiej, który daje możliwość kontrolowania aktywności dzieci w komputerze. Oprogramowanie kontroli rodzicielskiej pozwala blokować dostęp do stron zawierających treści nieodpowiednie dla niepełnoletnich, w tym hazardowych. Dzięki tym programom rodzice mogą np. ograniczyć korzystanie z wybranych programów, ustawić limity czasowe, w których dzieci mogą logować się do komputera itd.":"","Podaj ulicę":"",GIERKI:"","Dodaj zakład":"","Data do":"",Wygranych:"","Uzupełnij swój numer rachunku bankowego na który chcesz, żebyśmy wypłacali Ci wygrane. Musisz być właścicielem tego rachunku. Jeżeli chcesz zarejestrować wspólny lub małżeński rachunek bankowy skontaktuj się z Obsługą Klienta pod numerem: 459 59 59 00":"","Obowiązek zadania takiego pytania nakłada na nas ustawa z dnia 1 marca 2018 roku o przeciwdziałaniu praniu pieniędzy i finansowaniu terroryzmu.":"","Zimne liczby":"","Do wygrania":"","Wybrany zakres dat jest niepoprawny.":"","Pożyczał/a Pan/Pani pieniądze lub sprzedawał/a coś, aby zdobyć pieniądze na granie w gry hazardowe?":"","Historia gier":"","z dnia":"","Limit kwotowy miesięczny":"","Masz szansę na wygrane wyższe nawet x10!":"","Hazard to wszystkie gry o pieniądze lub inne dobra, w których o wyniku decyduje los. Zatem uprawiasz hazard, jeśli w grze istnieje stawka oraz możliwość wygranej, ale przede wszystkim wtedy, gdy wynik gry nie zależy od Twoich umiejętności czy wiedzy i nie masz na niego wpływu, lecz decyduje o nim przypadek.":"","Wpisz kod promocyjny":"",Hit:"","Zmieniamy się dla was na lepsze - banner":"",Tak:"","Niepoprawnie uzupełnione pole":"",zagraj:"",Data:"","8 z 50 / 6 z 12":"","zł i nie możesz wypłacić wygranych.":"","Gratulacje! Trafione 9 w zestawie II ":"","zakończona":"","Potwierdź":"","Po przegraniu pieniędzy często powraca kolejnego dnia by je odzyskać („odegrać”).":"","Serwis chwilowo niedostępny":"","Gra systemem":"","o godz.":"","Zwiększasz szanse na wygraną i jej wysokość. Trafiając Plusa (ostatnia wylosowana liczba), zawsze wygrywasz!":"","Drugie imię":"","Wczoraj padło":"","prawie w każdym przypadku":"","Wysokość wygranej przy trafieniu Plusa dla stawki podstawowej":"","7 z 50 / 2 z 12":"",Zobacz:"","10 z 50 / 2 z 12":"","Wystąpił problem z zamknięciem konta":"","Jedno losowanie":"","Wystąpił problem z usunięciem konta":"","Często gra, kiedy jest w złym nastroju (np. bezsilność, poczucie winy, lęk, depresja).":"","Zmieniony limit zacznie obowiązywać":"","TWOJA LOKALIZACJA":"","Liczy na innych, aby zdobyć pieniądze w celu ratowania rozpaczliwej sytuacji finansowej spowodowanej przez hazard.":"","Jeżeli wymieniasz dokument tożsamości, potrzebujemy zaktualizować Twoje dane i prosimy o podanie nowego numeru dokumentu i ponowną weryfikację tożsamości. To szczególnie istotne w przypadku wypłaty wysokiej wygranej. Podaj nowy numer dokumentu tożsamości, kliknij “Kontynuuj” i rozpocznij proces ponownej weryfikacji.":"","Odświeżony interfejs, dzięki któremu aplikacja jest jeszcze bardziej intuicyjna i łatwiejsza w obsłudze.":"","Masz większe szanse na wygraną i grasz o więcej!":"","Zweryfikuj swoje dane.":"","W ostatnim losowaniu":"","Podaj hasło":"",Pesel:"",Samowykluczenie:"","Wybierz datę losowania":"","Gratulacje! Trafione 2 cyfry":"","Liczba wygrywających losów":"","Dane do logowania":"","7 z 50 / 3 z 12":"","TWÓJ WYNIK":"","Wiele losowań":"","Gratulacje! Trafienie 2 + 1 w Ekstra Pensja":"","Limit czasowy miesięczny":"","Imię":"","Środki pieniężne przeznaczone na grę będą pochodziły z legalnego źródła, tj. *":"","Oddziały Totalizatora Sportowego":"","Wytypuj liczby z zakresu od 1 do 70 lub zagraj na chybił trafił.":"","Sesja wygasła. Nastąpi wylogowanie z serwisu.":"","Hasło":"","sprawdzić wyniki i zobaczyć trafione przez Ciebie liczby":"","Ochrona małoletnich":"","Zagraj na kilka losowań do przodu i ciesz się grą nawet podczas przerwy serwisowej.":"","Zestaw I":"","Następna":"","Na każde losowanie typowane są na chybił trafił nowe liczby.":"","(zł)":"",nigdy:"","Przypomnienie hasła":"","Daj szansę szczęściu i wejdź do gry!":"","Szczegóły subskrypcji":"","Czekając na losowanie Gry ":"","Wysokości wygranych":"","Podaj ponownie hasło":"",Wygrana:"",przez:"","Godzina losowania":"",nr:"",Gierka:"","Moje konto":"","Źródło dochodu":"","Happy Hours już za":"","Zobacz mapę wygranych":"","Wyniki losowań":"","Logo gierki":"",Anuluj:"","Zagraj ponownie":"","min. 1 wielką literę":"","zakłady":"","Data Rozpoczęcia":"","Telefon zaufania dla osób uzależnionych":"","Potwierdź zakup":"","Zawieszenie konta":"","Z powodu grania zagrożone lub utracone są jego znaczące relacje, praca, nauka, kariera.":"","Czas trwania":"","Wynik 8 punktów lub powyżej może wskazywać na problemy z hazardem.":"","5 z 50 / 5 z 12":"",wygranych:"",Wygrane:"",dni:"","Tylko na":"","Pokaż filtry":"",Podsumowanie:"","Najwyższe wygrane":"","6 z 50 / 11 z 12":"","osobą zajmującą eksponowane stanowisko polityczne, członkiem rodziny osoby zajmującej eksponowane stanowisko polityczne lub też osobą znaną jako bliski współpracownik osoby zajmującej eksponowane stanowisko polityczne w rozumieniu ustawy z dnia 1 marca 2018 r. o przeciwdziałaniu praniu pieniędzy i finansowaniu terroryzmu. Jestem świadomy odpowiedzialności karnej za złożenie fałszywego oświadczenia.":"","Ustaw nowe hasło":"","Od 2008 roku Totalizator Sportowy jest mecenasem Toru Służewiec, gdzie co roku od kwietnia do listopada organizuje się około 50 dni wyścigowych.":"","Aktualności":"","Twoje liczby":"","Szukaj...":"","Ludzie krytykowali Pana/Pani udział w grach hazardowych lub mówili Panu/Pani, że ma Pan/Pani problem z graniem bez względu na to czy uważa Pan/Pani, że mieli rację czy nie?":"","Możesz się teraz zalogować używając nowego hasła":"","9 z 50 / 4 z 12":"","Punkty LOTTO":"","Graj z Mnożnikiem":"","Następny prezenter":"",x:"",zamknij:"","Gratulacje! Wygrana VI stopnia (4+0)":"","Nowe hasło":"",Regulamin:"","Jakie są twoje szczęśliwe liczby?":"","Twój kupon nie ominie żadnego losowania. Pamiętaj, że opcja jest aktywna, dopóki masz środki w Twoim Portfelu.":"","Trwa przetwarzanie kuponu":"","min. 1 małą literę":"","liczb. W tej grze losowanych jest ":"","Informacje o liczbie i wysokości wygranych w dzisiejszych losowaniach dostępne będą po zakończeniu ostatniego losowania.":"","poniższych:":"","Brak wygranej":"","Powrót":"","Dziękujemy za zakup":"","Punkty w których możesz się zweryfikować*":"","Sortuj wg":"","Poradnia online uzależnień behawioralnych":"","Wysokość wygranej":"","Podaj PESEL":"","Nazywamy nimi liczby, które miały najdłuższy ciąg padania przez ostatnie 50 losowań. Może w następnym losowaniu padną znowu?":"",Wszystkie:"","Stawiając ryzykował/a Pan/Pani więcej niż w rzeczywistości mógł/a Pan/Pani sobie na to pozwolić?":"","Podaj drugie imię":"","Nr transakcji":"","Wynika to z zapisów Ustawy z dnia 19 listopada 2009 r. o grach hazardowych. Przed przystąpieniem do udziału w grach jesteśmy zobowiązani do zweryfikowania Twojego wieku i tożsamości. Więcej informacji znajdziesz":"","Potwierdzenie spowoduje rozpoczęcie procesu zamykania Twojego Konta Gracza, a logowanie od tej pory nie będzie możliwe.":"","Oświadczenia i zgody":"",'Co zrobisz jeśli wygrasz gwarantowaną "szóstkę" w Lotto - 2 000 000 złotych?':"",Subskrypcje:"","Dlaczego musimy zweryfikować Twój wiek i tożsamość?":"","Szczegóły":"","Prosty dostęp do wyników, gdzie sprawdzisz wylosowane liczby w grach losowych.":"","Android app":"","Największe szanse":"","Opłata za Plusa":"","więcej wygranych":"","Gierki - ostatnie wysokie wygrane - tło":"",Poznaj:"","Usuń zakład":"","nawet 10 000 zł":"","Dane adresowe":"","Brak losowań w tym dniu tygodnia w wybranym okresie.":"","Gratulacje! Trafione 9 w zestawie I ":"",Wybierz:"","Dodaj do ulubionych":"",System:"",losowanie:"",Wczoraj:"","w Lotto Plus!":"","i wygraj nawet ":"",maksymalny:"","Zobacz więcej":"","Ostatnie losowania":"","Wybierz, ile liczb chcesz wytypować":"",losowania:"","Podaj adres e-mail":"","Szybkie 600":"","Brak wystarczających środków w Twoim Portfelu. Wpłać środki, by móc grać.":"","Raport pokazuje, jak często w wybranym okresie występowały poszczególne rozpiętości pomiędzy wylosowanymi liczbami. Przez rozpiętość rozumiemy różnicę pomiędzy największą a najmniejszą liczbą spośród wylosowanych w poszczególnych losowaniach w wybranym okresie. Procent w raporcie oznacza udział liczby wystąpień danej rozpiętości w liczbie losowań w wybranym okresie.":"","Ciepłe liczby":"","Numer dowodu osobistego":"","klikając w link,":"","najbliższe 24 godziny":"","Zapoznałam(em) się z treścią":"","Ilość liczb":"","Odpowiedzialna gra w Totalizatorze Sportowym":"","Wystąpił błąd z połączeniem do serwera. Kod błędu: ":"","6 z 50 / 2 z 12":"","Zagraj w":"","Podaj miejscowość":"","Liczba losowań":"","Cześć":"",Gram:"","Sprawdź wygrane dnia":"","Punkty z możliwością płatności kartą":"","-":"","z Ekstra Premią":"",Limity:"","5 z 50 / 4 z 12":"","Czwórka":"","Pokaż tylko wygrane z lotto.pl":"","Artykuły":"","Brak wysokich wygranych w":"","Kod promocyjny":"","Wartość wygranej":"","Wykluczam się":"","W tym miesiącu":"","Data urodzenia":"","Pozostało do wygrania":"","Wygrane z PREMIĄ":"","Jeżeli nie dostałeś maila, sprawdź katalog ze spamem lub skontaktuj się z Obsługą Klienta pod numerem 459 59 59 00*.":"","Zobacz losy":"","Grasz o":"","więcej":"","Google Chrome":"",Kwota:"",Portfel:"","w Lotto!":"","Opłata za Ekstra Pensję":"","Kod pocztowy":"",Wygrywasz:"",Przez:"","Wystąpień":"","7 z 50 / 8 z 12":"","Z Ekstra Premią":"","losowania z":"","Dane zostały zaktualizowane":"","6 z 50 / 12 z 12":"","Limity ułatwiają zachowanie kontroli nad czasem i środkami przeznaczonymi na grę.":"","Tu widzisz czas zalogowania na swoim koncie oraz wykorzystanie Twoich limitów czasowych na grę.":"","Wybierz 6 z 32 liczb lub zagraj na chybił trafił.":"","Gratulacje! Trafione 4 cyfry":"","Wystąpił błąd podczas pobierania danych":"","Nie ma losowania o takim numerze.":"",do:"","12 z 50 / 2 z 12":"","Nieautoryzowany dostęp":"","Możesz wybrać od ":"","Wpisz kod":"","Zostały":"","Zamknij konto":"",PREMII:"","Wpłać":"","E-mail":"","Gierki w aplikacji mobilnej":"","Punkty LOTTO w których możesz się zweryfikować":"","Zrób to przez: ":"",o:"","Oczekujące na losowanie":"","Identyfikator losu":"","Graj z Plusem":"","Zaznacz jeżeli Cię to dotyczy:":"","Zagraj na chybił trafił lub wytypuj samodzielnie 5 z 50 i 2 z 12 liczb.":"","Zarejestruj się!":"","Gratulacje! Trafienie 3 + 0 w Ekstra Pensja":"","Fundusz Rozwiązywania Problemów Hazardowych":"","Graj odpowiedzialnie":"","7 z 50 / 11 z 12":"","Wprowadź kod do odzyskania hasła":"","Kłamie, aby ukryć rzeczywisty poziom zaangażowania w hazard.":"",Rejestracja:"","Twoje konto zostanie zawieszone. Przez":"","Ukryj filtry":"",Resetuj:"","Ile losowań":"",Graj:"","Własny":"","chybił trafił":"","Dzień tygodnia":"","Twoje konto będzie niedostępne. Wszystkie środki zostaną przelane na Twój rachunek bankowy.":"","Więcej artykułów":"","Wybierz liczby od 1 do 70 lub zagraj na chybił trafił.":"","Gratulacje! Trafienie 2 + 0 w Ekstra Premia":"","Odzyskanie hasła":"","Grasz nawet o":"","wszystkie miejscowości":"","Gratulacje! Trafione 12 w zestawie I ":"","Aktualizacja danych osobowych":"","Możesz także wprowadzić lub zmienić liczby korzystając z klawiatury":"","Ostatnie wyniki":"","${dayNames[dayIndex]}":"","Typ powiadomienia":"","Mapa wygranych":"","Liczby na losie poznasz po dokonaniu opłaty.":"","Z Mnożnikiem":"","7 z 50 / 4 z 12":"","Gratulacje! Trafione 8 w zestawie I ":"","Masz więcej pytań?":"","Podczas przerwy serwisowej odbiór wygranych nie będzie możliwy.":"","Gratulacje! Wygrana VII stopnia (4+0)":"","Gratulacje! Trafienie 4 + 1 w Ekstra Pensja":"","Gratulacje! Trafienie 3 + 0 w Ekstra Premia":"","Nie znaleziono zasobu":"","wwww.uzaleznieniabehawioralne.pl":"","Jak chcesz!":"","Limit kwotowy dzienny":"","Najbliższe losowanie":"","kupić los ukochanej Gierki i dać się ponieść przygodzie":"","Mnożnik":"","Ostatnie wysokie wygrane":"","Data wygranej":"","Trwa losowanie":"","Aplikacja mobilna":"",rok:"","Gratulacje! Trafienie 5 + 1 w Ekstra Pensja":"","Gratulacje! Trafiona 1 cyfra":"","9 z 50 / 3 z 12":"","Piątka":"","Wyniki gier":"","Gratulacje! Wygrana III stopnia (5+0)":"","e-mail":"","9 z 50 / 2 z 12":"","Nie otrzymałeś jeszcze żadnych powiadomień":"","Pomnóż wygraną x1, x2, x3, x4, x5 lub x10. Wartość Mnożnika poznasz przed każdym losowaniem.":"","Dane te są niezbędne, przy wypłacie wygranych.":"","Studio LOTTO":"","Zestaw II":"",Demo:"","Co oznacza przerwa dla Graczy?":"","Nie pamiętasz kodu?":"","Konto zostało aktywowane":"",Ulica:"","* Pola oznaczone gwiazdką są obowiązkowe.":"",Nazwisko:"","Kalendarz losowań":"","Wybierz 5 z 42 liczb. Chcesz więcej? Graj systemem i typuj od 6 do 12 liczb.":"","Sprawdź wyniki gier LOTTO":"","Gratulacje! Trafienie 5 + 0 w Ekstra Pensja":"","i graj o marzenia":"","6 z 50 / 9 z 12":"","numer telefonu (w celu realizowania połączeń telefonicznych z Graczem)":"","Podejmował wielokrotnie nieskuteczne wysiłki w celu kontrolowania, ograniczenia lub zaprzestania grania.":"","swoim koncie":"",Zdrapki:"",Potwierdzam:"","Wypłaciliśmy łącznie ponad":"","Prosimy Cię o podanie źródła dochodu, ponieważ wymaga tego od nas Ustawa z dnia 1 marca 2018 o przeciwdziałaniu praniu pieniędzy oraz finansowaniu terroryzmu.":"","zobacz listę wygranych":"","Zawieszam konto":"","+ PREMIA":"","już za":"","Infomacje o wygranych już wkrótce":"","Brak wyników w wybranym okresie.":"","Podane dane są niepoprawne":"","Edytuj dane":"","Hasło zostało zresetowane":"","Podaj kod":"","Wygraj i odbieraj":"","Aplikacja LOTTO - graj online":"","pod numerem 801 450 450":"","Gdzie chcesz.":"","Sortuj liczby wg kolejności losowania":"",w:"","Więcej subskrypcji":"","Zagraj za":"","Los będzie kupowany automatycznie na każde kolejne losowanie. Pamiętaj, że opcja jest aktywna, dopóki masz środki w Twoim Portfelu.":"","Częstotliwość losowania danej liczby w wybranym okresie":"","Gram o":"","Zaznacz wszystkie zgody":"","Moje liczby":"","Tylko podany numer":"","z Plusem":"","Subskrypcja nr":"","Zgody zostały zaktualizowane":"","brak znaków specjalnych":"","5 z 50 / 10 z 12":"","wygranej w €":"","Wysłaliśmy wiadomość z linkiem do ustawienia nowego hasła na adres:":"",Keno:"",Test:"","Nie masz konta?":"","Wybierz 6 z 49 liczb. Chcesz więcej? Graj systemem i typuj od 7 do 12 liczb.":"","Dodatkowe ustawienia i dane":"","wygranych na łączną kwotę":"","Gdzie szukać pomocy":"","6 z 50 / 3 z 12":"","Gratulacje! Trafiony Plus":"","liczb.":"","Przejdź do świata Gierek":"","Jak często w ciągu ostatnich 12 miesięcy:":"","Graj systemem":"",Kraj:"","maks. 20 znaków":"",Eurojackpot:"","Wystąpił błąd w trakcie weryfikacja formularza rejestracji.":"","dodaj zakład za":"","Wystąpił błąd podczas aktywacji konta":"","Podaj nr domu":"","Marzenia spełniają się bardziej":"","Nie można zresetować hasła na podane dane.":"","Kwota wygranych w €":"","Rozpiętość":"",Witaj:"","Popraw zaznaczone pola.":"","Liczba wygranych":"","Wylosuj nowe liczby":"",Huawei:"","Twoje ulubione":"","Rejestracja z Twoim Bankiem":"","Zobacz listę wygranych":"","UWAGA!":"","Maximum ${this.dailyTime.max} godz.":"","Liczba wygranych w Polsce":"",Losowanie:"","Adres e-mail będzie służył do logowania":"","Obowiązujący limit to":"","Zobacz w Twoim koncie":"",Obywatelstwo:"","Wypełnij i wyślij zdjęcie lub skan dokumentu tożsamości":"","lotto.pl":"","Wystąpił błąd przy pobieraniu danych":"","Nowość":"","Ekstra Premii":"","Wybierz stawkę":"","Ukryj dane":"","8 z 50 / 7 z 12":"","Prawdopodobieństwo wygranej":"","Przejdź do portfela":"","6 z 50 / 7 z 12":"","Regulaminów":"","Totalizator Sportowy, właściciel marki LOTTO, sprzedaje swoje produkty wyłącznie w punktach opatrzonych logo LOTTO oraz na stronie lotto.pl.":"","Reset hasła":"","Gratulacje! Trafienie 4 + 0 w Ekstra Pensja":"",czasowy:"","Wyniki i wygrane":"","Nie pamiętam hasła":"","Więcej Gierek":"","Pozostało %0 znaków.":"","Wybierz losowanie":"",Subskrypcja:"","Czas zalogowania w tej sesji":"","Maksymalna rozpiętość":"","Czy jesteś pewien?":"","Wyniki losowania":"","Raport pokazuje, jakie liczby i jak często wystąpiły w losowaniach danego dnia miesiąca w wybranym okresie. Procent w raporcie oznacza udział liczby wystąpień danej liczby w liczbie losowań, które odbyły się danego dnia miesiąca w wybranym okresie.":"",Bank:"","Gratulacje! Wygrana IX stopnia (3+1)":"","6 z 50 / 10 z 12":"","Nowości":"","Kiedy granie jest już chorobą?":"",Android:"","Gratulacje! Wygrana II stopnia (5+1)":"","Nie znaleziono Gierek.":"","Numer dokumentu tożsamości":"","Kwota wygranych w zł":"","Nie masz aktywnych subskrypcji.":"","Zobacz losowanie":"","Sprawdź czy masz problem":"","7 z 50 / 6 z 12":"","nawet 1 000 000 zł":"","spróbuj naszych szybkich gier -":"","wypłacane od razu!":"","Nie znaleziono szukanej opcji":"","co miesiąc":"","Liczba zakładów":"","Punkty LOTTO z możliwością płatności kartą":"","Podaj numer pesel":"","Informator o placówkach udzielających pomocy w zakresie uzależnień behawioralnych":"","10 z 50 / 3 z 12":"","Kolejną formą wparcia, z jakiej mogą skorzystać osoby uzależnione od hazardu i innych czynności jest bezpłatna poradnia on-line współfinansowana ze środków Funduszu Rozwiązywania Problemów Hazardowych:":"","Hasło zostało zmienione":"","Opłata za Mnożnik":"","domyślny":"","Zakończ subskrypcję":"",Gra:"","Powtórz":"","Miał/a Pan/Pani poczucie winy z powodu sposobu, w jaki Pan/Pani gra lub w związku z tym, co dzieje się w związku z Pana/Pani graniem w gry hazardowe?":"","Minimum ${this.$options.filters!.currency(this.monthlySpending.min)}":"",od:"","Informacja o przetwarzaniu danych osobowych":"","Po zainstalowaniu aplikacji znajdziesz ją na swoim ekranie głównym lub w zbiorze aplikacji.":"","Opłata":"","Gratulacje! Wygrana X stopnia (3+0)":"","Nr mieszkania":"","Sortuj liczby rosnąco":"","Informacje dodatkowe":"",Zgody:"","Zobacz wszystkie":"","Nie uzupełniono wszystkich informacji":"",Dzienny:"","Najwyższe wygrane w losowaniu":"","Gratulacje! Wygrana VII stopnia (3+2)":"",lat:"","pobierz ją klikając w ikonę „Pobierz na android”":"","Instytut Psychologii Zdrowia":"","Grasz o dodatkowe":"","Wybierz od ":"","Jak odebrać wygraną?":"","i wygrywaj pieniądze!":"","wygranych.":"","Data wygrania":"",GOTOWE:"","Zaznacz, by grać o dodatkowy":"",Plus:"",'<div style="font-size: 1rem; text-align: center; padding: 15px;">Skontaktuj się z Obsługą Klienta<br>pod numerem 459 59 59 00<br>lub przyjdź do Oddziału.</div>':"","Rozwiąż test":"","Wybierając stawkę x20 możesz wygrać nawet 50 000 zł miesięcznie przez 20 lat, a w Ekstra Premii nawet 1 000 000 zł!":"",tutaj:"","Twoje zakłady zostały zawarte!":"","Jeśli się zmienią - skontaktuj się z Biurem Obsługi Klienta pod nr 459 59 59 00":"",Dalej:"","Od gry dzieli Cię jeden krok!":"","Microsoft Edge":"","Wczoraj padło mnóstwo małych i dużych wygranych.":"","Gdzie szukać pomocy?":"","Nr losowania:":"","Liczba wygranych w losowaniu":"","Nazwa zdrapki":"","Dostępne środki":"","Nie chcesz pominąć żadnego losowania?":"","Możesz bez ograniczeń zmniejszać limity. Zwiększenie limitów zaczyna obowiązywać po upływie 24 godzin (lub więcej, przy kolejnych zmianach).":"","O LOTTO":"","Aktywacja konta":"","11 z 50 / 2 z 12":"","Minimum ${this.$options.filters!.currency(this.dailySpending.min)}":"",Ostatnia:"","Brak obrazków zdrapki.":"","Grając na stronie LOTTO wspierasz polski sport i kulturę narodową. Każda złotówka, którą przeznaczasz na gry liczbowe LOTTO, to 19 groszy dla sportu i kultury.":"","Im więcej zawartych zakładów, tym więcej środków na pomoc Ukrainie i wyższe wygrane":"","7 z 50 / 10 z 12":"","Opłata za Multi Multi":"",Zapisz:"","Więcej raportów":"","Maximum ${this.$options.filters!.currency(this.dailySpending.max)}":"","Wróć na stronę główną":"","Miliony kręcą każdego":"","Telefon zaufania dedykowanym osobom z uzależnieniami czynnościowymi i ich bliskim jest telefon prowadzony od kilku lat przez Instytut Psychologii Zdrowia, współfinansowany ze środków Funduszu Rozwiązywania Problemów Hazardowych:":"","Zaznacz, by zwiększyć szanse i wygrane":"","Gratulacje! Wygrana VIII stopnia (2+2)":"","Wysokość wygranych":"","Jak chcesz sprawdzić wyniki?":"","wyczerpania środków na Twoim koncie gracza lub":"","5 z 50 / 3 z 12":"","dni. Na gry możesz przeznaczyć nie więcej niż":"","Pobierz aplikację z App Gallery":"","Wygrane w Polsce":"","Nie znaleziono Gierek":"","miesięcznie przez 20 lat":"","w Lotto i":"",Wyniki:"","Wszystkie aktualności":"","5 z 50 / 9 z 12":"","Wybierz miasto":"","Sukcesywnie uruchamiana będzie 6 grudnia od godziny 9:00.":"","przez 7 dni.":"","Dane osobowe":"","i jeszcze więcej!":"","Twoje wyniki":"","Konto tymczasowe pozwala na korzystanie z serwisu Lotto przez":"",Wstecz:"","Przepraszamy wystąpił błąd na stronie":"","W celu odzyskania hasła postępuj zgodnie z instrukcją.":"","co tydzień przez cały rok ze stawką x":"","Wystąpił nieoczekiwany błąd":"",Wynik:"","Powtórz hasło":"","Jeśli Twoje dane osobowe uległy zmianie, prosimy o uaktualnienie ich w zakładce Moje konto. W przypadku zmiany danych dotyczących dokumentu tożsamości, prosimy o kontakt z Biurem Obsługi Klienta pod numerem: 459 59 59 00 lub przez czat.":"","na żywo":"","Środki z wygranych, które otrzymasz przez kolejne 31 dni będą automatycznie wypłacane na numer rachunku bankowego przypisany do Twojego Konta Gracza.":"","Brak wyników dla podanych filtrów.":"","Zanim zamkniesz swoje konto:":"","Życzymy wysokich wygranych!":"","Na stronie":"","Wybierz, o ile grasz":"","Buttons text value":"","Wskazania obejmują 50 ostatnich losowań.":"","Zrozumienie hazardu":"","Archiwum Studia LOTTO":"","7 z 50 / 9 z 12":"","Wysokość wygranej w Multi Multi dla stawki podstawowej":"","Ekstra Pensja":"","Wybrany zakres nie może być większy niż 30 dni":"","8 z 50 / 4 z 12":"",Razem:"","Podsumowanie Gierki":"","Opłata za":"","Nie znaleziono subskrypcji":"","8 z 50 / 2 z 12":"","6 z 50 / 5 z 12":"","Wybierz, o jaką pensję grasz":"","zobacz mapę wygranych":"",Login:"","Nr subskrypcji":"",Czytaj:"","5 z 50 / 6 z 12":"","Dzień miesiąca":"","Wejdź do gry i dołącz do grona zwycięzców!":"","Graj z Ekstra Premią":"","Często jest zaabsorbowany hazardem (np. nieustannie rozpamiętuje minione doświadczenia grania, planuje dalsze granie, wymyśla sposoby zdobycia pieniędzy na granie).":"",Gierki:"","Gratulacje! Wygrana V stopnia (4+1)":"","Podaj imię":"","1 z 4":"","Czekając na losowanie":"","Mój kod":"","Szanowny Użytkowniku, dokładamy starań, aby korzystanie z naszego serwisu było dla Ciebie komfortowe. W tym celu staramy się m.in. dopasować dostępne w serwisie treści do Twoich preferencji. Jest to możliwe dzięki przechowywaniu w Twojej przeglądarce plików cookies oraz przetwarzaniu przez administratora, czyli Totalizator Sportowy Sp. z o.o. z siedzibą w Warszawie danych osobowych w celu przedstawiania Ci ofert i funkcjonalności naszego serwisu w celach związanych z poprawą jakości świadczonych przez nas usług i oferowanych produktów oraz w celach analitycznych i statystycznych. Poprzez dalsze korzystanie z naszego serwisu - bez dokonywania zmian ustawień w zakresie prywatności - wyrażasz zgodę na zapisywanie plików cookies w Twojej przeglądarce. Pamiętaj, że w każdej chwili możesz zmienić ustawienia dotyczące plików cookies, a także uzyskać dodatkowe informacje o zasadach przetwarzania Twoich danych osobowych oraz przysługujących Ci prawach w naszej":"",Stawka:"","7 z 50 / 7 z 12":"","Ilość trafionych liczb":"","Wybierz liczby z zakresu 1 do 80 lub graj na chybił trafił.":"",Poprzednia:"","spróbuj":"","Dodaj zestaw":"","Najbliższe losowanie za":"","Liczba losów":"",Formularz:"","Wysokie wygrane":"",PREMIA:"","Gratulacje! Trafione 5 cyfr":"",Pierwsza:"","Zamykam konto":"","Totalizator Sportowy prowadzi działalność sponsoringową, zgodnie z przyjętą strategią komunikacji, na podstawie wpływających ofert.":"","Wyślij":"","przekroczenia limitów kwotowych na grę.":"",Szukaj:"","domyślne":"",minimalny:"","Minimum ${this.dailyTime.current < this.dailyTime.max ? this.dailyTime.current : this.dailyTime.max} godz.":"","w większości przypadków":"","codziennie co 4 minuty w godz.":"","zakończenia przez Ciebie subskrypcji,":"","Dane kontaktowe":"","pokaż":"","Zmiana kodu":"","Twój portfel":"","milionów":"","Grasz o nawet 400 000 zł":"",Zaakceptuj:"","Losowania odbywają się co 4 minuty.":"","Stopień":"","Podaj ponownie nowe hasło":"","Szczegóły transakcji":"",Akceptuj:"","Drugie Imię":"","wszystkie zdrapki":"","Wyrażam zgodę na przetwarzanie moich danych osobowych w celu otrzymywania od Totalizatora Sportowego Sp. z o.o. informacji handlowej i marketingowej przy wykorzystaniu środków komunikacji elektronicznej za pośrednictwem następujących kanałów:":"","8 z 50 / 3 z 12":"","Minimum ${this.dailyTime.min} godz.":"","Jak dodatkowo zadbać o małoletnich?":"","Zobacz losowania":"","Happy Hours jeszcze przez":"","godz.":"","Pobierz aplikację w AppGallery":"","Stawki:":"","Liczby ze zbioru 50":"","POKAŻ":"","Aktywne subskrypcje":"","Nic straconego!":"","Grasz z subskrypcją":"","W tym nadwyżka":"",Gry:"","5 z 50 / 8 z 12":"","Brak losowań w tym dniu miesiąca w wybranym okresie.":"","Jesteś już zalogowany":"","Gratulacje! Wygrana VI stopnia (3+2)":"","Typ transakcji":"","Następne losowanie":"","Sprawdź, czy masz problem z hazardem":"","2 wygrane 10 z 10":"","Kanadyjski Indeks Gier Hazardowych (CPGI) (Ferris, Wynne 2001)":"","Typ zestawienia":"","Jestem PEP (ang. Politically Exposed Persons) - zajmuje eksponowane stanowisko polityczne, jestem członkiem rodziny/współpracownikiem takiej osoby.":"",Prezenterzy:""," Sprawdź ogólnodostępne programy do kontroli rodzicielskiej.":"","Dane te są niezbędne do potwierdzenia Twojej tożsamości.":"","liczb z":"","Pozostało Ci jeszcze":""," i akceptuję ich postanowienia":"","Hazard jest formą zabawy, rozrywki, ale dostępną tylko dla osób dorosłych. Ludzie podejmują ryzyko obstawiania wyniku w grze, aby się pobawić, poczuć emocje związane z ryzykiem i niepewnością, a także by trafić wygrane. Te właśnie silne i przyjemnie doświadczane emocje leżą u podłoża uzależnienia się od grania hazardowego. Siłą napędową uzależnienia od grania, czyli patologicznego hazardu jest potrzeba przeżywania silnego napięcia, jakie pojawia się podczas gry. Pojawiające się wygrane wzmacniają wiarę we własny wpływ na wynik gry i zachęcają do jej kontynuowania. Przegrana wywołuje złość oraz żądzę odzyskania pieniędzy, także zmuszając do kontynuowania gry. Gracz uzależniony funkcjonuje zatem w „błędnym kole”.":"","Link będzie aktywny":"","Łatwy dostęp do historii gry, gdzie sprawdzisz ostatnio zawierane zakłady oraz swoje wygrane.":"","już":"","źródło dochodu":"","Minimum ${this.monthlyTime.min} godz.":"","Gratulacje! Trafione 11 w zestawie I ":"","E-mail/nazwa użytkownika":"","Aktywuj swoje konto,":"","Numer do sprawdzenia":"","Co to jest hazard?":"","Wracał/a Pan/Pani innego dnia, aby spróbować się odegrać?":"","Polityce Prywatności":"",COFNIJ:"","Gratulacje! Trafienie 2 + 0 w Ekstra Pensja":"","Opłata za Ekstra Premię":"","Pobierz darmową aplikację mobilną LOTTO":"","Nie masz kuponów oczekujących na losowanie.":"","Strona główna":"","Gratulacje! Trafione 6 cyfr":"","Raport pokazuje, jakie liczby i jak często wystąpiły w losowaniach danego dnia tygodnia w wybranym okresie. Procent w raporcie oznacza udział liczby wystąpień danej liczby w liczbie losowań, które odbyły się danego dnia tygodnia w wybranym okresie.":"","spróbuj innych":"","Data rozpoczęcia":"","Suma wygranych":"","Subskrybuję":"","Statystyki losowań":"","Źródło *":"","Szóstka":"","Tabela wygranych":"","Z czego to wynika?":"","wypłać wszystkie zgromadzone środki na rachunek bankowy":"","+ 100 000 zł Ekstra Premii":"","Masz swoje ulubione liczby?":"","Padły":"","Dziękujemy za skorzystanie z serwisu lotto.pl.":"","Raport pokazuje, jakie liczby i jak często wystąpiły w losowaniach w wybranym okresie. Procent w raporcie oznacza udział liczby wystąpień danej liczby w liczbie losowań w wybranym okresie.":"","Losowania Keno odbywają się":"","Pokaż dane":"","6 cyfrowy kod. Podanie tego kodu będzie niezbędne przy odzyskaniu hasła. Zapisz go.":"","Data zakończenia":"","Podaj numer telefonu":"","Moje dane":"","Otwarte teraz":"","wygraliście":"","Uzaleznieniabehawioralne.pl":"","Miesięczny":"","Mozilla Firefox":"","Nie znaleziono Gier":"","Wszystkie wyniki":"","Aktualizuj dane osobowe":"",lub:"","Dostęp do informacji o promocjach, gdzie łatwo sprawdzisz aktualnie działające akcje promocyjne na gry i Gierki.":"","Jesteś użytkownikiem smartfona Huawei? Aplikację LOTTO możesz ściągnąć bezpośrednio z App Gallery.":"","najbliższe 90 dni":"","Wybierz 5 z 35 i 1 z 4 liczb lub zagraj na chybił trafił.":"","Opłata za losy":"","Stopień wygranej":"","Gratulacje! Trafione":"","Więcej o":"",Zagraj:"","Zaloguj się by dokończyć zakup i wejść do gry.":"",Nie:"","Nr rachunku bankowego":"","Gratulacje! Trafienie 3 + 1 w Ekstra Pensja":"","Każda złotówka wydana przez Gracza na gry liczbowe LOTTO, to 19 groszy dla polskiego sportu i kultury.":"","5 z 50 / 7 z 12":"","Nasze gry":"","Mój numer":"","Losowanie, w którym wezmą udział, odbędzie się":"","8 z 50 / 5 z 12":"","Razem:":"","w Lotto i jeszcze więcej.":"","Wirtualny spacer":"","Ciepłe i zimne liczby":"","Czekamy na pierwszego szczęśliwca!":"","co tydzień przez rok":"","Losowania będą się odbywały!":"","nie będziesz mógł się zalogować.":"","Data losowania / zakonczenia gry":"","Wszystkie Gierki":"",Kontynuuj:"","Pobierz aplikację na urządzenie z systemem iOS":"","Brak informacji o wygranych":"","Tutaj pobierzesz Regulamin Odpowiedzialnej Gry":"","Data transakcji":"","Podaj nazwisko":"","Gierki dostępne w aplikacji mobilnej LOTTO":"","Im wyższa stawka, tym wyższa wygrana.":"","Wykryliśmy, że używasz nieaktualnej wersji przeglądarki. Dla Twojego bezpieczeństwa, oraz gwarancji poprawności działania serwisu lotto.pl zalecamy aktualizację przeglądarki oraz korzystanie z":"","Musiał/a Pan/Pani stawiać wyższe sumy pieniędzy, żeby uzyskać taki sam poziom ekscytacji?":"","Wpisz email lub nazwę użytkownika":"","Jesteś w grze o dodatkowy":"","Czuł Pan/Pani, że granie w gry hazardowe spowodowało problemy finansowe Pana/Pani lub osób, z którymi Pan/Pani mieszka?":"","Studio LOTTO na żywo":"","Gratulacje! Wygrana I stopnia (5+2)":"","Zgodnie z obowiązującym prawem w gry liczbowe i loterie pieniężne mogą grać wyłącznie osoby, które ukończyły 18. rok życia.":"","Serwis transakcyjny nie odpowiedział w określonym czasie":"","Grasz wysoką stawką o wielką wygraną czy niską stawką o wiele wygranych? Sam decydujesz. Zobacz, jak grać w gierki.":"","Maximum ${this.monthlyTime.max} godz.":"","Wystąpił problem z usunięciem zakładu":"","Więcej wyników":"",czasem:"","Wczytywanie obrazka zdrapki...":"","Wybierz swoje liczby":"",Losy:"","200 000 zł":"","Z Plusem":"","Na każde losowanie otrzymasz nowe zestawy liczb na losie typowane na chybił trafił.":"","Gratulacje! Trafione 11 w zestawie II ":"",Debiut:"","Multi Multi":"","Odrzuć":"","Zarejestruj się by grać online!":"","Ile liczb":"","Załączony informator":"","Według najnowszych kryteriów diagnozowania hazardu patologicznego opracowanych przez Amerykańskie Towarzystwo Psychiatryczne o uzależnieniu można mówić już wtedy, gdy gracz przejawia cztery z wymienionych poniżej zachowań:":"","I Ty możesz drapnąć wygraną w Zdrapkach LOTTO! Od 1999 roku, czyli już ponad 20 lat czeka dla Was bogata oferta Zdrapek, które zadowolą nawet najbardziej wymagających. W ofercie mamy Zdrapki na każdą kieszeń i na każdą okazję, a ich ceny zaczynają się już od złotówki! W ponad 45 różnych Zdrapkach dostępnych jednocześnie w sprzedaży, czekają na Ciebie miliony do wygrania! Chcesz zagrać o MEGA PENSJĘ, kasę na SZALONE ZAKUPY albo o PEŁNY PORTFEL? Wybierz swoją szczęśliwą Zdrapkę w punkcie LOTTO i drapnij wygraną!":"","Gratulacje! Trafione 10 w zestawie I ":"","Graj na wiele losowań od razu.":"","z Mnożnikiem":"","Nazwa Gierki":"","Ilość wytypowanych liczb":"","Odnów subskrypcję":"","Gram o: ":"","Kiedy chcesz.":"","6 z 50 / 6 z 12":"","Zawieś konto":"","Gratulacje!":"","Maximum ${this.$options.filters!.currency(this.monthlySpending.max)}":"",LOTTO:"","W tym dniu nie było losowania!":"","Twoje konto jest już aktywne":"","Nie pamiętasz hasła?":"","Aktualna godzina":"","Podaj swoje dane osobowe. Będziemy je potwierdzać z Twoim dokumentem lub danymi z banku.":"","zawrzeć zakład ulubionej Gry już w kilkanaście sekund":"","stawka x":"","6 z 50 / 8 z 12":"",aktywna:"","Gra online jest dla Graczy, którzy lubią robić wszystko online. Po zalogowaniu będziesz mógł:":"","1 losowanie":"","Zaznacz, by grać o więcej!":"","zostało:":"","iOS app":"","Podaj nr mieszkania":"","* Obsługa Klienta dostępna pod numerem pon–sb w godz. 8:00-22:00.":"","co tydzień":"","Wysokość limitów możesz zmienić po zarejestrowaniu się w ustawieniach konta.":"","Gratulacje! Trafienie 5 + 0 w Ekstra Premia":"",Status:"","Największa szansa":"","Zasady gry":"","Witaj w swoim koncie w systemie LOTTO":"","7 z 50 / 5 z 12":"",Numer:"","Przepraszamy, wystąpił problem.":"","Podaj kod pocztowy":"","Gratulacje! Wygrana IV stopnia (4+2)":"","Opłata za los":"","Brak wyników":"","Weryfikacja konta":"","Jestem beneficjentem rzeczywistym, właścicielem środków pieniężnych przeznaczonych na grę *":"","w wysokości":"","Program Odpowiedzialna Gra jest dla Totalizatora Sportowego jednym z priorytetów, bowiem gracze niezmiennie pozostają w centrum naszej uwagi. Realizowany jest na wielu obszarach – m.in. wszystkie nasze produkty są badane pod kątem ich wpływu społecznego i dostępne są tylko dla osób pełnoletnich.":"","Numer kuponu":"","Najczęściej zadawane pytania":"","Limity zostały zaktualizowane":"","Aby zainstalować aplikację":"","Dane dla gry":"","Przejdź na stronę główną":"",Zamknij:"","Oświadczam, że":"",jestem:"","Gratulacje! Trafienie 2 + 1 w Ekstra Premia":"","Stare hasło":"","Tak, rozumiem":"","Data od":"","Poprosimy Cię o skan lub zdjęcie dowodu osobistego":"","Oświadczenia":"",Cena:"","Data zakupu":"","Pobierz aplikację na urządzenie z systemem Android":"","Metoda niedozwolona":"","Od 5 grudnia od 12:00 zamknięta będzie sprzedaż produktów LOTTO.":"",Trafienia:"","Graj na wiele losowań od razu albo subskrybuj kupon.":"","Trójka":"","Zarejestruj się":"","Odczuwał/a Pan/Pani, że granie może być Pana/Pani problemem?":"","6 z 50 / 4 z 12":"","Gratulacje! Trafienie 3 + 1 w Ekstra Premia":"","Gratulacje! Trafienie 4 + 0 w Ekstra Premia":"","Przejrzysta nawigacja, dzięki której poruszanie się po aplikacji jest jeszcze prostsze!":"","Mapa punktów LOTTO":"","Tytuł":"","600 zł co tydzień":"","Zaloguj się za pomocą adresu e-mail/nazwy użytkownika i hasła, które podałeś podczas rejestracji.":"","zakład za":"","Odmowa dostępu":"","Nie udało się zaktualizować danych":"","Główna wygrana":"","5 z 50 / 11 z 12":"","Liczby ze zbioru 12":"","Gratulacje! Trafione 3 cyfry":"",Regulaminy:"","Gratulacje! Trafione 12 w zestawie II ":"","Wiadomości":"","min. 8 znaków":"","Minimum ${this.$options.filters!.currency(this.dailySpending.current < this.dailySpending.max ? this.dailySpending.current : this.dailySpending.max)}":"","Numer losowania":"","Znajdziesz tu wszystkie ważne informacje o swoim koncie w systemie Lotto.":"","Kod do odzyskania hasła":"","Gratulacje! Trafienie 5 + 1 w Ekstra Premia":"",Telefon:"","Miejscowość":"","Dane pobraliśmy z Twojego banku, uzupełnij numer konta.":"","To z kolei liczby, które przez ostatnie 50 losowań miały najdłuższy ciąg, w którym w ogóle nie padły. Może teraz będzie ich kolej?":"","Znajdź ośrodek":"",Stopnie:"","Powtórz nowe hasło":"","Potwierdzam i płacę":"","Gratulacje! Trafione 8 w zestawie II ":""," Gry i Gierki w aplikacji LOTTO":"","Jeżeli chcesz grać swoimi szczęśliwymi liczbami na każde losowanie, załóż subskrypcję. Twój kupon będzie brał udział automatycznie w kolejnych losowaniach, aż do:":"","który wysłaliśmy na Twój adres email:":"","Gra z Plusem":"","Losowanie za":"","Nr domu":"","Nie można wycofać tej zgody bez usunięcia konta. Jest ona niezbędna do korzystania z serwisu lotto.pl. Jeśli koniecznie chcesz ją wycofać, musisz usunąć konto.":"","Program Odpowiedzialnej Gry jest prowadzony w Totalizatorze Sportowym od 2010 . Od początku był budowany w oparciu o najlepsze praktyki World Lottery Association oraz The European State Lotteries and Toto Association. Od 2013 roku spółka posiada certyfikaty bezpiecznej gry organizacji branżowych. Nie tylko dostarczamy milionom Polaków rozrywkę, ale przede wszystkich chcemy to robić w sposób bezpieczny.":"","Hasło powinno zawierać:":"","1 zakład, 10 liczb, chybił trafił":"","Gratulacje! Wygrana XII stopnia (2+1)":"","Wpisz hasło":"","Gratulacje! Trafienie 4 + 1 w Ekstra Premia":"","miesięcznie przez 20 lat ":"","Zweryfikuj konto":"","Gratulacje! Trafione 7 cyfr":"",iOS:"","Zaznacz, by grać o dodatkowe":"","Limity ułatwiają zachowanie kontroli nad czasem i środkami przeznaczanymi na grę.":"","Sprawdź swoją pocztę":"","Jeżeli masz kod promocyjny, wpisz go, by uzyskać bonus.":"","Twój los":"","Odczuwa potrzebę grania coraz większą ilością pieniędzy w celu uzyskania pożądanego poziomu ekscytacji.":"","Stawka x":"","Z mnożnikiem":"","w Plusie!":"","sprawdź":"","dni do wygaśnięcia konta tymczasowego.":"","Trwa aktywacja konta...":"","Opłata za Lotto":"","Zmień liczby":"","Wystąpił błąd podczas weryfikacji danych użytkownika.":"",Lokalizacja:"","Limit czasowy dzienny":"","min. 1 cyfrę":""},"en-US":{"Zostań w grze na dłużej":"","Podaj aktualne hasło":"","sprawdź, czy numer rachunku bankowego przypisany do Twojego Konta Gracza jest aktualny":"","Zobacz kupony":"",Ulubione:"","Dodatkowa PREMIA":"",wygranej:"","Więcej":"","odebrać wygraną bez wychodzenia z domu":"","trafiliście":"","znajduje się szereg użytecznych informacji, z których mogą skorzystać osoby uzależnione od hazardu i ich bliscy":"","Gratulacje! Wygrana XI stopnia (1+2)":"","Wybrane losowanie jeszcze się nie odbyło":"","Zamknięte":"","Najnowsze wygrane":"","Czuł/a Pan/Pani, że granie w gry hazardowe spowodowało u Pana/Pani problemy ze zdrowiem w tym stres i lęk?":"","Wyniki sprawdzisz w zakładce":"","Cena kuponu":"","Polityką Prywatności":"","Doświadcza niepokoju lub rozdrażnienia w sytuacji ograniczenia lub zaprzestania grania.":"","Wartości wygranych podane bez części dziesiętnych złotego.":"","Nr losowania":"","Dodaj zakład":"","Ikona Toru Służewiec":"","Ekstra Premia":"","Gra nr":"","Limity czasowe i kwotowe na granie":"","Graj gdzie chcesz, kiedy chcesz i jak chcesz!":"","przez cały rok":"",Liczba:"","Twoje liczby wezmą udział w dodatkowym losowaniu!":"","Zamknięcie konta":"","Data losowania":"","liczb w zakładzie.":"","naszych gier":"","Biuro Obsługi Klienta 459 59 59 00":"","Więcej newsów":"","Gratulacje! Trafione 10 w zestawie II ":"",Kod:"","Gratulacje! Trafione 1 z 1":"","Zespół LOTTO":"","Wszystkie gry":"","Zaloguj się":"","Uzupełnij swoje dane adresowe.":"","Po potwierdzeniu zakupu z Twojego Portfela zostaną pobrane środki.":"","zł":"","Cena losu":"","Ikona Totalizatora Sportowego":"","Korzystam z usług finansowych świadczonych dla najbardziej zamożnych klientów indywidualnych (private banking), obejmujących przede wszystkim długoterminowe zarządzanie aktywami finansowymi oraz obsługę bieżących potrzeb finansowych.":"","Podsumowanie zakupu":"","oraz w":"","Typ gry":"",Okres:"","Wyloguj się":"","Dane muszą być aktualne.":"","Graj ze stawką x10, aby wygrać nawet 6 000 zł wypłacane co tydzień przez cały rok.":"","Liczba losowań w wybranym okresie:":"",i:"","Zagraj wybranymi liczbami od razu na kilka losowań!":"","5 z 50 / 12 z 12":"","Chybił trafił":"",PESEL:"","Zmiana hasła":"","Czas zalogowania":"",z:"","Dziś grasz":"","Wszystkie lata":"","Anuluję":"","Podaj numer dokumentu":"","Podaj nowe hasło":"","Liczby do sprawdzenia":"","Opłata za połączenie jest zgodna z planem taryfowym danego operatora":"","Wyświetl":"","(godz.)":"","Studio Lotto":"",Wygraj:"","Odpowiedzialna gra":"","5 z 35":"","W przypadku współdzielenia swojego komputera z małoletnimi, pamiętaj o konieczności ochrony nazwy użytkownika, hasła i danych bankowych. Rozważ zainstalowanie programu do kontroli rodzicielskiej, który daje możliwość kontrolowania aktywności dzieci w komputerze. Oprogramowanie kontroli rodzicielskiej pozwala blokować dostęp do stron zawierających treści nieodpowiednie dla niepełnoletnich, w tym hazardowych. Dzięki tym programom rodzice mogą np. ograniczyć korzystanie z wybranych programów, ustawić limity czasowe, w których dzieci mogą logować się do komputera itd.":"","Podaj ulicę":"",GIERKI:"","Dodaj zakład":"","Data do":"",Wygranych:"","Uzupełnij swój numer rachunku bankowego na który chcesz, żebyśmy wypłacali Ci wygrane. Musisz być właścicielem tego rachunku. Jeżeli chcesz zarejestrować wspólny lub małżeński rachunek bankowy skontaktuj się z Obsługą Klienta pod numerem: 459 59 59 00":"","Obowiązek zadania takiego pytania nakłada na nas ustawa z dnia 1 marca 2018 roku o przeciwdziałaniu praniu pieniędzy i finansowaniu terroryzmu.":"","Zimne liczby":"","Do wygrania":"","Wybrany zakres dat jest niepoprawny.":"","Pożyczał/a Pan/Pani pieniądze lub sprzedawał/a coś, aby zdobyć pieniądze na granie w gry hazardowe?":"","Historia gier":"","z dnia":"","Limit kwotowy miesięczny":"","Masz szansę na wygrane wyższe nawet x10!":"","Hazard to wszystkie gry o pieniądze lub inne dobra, w których o wyniku decyduje los. Zatem uprawiasz hazard, jeśli w grze istnieje stawka oraz możliwość wygranej, ale przede wszystkim wtedy, gdy wynik gry nie zależy od Twoich umiejętności czy wiedzy i nie masz na niego wpływu, lecz decyduje o nim przypadek.":"","Wpisz kod promocyjny":"",Hit:"","Zmieniamy się dla was na lepsze - banner":"",Tak:"","Niepoprawnie uzupełnione pole":"",zagraj:"",Data:"","8 z 50 / 6 z 12":"","zł i nie możesz wypłacić wygranych.":"","Gratulacje! Trafione 9 w zestawie II ":"","zakończona":"","Potwierdź":"","Po przegraniu pieniędzy często powraca kolejnego dnia by je odzyskać („odegrać”).":"","Serwis chwilowo niedostępny":"","Gra systemem":"","o godz.":"","Zwiększasz szanse na wygraną i jej wysokość. Trafiając Plusa (ostatnia wylosowana liczba), zawsze wygrywasz!":"","Drugie imię":"","Wczoraj padło":"","prawie w każdym przypadku":"","Wysokość wygranej przy trafieniu Plusa dla stawki podstawowej":"","7 z 50 / 2 z 12":"",Zobacz:"","10 z 50 / 2 z 12":"","Wystąpił problem z zamknięciem konta":"","Jedno losowanie":"","Wystąpił problem z usunięciem konta":"","Często gra, kiedy jest w złym nastroju (np. bezsilność, poczucie winy, lęk, depresja).":"","Zmieniony limit zacznie obowiązywać":"","TWOJA LOKALIZACJA":"","Liczy na innych, aby zdobyć pieniądze w celu ratowania rozpaczliwej sytuacji finansowej spowodowanej przez hazard.":"","Jeżeli wymieniasz dokument tożsamości, potrzebujemy zaktualizować Twoje dane i prosimy o podanie nowego numeru dokumentu i ponowną weryfikację tożsamości. To szczególnie istotne w przypadku wypłaty wysokiej wygranej. Podaj nowy numer dokumentu tożsamości, kliknij “Kontynuuj” i rozpocznij proces ponownej weryfikacji.":"","Odświeżony interfejs, dzięki któremu aplikacja jest jeszcze bardziej intuicyjna i łatwiejsza w obsłudze.":"","Masz większe szanse na wygraną i grasz o więcej!":"","Zweryfikuj swoje dane.":"","W ostatnim losowaniu":"","Podaj hasło":"",Pesel:"",Samowykluczenie:"","Wybierz datę losowania":"","Gratulacje! Trafione 2 cyfry":"","Liczba wygrywających losów":"","Dane do logowania":"","7 z 50 / 3 z 12":"","TWÓJ WYNIK":"","Wiele losowań":"","Gratulacje! Trafienie 2 + 1 w Ekstra Pensja":"","Limit czasowy miesięczny":"","Imię":"","Środki pieniężne przeznaczone na grę będą pochodziły z legalnego źródła, tj. *":"","Oddziały Totalizatora Sportowego":"","Wytypuj liczby z zakresu od 1 do 70 lub zagraj na chybił trafił.":"","Sesja wygasła. Nastąpi wylogowanie z serwisu.":"","Hasło":"","sprawdzić wyniki i zobaczyć trafione przez Ciebie liczby":"","Ochrona małoletnich":"","Zagraj na kilka losowań do przodu i ciesz się grą nawet podczas przerwy serwisowej.":"","Zestaw I":"","Następna":"","Na każde losowanie typowane są na chybił trafił nowe liczby.":"","(zł)":"",nigdy:"","Przypomnienie hasła":"","Daj szansę szczęściu i wejdź do gry!":"","Szczegóły subskrypcji":"","Czekając na losowanie Gry ":"","Wysokości wygranych":"","Podaj ponownie hasło":"",Wygrana:"",przez:"","Godzina losowania":"",nr:"",Gierka:"","Moje konto":"","Źródło dochodu":"","Happy Hours już za":"","Zobacz mapę wygranych":"","Wyniki losowań":"","Logo gierki":"",Anuluj:"","Zagraj ponownie":"","min. 1 wielką literę":"","zakłady":"","Data Rozpoczęcia":"","Telefon zaufania dla osób uzależnionych":"","Potwierdź zakup":"","Zawieszenie konta":"","Z powodu grania zagrożone lub utracone są jego znaczące relacje, praca, nauka, kariera.":"","Czas trwania":"","Wynik 8 punktów lub powyżej może wskazywać na problemy z hazardem.":"","5 z 50 / 5 z 12":"",wygranych:"",Wygrane:"",dni:"","Tylko na":"","Pokaż filtry":"",Podsumowanie:"","Najwyższe wygrane":"","6 z 50 / 11 z 12":"","osobą zajmującą eksponowane stanowisko polityczne, członkiem rodziny osoby zajmującej eksponowane stanowisko polityczne lub też osobą znaną jako bliski współpracownik osoby zajmującej eksponowane stanowisko polityczne w rozumieniu ustawy z dnia 1 marca 2018 r. o przeciwdziałaniu praniu pieniędzy i finansowaniu terroryzmu. Jestem świadomy odpowiedzialności karnej za złożenie fałszywego oświadczenia.":"","Ustaw nowe hasło":"","Od 2008 roku Totalizator Sportowy jest mecenasem Toru Służewiec, gdzie co roku od kwietnia do listopada organizuje się około 50 dni wyścigowych.":"","Aktualności":"","Twoje liczby":"","Szukaj...":"","Ludzie krytykowali Pana/Pani udział w grach hazardowych lub mówili Panu/Pani, że ma Pan/Pani problem z graniem bez względu na to czy uważa Pan/Pani, że mieli rację czy nie?":"","Możesz się teraz zalogować używając nowego hasła":"","9 z 50 / 4 z 12":"","Punkty LOTTO":"","Graj z Mnożnikiem":"","Następny prezenter":"",x:"",zamknij:"","Gratulacje! Wygrana VI stopnia (4+0)":"","Nowe hasło":"",Regulamin:"","Jakie są twoje szczęśliwe liczby?":"","Twój kupon nie ominie żadnego losowania. Pamiętaj, że opcja jest aktywna, dopóki masz środki w Twoim Portfelu.":"","Trwa przetwarzanie kuponu":"","min. 1 małą literę":"","liczb. W tej grze losowanych jest ":"","Informacje o liczbie i wysokości wygranych w dzisiejszych losowaniach dostępne będą po zakończeniu ostatniego losowania.":"","poniższych:":"","Brak wygranej":"","Powrót":"","Dziękujemy za zakup":"","Punkty w których możesz się zweryfikować*":"","Sortuj wg":"","Poradnia online uzależnień behawioralnych":"","Wysokość wygranej":"","Podaj PESEL":"","Nazywamy nimi liczby, które miały najdłuższy ciąg padania przez ostatnie 50 losowań. Może w następnym losowaniu padną znowu?":"",Wszystkie:"","Stawiając ryzykował/a Pan/Pani więcej niż w rzeczywistości mógł/a Pan/Pani sobie na to pozwolić?":"","Podaj drugie imię":"","Nr transakcji":"","Wynika to z zapisów Ustawy z dnia 19 listopada 2009 r. o grach hazardowych. Przed przystąpieniem do udziału w grach jesteśmy zobowiązani do zweryfikowania Twojego wieku i tożsamości. Więcej informacji znajdziesz":"","Potwierdzenie spowoduje rozpoczęcie procesu zamykania Twojego Konta Gracza, a logowanie od tej pory nie będzie możliwe.":"","Oświadczenia i zgody":"",'Co zrobisz jeśli wygrasz gwarantowaną "szóstkę" w Lotto - 2 000 000 złotych?':"",Subskrypcje:"","Dlaczego musimy zweryfikować Twój wiek i tożsamość?":"","Szczegóły":"","Prosty dostęp do wyników, gdzie sprawdzisz wylosowane liczby w grach losowych.":"","Android app":"","Największe szanse":"","Opłata za Plusa":"","więcej wygranych":"","Gierki - ostatnie wysokie wygrane - tło":"",Poznaj:"","Usuń zakład":"","nawet 10 000 zł":"","Dane adresowe":"","Brak losowań w tym dniu tygodnia w wybranym okresie.":"","Gratulacje! Trafione 9 w zestawie I ":"",Wybierz:"","Dodaj do ulubionych":"",System:"",losowanie:"",Wczoraj:"","w Lotto Plus!":"","i wygraj nawet ":"",maksymalny:"","Zobacz więcej":"","Ostatnie losowania":"","Wybierz, ile liczb chcesz wytypować":"",losowania:"","Podaj adres e-mail":"","Szybkie 600":"","Brak wystarczających środków w Twoim Portfelu. Wpłać środki, by móc grać.":"","Raport pokazuje, jak często w wybranym okresie występowały poszczególne rozpiętości pomiędzy wylosowanymi liczbami. Przez rozpiętość rozumiemy różnicę pomiędzy największą a najmniejszą liczbą spośród wylosowanych w poszczególnych losowaniach w wybranym okresie. Procent w raporcie oznacza udział liczby wystąpień danej rozpiętości w liczbie losowań w wybranym okresie.":"","Ciepłe liczby":"","Numer dowodu osobistego":"","klikając w link,":"","najbliższe 24 godziny":"","Zapoznałam(em) się z treścią":"","Ilość liczb":"","Odpowiedzialna gra w Totalizatorze Sportowym":"","Wystąpił błąd z połączeniem do serwera. Kod błędu: ":"","6 z 50 / 2 z 12":"","Zagraj w":"","Podaj miejscowość":"","Liczba losowań":"","Cześć":"",Gram:"","Sprawdź wygrane dnia":"","Punkty z możliwością płatności kartą":"","-":"","z Ekstra Premią":"",Limity:"","5 z 50 / 4 z 12":"","Czwórka":"","Pokaż tylko wygrane z lotto.pl":"","Artykuły":"","Brak wysokich wygranych w":"","Kod promocyjny":"","Wartość wygranej":"","Wykluczam się":"","W tym miesiącu":"","Data urodzenia":"","Pozostało do wygrania":"","Wygrane z PREMIĄ":"","Jeżeli nie dostałeś maila, sprawdź katalog ze spamem lub skontaktuj się z Obsługą Klienta pod numerem 459 59 59 00*.":"","Zobacz losy":"","Grasz o":"","więcej":"","Google Chrome":"",Kwota:"",Portfel:"","w Lotto!":"","Opłata za Ekstra Pensję":"","Kod pocztowy":"",Wygrywasz:"",Przez:"","Wystąpień":"","7 z 50 / 8 z 12":"","Z Ekstra Premią":"","losowania z":"","Dane zostały zaktualizowane":"","6 z 50 / 12 z 12":"","Limity ułatwiają zachowanie kontroli nad czasem i środkami przeznaczonymi na grę.":"","Tu widzisz czas zalogowania na swoim koncie oraz wykorzystanie Twoich limitów czasowych na grę.":"","Wybierz 6 z 32 liczb lub zagraj na chybił trafił.":"","Gratulacje! Trafione 4 cyfry":"","Wystąpił błąd podczas pobierania danych":"","Nie ma losowania o takim numerze.":"",do:"","12 z 50 / 2 z 12":"","Nieautoryzowany dostęp":"","Możesz wybrać od ":"","Wpisz kod":"","Zostały":"","Zamknij konto":"",PREMII:"","Wpłać":"","E-mail":"","Gierki w aplikacji mobilnej":"","Punkty LOTTO w których możesz się zweryfikować":"","Zrób to przez: ":"",o:"","Oczekujące na losowanie":"","Identyfikator losu":"","Graj z Plusem":"","Zaznacz jeżeli Cię to dotyczy:":"","Zagraj na chybił trafił lub wytypuj samodzielnie 5 z 50 i 2 z 12 liczb.":"","Zarejestruj się!":"","Gratulacje! Trafienie 3 + 0 w Ekstra Pensja":"","Fundusz Rozwiązywania Problemów Hazardowych":"","Graj odpowiedzialnie":"","7 z 50 / 11 z 12":"","Wprowadź kod do odzyskania hasła":"","Kłamie, aby ukryć rzeczywisty poziom zaangażowania w hazard.":"",Rejestracja:"","Twoje konto zostanie zawieszone. Przez":"","Ukryj filtry":"",Resetuj:"","Ile losowań":"",Graj:"","Własny":"","chybił trafił":"","Dzień tygodnia":"","Twoje konto będzie niedostępne. Wszystkie środki zostaną przelane na Twój rachunek bankowy.":"","Więcej artykułów":"","Wybierz liczby od 1 do 70 lub zagraj na chybił trafił.":"","Gratulacje! Trafienie 2 + 0 w Ekstra Premia":"","Odzyskanie hasła":"","Grasz nawet o":"","wszystkie miejscowości":"","Gratulacje! Trafione 12 w zestawie I ":"","Aktualizacja danych osobowych":"","Możesz także wprowadzić lub zmienić liczby korzystając z klawiatury":"","Ostatnie wyniki":"","${dayNames[dayIndex]}":"","Typ powiadomienia":"","Mapa wygranych":"","Liczby na losie poznasz po dokonaniu opłaty.":"","Z Mnożnikiem":"","7 z 50 / 4 z 12":"","Gratulacje! Trafione 8 w zestawie I ":"","Masz więcej pytań?":"","Podczas przerwy serwisowej odbiór wygranych nie będzie możliwy.":"","Gratulacje! Wygrana VII stopnia (4+0)":"","Gratulacje! Trafienie 4 + 1 w Ekstra Pensja":"","Gratulacje! Trafienie 3 + 0 w Ekstra Premia":"","Nie znaleziono zasobu":"","wwww.uzaleznieniabehawioralne.pl":"","Jak chcesz!":"","Limit kwotowy dzienny":"","Najbliższe losowanie":"","kupić los ukochanej Gierki i dać się ponieść przygodzie":"","Mnożnik":"","Ostatnie wysokie wygrane":"","Data wygranej":"","Trwa losowanie":"","Aplikacja mobilna":"",rok:"","Gratulacje! Trafienie 5 + 1 w Ekstra Pensja":"","Gratulacje! Trafiona 1 cyfra":"","9 z 50 / 3 z 12":"","Piątka":"","Wyniki gier":"","Gratulacje! Wygrana III stopnia (5+0)":"","e-mail":"","9 z 50 / 2 z 12":"","Nie otrzymałeś jeszcze żadnych powiadomień":"","Pomnóż wygraną x1, x2, x3, x4, x5 lub x10. Wartość Mnożnika poznasz przed każdym losowaniem.":"","Dane te są niezbędne, przy wypłacie wygranych.":"","Studio LOTTO":"","Zestaw II":"",Demo:"","Co oznacza przerwa dla Graczy?":"","Nie pamiętasz kodu?":"","Konto zostało aktywowane":"",Ulica:"","* Pola oznaczone gwiazdką są obowiązkowe.":"",Nazwisko:"","Kalendarz losowań":"","Wybierz 5 z 42 liczb. Chcesz więcej? Graj systemem i typuj od 6 do 12 liczb.":"","Sprawdź wyniki gier LOTTO":"","Gratulacje! Trafienie 5 + 0 w Ekstra Pensja":"","i graj o marzenia":"","6 z 50 / 9 z 12":"","numer telefonu (w celu realizowania połączeń telefonicznych z Graczem)":"","Podejmował wielokrotnie nieskuteczne wysiłki w celu kontrolowania, ograniczenia lub zaprzestania grania.":"","swoim koncie":"",Zdrapki:"",Potwierdzam:"","Wypłaciliśmy łącznie ponad":"","Prosimy Cię o podanie źródła dochodu, ponieważ wymaga tego od nas Ustawa z dnia 1 marca 2018 o przeciwdziałaniu praniu pieniędzy oraz finansowaniu terroryzmu.":"","zobacz listę wygranych":"","Zawieszam konto":"","+ PREMIA":"","już za":"","Infomacje o wygranych już wkrótce":"","Brak wyników w wybranym okresie.":"","Podane dane są niepoprawne":"","Edytuj dane":"","Hasło zostało zresetowane":"","Podaj kod":"","Wygraj i odbieraj":"","Aplikacja LOTTO - graj online":"","pod numerem 801 450 450":"","Gdzie chcesz.":"","Sortuj liczby wg kolejności losowania":"",w:"","Więcej subskrypcji":"","Zagraj za":"","Los będzie kupowany automatycznie na każde kolejne losowanie. Pamiętaj, że opcja jest aktywna, dopóki masz środki w Twoim Portfelu.":"","Częstotliwość losowania danej liczby w wybranym okresie":"","Gram o":"","Zaznacz wszystkie zgody":"","Moje liczby":"","Tylko podany numer":"","z Plusem":"","Subskrypcja nr":"","Zgody zostały zaktualizowane":"","brak znaków specjalnych":"","5 z 50 / 10 z 12":"","wygranej w €":"","Wysłaliśmy wiadomość z linkiem do ustawienia nowego hasła na adres:":"",Keno:"",Test:"","Nie masz konta?":"","Wybierz 6 z 49 liczb. Chcesz więcej? Graj systemem i typuj od 7 do 12 liczb.":"","Dodatkowe ustawienia i dane":"","wygranych na łączną kwotę":"","Gdzie szukać pomocy":"","6 z 50 / 3 z 12":"","Gratulacje! Trafiony Plus":"","liczb.":"","Przejdź do świata Gierek":"","Jak często w ciągu ostatnich 12 miesięcy:":"","Graj systemem":"",Kraj:"","maks. 20 znaków":"",Eurojackpot:"","Wystąpił błąd w trakcie weryfikacja formularza rejestracji.":"","dodaj zakład za":"","Wystąpił błąd podczas aktywacji konta":"","Podaj nr domu":"","Marzenia spełniają się bardziej":"","Nie można zresetować hasła na podane dane.":"","Kwota wygranych w €":"","Rozpiętość":"",Witaj:"","Popraw zaznaczone pola.":"","Liczba wygranych":"","Wylosuj nowe liczby":"",Huawei:"","Twoje ulubione":"","Rejestracja z Twoim Bankiem":"","Zobacz listę wygranych":"","UWAGA!":"","Maximum ${this.dailyTime.max} godz.":"","Liczba wygranych w Polsce":"",Losowanie:"","Adres e-mail będzie służył do logowania":"","Obowiązujący limit to":"","Zobacz w Twoim koncie":"",Obywatelstwo:"","Wypełnij i wyślij zdjęcie lub skan dokumentu tożsamości":"","lotto.pl":"","Wystąpił błąd przy pobieraniu danych":"","Nowość":"","Ekstra Premii":"","Wybierz stawkę":"","Ukryj dane":"","8 z 50 / 7 z 12":"","Prawdopodobieństwo wygranej":"","Przejdź do portfela":"","6 z 50 / 7 z 12":"","Regulaminów":"","Totalizator Sportowy, właściciel marki LOTTO, sprzedaje swoje produkty wyłącznie w punktach opatrzonych logo LOTTO oraz na stronie lotto.pl.":"","Reset hasła":"","Gratulacje! Trafienie 4 + 0 w Ekstra Pensja":"",czasowy:"","Wyniki i wygrane":"","Nie pamiętam hasła":"","Więcej Gierek":"","Pozostało %0 znaków.":"","Wybierz losowanie":"",Subskrypcja:"","Czas zalogowania w tej sesji":"","Maksymalna rozpiętość":"","Czy jesteś pewien?":"","Wyniki losowania":"","Raport pokazuje, jakie liczby i jak często wystąpiły w losowaniach danego dnia miesiąca w wybranym okresie. Procent w raporcie oznacza udział liczby wystąpień danej liczby w liczbie losowań, które odbyły się danego dnia miesiąca w wybranym okresie.":"",Bank:"","Gratulacje! Wygrana IX stopnia (3+1)":"","6 z 50 / 10 z 12":"","Nowości":"","Kiedy granie jest już chorobą?":"",Android:"","Gratulacje! Wygrana II stopnia (5+1)":"","Nie znaleziono Gierek.":"","Numer dokumentu tożsamości":"","Kwota wygranych w zł":"","Nie masz aktywnych subskrypcji.":"","Zobacz losowanie":"","Sprawdź czy masz problem":"","7 z 50 / 6 z 12":"","nawet 1 000 000 zł":"","spróbuj naszych szybkich gier -":"","wypłacane od razu!":"","Nie znaleziono szukanej opcji":"","co miesiąc":"","Liczba zakładów":"","Punkty LOTTO z możliwością płatności kartą":"","Podaj numer pesel":"","Informator o placówkach udzielających pomocy w zakresie uzależnień behawioralnych":"","10 z 50 / 3 z 12":"","Kolejną formą wparcia, z jakiej mogą skorzystać osoby uzależnione od hazardu i innych czynności jest bezpłatna poradnia on-line współfinansowana ze środków Funduszu Rozwiązywania Problemów Hazardowych:":"","Hasło zostało zmienione":"","Opłata za Mnożnik":"","domyślny":"","Zakończ subskrypcję":"",Gra:"","Powtórz":"","Miał/a Pan/Pani poczucie winy z powodu sposobu, w jaki Pan/Pani gra lub w związku z tym, co dzieje się w związku z Pana/Pani graniem w gry hazardowe?":"","Minimum ${this.$options.filters!.currency(this.monthlySpending.min)}":"",od:"","Informacja o przetwarzaniu danych osobowych":"","Po zainstalowaniu aplikacji znajdziesz ją na swoim ekranie głównym lub w zbiorze aplikacji.":"","Opłata":"","Gratulacje! Wygrana X stopnia (3+0)":"","Nr mieszkania":"","Sortuj liczby rosnąco":"","Informacje dodatkowe":"",Zgody:"","Zobacz wszystkie":"","Nie uzupełniono wszystkich informacji":"",Dzienny:"","Najwyższe wygrane w losowaniu":"","Gratulacje! Wygrana VII stopnia (3+2)":"",lat:"","pobierz ją klikając w ikonę „Pobierz na android”":"","Instytut Psychologii Zdrowia":"","Grasz o dodatkowe":"","Wybierz od ":"","Jak odebrać wygraną?":"","i wygrywaj pieniądze!":"","wygranych.":"","Data wygrania":"",GOTOWE:"","Zaznacz, by grać o dodatkowy":"",Plus:"",'<div style="font-size: 1rem; text-align: center; padding: 15px;">Skontaktuj się z Obsługą Klienta<br>pod numerem 459 59 59 00<br>lub przyjdź do Oddziału.</div>':"","Rozwiąż test":"","Wybierając stawkę x20 możesz wygrać nawet 50 000 zł miesięcznie przez 20 lat, a w Ekstra Premii nawet 1 000 000 zł!":"",tutaj:"","Twoje zakłady zostały zawarte!":"","Jeśli się zmienią - skontaktuj się z Biurem Obsługi Klienta pod nr 459 59 59 00":"",Dalej:"","Od gry dzieli Cię jeden krok!":"","Microsoft Edge":"","Wczoraj padło mnóstwo małych i dużych wygranych.":"","Gdzie szukać pomocy?":"","Nr losowania:":"","Liczba wygranych w losowaniu":"","Nazwa zdrapki":"","Dostępne środki":"","Nie chcesz pominąć żadnego losowania?":"","Możesz bez ograniczeń zmniejszać limity. Zwiększenie limitów zaczyna obowiązywać po upływie 24 godzin (lub więcej, przy kolejnych zmianach).":"","O LOTTO":"","Aktywacja konta":"","11 z 50 / 2 z 12":"","Minimum ${this.$options.filters!.currency(this.dailySpending.min)}":"",Ostatnia:"","Brak obrazków zdrapki.":"","Grając na stronie LOTTO wspierasz polski sport i kulturę narodową. Każda złotówka, którą przeznaczasz na gry liczbowe LOTTO, to 19 groszy dla sportu i kultury.":"","Im więcej zawartych zakładów, tym więcej środków na pomoc Ukrainie i wyższe wygrane":"","7 z 50 / 10 z 12":"","Opłata za Multi Multi":"",Zapisz:"","Więcej raportów":"","Maximum ${this.$options.filters!.currency(this.dailySpending.max)}":"","Wróć na stronę główną":"","Miliony kręcą każdego":"","Telefon zaufania dedykowanym osobom z uzależnieniami czynnościowymi i ich bliskim jest telefon prowadzony od kilku lat przez Instytut Psychologii Zdrowia, współfinansowany ze środków Funduszu Rozwiązywania Problemów Hazardowych:":"","Zaznacz, by zwiększyć szanse i wygrane":"","Gratulacje! Wygrana VIII stopnia (2+2)":"","Wysokość wygranych":"","Jak chcesz sprawdzić wyniki?":"","wyczerpania środków na Twoim koncie gracza lub":"","5 z 50 / 3 z 12":"","dni. Na gry możesz przeznaczyć nie więcej niż":"","Pobierz aplikację z App Gallery":"","Wygrane w Polsce":"","Nie znaleziono Gierek":"","miesięcznie przez 20 lat":"","w Lotto i":"",Wyniki:"","Wszystkie aktualności":"","5 z 50 / 9 z 12":"","Wybierz miasto":"","Sukcesywnie uruchamiana będzie 6 grudnia od godziny 9:00.":"","przez 7 dni.":"","Dane osobowe":"","i jeszcze więcej!":"","Twoje wyniki":"","Konto tymczasowe pozwala na korzystanie z serwisu Lotto przez":"",Wstecz:"","Przepraszamy wystąpił błąd na stronie":"","W celu odzyskania hasła postępuj zgodnie z instrukcją.":"","co tydzień przez cały rok ze stawką x":"","Wystąpił nieoczekiwany błąd":"",Wynik:"","Powtórz hasło":"","Jeśli Twoje dane osobowe uległy zmianie, prosimy o uaktualnienie ich w zakładce Moje konto. W przypadku zmiany danych dotyczących dokumentu tożsamości, prosimy o kontakt z Biurem Obsługi Klienta pod numerem: 459 59 59 00 lub przez czat.":"","na żywo":"","Środki z wygranych, które otrzymasz przez kolejne 31 dni będą automatycznie wypłacane na numer rachunku bankowego przypisany do Twojego Konta Gracza.":"","Brak wyników dla podanych filtrów.":"","Zanim zamkniesz swoje konto:":"","Życzymy wysokich wygranych!":"","Na stronie":"","Wybierz, o ile grasz":"","Buttons text value":"","Wskazania obejmują 50 ostatnich losowań.":"","Zrozumienie hazardu":"","Archiwum Studia LOTTO":"","7 z 50 / 9 z 12":"","Wysokość wygranej w Multi Multi dla stawki podstawowej":"","Ekstra Pensja":"","Wybrany zakres nie może być większy niż 30 dni":"","8 z 50 / 4 z 12":"",Razem:"","Podsumowanie Gierki":"","Opłata za":"","Nie znaleziono subskrypcji":"","8 z 50 / 2 z 12":"","6 z 50 / 5 z 12":"","Wybierz, o jaką pensję grasz":"","zobacz mapę wygranych":"",Login:"","Nr subskrypcji":"",Czytaj:"","5 z 50 / 6 z 12":"","Dzień miesiąca":"","Wejdź do gry i dołącz do grona zwycięzców!":"","Graj z Ekstra Premią":"","Często jest zaabsorbowany hazardem (np. nieustannie rozpamiętuje minione doświadczenia grania, planuje dalsze granie, wymyśla sposoby zdobycia pieniędzy na granie).":"",Gierki:"","Gratulacje! Wygrana V stopnia (4+1)":"","Podaj imię":"","1 z 4":"","Czekając na losowanie":"","Mój kod":"","Szanowny Użytkowniku, dokładamy starań, aby korzystanie z naszego serwisu było dla Ciebie komfortowe. W tym celu staramy się m.in. dopasować dostępne w serwisie treści do Twoich preferencji. Jest to możliwe dzięki przechowywaniu w Twojej przeglądarce plików cookies oraz przetwarzaniu przez administratora, czyli Totalizator Sportowy Sp. z o.o. z siedzibą w Warszawie danych osobowych w celu przedstawiania Ci ofert i funkcjonalności naszego serwisu w celach związanych z poprawą jakości świadczonych przez nas usług i oferowanych produktów oraz w celach analitycznych i statystycznych. Poprzez dalsze korzystanie z naszego serwisu - bez dokonywania zmian ustawień w zakresie prywatności - wyrażasz zgodę na zapisywanie plików cookies w Twojej przeglądarce. Pamiętaj, że w każdej chwili możesz zmienić ustawienia dotyczące plików cookies, a także uzyskać dodatkowe informacje o zasadach przetwarzania Twoich danych osobowych oraz przysługujących Ci prawach w naszej":"",Stawka:"","7 z 50 / 7 z 12":"","Ilość trafionych liczb":"","Wybierz liczby z zakresu 1 do 80 lub graj na chybił trafił.":"",Poprzednia:"","spróbuj":"","Dodaj zestaw":"","Najbliższe losowanie za":"","Liczba losów":"",Formularz:"","Wysokie wygrane":"",PREMIA:"","Gratulacje! Trafione 5 cyfr":"",Pierwsza:"","Zamykam konto":"","Totalizator Sportowy prowadzi działalność sponsoringową, zgodnie z przyjętą strategią komunikacji, na podstawie wpływających ofert.":"","Wyślij":"","przekroczenia limitów kwotowych na grę.":"",Szukaj:"","domyślne":"",minimalny:"","Minimum ${this.dailyTime.current < this.dailyTime.max ? this.dailyTime.current : this.dailyTime.max} godz.":"","w większości przypadków":"","codziennie co 4 minuty w godz.":"","zakończenia przez Ciebie subskrypcji,":"","Dane kontaktowe":"","pokaż":"","Zmiana kodu":"","Twój portfel":"","milionów":"","Grasz o nawet 400 000 zł":"",Zaakceptuj:"","Losowania odbywają się co 4 minuty.":"","Stopień":"","Podaj ponownie nowe hasło":"","Szczegóły transakcji":"",Akceptuj:"","Drugie Imię":"","wszystkie zdrapki":"","Wyrażam zgodę na przetwarzanie moich danych osobowych w celu otrzymywania od Totalizatora Sportowego Sp. z o.o. informacji handlowej i marketingowej przy wykorzystaniu środków komunikacji elektronicznej za pośrednictwem następujących kanałów:":"","8 z 50 / 3 z 12":"","Minimum ${this.dailyTime.min} godz.":"","Jak dodatkowo zadbać o małoletnich?":"","Zobacz losowania":"","Happy Hours jeszcze przez":"","godz.":"","Pobierz aplikację w AppGallery":"","Stawki:":"","Liczby ze zbioru 50":"","POKAŻ":"","Aktywne subskrypcje":"","Nic straconego!":"","Grasz z subskrypcją":"","W tym nadwyżka":"",Gry:"","5 z 50 / 8 z 12":"","Brak losowań w tym dniu miesiąca w wybranym okresie.":"","Jesteś już zalogowany":"","Gratulacje! Wygrana VI stopnia (3+2)":"","Typ transakcji":"","Następne losowanie":"","Sprawdź, czy masz problem z hazardem":"","2 wygrane 10 z 10":"","Kanadyjski Indeks Gier Hazardowych (CPGI) (Ferris, Wynne 2001)":"","Typ zestawienia":"","Jestem PEP (ang. Politically Exposed Persons) - zajmuje eksponowane stanowisko polityczne, jestem członkiem rodziny/współpracownikiem takiej osoby.":"",Prezenterzy:""," Sprawdź ogólnodostępne programy do kontroli rodzicielskiej.":"","Dane te są niezbędne do potwierdzenia Twojej tożsamości.":"","liczb z":"","Pozostało Ci jeszcze":""," i akceptuję ich postanowienia":"","Hazard jest formą zabawy, rozrywki, ale dostępną tylko dla osób dorosłych. Ludzie podejmują ryzyko obstawiania wyniku w grze, aby się pobawić, poczuć emocje związane z ryzykiem i niepewnością, a także by trafić wygrane. Te właśnie silne i przyjemnie doświadczane emocje leżą u podłoża uzależnienia się od grania hazardowego. Siłą napędową uzależnienia od grania, czyli patologicznego hazardu jest potrzeba przeżywania silnego napięcia, jakie pojawia się podczas gry. Pojawiające się wygrane wzmacniają wiarę we własny wpływ na wynik gry i zachęcają do jej kontynuowania. Przegrana wywołuje złość oraz żądzę odzyskania pieniędzy, także zmuszając do kontynuowania gry. Gracz uzależniony funkcjonuje zatem w „błędnym kole”.":"","Link będzie aktywny":"","Łatwy dostęp do historii gry, gdzie sprawdzisz ostatnio zawierane zakłady oraz swoje wygrane.":"","już":"","źródło dochodu":"","Minimum ${this.monthlyTime.min} godz.":"","Gratulacje! Trafione 11 w zestawie I ":"","E-mail/nazwa użytkownika":"","Aktywuj swoje konto,":"","Numer do sprawdzenia":"","Co to jest hazard?":"","Wracał/a Pan/Pani innego dnia, aby spróbować się odegrać?":"","Polityce Prywatności":"",COFNIJ:"","Gratulacje! Trafienie 2 + 0 w Ekstra Pensja":"","Opłata za Ekstra Premię":"","Pobierz darmową aplikację mobilną LOTTO":"","Nie masz kuponów oczekujących na losowanie.":"","Strona główna":"","Gratulacje! Trafione 6 cyfr":"","Raport pokazuje, jakie liczby i jak często wystąpiły w losowaniach danego dnia tygodnia w wybranym okresie. Procent w raporcie oznacza udział liczby wystąpień danej liczby w liczbie losowań, które odbyły się danego dnia tygodnia w wybranym okresie.":"","spróbuj innych":"","Data rozpoczęcia":"","Suma wygranych":"","Subskrybuję":"","Statystyki losowań":"","Źródło *":"","Szóstka":"","Tabela wygranych":"","Z czego to wynika?":"","wypłać wszystkie zgromadzone środki na rachunek bankowy":"","+ 100 000 zł Ekstra Premii":"","Masz swoje ulubione liczby?":"","Padły":"","Dziękujemy za skorzystanie z serwisu lotto.pl.":"","Raport pokazuje, jakie liczby i jak często wystąpiły w losowaniach w wybranym okresie. Procent w raporcie oznacza udział liczby wystąpień danej liczby w liczbie losowań w wybranym okresie.":"","Losowania Keno odbywają się":"","Pokaż dane":"","6 cyfrowy kod. Podanie tego kodu będzie niezbędne przy odzyskaniu hasła. Zapisz go.":"","Data zakończenia":"","Podaj numer telefonu":"","Moje dane":"","Otwarte teraz":"","wygraliście":"","Uzaleznieniabehawioralne.pl":"","Miesięczny":"","Mozilla Firefox":"","Nie znaleziono Gier":"","Wszystkie wyniki":"","Aktualizuj dane osobowe":"",lub:"","Dostęp do informacji o promocjach, gdzie łatwo sprawdzisz aktualnie działające akcje promocyjne na gry i Gierki.":"","Jesteś użytkownikiem smartfona Huawei? Aplikację LOTTO możesz ściągnąć bezpośrednio z App Gallery.":"","najbliższe 90 dni":"","Wybierz 5 z 35 i 1 z 4 liczb lub zagraj na chybił trafił.":"","Opłata za losy":"","Stopień wygranej":"","Gratulacje! Trafione":"","Więcej o":"",Zagraj:"","Zaloguj się by dokończyć zakup i wejść do gry.":"",Nie:"","Nr rachunku bankowego":"","Gratulacje! Trafienie 3 + 1 w Ekstra Pensja":"","Każda złotówka wydana przez Gracza na gry liczbowe LOTTO, to 19 groszy dla polskiego sportu i kultury.":"","5 z 50 / 7 z 12":"","Nasze gry":"","Mój numer":"","Losowanie, w którym wezmą udział, odbędzie się":"","8 z 50 / 5 z 12":"","Razem:":"","w Lotto i jeszcze więcej.":"","Wirtualny spacer":"","Ciepłe i zimne liczby":"","Czekamy na pierwszego szczęśliwca!":"","co tydzień przez rok":"","Losowania będą się odbywały!":"","nie będziesz mógł się zalogować.":"","Data losowania / zakonczenia gry":"","Wszystkie Gierki":"",Kontynuuj:"","Pobierz aplikację na urządzenie z systemem iOS":"","Brak informacji o wygranych":"","Tutaj pobierzesz Regulamin Odpowiedzialnej Gry":"","Data transakcji":"","Podaj nazwisko":"","Gierki dostępne w aplikacji mobilnej LOTTO":"","Im wyższa stawka, tym wyższa wygrana.":"","Wykryliśmy, że używasz nieaktualnej wersji przeglądarki. Dla Twojego bezpieczeństwa, oraz gwarancji poprawności działania serwisu lotto.pl zalecamy aktualizację przeglądarki oraz korzystanie z":"","Musiał/a Pan/Pani stawiać wyższe sumy pieniędzy, żeby uzyskać taki sam poziom ekscytacji?":"","Wpisz email lub nazwę użytkownika":"","Jesteś w grze o dodatkowy":"","Czuł Pan/Pani, że granie w gry hazardowe spowodowało problemy finansowe Pana/Pani lub osób, z którymi Pan/Pani mieszka?":"","Studio LOTTO na żywo":"","Gratulacje! Wygrana I stopnia (5+2)":"","Zgodnie z obowiązującym prawem w gry liczbowe i loterie pieniężne mogą grać wyłącznie osoby, które ukończyły 18. rok życia.":"","Serwis transakcyjny nie odpowiedział w określonym czasie":"","Grasz wysoką stawką o wielką wygraną czy niską stawką o wiele wygranych? Sam decydujesz. Zobacz, jak grać w gierki.":"","Maximum ${this.monthlyTime.max} godz.":"","Wystąpił problem z usunięciem zakładu":"","Więcej wyników":"",czasem:"","Wczytywanie obrazka zdrapki...":"","Wybierz swoje liczby":"",Losy:"","200 000 zł":"","Z Plusem":"","Na każde losowanie otrzymasz nowe zestawy liczb na losie typowane na chybił trafił.":"","Gratulacje! Trafione 11 w zestawie II ":"",Debiut:"","Multi Multi":"","Odrzuć":"","Zarejestruj się by grać online!":"","Ile liczb":"","Załączony informator":"","Według najnowszych kryteriów diagnozowania hazardu patologicznego opracowanych przez Amerykańskie Towarzystwo Psychiatryczne o uzależnieniu można mówić już wtedy, gdy gracz przejawia cztery z wymienionych poniżej zachowań:":"","I Ty możesz drapnąć wygraną w Zdrapkach LOTTO! Od 1999 roku, czyli już ponad 20 lat czeka dla Was bogata oferta Zdrapek, które zadowolą nawet najbardziej wymagających. W ofercie mamy Zdrapki na każdą kieszeń i na każdą okazję, a ich ceny zaczynają się już od złotówki! W ponad 45 różnych Zdrapkach dostępnych jednocześnie w sprzedaży, czekają na Ciebie miliony do wygrania! Chcesz zagrać o MEGA PENSJĘ, kasę na SZALONE ZAKUPY albo o PEŁNY PORTFEL? Wybierz swoją szczęśliwą Zdrapkę w punkcie LOTTO i drapnij wygraną!":"","Gratulacje! Trafione 10 w zestawie I ":"","Graj na wiele losowań od razu.":"","z Mnożnikiem":"","Nazwa Gierki":"","Ilość wytypowanych liczb":"","Odnów subskrypcję":"","Gram o: ":"","Kiedy chcesz.":"","6 z 50 / 6 z 12":"","Zawieś konto":"","Gratulacje!":"","Maximum ${this.$options.filters!.currency(this.monthlySpending.max)}":"",LOTTO:"","W tym dniu nie było losowania!":"","Twoje konto jest już aktywne":"","Nie pamiętasz hasła?":"","Aktualna godzina":"","Podaj swoje dane osobowe. Będziemy je potwierdzać z Twoim dokumentem lub danymi z banku.":"","zawrzeć zakład ulubionej Gry już w kilkanaście sekund":"","stawka x":"","6 z 50 / 8 z 12":"",aktywna:"","Gra online jest dla Graczy, którzy lubią robić wszystko online. Po zalogowaniu będziesz mógł:":"","1 losowanie":"","Zaznacz, by grać o więcej!":"","zostało:":"","iOS app":"","Podaj nr mieszkania":"","* Obsługa Klienta dostępna pod numerem pon–sb w godz. 8:00-22:00.":"","co tydzień":"","Wysokość limitów możesz zmienić po zarejestrowaniu się w ustawieniach konta.":"","Gratulacje! Trafienie 5 + 0 w Ekstra Premia":"",Status:"","Największa szansa":"","Zasady gry":"","Witaj w swoim koncie w systemie LOTTO":"","7 z 50 / 5 z 12":"",Numer:"","Przepraszamy, wystąpił problem.":"","Podaj kod pocztowy":"","Gratulacje! Wygrana IV stopnia (4+2)":"","Opłata za los":"","Brak wyników":"","Weryfikacja konta":"","Jestem beneficjentem rzeczywistym, właścicielem środków pieniężnych przeznaczonych na grę *":"","w wysokości":"","Program Odpowiedzialna Gra jest dla Totalizatora Sportowego jednym z priorytetów, bowiem gracze niezmiennie pozostają w centrum naszej uwagi. Realizowany jest na wielu obszarach – m.in. wszystkie nasze produkty są badane pod kątem ich wpływu społecznego i dostępne są tylko dla osób pełnoletnich.":"","Numer kuponu":"","Najczęściej zadawane pytania":"","Limity zostały zaktualizowane":"","Aby zainstalować aplikację":"","Dane dla gry":"","Przejdź na stronę główną":"",Zamknij:"","Oświadczam, że":"",jestem:"","Gratulacje! Trafienie 2 + 1 w Ekstra Premia":"","Stare hasło":"","Tak, rozumiem":"","Data od":"","Poprosimy Cię o skan lub zdjęcie dowodu osobistego":"","Oświadczenia":"",Cena:"","Data zakupu":"","Pobierz aplikację na urządzenie z systemem Android":"","Metoda niedozwolona":"","Od 5 grudnia od 12:00 zamknięta będzie sprzedaż produktów LOTTO.":"",Trafienia:"","Graj na wiele losowań od razu albo subskrybuj kupon.":"","Trójka":"","Zarejestruj się":"","Odczuwał/a Pan/Pani, że granie może być Pana/Pani problemem?":"","6 z 50 / 4 z 12":"","Gratulacje! Trafienie 3 + 1 w Ekstra Premia":"","Gratulacje! Trafienie 4 + 0 w Ekstra Premia":"","Przejrzysta nawigacja, dzięki której poruszanie się po aplikacji jest jeszcze prostsze!":"","Mapa punktów LOTTO":"","Tytuł":"","600 zł co tydzień":"","Zaloguj się za pomocą adresu e-mail/nazwy użytkownika i hasła, które podałeś podczas rejestracji.":"","zakład za":"","Odmowa dostępu":"","Nie udało się zaktualizować danych":"","Główna wygrana":"","5 z 50 / 11 z 12":"","Liczby ze zbioru 12":"","Gratulacje! Trafione 3 cyfry":"",Regulaminy:"","Gratulacje! Trafione 12 w zestawie II ":"","Wiadomości":"","min. 8 znaków":"","Minimum ${this.$options.filters!.currency(this.dailySpending.current < this.dailySpending.max ? this.dailySpending.current : this.dailySpending.max)}":"","Numer losowania":"","Znajdziesz tu wszystkie ważne informacje o swoim koncie w systemie Lotto.":"","Kod do odzyskania hasła":"","Gratulacje! Trafienie 5 + 1 w Ekstra Premia":"",Telefon:"","Miejscowość":"","Dane pobraliśmy z Twojego banku, uzupełnij numer konta.":"","To z kolei liczby, które przez ostatnie 50 losowań miały najdłuższy ciąg, w którym w ogóle nie padły. Może teraz będzie ich kolej?":"","Znajdź ośrodek":"",Stopnie:"","Powtórz nowe hasło":"","Potwierdzam i płacę":"","Gratulacje! Trafione 8 w zestawie II ":""," Gry i Gierki w aplikacji LOTTO":"","Jeżeli chcesz grać swoimi szczęśliwymi liczbami na każde losowanie, załóż subskrypcję. Twój kupon będzie brał udział automatycznie w kolejnych losowaniach, aż do:":"","który wysłaliśmy na Twój adres email:":"","Gra z Plusem":"","Losowanie za":"","Nr domu":"","Nie można wycofać tej zgody bez usunięcia konta. Jest ona niezbędna do korzystania z serwisu lotto.pl. Jeśli koniecznie chcesz ją wycofać, musisz usunąć konto.":"","Program Odpowiedzialnej Gry jest prowadzony w Totalizatorze Sportowym od 2010 . 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Trafione 7 cyfr":"",iOS:"","Zaznacz, by grać o dodatkowe":"","Limity ułatwiają zachowanie kontroli nad czasem i środkami przeznaczanymi na grę.":"","Sprawdź swoją pocztę":"","Jeżeli masz kod promocyjny, wpisz go, by uzyskać bonus.":"","Twój los":"","Odczuwa potrzebę grania coraz większą ilością pieniędzy w celu uzyskania pożądanego poziomu ekscytacji.":"","Stawka x":"","Z mnożnikiem":"","w Plusie!":"","sprawdź":"","dni do wygaśnięcia konta tymczasowego.":"","Trwa aktywacja konta...":"","Opłata za Lotto":"","Zmień liczby":"","Wystąpił błąd podczas weryfikacji danych użytkownika.":"",Lokalizacja:"","Limit czasowy dzienny":"","min. 1 cyfrę":""}}}),yt.Settings.defaultLocale="pl",c.a.filter("date",(function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:"d MMMM yyyy",n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:null;return Object(pt.h)(e,t,n)})),c.a.filter("datetime",(function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:"dd MMMM yyyy 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o.onSlideToWrapperTransitionEnd,o.transitionEnd(n,w))}),o.$wrapperEl[0].addEventListener("transitionend",o.onSlideToWrapperTransitionEnd),o.$wrapperEl[0].addEventListener("webkitTransitionEnd",o.onSlideToWrapperTransitionEnd))):(o.setTransition(0),o.setTranslate(x),o.updateActiveIndex(l),o.updateSlidesClasses(),o.emit("beforeTransitionStart",t,r),o.transitionStart(n,w),o.transitionEnd(n,w)),!0)}function we(e,t,n,r){void 0===e&&(e=0),void 0===t&&(t=this.params.speed),void 0===n&&(n=!0);var o=this,l=e;return o.params.loop&&(l+=o.loopedSlides),o.slideTo(l,t,n,r)}function xe(e,t,n){void 0===e&&(e=this.params.speed),void 0===t&&(t=!0);var r=this,o=r.params,l=r.animating;return o.loop?!l&&(r.loopFix(),r._clientLeft=r.$wrapperEl[0].clientLeft,r.slideTo(r.activeIndex+o.slidesPerGroup,e,t,n)):r.slideTo(r.activeIndex+o.slidesPerGroup,e,t,n)}function _e(e,t,n){void 0===e&&(e=this.params.speed),void 0===t&&(t=!0);var r=this,o=r.params,l=r.animating,c=r.snapGrid,f=r.slidesGrid,d=r.rtlTranslate;if(o.loop){if(l)return!1;r.loopFix(),r._clientLeft=r.$wrapperEl[0].clientLeft}function h(e){return e<0?-Math.floor(Math.abs(e)):Math.floor(e)}var v,m=h(d?r.translate:-r.translate),y=c.map((function(e){return h(e)})),w=(f.map((function(e){return h(e)})),c[y.indexOf(m)],c[y.indexOf(m)-1]);return void 0!==w&&(v=f.indexOf(w))<0&&(v=r.activeIndex-1),r.slideTo(v,e,t,n)}function Se(e,t,n){void 0===e&&(e=this.params.speed),void 0===t&&(t=!0);var r=this;return r.slideTo(r.activeIndex,e,t,n)}function ke(e,t,n){void 0===e&&(e=this.params.speed),void 0===t&&(t=!0);var r=this,o=r.activeIndex,l=Math.floor(o/r.params.slidesPerGroup);if(l<r.snapGrid.length-1){var c=r.rtlTranslate?r.translate:-r.translate,f=r.snapGrid[l];c-f>(r.snapGrid[l+1]-f)/2&&(o=r.params.slidesPerGroup)}return r.slideTo(o,e,t,n)}function Ee(){var e,t=this,n=t.params,o=t.$wrapperEl,l="auto"===n.slidesPerView?t.slidesPerViewDynamic():n.slidesPerView,c=t.clickedIndex;if(n.loop){if(t.animating)return;e=parseInt(r(t.clickedSlide).attr("data-swiper-slide-index"),10),n.centeredSlides?c<t.loopedSlides-l/2||c>t.slides.length-t.loopedSlides+l/2?(t.loopFix(),c=o.children("."+n.slideClass+'[data-swiper-slide-index="'+e+'"]:not(.'+n.slideDuplicateClass+")").eq(0).index(),Y.nextTick((function(){t.slideTo(c)}))):t.slideTo(c):c>t.slides.length-l?(t.loopFix(),c=o.children("."+n.slideClass+'[data-swiper-slide-index="'+e+'"]:not(.'+n.slideDuplicateClass+")").eq(0).index(),Y.nextTick((function(){t.slideTo(c)}))):t.slideTo(c)}else t.slideTo(c)}var Te={slideTo:be,slideToLoop:we,slideNext:xe,slidePrev:_e,slideReset:Se,slideToClosest:ke,slideToClickedSlide:Ee};function Ce(){var t=this,n=t.params,o=t.$wrapperEl;o.children("."+n.slideClass+"."+n.slideDuplicateClass).remove();var l=o.children("."+n.slideClass);if(n.loopFillGroupWithBlank){var c=n.slidesPerGroup-l.length%n.slidesPerGroup;if(c!==n.slidesPerGroup){for(var i=0;i<c;i+=1){var f=r(e.createElement("div")).addClass(n.slideClass+" "+n.slideBlankClass);o.append(f)}l=o.children("."+n.slideClass)}}"auto"!==n.slidesPerView||n.loopedSlides||(n.loopedSlides=l.length),t.loopedSlides=parseInt(n.loopedSlides||n.slidesPerView,10),t.loopedSlides+=n.loopAdditionalSlides,t.loopedSlides>l.length&&(t.loopedSlides=l.length);var d=[],h=[];l.each((function(e,n){var o=r(n);e<t.loopedSlides&&h.push(n),e<l.length&&e>=l.length-t.loopedSlides&&d.push(n),o.attr("data-swiper-slide-index",e)}));for(var v=0;v<h.length;v+=1)o.append(r(h[v].cloneNode(!0)).addClass(n.slideDuplicateClass));for(var m=d.length-1;m>=0;m-=1)o.prepend(r(d[m].cloneNode(!0)).addClass(n.slideDuplicateClass))}function Ae(){var e,t=this,n=t.params,r=t.activeIndex,o=t.slides,l=t.loopedSlides,c=t.allowSlidePrev,f=t.allowSlideNext,d=t.snapGrid,h=t.rtlTranslate;t.allowSlidePrev=!0,t.allowSlideNext=!0;var v=-d[r]-t.getTranslate();r<l?(e=o.length-3*l+r,e+=l,t.slideTo(e,0,!1,!0)&&0!==v&&t.setTranslate((h?-t.translate:t.translate)-v)):("auto"===n.slidesPerView&&r>=2*l||r>=o.length-l)&&(e=-o.length+r+l,e+=l,t.slideTo(e,0,!1,!0)&&0!==v&&t.setTranslate((h?-t.translate:t.translate)-v)),t.allowSlidePrev=c,t.allowSlideNext=f}function Oe(){var e=this,t=e.$wrapperEl,n=e.params,r=e.slides;t.children("."+n.slideClass+"."+n.slideDuplicateClass+",."+n.slideClass+"."+n.slideBlankClass).remove(),r.removeAttr("data-swiper-slide-index")}var Ie={loopCreate:Ce,loopFix:Ae,loopDestroy:Oe};function Me(e){var t=this;if(!(X.touch||!t.params.simulateTouch||t.params.watchOverflow&&t.isLocked)){var n=t.el;n.style.cursor="move",n.style.cursor=e?"-webkit-grabbing":"-webkit-grab",n.style.cursor=e?"-moz-grabbin":"-moz-grab",n.style.cursor=e?"grabbing":"grab"}}function Pe(){var e=this;X.touch||e.params.watchOverflow&&e.isLocked||(e.el.style.cursor="")}var De={setGrabCursor:Me,unsetGrabCursor:Pe};function Le(e){var t=this,n=t.$wrapperEl,r=t.params;if(r.loop&&t.loopDestroy(),"object"==typeof e&&"length"in e)for(var i=0;i<e.length;i+=1)e[i]&&n.append(e[i]);else n.append(e);r.loop&&t.loopCreate(),r.observer&&X.observer||t.update()}function Ne(e){var t=this,n=t.params,r=t.$wrapperEl,o=t.activeIndex;n.loop&&t.loopDestroy();var l=o+1;if("object"==typeof e&&"length"in e){for(var i=0;i<e.length;i+=1)e[i]&&r.prepend(e[i]);l=o+e.length}else r.prepend(e);n.loop&&t.loopCreate(),n.observer&&X.observer||t.update(),t.slideTo(l,0,!1)}function Re(e,t){var n=this,r=n.$wrapperEl,o=n.params,l=n.activeIndex;o.loop&&(l-=n.loopedSlides,n.loopDestroy(),n.slides=r.children("."+o.slideClass));var c=n.slides.length;if(e<=0)n.prependSlide(t);else if(e>=c)n.appendSlide(t);else{for(var f=l>e?l+1:l,d=[],i=c-1;i>=e;i-=1){var h=n.slides.eq(i);h.remove(),d.unshift(h)}if("object"==typeof t&&"length"in t){for(var v=0;v<t.length;v+=1)t[v]&&r.append(t[v]);f=l>e?l+t.length:l}else r.append(t);for(var m=0;m<d.length;m+=1)r.append(d[m]);o.loop&&n.loopCreate(),o.observer&&X.observer||n.update(),o.loop?n.slideTo(f+n.loopedSlides,0,!1):n.slideTo(f,0,!1)}}function je(e){var t=this,n=t.params,r=t.$wrapperEl,o=t.activeIndex;n.loop&&(o-=t.loopedSlides,t.loopDestroy(),t.slides=r.children("."+n.slideClass));var l,c=o;if("object"==typeof e&&"length"in e){for(var i=0;i<e.length;i+=1)l=e[i],t.slides[l]&&t.slides.eq(l).remove(),l<c&&(c-=1);c=Math.max(c,0)}else l=e,t.slides[l]&&t.slides.eq(l).remove(),l<c&&(c-=1),c=Math.max(c,0);n.loop&&t.loopCreate(),n.observer&&X.observer||t.update(),n.loop?t.slideTo(c+t.loopedSlides,0,!1):t.slideTo(c,0,!1)}function Be(){for(var e=this,t=[],i=0;i<e.slides.length;i+=1)t.push(i);e.removeSlide(t)}var Fe={appendSlide:Le,prependSlide:Ne,addSlide:Re,removeSlide:je,removeAllSlides:Be},ze=function(){var n=t.navigator.userAgent,r={ios:!1,android:!1,androidChrome:!1,desktop:!1,windows:!1,iphone:!1,ipod:!1,ipad:!1,cordova:t.cordova||t.phonegap,phonegap:t.cordova||t.phonegap},o=n.match(/(Windows Phone);?[\s\/]+([\d.]+)?/),l=n.match(/(Android);?[\s\/]+([\d.]+)?/),c=n.match(/(iPad).*OS\s([\d_]+)/),f=n.match(/(iPod)(.*OS\s([\d_]+))?/),d=!c&&n.match(/(iPhone\sOS|iOS)\s([\d_]+)/);if(o&&(r.os="windows",r.osVersion=o[2],r.windows=!0),l&&!o&&(r.os="android",r.osVersion=l[2],r.android=!0,r.androidChrome=n.toLowerCase().indexOf("chrome")>=0),(c||d||f)&&(r.os="ios",r.ios=!0),d&&!f&&(r.osVersion=d[2].replace(/_/g,"."),r.iphone=!0),c&&(r.osVersion=c[2].replace(/_/g,"."),r.ipad=!0),f&&(r.osVersion=f[3]?f[3].replace(/_/g,"."):null,r.iphone=!0),r.ios&&r.osVersion&&n.indexOf("Version/")>=0&&"10"===r.osVersion.split(".")[0]&&(r.osVersion=n.toLowerCase().split("version/")[1].split(" ")[0]),r.desktop=!(r.os||r.android||r.webView),r.webView=(d||c||f)&&n.match(/.*AppleWebKit(?!.*Safari)/i),r.os&&"ios"===r.os){var h=r.osVersion.split("."),v=e.querySelector('meta[name="viewport"]');r.minimalUi=!r.webView&&(f||d)&&(1*h[0]==7?1*h[1]>=1:1*h[0]>7)&&v&&v.getAttribute("content").indexOf("minimal-ui")>=0}return r.pixelRatio=t.devicePixelRatio||1,r}();function Ve(n){var o=this,data=o.touchEventsData,l=o.params,c=o.touches;if(!o.animating||!l.preventInteractionOnTransition){var f=n;if(f.originalEvent&&(f=f.originalEvent),data.isTouchEvent="touchstart"===f.type,(data.isTouchEvent||!("which"in f)||3!==f.which)&&!(!data.isTouchEvent&&"button"in f&&f.button>0||data.isTouched&&data.isMoved))if(l.noSwiping&&r(f.target).closest(l.noSwipingSelector?l.noSwipingSelector:"."+l.noSwipingClass)[0])o.allowClick=!0;else if(!l.swipeHandler||r(f).closest(l.swipeHandler)[0]){c.currentX="touchstart"===f.type?f.targetTouches[0].pageX:f.pageX,c.currentY="touchstart"===f.type?f.targetTouches[0].pageY:f.pageY;var d=c.currentX,h=c.currentY,v=l.edgeSwipeDetection||l.iOSEdgeSwipeDetection,m=l.edgeSwipeThreshold||l.iOSEdgeSwipeThreshold;if(!v||!(d<=m||d>=t.screen.width-m)){if(Y.extend(data,{isTouched:!0,isMoved:!1,allowTouchCallbacks:!0,isScrolling:void 0,startMoving:void 0}),c.startX=d,c.startY=h,data.touchStartTime=Y.now(),o.allowClick=!0,o.updateSize(),o.swipeDirection=void 0,l.threshold>0&&(data.allowThresholdMove=!1),"touchstart"!==f.type){var y=!0;r(f.target).is(data.formElements)&&(y=!1),e.activeElement&&r(e.activeElement).is(data.formElements)&&e.activeElement!==f.target&&e.activeElement.blur();var w=y&&o.allowTouchMove&&l.touchStartPreventDefault;(l.touchStartForcePreventDefault||w)&&f.preventDefault()}o.emit("touchStart",f)}}}}function $e(t){var n=this,data=n.touchEventsData,o=n.params,l=n.touches,c=n.rtlTranslate,f=t;if(f.originalEvent&&(f=f.originalEvent),data.isTouched){if(!data.isTouchEvent||"mousemove"!==f.type){var d="touchmove"===f.type?f.targetTouches[0].pageX:f.pageX,h="touchmove"===f.type?f.targetTouches[0].pageY:f.pageY;if(f.preventedByNestedSwiper)return l.startX=d,void(l.startY=h);if(!n.allowTouchMove)return n.allowClick=!1,void(data.isTouched&&(Y.extend(l,{startX:d,startY:h,currentX:d,currentY:h}),data.touchStartTime=Y.now()));if(data.isTouchEvent&&o.touchReleaseOnEdges&&!o.loop)if(n.isVertical()){if(h<l.startY&&n.translate<=n.maxTranslate()||h>l.startY&&n.translate>=n.minTranslate())return data.isTouched=!1,void(data.isMoved=!1)}else if(d<l.startX&&n.translate<=n.maxTranslate()||d>l.startX&&n.translate>=n.minTranslate())return;if(data.isTouchEvent&&e.activeElement&&f.target===e.activeElement&&r(f.target).is(data.formElements))return data.isMoved=!0,void(n.allowClick=!1);if(data.allowTouchCallbacks&&n.emit("touchMove",f),!(f.targetTouches&&f.targetTouches.length>1)){l.currentX=d,l.currentY=h;var v,m=l.currentX-l.startX,y=l.currentY-l.startY;if(!(n.params.threshold&&Math.sqrt(Math.pow(m,2)+Math.pow(y,2))<n.params.threshold))if(void 0===data.isScrolling&&(n.isHorizontal()&&l.currentY===l.startY||n.isVertical()&&l.currentX===l.startX?data.isScrolling=!1:m*m+y*y>=25&&(v=180*Math.atan2(Math.abs(y),Math.abs(m))/Math.PI,data.isScrolling=n.isHorizontal()?v>o.touchAngle:90-v>o.touchAngle)),data.isScrolling&&n.emit("touchMoveOpposite",f),void 0===data.startMoving&&(l.currentX===l.startX&&l.currentY===l.startY||(data.startMoving=!0)),data.isScrolling)data.isTouched=!1;else if(data.startMoving){n.allowClick=!1,f.preventDefault(),o.touchMoveStopPropagation&&!o.nested&&f.stopPropagation(),data.isMoved||(o.loop&&n.loopFix(),data.startTranslate=n.getTranslate(),n.setTransition(0),n.animating&&n.$wrapperEl.trigger("webkitTransitionEnd transitionend"),data.allowMomentumBounce=!1,!o.grabCursor||!0!==n.allowSlideNext&&!0!==n.allowSlidePrev||n.setGrabCursor(!0),n.emit("sliderFirstMove",f)),n.emit("sliderMove",f),data.isMoved=!0;var w=n.isHorizontal()?m:y;l.diff=w,w*=o.touchRatio,c&&(w=-w),n.swipeDirection=w>0?"prev":"next",data.currentTranslate=w+data.startTranslate;var x=!0,_=o.resistanceRatio;if(o.touchReleaseOnEdges&&(_=0),w>0&&data.currentTranslate>n.minTranslate()?(x=!1,o.resistance&&(data.currentTranslate=n.minTranslate()-1+Math.pow(-n.minTranslate()+data.startTranslate+w,_))):w<0&&data.currentTranslate<n.maxTranslate()&&(x=!1,o.resistance&&(data.currentTranslate=n.maxTranslate()+1-Math.pow(n.maxTranslate()-data.startTranslate-w,_))),x&&(f.preventedByNestedSwiper=!0),!n.allowSlideNext&&"next"===n.swipeDirection&&data.currentTranslate<data.startTranslate&&(data.currentTranslate=data.startTranslate),!n.allowSlidePrev&&"prev"===n.swipeDirection&&data.currentTranslate>data.startTranslate&&(data.currentTranslate=data.startTranslate),o.threshold>0){if(!(Math.abs(w)>o.threshold||data.allowThresholdMove))return void(data.currentTranslate=data.startTranslate);if(!data.allowThresholdMove)return data.allowThresholdMove=!0,l.startX=l.currentX,l.startY=l.currentY,data.currentTranslate=data.startTranslate,void(l.diff=n.isHorizontal()?l.currentX-l.startX:l.currentY-l.startY)}o.followFinger&&((o.freeMode||o.watchSlidesProgress||o.watchSlidesVisibility)&&(n.updateActiveIndex(),n.updateSlidesClasses()),o.freeMode&&(0===data.velocities.length&&data.velocities.push({position:l[n.isHorizontal()?"startX":"startY"],time:data.touchStartTime}),data.velocities.push({position:l[n.isHorizontal()?"currentX":"currentY"],time:Y.now()})),n.updateProgress(data.currentTranslate),n.setTranslate(data.currentTranslate))}}}}else data.startMoving&&data.isScrolling&&n.emit("touchMoveOpposite",f)}function He(e){var t=this,data=t.touchEventsData,n=t.params,r=t.touches,o=t.rtlTranslate,l=t.$wrapperEl,c=t.slidesGrid,f=t.snapGrid,d=e;if(d.originalEvent&&(d=d.originalEvent),data.allowTouchCallbacks&&t.emit("touchEnd",d),data.allowTouchCallbacks=!1,!data.isTouched)return data.isMoved&&n.grabCursor&&t.setGrabCursor(!1),data.isMoved=!1,void(data.startMoving=!1);n.grabCursor&&data.isMoved&&data.isTouched&&(!0===t.allowSlideNext||!0===t.allowSlidePrev)&&t.setGrabCursor(!1);var h,v=Y.now(),m=v-data.touchStartTime;if(t.allowClick&&(t.updateClickedSlide(d),t.emit("tap",d),m<300&&v-data.lastClickTime>300&&(data.clickTimeout&&clearTimeout(data.clickTimeout),data.clickTimeout=Y.nextTick((function(){t&&!t.destroyed&&t.emit("click",d)}),300)),m<300&&v-data.lastClickTime<300&&(data.clickTimeout&&clearTimeout(data.clickTimeout),t.emit("doubleTap",d))),data.lastClickTime=Y.now(),Y.nextTick((function(){t.destroyed||(t.allowClick=!0)})),!data.isTouched||!data.isMoved||!t.swipeDirection||0===r.diff||data.currentTranslate===data.startTranslate)return data.isTouched=!1,data.isMoved=!1,void(data.startMoving=!1);if(data.isTouched=!1,data.isMoved=!1,data.startMoving=!1,h=n.followFinger?o?t.translate:-t.translate:-data.currentTranslate,n.freeMode){if(h<-t.minTranslate())return void t.slideTo(t.activeIndex);if(h>-t.maxTranslate())return void(t.slides.length<f.length?t.slideTo(f.length-1):t.slideTo(t.slides.length-1));if(n.freeModeMomentum){if(data.velocities.length>1){var y=data.velocities.pop(),w=data.velocities.pop(),x=y.position-w.position,time=y.time-w.time;t.velocity=x/time,t.velocity/=2,Math.abs(t.velocity)<n.freeModeMinimumVelocity&&(t.velocity=0),(time>150||Y.now()-y.time>300)&&(t.velocity=0)}else t.velocity=0;t.velocity*=n.freeModeMomentumVelocityRatio,data.velocities.length=0;var _=1e3*n.freeModeMomentumRatio,S=t.velocity*_,k=t.translate+S;o&&(k=-k);var E,T,C=!1,A=20*Math.abs(t.velocity)*n.freeModeMomentumBounceRatio;if(k<t.maxTranslate())n.freeModeMomentumBounce?(k+t.maxTranslate()<-A&&(k=t.maxTranslate()-A),E=t.maxTranslate(),C=!0,data.allowMomentumBounce=!0):k=t.maxTranslate(),n.loop&&n.centeredSlides&&(T=!0);else if(k>t.minTranslate())n.freeModeMomentumBounce?(k-t.minTranslate()>A&&(k=t.minTranslate()+A),E=t.minTranslate(),C=!0,data.allowMomentumBounce=!0):k=t.minTranslate(),n.loop&&n.centeredSlides&&(T=!0);else if(n.freeModeSticky){for(var O,I=0;I<f.length;I+=1)if(f[I]>-k){O=I;break}k=-(k=Math.abs(f[O]-k)<Math.abs(f[O-1]-k)||"next"===t.swipeDirection?f[O]:f[O-1])}if(T&&t.once("transitionEnd",(function(){t.loopFix()})),0!==t.velocity)_=o?Math.abs((-k-t.translate)/t.velocity):Math.abs((k-t.translate)/t.velocity);else if(n.freeModeSticky)return void t.slideToClosest();n.freeModeMomentumBounce&&C?(t.updateProgress(E),t.setTransition(_),t.setTranslate(k),t.transitionStart(!0,t.swipeDirection),t.animating=!0,l.transitionEnd((function(){t&&!t.destroyed&&data.allowMomentumBounce&&(t.emit("momentumBounce"),t.setTransition(n.speed),t.setTranslate(E),l.transitionEnd((function(){t&&!t.destroyed&&t.transitionEnd()})))}))):t.velocity?(t.updateProgress(k),t.setTransition(_),t.setTranslate(k),t.transitionStart(!0,t.swipeDirection),t.animating||(t.animating=!0,l.transitionEnd((function(){t&&!t.destroyed&&t.transitionEnd()})))):t.updateProgress(k),t.updateActiveIndex(),t.updateSlidesClasses()}else if(n.freeModeSticky)return void t.slideToClosest();(!n.freeModeMomentum||m>=n.longSwipesMs)&&(t.updateProgress(),t.updateActiveIndex(),t.updateSlidesClasses())}else{for(var M=0,P=t.slidesSizesGrid[0],i=0;i<c.length;i+=n.slidesPerGroup)void 0!==c[i+n.slidesPerGroup]?h>=c[i]&&h<c[i+n.slidesPerGroup]&&(M=i,P=c[i+n.slidesPerGroup]-c[i]):h>=c[i]&&(M=i,P=c[c.length-1]-c[c.length-2]);var D=(h-c[M])/P;if(m>n.longSwipesMs){if(!n.longSwipes)return void t.slideTo(t.activeIndex);"next"===t.swipeDirection&&(D>=n.longSwipesRatio?t.slideTo(M+n.slidesPerGroup):t.slideTo(M)),"prev"===t.swipeDirection&&(D>1-n.longSwipesRatio?t.slideTo(M+n.slidesPerGroup):t.slideTo(M))}else{if(!n.shortSwipes)return void t.slideTo(t.activeIndex);"next"===t.swipeDirection&&t.slideTo(M+n.slidesPerGroup),"prev"===t.swipeDirection&&t.slideTo(M)}}}function qe(){var e=this,t=e.params,n=e.el;if(!n||0!==n.offsetWidth){t.breakpoints&&e.setBreakpoint();var r=e.allowSlideNext,o=e.allowSlidePrev,l=e.snapGrid;if(e.allowSlideNext=!0,e.allowSlidePrev=!0,e.updateSize(),e.updateSlides(),t.freeMode){var c=Math.min(Math.max(e.translate,e.maxTranslate()),e.minTranslate());e.setTranslate(c),e.updateActiveIndex(),e.updateSlidesClasses(),t.autoHeight&&e.updateAutoHeight()}else 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t=this,n=t.params,r=t.touchEvents,o=t.el,l=t.wrapperEl,c="container"===n.touchEventsTarget?o:l,f=!!n.nested;if(X.touch||!X.pointerEvents&&!X.prefixedPointerEvents){if(X.touch){var d=!("onTouchStart"!==r.start||!X.passiveListener||!n.passiveListeners)&&{passive:!0,capture:!1};c.removeEventListener(r.start,t.onTouchStart,d),c.removeEventListener(r.move,t.onTouchMove,f),c.removeEventListener(r.end,t.onTouchEnd,d)}(n.simulateTouch&&!ze.ios&&!ze.android||n.simulateTouch&&!X.touch&&ze.ios)&&(c.removeEventListener("mousedown",t.onTouchStart,!1),e.removeEventListener("mousemove",t.onTouchMove,f),e.removeEventListener("mouseup",t.onTouchEnd,!1))}else c.removeEventListener(r.start,t.onTouchStart,!1),e.removeEventListener(r.move,t.onTouchMove,f),e.removeEventListener(r.end,t.onTouchEnd,!1);(n.preventClicks||n.preventClicksPropagation)&&c.removeEventListener("click",t.onClick,!0),t.off(ze.ios||ze.android?"resize orientationchange observerUpdate":"resize observerUpdate",qe)}function Ze(){var e=this,t=e.activeIndex,n=e.initialized,r=e.loopedSlides;void 0===r&&(r=0);var o=e.params,l=o.breakpoints;if(l&&(!l||0!==Object.keys(l).length)){var c=e.getBreakpoint(l);if(c&&e.currentBreakpoint!==c){var f=c in l?l[c]:void 0;f&&["slidesPerView","spaceBetween","slidesPerGroup"].forEach((function(param){var e=f[param];void 0!==e&&(f[param]="slidesPerView"!==param||"AUTO"!==e&&"auto"!==e?"slidesPerView"===param?parseFloat(e):parseInt(e,10):"auto")}));var d=f||e.originalParams,h=d.direction&&d.direction!==o.direction,v=o.loop&&(d.slidesPerView!==o.slidesPerView||h);h&&n&&e.changeDirection(),Y.extend(e.params,d),Y.extend(e,{allowTouchMove:e.params.allowTouchMove,allowSlideNext:e.params.allowSlideNext,allowSlidePrev:e.params.allowSlidePrev}),e.currentBreakpoint=c,v&&n&&(e.loopDestroy(),e.loopCreate(),e.updateSlides(),e.slideTo(t-r+e.loopedSlides,0,!1)),e.emit("breakpoint",d)}}}function Ye(e){var n=this;if(e){var 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tt={init:!0,direction:"horizontal",touchEventsTarget:"container",initialSlide:0,speed:300,preventInteractionOnTransition:!1,edgeSwipeDetection:!1,edgeSwipeThreshold:20,freeMode:!1,freeModeMomentum:!0,freeModeMomentumRatio:1,freeModeMomentumBounce:!0,freeModeMomentumBounceRatio:1,freeModeMomentumVelocityRatio:1,freeModeSticky:!1,freeModeMinimumVelocity:.02,autoHeight:!1,setWrapperSize:!1,virtualTranslate:!1,effect:"slide",breakpoints:void 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e=this;t.addEventListener("resize",e.resize.resizeHandler),t.addEventListener("orientationchange",e.resize.orientationChangeHandler)},destroy:function(){var e=this;t.removeEventListener("resize",e.resize.resizeHandler),t.removeEventListener("orientationchange",e.resize.orientationChangeHandler)}}},ct={func:t.MutationObserver||t.WebkitMutationObserver,attach:function(e,n){void 0===n&&(n={});var r=this,o=new(0,ct.func)((function(e){if(1!==e.length){var n=function(){r.emit("observerUpdate",e[0])};t.requestAnimationFrame?t.requestAnimationFrame(n):t.setTimeout(n,0)}else r.emit("observerUpdate",e[0])}));o.observe(e,{attributes:void 0===n.attributes||n.attributes,childList:void 0===n.childList||n.childList,characterData:void 0===n.characterData||n.characterData}),r.observer.observers.push(o)},init:function(){var e=this;if(X.observer&&e.params.observer){if(e.params.observeParents)for(var 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Ft=/^-?P(?:(?:(-?\d{1,9})Y)?(?:(-?\d{1,9})M)?(?:(-?\d{1,9})W)?(?:(-?\d{1,9})D)?(?:T(?:(-?\d{1,9})H)?(?:(-?\d{1,9})M)?(?:(-?\d{1,20})(?:[.,](-?\d{1,9}))?S)?)?)$/;function zt(e){var s=e[0],t=e[1],n=e[2],r=e[3],o=e[4],l=e[5],c=e[6],f=e[7],d=e[8],h="-"===s[0],v=function(e){return e&&h?-e:e};return[{years:v(ce(t)),months:v(ce(n)),weeks:v(ce(r)),days:v(ce(o)),hours:v(ce(l)),minutes:v(ce(c)),seconds:v(ce(f)),milliseconds:v(fe(d))}]}var Vt={GMT:0,EDT:-240,EST:-300,CDT:-300,CST:-360,MDT:-360,MST:-420,PDT:-420,PST:-480};function $t(e,t,n,r,o,l,c){var f={year:2===t.length?ye(ce(t)):ce(t),month:Ae.indexOf(n)+1,day:ce(r),hour:ce(o),minute:ce(l)};return c&&(f.second=ce(c)),e&&(f.weekday=e.length>3?Me.indexOf(e)+1:Pe.indexOf(e)+1),f}var Ht=/^(?:(Mon|Tue|Wed|Thu|Fri|Sat|Sun),\s)?(\d{1,2})\s(Jan|Feb|Mar|Apr|May|Jun|Jul|Aug|Sep|Oct|Nov|Dec)\s(\d{2,4})\s(\d\d):(\d\d)(?::(\d\d))?\s(?:(UT|GMT|[ECMP][SD]T)|([Zz])|(?:([+-]\d\d)(\d\d)))$/;function qt(e){var t,n=e[1],r=e[2],o=e[3],l=e[4],c=e[5],f=e[6],d=e[7],h=e[8],v=e[9],m=e[10],y=e[11],w=$t(n,l,o,r,c,f,d);return t=h?Vt[h]:v?0:we(m,y),[w,new Qe(t)]}var Ut=/^(Mon|Tue|Wed|Thu|Fri|Sat|Sun), (\d\d) (Jan|Feb|Mar|Apr|May|Jun|Jul|Aug|Sep|Oct|Nov|Dec) (\d{4}) (\d\d):(\d\d):(\d\d) GMT$/,Wt=/^(Monday|Tuesday|Wedsday|Thursday|Friday|Saturday|Sunday), (\d\d)-(Jan|Feb|Mar|Apr|May|Jun|Jul|Aug|Sep|Oct|Nov|Dec)-(\d\d) (\d\d):(\d\d):(\d\d) GMT$/,Gt=/^(Mon|Tue|Wed|Thu|Fri|Sat|Sun) (Jan|Feb|Mar|Apr|May|Jun|Jul|Aug|Sep|Oct|Nov|Dec) ( \d|\d\d) (\d\d):(\d\d):(\d\d) (\d{4})$/;function Zt(e){var t=e[1],n=e[2],r=e[3];return[$t(t,e[4],r,n,e[5],e[6],e[7]),Qe.utcInstance]}function Yt(e){var t=e[1],n=e[2],r=e[3],o=e[4],l=e[5],c=e[6];return[$t(t,e[7],n,r,o,l,c),Qe.utcInstance]}var Xt=_t(/([+-]\d{6}|\d{4})(?:-?(\d\d)(?:-?(\d\d))?)?/,Ot),Kt=_t(/(\d{4})-?W(\d\d)(?:-?(\d))?/,Ot),Jt=_t(/(\d{4})-?(\d{3})/,Ot),Qt=_t(At),en=St(Nt,Rt,jt),tn=St(It,Rt,jt),nn=St(Mt,Rt),rn=St(Rt,jt);var on=_t(/(\d{4})-(\d\d)-(\d\d)/,Dt),an=_t(Pt),sn=St(Nt,Rt,jt,Bt),un=St(Rt,jt,Bt);var ln={weeks:{days:7,hours:168,minutes:10080,seconds:604800,milliseconds:6048e5},days:{hours:24,minutes:1440,seconds:86400,milliseconds:864e5},hours:{minutes:60,seconds:3600,milliseconds:36e5},minutes:{seconds:60,milliseconds:6e4},seconds:{milliseconds:1e3}},cn=Object.assign({years:{quarters:4,months:12,weeks:52,days:365,hours:8760,minutes:525600,seconds:31536e3,milliseconds:31536e6},quarters:{months:3,weeks:13,days:91,hours:2184,minutes:131040,seconds:7862400,milliseconds:78624e5},months:{weeks:4,days:30,hours:720,minutes:43200,seconds:2592e3,milliseconds:2592e6}},ln),fn=365.2425,dn=30.436875,hn=Object.assign({years:{quarters:4,months:12,weeks:52.1775,days:fn,hours:8765.82,minutes:525949.2,seconds:525949.2*60,milliseconds:525949.2*60*1e3},quarters:{months:3,weeks:13.044375,days:91.310625,hours:2191.455,minutes:131487.3,seconds:525949.2*60/4,milliseconds:7889237999.999999},months:{weeks:4.3481250000000005,days:dn,hours:730.485,minutes:43829.1,seconds:2629746,milliseconds:2629746e3}},ln),pn=["years","quarters","months","weeks","days","hours","minutes","seconds","milliseconds"],vn=pn.slice(0).reverse();function gn(e,t,n){void 0===n&&(n=!1);var r={values:n?t.values:Object.assign({},e.values,t.values||{}),loc:e.loc.clone(t.loc),conversionAccuracy:t.conversionAccuracy||e.conversionAccuracy};return new yn(r)}function mn(e,t,n,r,o){var l=e[o][n],c=t[n]/l,f=!(Math.sign(c)===Math.sign(r[o]))&&0!==r[o]&&Math.abs(c)<=1?function(e){return e<0?Math.floor(e):Math.ceil(e)}(c):Math.trunc(c);r[o]+=f,t[n]-=f*l}var yn=function(){function e(e){var t="longterm"===e.conversionAccuracy||!1;this.values=e.values,this.loc=e.loc||xt.create(),this.conversionAccuracy=t?"longterm":"casual",this.invalid=e.invalid||null,this.matrix=t?hn:cn,this.isLuxonDuration=!0}e.fromMillis=function(t,n){return e.fromObject(Object.assign({milliseconds:t},n))},e.fromObject=function(t){if(null==t||"object"!=typeof t)throw new T("Duration.fromObject: argument expected to be an object, got "+(null===t?"null":typeof t));return new e({values:_e(t,e.normalizeUnit,["locale","numberingSystem","conversionAccuracy","zone"]),loc:xt.fromObject(t),conversionAccuracy:t.conversionAccuracy})},e.fromISO=function(text,t){var n=function(s){return kt(s,[Ft,zt])}(text)[0];if(n){var r=Object.assign(n,t);return e.fromObject(r)}return e.invalid("unparsable",'the input "'+text+"\" can't be parsed as ISO 8601")},e.invalid=function(t,n){if(void 0===n&&(n=null),!t)throw new T("need to specify a reason the Duration is invalid");var r=t instanceof He?t:new He(t,n);if(lt.throwOnInvalid)throw new S(r);return new e({invalid:r})},e.normalizeUnit=function(e){var t={year:"years",years:"years",quarter:"quarters",quarters:"quarters",month:"months",months:"months",week:"weeks",weeks:"weeks",day:"days",days:"days",hour:"hours",hours:"hours",minute:"minutes",minutes:"minutes",second:"seconds",seconds:"seconds",millisecond:"milliseconds",milliseconds:"milliseconds"}[e?e.toLowerCase():e];if(!t)throw new E(e);return t},e.isDuration=function(e){return e&&e.isLuxonDuration||!1};var t=e.prototype;return t.toFormat=function(e,t){void 0===t&&(t={});var n=Object.assign({},t,{floor:!1!==t.round&&!1!==t.floor});return this.isValid?$e.create(this.loc,n).formatDurationFromString(this,e):"Invalid Duration"},t.toObject=function(e){if(void 0===e&&(e={}),!this.isValid)return{};var base=Object.assign({},this.values);return e.includeConfig&&(base.conversionAccuracy=this.conversionAccuracy,base.numberingSystem=this.loc.numberingSystem,base.locale=this.loc.locale),base},t.toISO=function(){if(!this.isValid)return null;var s="P";return 0!==this.years&&(s+=this.years+"Y"),0===this.months&&0===this.quarters||(s+=this.months+3*this.quarters+"M"),0!==this.weeks&&(s+=this.weeks+"W"),0!==this.days&&(s+=this.days+"D"),0===this.hours&&0===this.minutes&&0===this.seconds&&0===this.milliseconds||(s+="T"),0!==this.hours&&(s+=this.hours+"H"),0!==this.minutes&&(s+=this.minutes+"M"),0===this.seconds&&0===this.milliseconds||(s+=de(this.seconds+this.milliseconds/1e3,3)+"S"),"P"===s&&(s+="T0S"),s},t.toJSON=function(){return this.toISO()},t.toString=function(){return this.toISO()},t.valueOf=function(){return this.as("milliseconds")},t.plus=function(e){if(!this.isValid)return this;for(var t,n=bn(e),r={},o=y(pn);!(t=o()).done;){var l=t.value;(se(n.values,l)||se(this.values,l))&&(r[l]=n.get(l)+this.get(l))}return gn(this,{values:r},!0)},t.minus=function(e){if(!this.isValid)return this;var t=bn(e);return this.plus(t.negate())},t.mapUnits=function(e){if(!this.isValid)return this;for(var t={},n=0,r=Object.keys(this.values);n<r.length;n++){var o=r[n];t[o]=xe(e(this.values[o],o))}return gn(this,{values:t},!0)},t.get=function(t){return this[e.normalizeUnit(t)]},t.set=function(t){return this.isValid?gn(this,{values:Object.assign(this.values,_e(t,e.normalizeUnit,[]))}):this},t.reconfigure=function(e){var t=void 0===e?{}:e,n=t.locale,r=t.numberingSystem,o=t.conversionAccuracy,l={loc:this.loc.clone({locale:n,numberingSystem:r})};return o&&(l.conversionAccuracy=o),gn(this,l)},t.as=function(e){return this.isValid?this.shiftTo(e).get(e):NaN},t.normalize=function(){if(!this.isValid)return this;var e=this.toObject();return function(e,t){vn.reduce((function(n,r){return Q(t[r])?n:(n&&mn(e,t,n,t,r),r)}),null)}(this.matrix,e),gn(this,{values:e},!0)},t.shiftTo=function(){for(var t=arguments.length,n=new Array(t),r=0;r<t;r++)n[r]=arguments[r];if(!this.isValid)return this;if(0===n.length)return this;n=n.map((function(u){return e.normalizeUnit(u)}));for(var o,l,c={},f={},d=this.toObject(),h=y(pn);!(l=h()).done;){var v=l.value;if(n.indexOf(v)>=0){o=v;var m=0;for(var w in f)m+=this.matrix[w][v]*f[w],f[w]=0;ee(d[v])&&(m+=d[v]);var i=Math.trunc(m);for(var x in c[v]=i,f[v]=m-i,d)pn.indexOf(x)>pn.indexOf(v)&&mn(this.matrix,d,x,c,v)}else ee(d[v])&&(f[v]=d[v])}for(var _ in f)0!==f[_]&&(c[o]+=_===o?f[_]:f[_]/this.matrix[o][_]);return gn(this,{values:c},!0).normalize()},t.negate=function(){if(!this.isValid)return this;for(var e={},t=0,n=Object.keys(this.values);t<n.length;t++){var r=n[t];e[r]=-this.values[r]}return gn(this,{values:e},!0)},t.equals=function(e){if(!this.isValid||!e.isValid)return!1;if(!this.loc.equals(e.loc))return!1;for(var t,n=y(pn);!(t=n()).done;){var u=t.value;if(this.values[u]!==e.values[u])return!1}return!0},o(e,[{key:"locale",get:function(){return this.isValid?this.loc.locale:null}},{key:"numberingSystem",get:function(){return this.isValid?this.loc.numberingSystem:null}},{key:"years",get:function(){return this.isValid?this.values.years||0:NaN}},{key:"quarters",get:function(){return this.isValid?this.values.quarters||0:NaN}},{key:"months",get:function(){return this.isValid?this.values.months||0:NaN}},{key:"weeks",get:function(){return this.isValid?this.values.weeks||0:NaN}},{key:"days",get:function(){return this.isValid?this.values.days||0:NaN}},{key:"hours",get:function(){return this.isValid?this.values.hours||0:NaN}},{key:"minutes",get:function(){return this.isValid?this.values.minutes||0:NaN}},{key:"seconds",get:function(){return this.isValid?this.values.seconds||0:NaN}},{key:"milliseconds",get:function(){return this.isValid?this.values.milliseconds||0:NaN}},{key:"isValid",get:function(){return null===this.invalid}},{key:"invalidReason",get:function(){return this.invalid?this.invalid.reason:null}},{key:"invalidExplanation",get:function(){return this.invalid?this.invalid.explanation:null}}]),e}();function bn(e){if(ee(e))return yn.fromMillis(e);if(yn.isDuration(e))return e;if("object"==typeof e)return yn.fromObject(e);throw new T("Unknown duration argument "+e+" of type "+typeof e)}var wn="Invalid Interval";function xn(e,t){return e&&e.isValid?t&&t.isValid?t<e?_n.invalid("end before start","The end of an interval must be after its start, but you had start="+e.toISO()+" and end="+t.toISO()):null:_n.invalid("missing or invalid end"):_n.invalid("missing or invalid start")}var _n=function(){function e(e){this.s=e.start,this.e=e.end,this.invalid=e.invalid||null,this.isLuxonInterval=!0}e.invalid=function(t,n){if(void 0===n&&(n=null),!t)throw new T("need to specify a reason the Interval is invalid");var r=t instanceof He?t:new He(t,n);if(lt.throwOnInvalid)throw new _(r);return new e({invalid:r})},e.fromDateTimes=function(t,n){var r=Er(t),o=Er(n),l=xn(r,o);return null==l?new e({start:r,end:o}):l},e.after=function(t,n){var r=bn(n),dt=Er(t);return e.fromDateTimes(dt,dt.plus(r))},e.before=function(t,n){var r=bn(n),dt=Er(t);return e.fromDateTimes(dt.minus(r),dt)},e.fromISO=function(text,t){var n=(text||"").split("/",2),s=n[0],r=n[1];if(s&&r){var o,l,c,f;try{l=(o=kr.fromISO(s,t)).isValid}catch(r){l=!1}try{f=(c=kr.fromISO(r,t)).isValid}catch(r){f=!1}if(l&&f)return e.fromDateTimes(o,c);if(l){var d=yn.fromISO(r,t);if(d.isValid)return e.after(o,d)}else if(f){var h=yn.fromISO(s,t);if(h.isValid)return e.before(c,h)}}return e.invalid("unparsable",'the input "'+text+"\" can't be parsed as ISO 8601")},e.isInterval=function(e){return e&&e.isLuxonInterval||!1};var t=e.prototype;return t.length=function(e){return void 0===e&&(e="milliseconds"),this.isValid?this.toDuration.apply(this,[e]).get(e):NaN},t.count=function(e){if(void 0===e&&(e="milliseconds"),!this.isValid)return NaN;var t=this.start.startOf(e),n=this.end.startOf(e);return Math.floor(n.diff(t,e).get(e))+1},t.hasSame=function(e){return!!this.isValid&&(this.isEmpty()||this.e.minus(1).hasSame(this.s,e))},t.isEmpty=function(){return this.s.valueOf()===this.e.valueOf()},t.isAfter=function(e){return!!this.isValid&&this.s>e},t.isBefore=function(e){return!!this.isValid&&this.e<=e},t.contains=function(e){return!!this.isValid&&(this.s<=e&&this.e>e)},t.set=function(t){var n=void 0===t?{}:t,r=n.start,o=n.end;return this.isValid?e.fromDateTimes(r||this.s,o||this.e):this},t.splitAt=function(){var t=this;if(!this.isValid)return[];for(var n=arguments.length,r=new Array(n),o=0;o<n;o++)r[o]=arguments[o];for(var l=r.map(Er).filter((function(e){return t.contains(e)})).sort(),c=[],s=this.s,i=0;s<this.e;){var f=l[i]||this.e,d=+f>+this.e?this.e:f;c.push(e.fromDateTimes(s,d)),s=d,i+=1}return c},t.splitBy=function(t){var n=bn(t);if(!this.isValid||!n.isValid||0===n.as("milliseconds"))return[];for(var r,o,s=this.s,l=[];s<this.e;)o=+(r=s.plus(n))>+this.e?this.e:r,l.push(e.fromDateTimes(s,o)),s=o;return l},t.divideEqually=function(e){return this.isValid?this.splitBy(this.length()/e).slice(0,e):[]},t.overlaps=function(e){return this.e>e.s&&this.s<e.e},t.abutsStart=function(e){return!!this.isValid&&+this.e==+e.s},t.abutsEnd=function(e){return!!this.isValid&&+e.e==+this.s},t.engulfs=function(e){return!!this.isValid&&(this.s<=e.s&&this.e>=e.e)},t.equals=function(e){return!(!this.isValid||!e.isValid)&&(this.s.equals(e.s)&&this.e.equals(e.e))},t.intersection=function(t){if(!this.isValid)return this;var s=this.s>t.s?this.s:t.s,n=this.e<t.e?this.e:t.e;return s>n?null:e.fromDateTimes(s,n)},t.union=function(t){if(!this.isValid)return this;var s=this.s<t.s?this.s:t.s,n=this.e>t.e?this.e:t.e;return e.fromDateTimes(s,n)},e.merge=function(e){var t=e.sort((function(a,b){return a.s-b.s})).reduce((function(e,t){var n=e[0],r=e[1];return r?r.overlaps(t)||r.abutsStart(t)?[n,r.union(t)]:[n.concat([r]),t]:[n,t]}),[[],null]),n=t[0],r=t[1];return r&&n.push(r),n},e.xor=function(t){for(var n,r,o=null,l=0,c=[],f=t.map((function(i){return[{time:i.s,type:"s"},{time:i.e,type:"e"}]})),d=y((n=Array.prototype).concat.apply(n,f).sort((function(a,b){return a.time-b.time})));!(r=d()).done;){var i=r.value;1===(l+="s"===i.type?1:-1)?o=i.time:(o&&+o!=+i.time&&c.push(e.fromDateTimes(o,i.time)),o=null)}return e.merge(c)},t.difference=function(){for(var t=this,n=arguments.length,r=new Array(n),o=0;o<n;o++)r[o]=arguments[o];return e.xor([this].concat(r)).map((function(i){return t.intersection(i)})).filter((function(i){return i&&!i.isEmpty()}))},t.toString=function(){return this.isValid?"["+this.s.toISO()+" – "+this.e.toISO()+")":wn},t.toISO=function(e){return this.isValid?this.s.toISO(e)+"/"+this.e.toISO(e):wn},t.toISODate=function(){return this.isValid?this.s.toISODate()+"/"+this.e.toISODate():wn},t.toISOTime=function(e){return this.isValid?this.s.toISOTime(e)+"/"+this.e.toISOTime(e):wn},t.toFormat=function(e,t){var n=(void 0===t?{}:t).separator,r=void 0===n?" – ":n;return 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details.inserted&&!1===this.doValidate(t)&&(details.inserted=details.rawInserted="",this.masked.state=n),details.inserted||this.isOptional||this.lazy||t.input||(details.inserted=this.placeholderChar),details.skip=!details.inserted&&!this.isOptional,this._isFilled=Boolean(details.inserted),details}},{key:"append",value:function(){var e;return(e=this.masked).append.apply(e,arguments)}},{key:"_appendPlaceholder",value:function(){var details=new R;return this._isFilled||this.isOptional||(this._isFilled=!0,details.inserted=this.placeholderChar),details}},{key:"extractTail",value:function(){var e;return(e=this.masked).extractTail.apply(e,arguments)}},{key:"appendTail",value:function(){var e;return(e=this.masked).appendTail.apply(e,arguments)}},{key:"extractInput",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:0,t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.value.length,n=arguments.length>2?arguments[2]:void 0;return this.masked.extractInput(e,t,n)}},{key:"nearestInputPos",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:C,n=0,r=this.value.length,o=Math.min(Math.max(e,n),r);switch(t){case A:case O:return this.isComplete?o:n;case I:case M:return this.isComplete?o:r;case C:default:return o}}},{key:"doValidate",value:function(){var e,t;return(e=this.masked).doValidate.apply(e,arguments)&&(!this.parent||(t=this.parent).doValidate.apply(t,arguments))}},{key:"doCommit",value:function(){this.masked.doCommit()}},{key:"state",get:function(){return{masked:this.masked.state,_isFilled:this._isFilled}},set:function(e){this.masked.state=e.masked,this._isFilled=e._isFilled}}]),e}(),G=function(){function e(t){o(this,e),Object.assign(this,t),this._value=""}return c(e,[{key:"value",get:function(){return this._value}},{key:"unmaskedValue",get:function(){return 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0!==arguments[1]?arguments[1]:{},details=new R;if(this._value)return details;var n=this.char===e[0],r=n&&(this.isUnmasking||t.input||t.raw)&&!t.tail;return r&&(details.rawInserted=this.char),this._value=details.inserted=this.char,this._isRawInput=r&&(t.raw||t.input),details}},{key:"_appendPlaceholder",value:function(){var details=new R;return this._value||(this._value=details.inserted=this.char),details}},{key:"extractTail",value:function(){return arguments.length>1&&void 0!==arguments[1]||this.value.length,new j("")}},{key:"appendTail",value:function(e){return T(e)&&(e=new j(String(e))),e.appendTo(this)}},{key:"append",value:function(e,t,n){var details=this._appendChar(e,t);return null!=n&&(details.tailShift+=this.appendTail(n).tailShift),details}},{key:"doCommit",value:function(){}},{key:"state",get:function(){return{_value:this._value,_isRawInput:this._isRawInput}},set:function(e){Object.assign(this,e)}}]),e}(),Z=["chunks"],Y=function(){function e(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:[],n=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0;o(this,e),this.chunks=t,this.from=n}return c(e,[{key:"toString",value:function(){return this.chunks.map(String).join("")}},{key:"extend",value:function(t){if(String(t)){T(t)&&(t=new j(String(t)));var n=this.chunks[this.chunks.length-1],r=n&&(n.stop===t.stop||null==t.stop)&&t.from===n.from+n.toString().length;if(t instanceof j)r?n.extend(t.toString()):this.chunks.push(t);else if(t instanceof e){if(null==t.stop)for(var o;t.chunks.length&&null==t.chunks[0].stop;)(o=t.chunks.shift()).from+=t.from,this.extend(o);t.toString()&&(t.stop=t.blockIndex,this.chunks.push(t))}}}},{key:"appendTo",value:function(t){if(!(t instanceof B.MaskedPattern))return new j(this.toString()).appendTo(t);for(var details=new R,n=0;n<this.chunks.length&&!details.skip;++n){var r=this.chunks[n],o=t._mapPosToBlock(t.value.length),l=r.stop,c=void 0;if(null!=l&&(!o||o.index<=l)&&((r instanceof e||t._stops.indexOf(l)>=0)&&details.aggregate(t._appendPlaceholder(l)),c=r instanceof e&&t._blocks[l]),c){var f=c.appendTail(r);f.skip=!1,details.aggregate(f),t._value+=f.inserted;var d=r.toString().slice(f.rawInserted.length);d&&details.aggregate(t.append(d,{tail:!0}))}else details.aggregate(t.append(r.toString(),{tail:!0}))}return details}},{key:"state",get:function(){return{chunks:this.chunks.map((function(e){return e.state})),from:this.from,stop:this.stop,blockIndex:this.blockIndex}},set:function(t){var n=t.chunks,r=v(t,Z);Object.assign(this,r),this.chunks=n.map((function(t){var n="chunks"in t?new e:new j;return n.state=t,n}))}},{key:"shiftBefore",value:function(e){if(this.from>=e||!this.chunks.length)return"";for(var t=e-this.from,n=0;n<this.chunks.length;){var r=this.chunks[n],o=r.shiftBefore(t);if(r.toString()){if(!o)break;++n}else this.chunks.splice(n,1);if(o)return o}return""}}]),e}(),X=function(e){f(n,e);var t=y(n);function n(){return o(this,n),t.apply(this,arguments)}return c(n,[{key:"_update",value:function(e){e.mask&&(e.validate=function(t){return t.search(e.mask)>=0}),x(d(n.prototype),"_update",this).call(this,e)}}]),n}(base);B.MaskedRegExp=X;var K=["_blocks"],J=function(e){f(n,e);var t=y(n);function n(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{};return o(this,n),e.definitions=Object.assign({},U,e.definitions),t.call(this,Object.assign({},n.DEFAULTS,e))}return c(n,[{key:"_update",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{};e.definitions=Object.assign({},this.definitions,e.definitions),x(d(n.prototype),"_update",this).call(this,e),this._rebuildMask()}},{key:"_rebuildMask",value:function(){var e=this,defs=this.definitions;this._blocks=[],this._stops=[],this._maskedBlocks={};var pattern=this.mask;if(pattern&&defs)for(var t=!1,r=!1,i=0;i<pattern.length;++i){if(this.blocks)if("continue"===function(){var p=pattern.slice(i),t=Object.keys(e.blocks).filter((function(e){return 0===p.indexOf(e)}));t.sort((function(a,b){return b.length-a.length}));var n=t[0];if(n){var r=$(Object.assign({parent:e,lazy:e.lazy,placeholderChar:e.placeholderChar,overwrite:e.overwrite},e.blocks[n]));return r&&(e._blocks.push(r),e._maskedBlocks[n]||(e._maskedBlocks[n]=[]),e._maskedBlocks[n].push(e._blocks.length-1)),i+=n.length-1,"continue"}}())continue;var o=pattern[i],l=o in defs;if(o!==n.STOP_CHAR)if("{"!==o&&"}"!==o)if("["!==o&&"]"!==o){if(o===n.ESCAPE_CHAR){if(++i,!(o=pattern[i]))break;l=!1}var c=l?new W({parent:this,lazy:this.lazy,placeholderChar:this.placeholderChar,mask:defs[o],isOptional:r}):new G({char:o,isUnmasking:t});this._blocks.push(c)}else r=!r;else t=!t;else this._stops.push(this._blocks.length)}}},{key:"state",get:function(){return Object.assign({},x(d(n.prototype),"state",this),{_blocks:this._blocks.map((function(b){return b.state}))})},set:function(e){var t=e._blocks,r=v(e,K);this._blocks.forEach((function(b,e){return b.state=t[e]})),S(d(n.prototype),"state",r,this,!0)}},{key:"reset",value:function(){x(d(n.prototype),"reset",this).call(this),this._blocks.forEach((function(b){return b.reset()}))}},{key:"isComplete",get:function(){return this._blocks.every((function(b){return b.isComplete}))}},{key:"doCommit",value:function(){this._blocks.forEach((function(b){return b.doCommit()})),x(d(n.prototype),"doCommit",this).call(this)}},{key:"unmaskedValue",get:function(){return this._blocks.reduce((function(e,b){return e+b.unmaskedValue}),"")},set:function(e){S(d(n.prototype),"unmaskedValue",e,this,!0)}},{key:"value",get:function(){return this._blocks.reduce((function(e,b){return e+b.value}),"")},set:function(e){S(d(n.prototype),"value",e,this,!0)}},{key:"appendTail",value:function(e){return x(d(n.prototype),"appendTail",this).call(this,e).aggregate(this._appendPlaceholder())}},{key:"_appendCharRaw",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{},n=this._mapPosToBlock(this.value.length),details=new R;if(!n)return details;for(var r=n.index;;++r){var o=this._blocks[r];if(!o)break;var l=o._appendChar(e,t),c=l.skip;if(details.aggregate(l),c||l.rawInserted)break}return details}},{key:"extractTail",value:function(){var e=this,t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:0,n=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.value.length,r=new Y;return t===n||this._forEachBlocksInRange(t,n,(function(b,t,n,o){var l=b.extractTail(n,o);l.stop=e._findStopBefore(t),l.from=e._blockStartPos(t),l instanceof Y&&(l.blockIndex=t),r.extend(l)})),r}},{key:"extractInput",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:0,t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.value.length,n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:{};if(e===t)return"";var input="";return this._forEachBlocksInRange(e,t,(function(b,e,t,r){input+=b.extractInput(t,r,n)})),input}},{key:"_findStopBefore",value:function(e){for(var t,n=0;n<this._stops.length;++n){var r=this._stops[n];if(!(r<=e))break;t=r}return t}},{key:"_appendPlaceholder",value:function(e){var t=this,details=new R;if(this.lazy&&null==e)return details;var n=this._mapPosToBlock(this.value.length);if(!n)return details;var r=n.index,o=null!=e?e:this._blocks.length;return this._blocks.slice(r,o).forEach((function(b){if(!b.lazy||null!=e){var n=null!=b._blocks?[b._blocks.length]:[],r=b._appendPlaceholder.apply(b,n);t._value+=r.inserted,details.aggregate(r)}})),details}},{key:"_mapPosToBlock",value:function(e){for(var t="",n=0;n<this._blocks.length;++n){var r=this._blocks[n],o=t.length;if(e<=(t+=r.value).length)return{index:n,offset:e-o}}}},{key:"_blockStartPos",value:function(e){return this._blocks.slice(0,e).reduce((function(e,b){return e+b.value.length}),0)}},{key:"_forEachBlocksInRange",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.value.length,n=arguments.length>2?arguments[2]:void 0,r=this._mapPosToBlock(e);if(r){var o=this._mapPosToBlock(t),l=o&&r.index===o.index,c=r.offset,f=o&&l?o.offset:this._blocks[r.index].value.length;if(n(this._blocks[r.index],r.index,c,f),o&&!l){for(var d=r.index+1;d<o.index;++d)n(this._blocks[d],d,0,this._blocks[d].value.length);n(this._blocks[o.index],o.index,0,o.offset)}}}},{key:"remove",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:0,t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.value.length,r=x(d(n.prototype),"remove",this).call(this,e,t);return this._forEachBlocksInRange(e,t,(function(b,e,t,n){r.aggregate(b.remove(t,n))})),r}},{key:"nearestInputPos",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:C,n=this._mapPosToBlock(e)||{index:0,offset:0},r=n.offset,o=n.index,l=this._blocks[o];if(!l)return e;var c=r;0!==c&&c<l.value.length&&(c=l.nearestInputPos(r,P(t)));var f=c===l.value.length,d=0===c;if(!d&&!f)return this._blockStartPos(o)+c;var h=f?o+1:o;if(t===C){if(h>0){var v=h-1,m=this._blocks[v],y=m.nearestInputPos(0,C);if(!m.value.length||y!==m.value.length)return this._blockStartPos(h)}for(var w=h,x=w;x<this._blocks.length;++x){var _=this._blocks[x],S=_.nearestInputPos(0,C);if(!_.value.length||S!==_.value.length)return this._blockStartPos(x)+S}for(var k=h-1;k>=0;--k){var E=this._blocks[k],T=E.nearestInputPos(0,C);if(!E.value.length||T!==E.value.length)return this._blockStartPos(k)+E.value.length}return e}if(t===A||t===O){for(var D,L=h;L<this._blocks.length;++L)if(this._blocks[L].value){D=L;break}if(null!=D){var N=this._blocks[D],R=N.nearestInputPos(0,I);if(0===R&&N.unmaskedValue.length)return this._blockStartPos(D)+R}for(var j,B=-1,F=h-1;F>=0;--F){var z=this._blocks[F],V=z.nearestInputPos(z.value.length,O);if(z.value&&0===V||(j=F),0!==V){if(V!==z.value.length)return this._blockStartPos(F)+V;B=F;break}}if(t===A)for(var $=B+1;$<=Math.min(h,this._blocks.length-1);++$){var H=this._blocks[$],U=H.nearestInputPos(0,C),W=this._blockStartPos($)+U;if(W>e)break;if(U!==H.value.length)return W}if(B>=0)return this._blockStartPos(B)+this._blocks[B].value.length;if(t===O||this.lazy&&!this.extractInput()&&!Q(this._blocks[h]))return 0;if(null!=j)return this._blockStartPos(j);for(var G=h;G<this._blocks.length;++G){var Z=this._blocks[G],Y=Z.nearestInputPos(0,C);if(!Z.value.length||Y!==Z.value.length)return this._blockStartPos(G)+Y}return 0}if(t===I||t===M){for(var X,K,J=h;J<this._blocks.length;++J){var ee=this._blocks[J],te=ee.nearestInputPos(0,C);if(te!==ee.value.length){K=this._blockStartPos(J)+te,X=J;break}}if(null!=X&&null!=K){for(var ne=X;ne<this._blocks.length;++ne){var re=this._blocks[ne],ie=re.nearestInputPos(0,M);if(ie!==re.value.length)return this._blockStartPos(ne)+ie}return t===M?this.value.length:K}for(var oe=Math.min(h,this._blocks.length-1);oe>=0;--oe){var ae=this._blocks[oe],se=ae.nearestInputPos(ae.value.length,A);if(0!==se){var ue=this._blockStartPos(oe)+se;if(ue>=e)return ue;break}}}return e}},{key:"maskedBlock",value:function(e){return this.maskedBlocks(e)[0]}},{key:"maskedBlocks",value:function(e){var t=this,n=this._maskedBlocks[e];return n?n.map((function(e){return t._blocks[e]})):[]}}]),n}(base);function Q(e){if(!e)return!1;var t=e.value;return!t||e.nearestInputPos(0,C)!==t.length}J.DEFAULTS={lazy:!0,placeholderChar:"_"},J.STOP_CHAR="`",J.ESCAPE_CHAR="\\",J.InputDefinition=W,J.FixedDefinition=G,B.MaskedPattern=J;var ee=J,te=function(e){f(n,e);var t=y(n);function n(){return o(this,n),t.apply(this,arguments)}return c(n,[{key:"_matchFrom",get:function(){return this.maxLength-String(this.from).length}},{key:"_update",value:function(e){e=Object.assign({to:this.to||0,from:this.from||0},e);var t=String(e.to).length;null!=e.maxLength&&(t=Math.max(t,e.maxLength)),e.maxLength=t;for(var r=String(e.from).padStart(t,"0"),o=String(e.to).padStart(t,"0"),l=0;l<o.length&&o[l]===r[l];)++l;e.mask=o.slice(0,l).replace(/0/g,"\\0")+"0".repeat(t-l),x(d(n.prototype),"_update",this).call(this,e)}},{key:"isComplete",get:function(){return x(d(n.prototype),"isComplete",this)&&Boolean(this.value)}},{key:"boundaries",value:function(e){var t="",n="",r=k(e.match(/^(\D*)(\d*)(\D*)/)||[],3),o=r[1],l=r[2];return l&&(t="0".repeat(o.length)+l,n="9".repeat(o.length)+l),[t=t.padEnd(this.maxLength,"0"),n=n.padEnd(this.maxLength,"9")]}},{key:"doPrepare",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{};if(e=x(d(n.prototype),"doPrepare",this).call(this,e,t).replace(/\D/g,""),!this.autofix)return e;for(var r=String(this.from).padStart(this.maxLength,"0"),o=String(this.to).padStart(this.maxLength,"0"),l=this.value,c="",f=0;f<e.length;++f){var h=l+c+e[f],v=this.boundaries(h),m=k(v,2),y=m[0],w=m[1];Number(w)<this.from?c+=r[h.length-1]:Number(y)>this.to?c+=o[h.length-1]:c+=e[f]}return c}},{key:"doValidate",value:function(){var e,t=this.value,r=t.search(/[^0]/);if(-1===r&&t.length<=this._matchFrom)return!0;for(var o=this.boundaries(t),l=k(o,2),c=l[0],f=l[1],h=arguments.length,v=new Array(h),m=0;m<h;m++)v[m]=arguments[m];return this.from<=Number(f)&&Number(c)<=this.to&&(e=x(d(n.prototype),"doValidate",this)).call.apply(e,[this].concat(v))}}]),n}(ee);B.MaskedRange=te;var ne=te,re=function(e){f(n,e);var t=y(n);function n(e){return o(this,n),t.call(this,Object.assign({},n.DEFAULTS,e))}return c(n,[{key:"_update",value:function(e){e.mask===Date&&delete e.mask,e.pattern&&(e.mask=e.pattern);var t=e.blocks;e.blocks=Object.assign({},n.GET_DEFAULT_BLOCKS()),e.min&&(e.blocks.Y.from=e.min.getFullYear()),e.max&&(e.blocks.Y.to=e.max.getFullYear()),e.min&&e.max&&e.blocks.Y.from===e.blocks.Y.to&&(e.blocks.m.from=e.min.getMonth()+1,e.blocks.m.to=e.max.getMonth()+1,e.blocks.m.from===e.blocks.m.to&&(e.blocks.d.from=e.min.getDate(),e.blocks.d.to=e.max.getDate())),Object.assign(e.blocks,t),Object.keys(e.blocks).forEach((function(t){var b=e.blocks[t];"autofix"in b||(b.autofix=e.autofix)})),x(d(n.prototype),"_update",this).call(this,e)}},{key:"doValidate",value:function(){for(var e,t=this.date,r=arguments.length,o=new Array(r),l=0;l<r;l++)o[l]=arguments[l];return(e=x(d(n.prototype),"doValidate",this)).call.apply(e,[this].concat(o))&&(!this.isComplete||this.isDateExist(this.value)&&null!=t&&(null==this.min||this.min<=t)&&(null==this.max||t<=this.max))}},{key:"isDateExist",value:function(e){return this.format(this.parse(e,this),this).indexOf(e)>=0}},{key:"date",get:function(){return this.typedValue},set:function(e){this.typedValue=e}},{key:"typedValue",get:function(){return this.isComplete?x(d(n.prototype),"typedValue",this):null},set:function(e){S(d(n.prototype),"typedValue",e,this,!0)}}]),n}(ee);re.DEFAULTS={pattern:"d{.}`m{.}`Y",format:function(e){return[String(e.getDate()).padStart(2,"0"),String(e.getMonth()+1).padStart(2,"0"),e.getFullYear()].join(".")},parse:function(e){var t=k(e.split("."),3),n=t[0],r=t[1],o=t[2];return new Date(o,r-1,n)}},re.GET_DEFAULT_BLOCKS=function(){return{d:{mask:ne,from:1,to:31,maxLength:2},m:{mask:ne,from:1,to:12,maxLength:2},Y:{mask:ne,from:1900,to:9999}}},B.MaskedDate=re;var ie=re,oe=function(){function e(){o(this,e)}return c(e,[{key:"selectionStart",get:function(){var e;try{e=this._unsafeSelectionStart}catch(e){}return null!=e?e:this.value.length}},{key:"selectionEnd",get:function(){var e;try{e=this._unsafeSelectionEnd}catch(e){}return null!=e?e:this.value.length}},{key:"select",value:function(e,t){if(null!=e&&null!=t&&(e!==this.selectionStart||t!==this.selectionEnd))try{this._unsafeSelect(e,t)}catch(e){}}},{key:"_unsafeSelect",value:function(e,t){}},{key:"isActive",get:function(){return!1}},{key:"bindEvents",value:function(e){}},{key:"unbindEvents",value:function(){}}]),e}();B.MaskElement=oe;var ae=oe,se=function(e){f(n,e);var t=y(n);function n(input){var e;return o(this,n),(e=t.call(this)).input=input,e._handlers={},e}return c(n,[{key:"rootElement",get:function(){return this.input.getRootNode?this.input.getRootNode():document}},{key:"isActive",get:function(){return this.input===this.rootElement.activeElement}},{key:"_unsafeSelectionStart",get:function(){return this.input.selectionStart}},{key:"_unsafeSelectionEnd",get:function(){return this.input.selectionEnd}},{key:"_unsafeSelect",value:function(e,t){this.input.setSelectionRange(e,t)}},{key:"value",get:function(){return this.input.value},set:function(e){this.input.value=e}},{key:"bindEvents",value:function(e){var t=this;Object.keys(e).forEach((function(r){return t._toggleEventHandler(n.EVENTS_MAP[r],e[r])}))}},{key:"unbindEvents",value:function(){var e=this;Object.keys(this._handlers).forEach((function(t){return e._toggleEventHandler(t)}))}},{key:"_toggleEventHandler",value:function(e,t){this._handlers[e]&&(this.input.removeEventListener(e,this._handlers[e]),delete this._handlers[e]),t&&(this.input.addEventListener(e,t),this._handlers[e]=t)}}]),n}(ae);se.EVENTS_MAP={selectionChange:"keydown",input:"input",drop:"drop",click:"click",focus:"focus",commit:"blur"},B.HTMLMaskElement=se;var ue=se,le=function(e){f(n,e);var t=y(n);function n(){return o(this,n),t.apply(this,arguments)}return c(n,[{key:"_unsafeSelectionStart",get:function(){var e=this.rootElement,t=e.getSelection&&e.getSelection();return t&&t.anchorOffset}},{key:"_unsafeSelectionEnd",get:function(){var e=this.rootElement,t=e.getSelection&&e.getSelection();return t&&this._unsafeSelectionStart+String(t).length}},{key:"_unsafeSelect",value:function(e,t){if(this.rootElement.createRange){var n=this.rootElement.createRange();n.setStart(this.input.firstChild||this.input,e),n.setEnd(this.input.lastChild||this.input,t);var r=this.rootElement,o=r.getSelection&&r.getSelection();o&&(o.removeAllRanges(),o.addRange(n))}}},{key:"value",get:function(){return this.input.textContent},set:function(e){this.input.textContent=e}}]),n}(ue);B.HTMLContenteditableMaskElement=le;var ce=le,fe=["mask"],de=function(){function e(t,n){o(this,e),this.el=t instanceof ae?t:t.isContentEditable&&"INPUT"!==t.tagName&&"TEXTAREA"!==t.tagName?new ce(t):new ue(t),this.masked=$(n),this._listeners={},this._value="",this._unmaskedValue="",this._saveSelection=this._saveSelection.bind(this),this._onInput=this._onInput.bind(this),this._onChange=this._onChange.bind(this),this._onDrop=this._onDrop.bind(this),this._onFocus=this._onFocus.bind(this),this._onClick=this._onClick.bind(this),this.alignCursor=this.alignCursor.bind(this),this.alignCursorFriendly=this.alignCursorFriendly.bind(this),this._bindEvents(),this.updateValue(),this._onChange()}return c(e,[{key:"mask",get:function(){return this.masked.mask},set:function(mask){if(!this.maskEquals(mask))if(mask instanceof B.Masked||this.masked.constructor!==z(mask)){var e=$({mask:mask});e.unmaskedValue=this.masked.unmaskedValue,this.masked=e}else this.masked.updateOptions({mask:mask})}},{key:"maskEquals",value:function(mask){return null==mask||mask===this.masked.mask||mask===Date&&this.masked instanceof ie}},{key:"value",get:function(){return this._value},set:function(e){this.masked.value=e,this.updateControl(),this.alignCursor()}},{key:"unmaskedValue",get:function(){return this._unmaskedValue},set:function(e){this.masked.unmaskedValue=e,this.updateControl(),this.alignCursor()}},{key:"typedValue",get:function(){return this.masked.typedValue},set:function(e){this.masked.typedValue=e,this.updateControl(),this.alignCursor()}},{key:"_bindEvents",value:function(){this.el.bindEvents({selectionChange:this._saveSelection,input:this._onInput,drop:this._onDrop,click:this._onClick,focus:this._onFocus,commit:this._onChange})}},{key:"_unbindEvents",value:function(){this.el&&this.el.unbindEvents()}},{key:"_fireEvent",value:function(e){for(var t=arguments.length,n=new Array(t>1?t-1:0),r=1;r<t;r++)n[r-1]=arguments[r];var o=this._listeners[e];o&&o.forEach((function(e){return e.apply(void 0,n)}))}},{key:"selectionStart",get:function(){return this._cursorChanging?this._changingCursorPos:this.el.selectionStart}},{key:"cursorPos",get:function(){return this._cursorChanging?this._changingCursorPos:this.el.selectionEnd},set:function(e){this.el&&this.el.isActive&&(this.el.select(e,e),this._saveSelection())}},{key:"_saveSelection",value:function(){this.value!==this.el.value&&console.warn("Element value was changed outside of mask. Syncronize mask using `mask.updateValue()` to work properly."),this._selection={start:this.selectionStart,end:this.cursorPos}}},{key:"updateValue",value:function(){this.masked.value=this.el.value,this._value=this.masked.value}},{key:"updateControl",value:function(){var e=this.masked.unmaskedValue,t=this.masked.value,n=this.unmaskedValue!==e||this.value!==t;this._unmaskedValue=e,this._value=t,this.el.value!==t&&(this.el.value=t),n&&this._fireChangeEvents()}},{key:"updateOptions",value:function(e){var mask=e.mask,t=v(e,fe),n=!this.maskEquals(mask),r=!L(this.masked,t);n&&(this.mask=mask),r&&this.masked.updateOptions(t),(n||r)&&this.updateControl()}},{key:"updateCursor",value:function(e){null!=e&&(this.cursorPos=e,this._delayUpdateCursor(e))}},{key:"_delayUpdateCursor",value:function(e){var t=this;this._abortUpdateCursor(),this._changingCursorPos=e,this._cursorChanging=setTimeout((function(){t.el&&(t.cursorPos=t._changingCursorPos,t._abortUpdateCursor())}),10)}},{key:"_fireChangeEvents",value:function(){this._fireEvent("accept",this._inputEvent),this.masked.isComplete&&this._fireEvent("complete",this._inputEvent)}},{key:"_abortUpdateCursor",value:function(){this._cursorChanging&&(clearTimeout(this._cursorChanging),delete this._cursorChanging)}},{key:"alignCursor",value:function(){this.cursorPos=this.masked.nearestInputPos(this.cursorPos,A)}},{key:"alignCursorFriendly",value:function(){this.selectionStart===this.cursorPos&&this.alignCursor()}},{key:"on",value:function(e,t){return this._listeners[e]||(this._listeners[e]=[]),this._listeners[e].push(t),this}},{key:"off",value:function(e,t){if(!this._listeners[e])return this;if(!t)return delete this._listeners[e],this;var n=this._listeners[e].indexOf(t);return n>=0&&this._listeners[e].splice(n,1),this}},{key:"_onInput",value:function(e){if(this._inputEvent=e,this._abortUpdateCursor(),!this._selection)return this.updateValue();var details=new N(this.el.value,this.cursorPos,this.value,this._selection),t=this.masked.rawInputValue,n=this.masked.splice(details.startChangePos,details.removed.length,details.inserted,details.removeDirection).offset,r=t===this.masked.rawInputValue?details.removeDirection:C,o=this.masked.nearestInputPos(details.startChangePos+n,r);this.updateControl(),this.updateCursor(o),delete this._inputEvent}},{key:"_onChange",value:function(){this.value!==this.el.value&&this.updateValue(),this.masked.doCommit(),this.updateControl(),this._saveSelection()}},{key:"_onDrop",value:function(e){e.preventDefault(),e.stopPropagation()}},{key:"_onFocus",value:function(e){this.alignCursorFriendly()}},{key:"_onClick",value:function(e){this.alignCursorFriendly()}},{key:"destroy",value:function(){this._unbindEvents(),this._listeners.length=0,delete this.el}}]),e}();B.InputMask=de;var he=function(e){f(n,e);var t=y(n);function n(){return o(this,n),t.apply(this,arguments)}return c(n,[{key:"_update",value:function(e){e.enum&&(e.mask="*".repeat(e.enum[0].length)),x(d(n.prototype),"_update",this).call(this,e)}},{key:"doValidate",value:function(){for(var e,t=this,r=arguments.length,o=new Array(r),l=0;l<r;l++)o[l]=arguments[l];return this.enum.some((function(e){return e.indexOf(t.unmaskedValue)>=0}))&&(e=x(d(n.prototype),"doValidate",this)).call.apply(e,[this].concat(o))}}]),n}(ee);B.MaskedEnum=he;var pe=function(e){f(n,e);var t=y(n);function n(e){return o(this,n),t.call(this,Object.assign({},n.DEFAULTS,e))}return c(n,[{key:"_update",value:function(e){x(d(n.prototype),"_update",this).call(this,e),this._updateRegExps()}},{key:"_updateRegExps",value:function(){var e="^"+(this.allowNegative?"[+|\\-]?":""),t=(this.scale?"("+D(this.radix)+"\\d{0,"+this.scale+"})?":"")+"$";this._numberRegExpInput=new RegExp(e+"(0|([1-9]+\\d*))?"+t),this._numberRegExp=new RegExp(e+"\\d*"+t),this._mapToRadixRegExp=new RegExp("["+this.mapToRadix.map(D).join("")+"]","g"),this._thousandsSeparatorRegExp=new RegExp(D(this.thousandsSeparator),"g")}},{key:"_removeThousandsSeparators",value:function(e){return e.replace(this._thousandsSeparatorRegExp,"")}},{key:"_insertThousandsSeparators",value:function(e){var t=e.split(this.radix);return t[0]=t[0].replace(/\B(?=(\d{3})+(?!\d))/g,this.thousandsSeparator),t.join(this.radix)}},{key:"doPrepare",value:function(e){for(var t,r=arguments.length,o=new Array(r>1?r-1:0),l=1;l<r;l++)o[l-1]=arguments[l];return(t=x(d(n.prototype),"doPrepare",this)).call.apply(t,[this,this._removeThousandsSeparators(e.replace(this._mapToRadixRegExp,this.radix))].concat(o))}},{key:"_separatorsCount",value:function(e){for(var t=arguments.length>1&&void 0!==arguments[1]&&arguments[1],n=0,r=0;r<e;++r)this._value.indexOf(this.thousandsSeparator,r)===r&&(++n,t&&(e+=this.thousandsSeparator.length));return n}},{key:"_separatorsCountFromSlice",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:this._value;return this._separatorsCount(this._removeThousandsSeparators(e).length,!0)}},{key:"extractInput",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:0,t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.value.length,r=arguments.length>2?arguments[2]:void 0,o=this._adjustRangeWithSeparators(e,t),l=k(o,2);return e=l[0],t=l[1],this._removeThousandsSeparators(x(d(n.prototype),"extractInput",this).call(this,e,t,r))}},{key:"_appendCharRaw",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{};if(!this.thousandsSeparator)return x(d(n.prototype),"_appendCharRaw",this).call(this,e,t);var r=t.tail&&t._beforeTailState?t._beforeTailState._value:this._value,o=this._separatorsCountFromSlice(r);this._value=this._removeThousandsSeparators(this.value);var l=x(d(n.prototype),"_appendCharRaw",this).call(this,e,t);this._value=this._insertThousandsSeparators(this._value);var c=t.tail&&t._beforeTailState?t._beforeTailState._value:this._value,f=this._separatorsCountFromSlice(c);return l.tailShift+=(f-o)*this.thousandsSeparator.length,l.skip=!l.rawInserted&&e===this.thousandsSeparator,l}},{key:"_findSeparatorAround",value:function(e){if(this.thousandsSeparator){var t=e-this.thousandsSeparator.length+1,n=this.value.indexOf(this.thousandsSeparator,t);if(n<=e)return n}return-1}},{key:"_adjustRangeWithSeparators",value:function(e,t){var n=this._findSeparatorAround(e);n>=0&&(e=n);var r=this._findSeparatorAround(t);return r>=0&&(t=r+this.thousandsSeparator.length),[e,t]}},{key:"remove",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:0,t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.value.length,n=this._adjustRangeWithSeparators(e,t),r=k(n,2);e=r[0],t=r[1];var o=this.value.slice(0,e),l=this.value.slice(t),c=this._separatorsCount(o.length);this._value=this._insertThousandsSeparators(this._removeThousandsSeparators(o+l));var f=this._separatorsCountFromSlice(o);return new R({tailShift:(f-c)*this.thousandsSeparator.length})}},{key:"nearestInputPos",value:function(e,t){if(!this.thousandsSeparator)return e;switch(t){case C:case A:case O:var n=this._findSeparatorAround(e-1);if(n>=0){var r=n+this.thousandsSeparator.length;if(e<r||this.value.length<=r||t===O)return n}break;case I:case M:var o=this._findSeparatorAround(e);if(o>=0)return o+this.thousandsSeparator.length}return e}},{key:"doValidate",value:function(e){var t=(e.input?this._numberRegExpInput:this._numberRegExp).test(this._removeThousandsSeparators(this.value));if(t){var r=this.number;t=t&&!isNaN(r)&&(null==this.min||this.min>=0||this.min<=this.number)&&(null==this.max||this.max<=0||this.number<=this.max)}return t&&x(d(n.prototype),"doValidate",this).call(this,e)}},{key:"doCommit",value:function(){if(this.value){var e=this.number,t=e;null!=this.min&&(t=Math.max(t,this.min)),null!=this.max&&(t=Math.min(t,this.max)),t!==e&&(this.unmaskedValue=String(t));var r=this.value;this.normalizeZeros&&(r=this._normalizeZeros(r)),this.padFractionalZeros&&(r=this._padFractionalZeros(r)),this._value=r}x(d(n.prototype),"doCommit",this).call(this)}},{key:"_normalizeZeros",value:function(e){var t=this._removeThousandsSeparators(e).split(this.radix);return t[0]=t[0].replace(/^(\D*)(0*)(\d*)/,(function(e,t,n,r){return t+r})),e.length&&!/\d$/.test(t[0])&&(t[0]=t[0]+"0"),t.length>1&&(t[1]=t[1].replace(/0*$/,""),t[1].length||(t.length=1)),this._insertThousandsSeparators(t.join(this.radix))}},{key:"_padFractionalZeros",value:function(e){if(!e)return e;var t=e.split(this.radix);return t.length<2&&t.push(""),t[1]=t[1].padEnd(this.scale,"0"),t.join(this.radix)}},{key:"unmaskedValue",get:function(){return this._removeThousandsSeparators(this._normalizeZeros(this.value)).replace(this.radix,".")},set:function(e){S(d(n.prototype),"unmaskedValue",e.replace(".",this.radix),this,!0)}},{key:"typedValue",get:function(){return Number(this.unmaskedValue)},set:function(e){S(d(n.prototype),"unmaskedValue",String(e),this,!0)}},{key:"number",get:function(){return this.typedValue},set:function(e){this.typedValue=e}},{key:"allowNegative",get:function(){return this.signed||null!=this.min&&this.min<0||null!=this.max&&this.max<0}}]),n}(base);pe.DEFAULTS={radix:",",thousandsSeparator:"",mapToRadix:["."],scale:2,signed:!1,normalizeZeros:!0,padFractionalZeros:!1},B.MaskedNumber=pe;var ve=function(e){f(n,e);var t=y(n);function n(){return o(this,n),t.apply(this,arguments)}return c(n,[{key:"_update",value:function(e){e.mask&&(e.validate=e.mask),x(d(n.prototype),"_update",this).call(this,e)}}]),n}(base);B.MaskedFunction=ve;var ge=["compiledMasks","currentMaskRef","currentMask"],me=function(e){f(n,e);var t=y(n);function n(e){var r;return o(this,n),(r=t.call(this,Object.assign({},n.DEFAULTS,e))).currentMask=null,r}return c(n,[{key:"_update",value:function(e){x(d(n.prototype),"_update",this).call(this,e),"mask"in e&&(this.compiledMasks=Array.isArray(e.mask)?e.mask.map((function(e){return $(e)})):[])}},{key:"_appendCharRaw",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{},details=this._applyDispatch(e,t);return this.currentMask&&details.aggregate(this.currentMask._appendChar(e,t)),details}},{key:"_applyDispatch",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:"",t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{},n=t.tail&&null!=t._beforeTailState?t._beforeTailState._value:this.value,r=this.rawInputValue,o=t.tail&&null!=t._beforeTailState?t._beforeTailState._rawInputValue:r,l=r.slice(o.length),c=this.currentMask,details=new R,f=c&&c.state;if(this.currentMask=this.doDispatch(e,Object.assign({},t)),this.currentMask)if(this.currentMask!==c){if(this.currentMask.reset(),o){var d=this.currentMask.append(o,{raw:!0});details.tailShift=d.inserted.length-n.length}l&&(details.tailShift+=this.currentMask.append(l,{raw:!0,tail:!0}).tailShift)}else this.currentMask.state=f;return details}},{key:"_appendPlaceholder",value:function(){var details=this._applyDispatch.apply(this,arguments);return this.currentMask&&details.aggregate(this.currentMask._appendPlaceholder()),details}},{key:"doDispatch",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{};return this.dispatch(e,this,t)}},{key:"doValidate",value:function(){for(var e,t,r=arguments.length,o=new Array(r),l=0;l<r;l++)o[l]=arguments[l];return(e=x(d(n.prototype),"doValidate",this)).call.apply(e,[this].concat(o))&&(!this.currentMask||(t=this.currentMask).doValidate.apply(t,o))}},{key:"reset",value:function(){this.currentMask&&this.currentMask.reset(),this.compiledMasks.forEach((function(e){return e.reset()}))}},{key:"value",get:function(){return this.currentMask?this.currentMask.value:""},set:function(e){S(d(n.prototype),"value",e,this,!0)}},{key:"unmaskedValue",get:function(){return this.currentMask?this.currentMask.unmaskedValue:""},set:function(e){S(d(n.prototype),"unmaskedValue",e,this,!0)}},{key:"typedValue",get:function(){return this.currentMask?this.currentMask.typedValue:""},set:function(e){var t=String(e);this.currentMask&&(this.currentMask.typedValue=e,t=this.currentMask.unmaskedValue),this.unmaskedValue=t}},{key:"isComplete",get:function(){return!!this.currentMask&&this.currentMask.isComplete}},{key:"remove",value:function(){var e,details=new R;this.currentMask&&details.aggregate((e=this.currentMask).remove.apply(e,arguments)).aggregate(this._applyDispatch());return details}},{key:"state",get:function(){return Object.assign({},x(d(n.prototype),"state",this),{_rawInputValue:this.rawInputValue,compiledMasks:this.compiledMasks.map((function(e){return e.state})),currentMaskRef:this.currentMask,currentMask:this.currentMask&&this.currentMask.state})},set:function(e){var t=e.compiledMasks,r=e.currentMaskRef,o=e.currentMask,l=v(e,ge);this.compiledMasks.forEach((function(e,n){return e.state=t[n]})),null!=r&&(this.currentMask=r,this.currentMask.state=o),S(d(n.prototype),"state",l,this,!0)}},{key:"extractInput",value:function(){var e;return this.currentMask?(e=this.currentMask).extractInput.apply(e,arguments):""}},{key:"extractTail",value:function(){for(var e,t,r=arguments.length,o=new Array(r),l=0;l<r;l++)o[l]=arguments[l];return this.currentMask?(e=this.currentMask).extractTail.apply(e,o):(t=x(d(n.prototype),"extractTail",this)).call.apply(t,[this].concat(o))}},{key:"doCommit",value:function(){this.currentMask&&this.currentMask.doCommit(),x(d(n.prototype),"doCommit",this).call(this)}},{key:"nearestInputPos",value:function(){for(var e,t,r=arguments.length,o=new Array(r),l=0;l<r;l++)o[l]=arguments[l];return this.currentMask?(e=this.currentMask).nearestInputPos.apply(e,o):(t=x(d(n.prototype),"nearestInputPos",this)).call.apply(t,[this].concat(o))}},{key:"overwrite",get:function(){return this.currentMask?this.currentMask.overwrite:x(d(n.prototype),"overwrite",this)},set:function(e){console.warn('"overwrite" option is not available in dynamic mask, use this option in siblings')}}]),n}(base);me.DEFAULTS={dispatch:function(e,t,n){if(t.compiledMasks.length){var r=t.rawInputValue,o=t.compiledMasks.map((function(t,o){return t.reset(),t.append(r,{raw:!0}),t.append(e,n),{weight:t.rawInputValue.length,index:o}}));return o.sort((function(e,t){return t.weight-e.weight})),t.compiledMasks[o[0].index]}}},B.MaskedDynamic=me;var ye={MASKED:"value",UNMASKED:"unmaskedValue",TYPED:"typedValue"};function be(mask){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:ye.MASKED,t=arguments.length>2&&void 0!==arguments[2]?arguments[2]:ye.MASKED,n=$(mask);return function(r){return 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.content .coupon-details .logo-wrapper[data-v-3f445308]{width:50px}}@media (min-width:480px){.personalized-coupon .content .coupon-details .logo-wrapper[data-v-3f445308]{width:60px}}@media (min-width:600px){.personalized-coupon .content .coupon-details .logo-wrapper[data-v-3f445308]{width:84px}}.personalized-coupon .content .coupon-details .logo-wrapper .logo[data-v-3f445308]{width:100%}.personalized-coupon .content .coupon-details .coupon-params[data-v-3f445308]{display:flex;flex-wrap:wrap;grid-gap:8px;gap:8px;max-width:300px}@media (min-width:600px){.personalized-coupon .content .coupon-details .coupon-params[data-v-3f445308]{grid-gap:15px 18px;gap:15px 18px}}.personalized-coupon .content .coupon-details .coupon-params .coupon-param[data-v-3f445308]{background:#f0f0f0;font-size:9px;border-radius:38px;padding:3px 8px}@media (min-width:420px){.personalized-coupon .content .coupon-details .coupon-params .coupon-param[data-v-3f445308]{font-size:11px}}@media 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diff --git a/03_Declarative_EventDriven/eurojackpot/web1_files/7.chatbotize-entrypoint.min.js b/03_Declarative_EventDriven/eurojackpot/web1_files/7.chatbotize-entrypoint.min.js
new file mode 100644
index 0000000..8e7ff5f
--- /dev/null
+++ b/03_Declarative_EventDriven/eurojackpot/web1_files/7.chatbotize-entrypoint.min.js
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new file mode 100644
index 0000000..b254716
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"/>
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diff --git a/03_Declarative_EventDriven/eurojackpot/web1_files/ad976ac.css b/03_Declarative_EventDriven/eurojackpot/web1_files/ad976ac.css
new file mode 100644
index 0000000..57b67b3
--- /dev/null
+++ b/03_Declarative_EventDriven/eurojackpot/web1_files/ad976ac.css
@@ -0,0 +1 @@
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\ No newline at end of file
diff --git a/03_Declarative_EventDriven/eurojackpot/web1_files/anchor.html b/03_Declarative_EventDriven/eurojackpot/web1_files/anchor.html
new file mode 100644
index 0000000..26712f5
--- /dev/null
+++ b/03_Declarative_EventDriven/eurojackpot/web1_files/anchor.html
@@ -0,0 +1,186 @@
+<!DOCTYPE html>
+<!-- saved from url=(0192)https://www.google.com/recaptcha/api2/anchor?ar=1&k=6Ld5Y7UiAAAAAFh0J8eeI5vSBLVymjfbhDxEvJJk&co=aHR0cHM6Ly93d3cubG90dG8ucGw6NDQz&hl=pl&v=Hq4JZivTyQ7GP8Kt571Tzodj&size=invisible&cb=wrfbi1sx68le -->
+<html dir="ltr" lang="pl"><head><meta http-equiv="Content-Type" content="text/html; charset=UTF-8">
+<meta http-equiv="X-UA-Compatible" content="IE=edge">
+<title>reCAPTCHA</title>
+<style type="text/css">
+/* cyrillic-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 400;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOmCnqEu92Fr1Mu72xKOzY.woff2) format('woff2');
+ unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F;
+}
+/* cyrillic */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 400;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOmCnqEu92Fr1Mu5mxKOzY.woff2) format('woff2');
+ unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116;
+}
+/* greek-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 400;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOmCnqEu92Fr1Mu7mxKOzY.woff2) format('woff2');
+ unicode-range: U+1F00-1FFF;
+}
+/* greek */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 400;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOmCnqEu92Fr1Mu4WxKOzY.woff2) format('woff2');
+ unicode-range: U+0370-0377, U+037A-037F, U+0384-038A, U+038C, U+038E-03A1, U+03A3-03FF;
+}
+/* vietnamese */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 400;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOmCnqEu92Fr1Mu7WxKOzY.woff2) format('woff2');
+ unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 400;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOmCnqEu92Fr1Mu7GxKOzY.woff2) format('woff2');
+ unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
+}
+/* latin */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 400;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOmCnqEu92Fr1Mu4mxK.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
+/* cyrillic-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 500;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmEU9fCRc4EsA.woff2) format('woff2');
+ unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F;
+}
+/* cyrillic */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 500;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmEU9fABc4EsA.woff2) format('woff2');
+ unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116;
+}
+/* greek-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 500;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmEU9fCBc4EsA.woff2) format('woff2');
+ unicode-range: U+1F00-1FFF;
+}
+/* greek */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 500;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmEU9fBxc4EsA.woff2) format('woff2');
+ unicode-range: U+0370-0377, U+037A-037F, U+0384-038A, U+038C, U+038E-03A1, U+03A3-03FF;
+}
+/* vietnamese */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 500;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmEU9fCxc4EsA.woff2) format('woff2');
+ unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 500;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmEU9fChc4EsA.woff2) format('woff2');
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+}
+/* latin */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 500;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmEU9fBBc4.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
+/* cyrillic-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 900;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmYUtfCRc4EsA.woff2) format('woff2');
+ unicode-range: U+0460-052F, U+1C80-1C88, U+20B4, U+2DE0-2DFF, U+A640-A69F, U+FE2E-FE2F;
+}
+/* cyrillic */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 900;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmYUtfABc4EsA.woff2) format('woff2');
+ unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116;
+}
+/* greek-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 900;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmYUtfCBc4EsA.woff2) format('woff2');
+ unicode-range: U+1F00-1FFF;
+}
+/* greek */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 900;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmYUtfBxc4EsA.woff2) format('woff2');
+ unicode-range: U+0370-0377, U+037A-037F, U+0384-038A, U+038C, U+038E-03A1, U+03A3-03FF;
+}
+/* vietnamese */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 900;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmYUtfCxc4EsA.woff2) format('woff2');
+ unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 900;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmYUtfChc4EsA.woff2) format('woff2');
+ unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
+}
+/* latin */
+@font-face {
+ font-family: 'Roboto';
+ font-style: normal;
+ font-weight: 900;
+ src: url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmYUtfBBc4.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
+
+</style>
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9mN1hTRkZCNXhLMzFoaTJ2TGE0S0R4bURKazBXSDMwWUxjT3R2WFVyMzhSSDkwdk83M3ZCbjBpNk03N2VHUEJScWpkVFFTNFNhMjF3NWRvVzVDS250VEp5elQyMmNnbUF6V2JMTlBlLzlkZ2pua2k3VFZFZDJWRit5NFhScW93S0h0SFREY1FnUkZGdkc1M0dpckdYSXIvVUM4b1ZmWWg2S3Nya2JsNDM0WUxKZ0NsUUdzOXhTTmRESWNGUG0yZkwrMXV3VGRsTjFMK1NOZ0ZKRnRLdm1FTEMxSUJya3lmY2lad1ZKTW4rYmg4K3JZQVgzbGZsbW85Qkhzdyt1VGtzdzlxa2cvdFhkQmRCVm1OQ3lFWnVObndQMmRpcksrU1RrT3RVSllteHpSdWNZNkRTUnpld2dleTlmMU9aR0gyVnYybEZwT0I1TGd6QzAzMHpwdS9hK1JWU2F4RUw3UitIR1hSMHJSSk5lQTVNalJYbW9BeGdQajVTbkF3M3B2MkNQbWUwSDg2clV5SnNlT284aHhLSWZPWit0WnFQQ3RvTlNKZmxPNFFVeDdZNE40aVBBVjZzakxDWXVCWUl5NjNBeHZTZnZEWGd3NDJvM044NE9wQkFhT1o2WmYzMzNKQ055T05yM0lPam85ZG5uM2tubHc2RGhRYkVWMVRCY1lHWlJZQW1MOHp5RFhHTFdzVTVuRmt3dFlwMUZoWjBxU0hqU21WektocWZpZ2R0NWUzanpkYVpLYXF0VHRjamtBc0ZJdm90eWJYUVR6NDV0ZmtVT0piR2F3dHpNOFhncWZZM3hzdlFaUWxOaUlmUHp4YjBZTmxzTk5VVW96QXlMdXpXT2NSR3RZN2FXYWJBRzJHRnltQWp5c0VwVWhObXFMY0RkSHdkb2M5TEFqRnlpQ2dERjVJTG5tT3RxSnFxeTM0aUxUQUVnYXUyMTgxdGhZQ3FHWDF3WTUvWVBncnhxVElIcHc1VndRTVIvYmlqVTgrRVAwK2RNM3pseE96d0J6eFp5NnhLY2ZuMkdheEF4bmZ6RlNRUkE4ZkxtM2wwY1NxV2U4bG9iRDg5K1hianFpMzF2c0dMdlI2VXR4aWxtUHFBbkVucHRnNnlua3ArR3piaHdnbFBtV1RQR0RHTjdCWjB1cllnTG44cUwyNnRoRndHeU9jSVl3Uyt1b213WTRoajJMRi93clBUV2p0ZXJOZm1lSC9yZ2Y1RTZNS1gwSzhEYXhTWjhqSTk1eXR3NFFUSGg0ZHF6QUhsSnNweTY5aFB1VDBFcW1TaE4rTE9EdXF5U0ZKOHNnSWpYVUJxS3VJVGNrM1M3Q0J2S0FDek1Za0FpVmZza0srdlV6VXFZNGNKOGdoUkRQNHRPR2FpKy9URmN2c3VyWWRGaExPaVhUT0orQTR2cHJTQkx1OGJDNmIxRWRRVUFhSmpNUDJaWkxWc2s3MjVTaERud1I2RUptTm5FczBqa0drcGN2TW1RUTFNa3pnVHRtb0VQOTRzRG1CYU1RY2ZZdkM0WjRid0VBVEJVeXJUazdVblJXV1FJS1dqQkxoQW5iRmZiKzdZNnlaTUQrRjBVVm96R3VLM2JwUzEvUzFWQzlkZE9mSzF6Q1JXQTZ3QzFxQ3VRWjdsTDlMSnpJbG9TRDdibEJKK1I3Yk84K3BoZUR0ME5KWGkxMzZQSVRsUDh2a2R2Q3JUeUhEZnk4azhrT0FPS2VMa2tGaUJONkl2RU0rVjlQZGRPZWtPUktxa095ZHpmWkFlMlArcXZoOWNXV3ZiTVNmOG93WDFIS3dUbzBSOEE5dHZPUmRKWkV2TGhpTWNVV3l6NFZmK3NLS0FhQ3RLbnYrL0xvTXllS2Y5MUZqQUtPOWxwZWM4Y2F1Vk9FY092TlFyeW9lY1lUc0p5V0MwWFFXQ2hXaGllMFoyRFFRWkRkODE3WmdpT1FnZ01ZSVU2eWJpeG5ETkVobDQvcmVCa3JWZVRYTmwzamdyK0ZhdStBcEE5UnJPUzFuWFVlME9TMUdjdUlSQzZ2dE9XdkMyUmJSMTdtVG1lRUNBSTl4NU5ENzMzSHkrYjJVWVBZdExQREUzL1pUSHNSQVBjNUR5YW53OGEyU2RYdDRsRlNXZHR6U0c4SWYvN0NhYThPZU9lL3gxYnFFU25iRzMrY0lLWmJsQkV5RTUyUG56ZkJzU1FyUEh4Tll4RUJwNk1JdXBidnVCNTBvYkdudjIrWnprVjg4RUJWREdKNFRmWjNTVTc0dXJvRjBET25ObjFqTVBmZFpFT1JpN1BuQlFkQmFubHB0alV3QWZSd2F0V0g4K3Fsb3lKVGh1dUdmQXBDSmpUZ0UxZmk3cFRQUTBURjFxSkVRNDU5UzhrWWo1dVZHa1NyUW8zZ2xObWFPNi9OMnh0ZDhTWnJjUktJckVCL0RhaXNFMnBPaUw2dTgxWlBpQWlSUlJQbkR4RzRES0pyU3FWTmdwOFBWeS80QTcva0psU0ZNNllCcWhVN0Nmblo2NVkycVNDT2QxQ3JGUUxISUVoMnEvQmpNaWNnT2FPcWtRcUUwZWhkSk5oU3VJQnlycDZMSnBSV3huNkxvWm96Sy8wYWNzTy8xYjRCMWVsWVEySVF1amp0cVNVZVFyb2NsSkIvVlgxQU94T2pJcm8wWU9YOHdOdllzaCtHRDNVeFZxYjFYWVhDeFdXa0lJMEtwb24xenNVZXpwQVE0QVhxUDQyclRnTUJKR2t1YWk4VXNGV1J0azhrVzJOQkxibTR6elFRVHNGeFMxRGtyNmNIbVVKa3F4ZlZteVQvLzNVM1RrZDZMblFDRko1cWh5cmZKM0JWbWtqUFVoNy9yY2gvREpUR2lJYkRROSs1NVgxVWpIYkdod1lzVEllZ3lQSThrSm9DdW9HM2sydHlNRFJPQlVmYkdHN0FYMHJHTWdkaXRGajMzRXFXb3NaSm9ObGtqV0swRzRhT2NwL3l1bW5SVmlsTVk3QWdEdTkzai9sN2FhTExlWU9GRS9OZTVkTjdMTWdTZ3d0cWZwYnRLNTc2RXRNc3UvaXZWa2lncXQ2VEZJQjFaUklmSS9qSmwrZjRNZUREa01ZcTR6TmxUQWpZSko2YzFPNEdsRzJ4RlJXMmVaYU1NVksyUXVaY2VyVGVPZGIzYjVKYS9tZWRJZ1ZVUWxPdnJ0ME5EQ1BXbDcvTWZnSXhYd0ZmNHFNUlhYMm85Um5oRVhTMnFreGFmMlIzY3FzQnEvZkY1YVl0RktoanluTUdDZjQ5VzZFMVZVSzBRZDdKdFNkS2VidFZ5cTBkTEdnU2p1MEZTVnMzL1RzbVFHZWJUSmd3enZHZHVhWXZkc2VRMVR1dXE3clc1SVpXK1dwMjJPNHJLL2RBaFJVY2ZBbzZvVDlvR3RCeEtJMDUwWTF2L0dZWXIra0lJUUtXUzRhR3dFaFlTOHVoUmhqb2VIVGRlN1ZnclZRSkl6MDdTZ0FiWC9KWGdGNVlldnMzM1FldWlEdTRSai9tcWY3ZkhXNEVqQzFENWU0WnFsSmY4dmoxYUVZWFV4U0VjdHM2NllwcnovZ1JUamhpUThvTUVIUi9pYnFYT2ZQalhBS3NJMU1NaW9pMWRsanc3RjdyZENuV1F3cG9vem0rMHFTS043QnB5aG1Ya3pQNUFTV3JVbERCUHlZQVJIRzlZa3ZNeG5HQWd5cHVGL0xicDUwNkpGNDJnSk9rZmVWNHc0OWRmbVR1c3djZUF6ckpjc0FTTTZWZTNvWm9JMTM1RjZtRU9LUWx2UjJPQTh4c3cvUXR2RkFTQUVJSy9xUGdRVmJSV2pFZmVCRGMvRzhESFdScS9GaFB5aUtIb1paQXhQQzJLdEFZYkttRzVOYXF5WHhWdmFYU3kwOEpPVG80RmVSSXlVc2VuSjRXZmZnOHVxN01IdlZJMjdKaXZmWWRoSjFIemp3aHIvKzVLaHJTcUpwYVhFZkJDYTNxU0puanFmRzV0RWdSUVd3cExHWnVQOW1XZ0piei96OUpTdFZ6d2MyQ2VpellqVjZ5ZkJPejZNbXJocWswMjJjaVdzbEJPcmp1WjZVZld6UW9RRlE0dU1hTFNxZEJTcHR3ME14a21nWkg0VWJ2bHl1cmxkL0dqTHRrRmpJSk03S3RXYkdmNWlGay8xSU1ScTZKQmtqWDZuVWdmb2hoVW9XeWswRW1xQ3pQMDJ2VGR1ZDArVDJYT0RRTjBxbG1oMHJIdlViU2szZFNrZzdxUWs2NFhRWG9adncvOE9TUEtYblNaLzcreW5kUC9PSlV0VGRjaDEyaVY2bVpaaWZYOEluY3RScEhMTUlMVDRqNWhLT29jSm9RdUxGN09FdkJneEJwU0NINHo0ZTVwckg4SkFXdnkyRzVtNEptcmpaYy9FTlhxa01INEpxVXpUVlRJdjVucllYZkZEWE12Rkx3ZUlFWmZyZ0lXbkEramVZYXdMVzU0bzMwVFU0THJTeGVMREpRcFFCdEdNT1lmLzlEOGVxeXkwdXhsOVIzM3V5Z3E4cExiSU55ZmhnYlNNQjdOa2ovS0d1a3ZxUTlVdllReURES1NlWWF3NGltYUdsaE1scWVJSlV2UUdjMm82UUdINTF3ZGpvTXZGV1owakx4dTVpR3h3QnRHRUJEaEV5eVlJTnF0bzArK2pkZzJRY2ZOLzFqRUxNRjlqMDRwM0tiSU5RRjYrNXljTDdQT2gzc1h5NitxaGhKZTdjVFdFTUdzaDl4S1VPRWZmb3ZjNkliMFEvQnJWUVR0d3Roa0d1M2ZBNXdpRHFNcWRYWHBKWWFTSmkyS1NzbHczU3AxNVJqcE5LbU1zcVFhMkpwSmJNTXg4SWZ0YjJ1TjdNU2tmalNjZkZZQ2tkK3BPeDZyK2tEcEpSZnBQMkIxRCtDTE0zWHl6NkphZXNBY3Q1eGdjeVpLdm1ZMGxtZjMrVXUvdTZvTy85TWlxV3RqRnYwTDBqYXRrYUp6YjFhcDNLTkJtTW45ZUV4RTdkbWxremEzVko1MDJtRGRBQXlwSDJLdUx3YUk1c1RzODF6bzNGMkZoUG0zakc4LytVYm1TekkwVDVhdFFrb0VkdW5EdU1NQTlwTVdJaUxHQlNTSEtxRE90a0laOFB3OFRsRklrcmE1bU5yZTZqSGZhazVaVjB0d1RjL1A1Y0o1UTVPS2tKOVcvWGtwbUZxUXNqcERoSXNDNGNGRG1aZXpsTzhGOXBicW9rbDNoNHdwbUpvSlA4dFNMamVHV0FMeWJibVRWVGFqeXJYT1lxaFJtZmt3clowWHN6NzhWMUtxaVR4Z1RJSXhmRzFrbXowZldmQjRZcWlBdUNkVStrREc4UlNiSUNaeXYxQ2VwRGExZFk1MWtubXBhN0NGV1krMFphUVpBMTYvVHk4cVBwUkdyaTJIelZZT2RXUnhYRDBtS1FRcVR6VitLb0ROZm50amRuYllOMEZJeVEvU3JSSlFHeklUZS9vdFAya1VvaVZQRFpDRS9xdEVoZ1ZITlB2N2lYM2cwZmZYb1dvM1NQM045YTJMTHJHNWtqeHp0a0drQ2xoVmRMU2ZuUGFNQ2ZUTjc4K2hvRHptYnJHU1pZSGxpZ3FlZFBuT0pYWTdEcy84R01oSERxY2xKaW4rR2RsRUhvelNCanpjQlhqQ0E0ZEx4WVQ5ZVVkV1RwTGtXSzRnUFBBOVlnODMyd1lvelBoRnk2cXkxZzFzWHBqNmNRcGxpelJMT3BUN0VxNGs3b0ZwM2RJYVZRT0dCekE0ZDBvOExoSFFmOHpDZFJSbTNxQU1qTWIweTBQNFNaOGwwUU8zWEFsMGFGNDZYRytpNldBejNWblE5NVpOa1Nnc2ZpZWtJMmdaejN1eGlNWnp3RGZEdFdKVzc0YWZRSk5GeVZueVBISjMyMFllSDRZMmpsSXp5RjdWeURaR0w4YzJ5YXA4MURTUk1lckoxVWlTVHlCYmRCOWdxbU8rMWRLbzdpaFArelI4bG8wSTJJcmdzN09XR09iQWVHaFNjNE95M2QvQnMyaFJRTm13QXNIbkg2d0IvSmJMbjkveHdHL1lzdk04bE51L2MrMG9zTnpPanVZdmwwb0JkWjZBQjRVb2hocWNiZ3JRZHNMdEhoQ2kyMng3d0FsTCtLZ0gyNjNBMjBmT3JRRnJ3c3VpcCtqVEphTjVmMktCM0E0VHh1UEFCNlNxZHRtZjBETzdCTVFlaWFYK21yZ1grbHpiSnM5U1pQYXdNdEJ1UFZ1elg1Ukwyd2RxUVNXRTRrSzdxYVRvb08wZU8raUxIc1R3bWxNaTZqUWNlbFdiMDZYdXNHNXdNNHc2TmpBVVRIN1AwYS9uT1NvSWVBLzRpM1dRNFNneEhXVVhlRUxreFF1aitndGgvRlRUbGQxRkNvWGpWZ0g2SGN6OEdkSGxwNVJSM1hTSHBwTnZVY09TY3lmTlUrN3JEOEN4RE81ODE1ZU40dW9tTWVGZTMrZHVJK1I0UVNJMEZSZTluMzdJdFJRZ0gxS2g0NS91bjlMTnErM2xrRlN2TE9nM0lqYkpWN1V4aFFlMzR0YXg5MXZ1d1VyV0ZZc1FyYzZ6NWk4d0tNWjc1Z3ZqWUlIV2p5aWJ1TXpCbG5iV2FDNm5wRC9OaDNieFlGdDVVUWVGUWphM2pZWXhvYVhpZ1UyQ2hiOUpnamVNeEVvYUhQaXVSRXo0RWNpTHRPT3BEK2RpZDN0eU9leGo3dUhLcWJPUUd2UnM4R2o5UlRQMDhyT3Z5UFB4MDZhWFBpTzBPS0M2c3I1ak1PNFlxaUlnSUtTR1JSeGUreVVDWXhMMWgvNE96Z3ZQdWlQMXR6ekdhcjhmVUhMMERSRGdlb3FBVy9UU3FrKzd1aTlJaENpK1JLZWc2WkFGanR4MEp4cXpvTHFqUEh2VTJvVkpVRStub3l3a241R2pmUTVwMzdHWEk0Yi80azZwOEZSa1JoMHBBaHpZRHRRVTJ3RGZjMkhWdEpHVUd6K0d6MVhDQkhUUWlwMlZpUjdKd3hyQ1QvZ1hzT1Fta0hmYVdtZHVzSTJMbGduOHZiclJXTTJSMWk0YVZob3lRZWR5RXhmMHVqYkczK3VZaGpIZ0NWQ0ZHV0lFYUVIS3A1M3htRUhMaFRPMDNuVVdTd0tMQnBpRzI3TlJYOUF4V0c0dFJ1bFBFTjRmL25DaU1VY2MyaXZOQU1NRU9iTzlsWVRVQWU4cmVXd2F3QUNGUHVuV0tpTmFvT3lWUGZMSWlJMzhqTXhxQnBaSHZ1dU5NTGdMZUFEKzljZlZCMnF0R1pTNUNHTjkwekg3TUg4ZUZncjZWM1htY0tGVi83OXh3WlhQUXZJQzA4OUluc2Rvb1N0Mk1XVGZwcUFVVFhFK0ZuUytOanMvMVpXM2ZjZEE0Unh3UGd0eXlZNVpRUmR6Ykk0WFlSVkk4ODFBT2pvR1IrQ2tHNzI1RGEzby9RZzA4b0JvTFc1RWdpbW1ZK29CWXhQcnZpdmxmclAzRjZSZUk2Q1d5TzM1STlUaGV4UzJmTDQ3QTM3OW9PQWlxRW8rWHdlWTFVRmd5eVQ2elJQTkNaYkxHalBTRmtwcmRJdkViSk9PakZ1NDk0Z1FFMkpSd2JKaFdrNUlPd1pLNjBaak5CNXJHMWJieVZ6UjVPN1BLbis0Y3ljLzZGdEFoOVg1dEt5SjYrMlEvWWhBTXJYS1NLYUtZQ2h4aCt2YXBXeE9KcG81YndSQlhRT0pSSVJ3SSszZjB2R1RGRFVua05ZcXRzUHhpb2E5ay9kKzh2YVJEaDhKck9nY0s5cWwySmtrZ3ZZbHpVVXIyZTJwajhLcXZKSE0reklKM3FlUHFDSjhNVGlsYkZLRHZjQkxZYjcwOXdySThNSW1KZnNJakhCR20wcXV2RTJJME9mdEdDVjNONXZOYkgwazZnbHFHMExPcGQ3M2tHS2tNdHNuWEZmeFNnZE9tT2FGQlIyUUx3LzNvTFRpZlRxTDMyUWpPcXluTm5YL1NsbGlVUHY2Njl4cStaSnhmZ3BmR3J0YUw5aHI3aW4ybjVtZXB0MEFPU1pSWUE3cUJMRmQ5ZVgxNllpNmV2NlRTQytEOHlObUppT0YzOHFiTHlSQ2RIMEZkOTcvQXVpMDE3S1ZyMm1VbFkrZ0pFdnU0bXVvUTVYSVR5eG9PRk16ZkVIVFI5M3FRNlUybWRqSnZSMTFpT0daS01wRmFLeGxTSWdxTE9SeEZMSHFBK1dtTm9Bam5KSXpJdlVzZHl1endkbXI4S0NUWFJ2MEZrTDRjWk4yWmgrSEZtd3A5V3dheDlyWktzS0dhWVU1Y3pZTUQxRGt5UEtaTDgvOExSREhlTG1Bb2hWMEJKK2dCK3F2QlhVdlIyUEQrQjFBaUw1TlpmYUhLbWNtbFp0cmtNVGJ6M0lwejluL0dzYnhLWGZGVGN5TWVLWHFNUDVnbmRjQmVtdkFiaEt4WXcwWVJ5eWZzQjBvUjdtVEI4SnlmK09yKzVvNWVNY3hEOUxlYlJaR1h3dU56YUVzL0czeVVENEhrdGI1MnVVQkZzYzJ6bnpwV2xscGVJUjRpTnBPVm43WlFPV0NhbzlyS0ZPTUtIMndrM3JnU3dMTFJ5RUF6WldXMDdEZ0R1ZnZLZEpzZEtWeFFKOENydUxyNUkzYVBza1A0S1liV29hVE9lLzZ0U0xZU3RWSmw4bFdsdlhQWVFNRTJvK05VbEhDY3RHeTNZUVYvMVk0QXFGeGFCR2ZTZDZTTWFyQkZzcjhQQ1I4REFITGFSWTV0WDVuK2h1TTc4cDJLMktZZ1Z2T1F4c3h5L1huQXFOVjVXTFVqUnJkbHpLOWp2RXN2elB0dVBlb0tzaFNnWXViRmNVMjBEaE83L3VqQU52Z25YbEN6Wm90WUpKZXpQbW1ibkc0U1VxRVQxMG5Wd2tuem5SYk1obUVXM0lJa3FMR1FYTGVLMzU5RzFKRkFCdkJlT3liZkdYb3pRaVJGb0FuZ040NnE4YVlPTFFUOHVDU2g1Q09QdTJsbFpuVEh2R0FFTDFpWVYzTzlieFRvMUNlL1NCQ3RLWFVzSTFyZ0Q4QXJxNE81UXhzN0N1YklDRXRWeGthYldabW53eEhvdlM1STNSakM1TUdnMUJHSnBnbm9vZW9sdzJHMlE0PQ\\u003d\\u003d\x22,\x22NcKUUcK4JcKfwopJworCpDwFwqFpw4rDlCdEwrzCvkAnwrrDokB6FsOfwpBQw6HDnm7CjF8fwrDCmcO/w77CpsKSw6RUI3NmUmPChghZXMK7fXLDpMKdfyd6T8Obwqk7DzkwZsOCw6DDqzjDk8OLUsO9XMOFJcKcw71+fQcbfT4VWQZzwofDjGU3LA9Mw7hOw7g3w5rDtRNXVBphL3/CucKgw7JCcxIAKMOswpDDribDl8ORV3bDhRx0CRl+worCuioXwrcjR2fCnsOjwr3CiC7CqiLDpwQuw4nDssKyw7caw5pPY2/CicKOw5/DtMOUbMKdJcOxwqtMw7McWB/DqcKtwrjCgws+VCnClcOMeMKJw59/worCuGttOsOaGcKdSlPCpWYpPkTDjnjDksOYwrE2csKWcMKIw69BM8KpJ8OGw4vCmFbCqsOZw4FyR8OBYBEVDsOAwr7CnMOLw7zCgnh8w49CwrbCq0svODJhw4fCkTLDhl8cUCQKORdjw7bDtSJjATB+aMKow4QYw7zChcO2ecO+wrFLAMKtHsK2Ykd+w5TDixPDusKHwpjCnHnDkUHDtD4zdiEjaiQsWcKPwrh2wp9XByYBw4vCmSFPw5HCl3xnwr8rPEbCh3IVw4nCr8KOw69MIUPCimvDp8KpC8KnwqXDqH4xA8K4wqPDosKaF3QrwqrClMOOQ8O0wrrDiSrDsWkkWMKCwpHDjMOhRcKYwoFbw70oF3vCkMK6IRJGDgDCg2bDgMKXw5rCjMOZw7rCvcOVasKFwqXDmzDDnQDDiFYCwqTDn8KjXMK1NMKqA00Lwq0pwqQsZiHDjBtcw5jChAzCo154wqLDuQLDqVRww77DrHc6w6wfw7rDiA7CvAUbw4TCll19Dn5VVULDhgQPCsOqY2HCucOuYMOCwoJwLMKJwpTCgMO8w5DChBvCjGY6MgMuNXkaw4zDvzV1bBLCtUdawrDCnMO0w6h0HcOswpfDqkgNEMKsEA3CgmXClX4zwofClMKGIwpJw7nDsy3CsMOiLcKPw5QkwqsDw5gJe8OhE8Kaw5TDrMKcJC5pw5jDoMKZw6YcecO0w7vCnzLClsOGw6ojw7bDuMKewpDCu8K8w4PDusKPw5dZw67DocO/YF08UcK2woDDsMOyw5ktOCU9wod4XE3CgT7DusOYw6jCrcKzW8KHZhPDlFUHwoorw5R0wpvCgwrDqMOhbzrDp1zDrsKFwovDuhbDvW/CtsO4wplEKADChUcswrhMw7Fkw5VIKsONATtUw6HCjMKww6PCrSzCrjzCoGnCsVrCpRR0ScOWDVFmOcKMwp3DtTM1w57CnhbDpcKDOMKlIWrDl8Kow6zCtA/DlxYdw7jCiw0wd1dDwplWDMO9PcK5w7bCkkPCk3TCu8KgVsKiGz5qUBIuw6HDvcKVw5XCmV1OeQrDixY3PMOnbj9bfQPDqWPDqToswoIWwpAPTMOiwqJLw6cuwqlAWMONSU8cPBXCn3zCnC8Td30jfTPDv8Kuw7cZwp/Dk8Ouw7t2wrPClMK9MBtYwozCvBDCi1hua8O3UMKXwoDCpMKvwq7CqsOdfUzDnMOdSybDvB9xSXJOwoMkwpAaw4fDnMK+wovCkMKnwpEhbjzDqWckw6nCssKdXTNyw6dxwqRHw5jCu8OVw7DDk8ORYS5pwp0rwr9iTVXCvcKBw4kHwrxGwp0ycTzDg8KcNAkIMCvClsK2DMO8wo7Dr8O/asKYw6MDIsKAwogIwqfCj8KXanlhwokrw4VYwpJMw6jDkMKmfcKAw5ZEWwbCkmwLw6Q9SzE8wq4jw5/DosOPwqnDj8Kiw4kxwrJ2PnvDoMKgwqfDuHjCqsO+X8Ktw7bChMK2CcKhIsOcZBzDl8KJZ1/DtcKNT8O+RmvClcOKX8OYwolbesK7w5XCgl9QwoccTjsgwq7DrDLDscKZwpjDiMKjOi1UwqPDtcOrwpnChkvDpBFmwp5bcMOLbcO6wpjCl8KpwprChnfCq8OIScKSH8KOwpjDpm1sf2Zef8KwXMKtL8KMwoPCrcO9w4Ekw6BGw5DCuyIpwq7Co2nDoVDCmG3CmGoJw6zDqMK0E8Kiw59xVRENwovCqMORCWvCsUVnwrQGw4hRPMK7emQTYcKfHFrDoj9QwrELwqDDhsO5X8KKEMOCwolPwqvClsKbacKAQsKOZsKDDGgPwrDChMOTCivCsWXDosKvZHIoXg83NSrCg8O7FcOlw5d4AcKRw7hqIXLChBvCpVHCq17Cu8KwDUzDm8KYFMK7w4F7ZcKEHk/ClcKsLXxmZMKnZ3FQw5ExU8KNfC7DjcO7wq7CgC5Xc8K5Zj8Swos+w7fCjsO4CsKbXMOWwrhnwpLDj8OFw5TDu3g4W8O0wrt0wpLDr1sKw5jDlTLDqMKGwoA/w47DmAnDsGZqw5htEcKMw7fClH3Ds8Khwq7DlMOvw7ERKcO8wqIXLsKRfsKDScKMwq3DlS06w6xVRRssFH8UTSnDhMKCIRzDicONYMOuwqHDmxvDmsOqRhA8W8K8RScfXsOHNjPDnwAfO8K5w7jCncKOGHbDgmTDuMOUwqDCgsK2eMKvw4DDugTCo8K9w6hkwoQPIgvDhm02wrx8wqVLIlxpwovCkMKtDsO1UEzDuH4uwprCsMOPw7fDinhsw4rDv8KCWsKYUhVeaBvDg1gIe8KlwrjDulRtaENwaFnCkE/DrS8Kwqo8EF7CuSHDmGxfZ8Okw5TCt1TDsMOkaXVGw6tHfD9Dw7nDpsOrw6cgwps2w79cwqvDuBYdRVfCjUk5bMKXG8KewrjDpyXDgmrCpzwBfcKqwqcpUjPCiMO4wrzCrADCrMO6w67DvGx1LwbDliXDnMKtw6Elw6TCh0pFwovDjEohw7fDpUsBNsKAG8KiJMKZwqJGw7bDv8OaBHrDiQzDgDfCjFrDsEbDgkTCigjCrsKbR8KnEMKhNMK8cHPCk0Rnwr7CqmssMGIRNgrCk2fCtxTCsMKRV1t/wr9uw6tTw7LDisOgUHA7w7PCvcKowpTDmsK3wqzDu8K9d3HChjMcK8KQwrPDkhwOwqx5RW/DrCtKw6LCt8KmegrCucKNScOdw5bDnUYNFcOgwr7CvBxICsOIwo46w7VOw6PDp1PDtHkDEsOHw6kCwrUnw44+MMOxTxTDl8Kww70BEMO3YsKmBhrDlcK8DkIsw4oxwojDpcKuZ3DCiMOJH8K3fsKdTsKodMKdHMKdwqDCtTQFwo44Q8Kra8Okw40CwoxaX8KgdMKoXMKtDMKuw4d7fG/CrwbCrsOvwqzDtMOyVcKhw7XCtsKgw75ldMKGJMOhw6EGwrF/wohQwp5+wqvDoMOEw4fCl2ciQ8K9A8K+w4BqwqLCmMKiw445HidTw5jDoEQ3OSbChGkuFMKfw4MzwojCnxh5w77DpzHDj8OWw4nDqsOnw7DDosKtwo5LHsKtCyfDtMOvQMKtJsKgwrxZwpLCgXQtw7HDlmp0w4XDklJ+Yy7DhUvCsMKvwrHDqcOyw519EjNjw5bCpsK4bMKSw5hewqHCgcOuw7fDuMO3NsO5w7jCsUM+w5E3Ww4nw50vQsOnWDVXw5sTwr/CqEMFw4vCgMKWMy4kHTvCkjLCi8O9w53Ck8OpwpZHAW5Awq3DuQPCp8OSQ3lGwoDCm8K5w5MRKUY0w5TDh1TCocKPwokzfsKxQMKmwpDDlGvCtsO/w5pEwpsFWsOqw4ooYcKSw5fCi8KmwozCkn7DncKBw4Bww71Rwo1VI8OAw7ZWwr/CkgBGOVjDmMO8w5o6JxUsw5rCsE3CusO9woRxw7/Ct2vDkis/F2XDpwrDtlgjbh3DqH3DjcKUwo7ChMOXwr0wYMK4X8OfwpDCjz/Cu1DDmE3DvjfCuUnCl8O4w6N7wq1ow61AXSbCi8OhwqvDu8Kjw4bCk3jDg8KEw7ZKPHYzwp0lwpskSQfClcOXw7c2w7FjMhTDicK+S8K4ZHZ9wqpJHRTCh8KfwqfDv8ObWF/DgQTCgcKtccObfcK/w6/DncKLE0ERwprCjMKbUsK4DD3CvVnDoMO9wr4/OXzCnVjCksOBwpvDulYFMsKTw5scwrsOw4w7ORISA0xEw7/DnkUTBcObw7Ifw5o4w6vCo8KAwojDty11wrJWwpIDSxBswoVnw4YAwqrDgEoZw7/Cs8K4w706VcKXAcOOwqJIwoLCiEXCtMO2w5LDjMO+wq9UOMOMw54vSMOewpDDrsKCwrV5TMKAw7Bow6fCvnHCl8KxwrgSE8KYJ0lCwrvCh8KuJMKxQkBnWsOdw5xLU8KVVsKgw7cCBRY2RcKjP8KmwpB+S8OkU8Otw6h3w5vDgkjDscOFw5HCh2DDncOHNGnCqsKWE8KsPMOZw5rDkgVrD8Kowp3DncKyDsOuwqE4w5LClBg5w5gyR8KHwqDCmMOaQ8ObekTCnlwXcR9zTj7CtR3Ch8KpRmInwqHDmFRNwrzDicK2w7XCvcOvIE7CowLDgSXDnU8TFsO3KBYhworCtMOkVsOeB0kKUMKHw70owpzDjsOpecOzbGLDrE7CusKcZsKrIcKzw6RMwqLCumh8Z8K1w7JLwp5Gwo0CwoJKw59Mw6DDgcK3BH7Ds3AjexvCiQzCryYCBnkqwrVxwrfDrMO4w65wWMKoaxV6NMOgLsKcbMKnwopswp9tR8O+IB9pwp/Cq8KbwrrDnjEIQ3/Cs0BKGsOYNW/CkXXCr1vCgMKjJsKZwpXCnsKIW8K6bxjDlcOywpkmw6VJX8Kmw5rCuR7DqsO4KisPwohEwoDDjDnCqyXDpTkJwoUWGT/CrMK+wqPCrsKrE8KuwpbDo3jDpSAiPgzCnhR2cn5lw4PDgcO0GsOmw5Qew7fDn3LDscO7NHzCmcOwwojCpBshw7xTwo3CnzHCksOLwpxbwro0BlzDhS3Cq8Kxw5MSw6LCn8KJwpjCg8KkMiYzw4XCmTpNeUvCi8KuTsOIeMKlw6RzWsKbeMONw7ooalZFQ1x2wrrDpiLCsz5aUcOdSkvDo8KwCHbCqMKmB8Omw6dpImLDmDEpV2XDmkxWw5ZVwrfDikA0w6YiB8KKVkASHMOkw4kSwrl/VhF9FcO1w5AGd8KzfMKsaMO3ZzvCicOhw7Ikw7XDk8OEw6nDlMOQU3zDuMKzMcOeLcKEBl3DuyHDvMOkw57CvcOowpg8wqDDv8Ouw6TCu8Ovf2NmC8KXwqBPw5LCmFRRUFzDmUshS8Omw4rDlsOZw4EyXcOBFcOcYMOEw6XCoAFXGcOYw4nDgnTDosOVXAQPwr7DozoWAMOKXl3Ct8Kxw6MawpZRwp/Dpjd1w4LDh8Oxw7TDnGBDwrvDrsOlWzkdw5fDo8KnasKUw5IJcVMlwoM8wp3CiHMAwpfDmSYAQRTDjQHCvz3Dj8KVDsOewrMWUXrCkx3DtFzDmwPDpQdlwpBKwrAUwoXCiyTDpxXCnMOSWl7Cl17DnMKvPMKiPBpTF3jDvHQ3w5XCg8K5w6LCmMOnwrrDsDHCkWvDjWvDqj7DjMOQY8KbwpR0wpFmdUNUwqrCikNww6IpDHVgw4lMX8KMEyrCplJKwoNwYcK6MMKRwroew4HDosOzdsOWEsOaACYZw7bDicOcZl9GRMKZwq0vwoXCvyvDsUzDnsK+wpQMQCgUI1IEwpFEw7Y2w6xvw4ZBN20EMnXCoTsnwoZFwrNGw7nDkcORwrfDpQzCg8KiCTDDpDrDncKPwohLwpMeexbChMKnNB5haWxaDCDDqWtGw4vDkcO7F8Oaa8K6YWIVw7k+wqnDncOewrZ+GMKfwotQXcOCw5AWw6sOJz0bw6DCjsOgwpXCucK6WMOXw4wQwoXDnsKuwrFGwo4Hw7XCtG4gMUTDgsKAd8Kdw6l7U8OrbMK9TQnDpMOPblYOw5zDjsKOQcK4TH3DjSvCvMOWRcKSNMOwcsOywroJw7XDtG9+w4g6TcOhwobDhMOubjU5w5TCt8OEdcKSeHE8woYwesOrwr9JKsK9GsOHwrg3w4TCpGwYOcKuA8KkOmbDs8OQRsOew7vCrRE0aVpsOW47Lg0Ww6TDtStBNcOTw4fDncOJw4PCvcOGPcK+wrLDgcOvwoLDuEhfL8OhagLDl8OIw4UOw6XDo8OaA8KBQSXDlhDCvlRTw77ChcKnw7JKHUMPEMOmEnjCmcO9wprDuFYtQ8OAUz7DulBCw63CpMKBaBPDrUMHw4TCuFXDhw99fhfCrRUGMTonacKgw6rDmBDDtcKeRWcHwr09wqPCu1c+HsKHfArCpzEzw4XCm3s3S8OAw77CpQBGLBfCrcKNC2lNR1rCmzsPw7sKw45lIVN8w6V7JMOgccO8Z25EU1N7w6rCoMKYZ27Djh4ocTbCi39qY8KyK8KAwpNPcQM1w4hYw5vDnh7CoMKkw7JafiPCmcOcUXPCniEQw5trTw9tCwRywqrDi8O7w4jCh8KTw6zDrFvCnUV8GcOiwr5oTsKUEnDCvWBWwrPCncK5wr7DtsKSw5rDjyrCqCHDtsOnwpgzwpLCvcO0TlR3b8Kcw4bDjX/DlB7Cri7CrsK6BUhbIm8rbmBGw7Qgw4Z1wpvDmMOuwpFnwoTDpknCj3jDgAc2C8OpPxpTJcOUE8Kvwr3DhcKbbhd8w5LDj8KuwrgVw4HDqsKiXkbDvsKzbx3DmV4OwrwXSMKKf25gw6YjwrEIwqPDrC3Cpzh+wqbDn8KJw4hufsOcwp3DvsK+wrbDun/CjyNNXx3CtsO+ai0twrl9wqtHw6zDgS9jIsKbYnoFe2fCmcKJwpjDnkBiwrUMB2gsGjpLw5d0DDV8w75Gw68yVzBAwqvDsMKJw5jCosKhwqVFF8OwwqXCtMKFFkLDulXCrMKUB8OGWMO4w7PDrcKYYxl7YH3ClBAaQsOgesKicT8HcG1Nwr82wqbCocKETwAgKcOGwqLDqsOUCMOBworDp8K0G17DkRl6w5IqElBtw6VNw73DosO9MsK4UgUVQMKxwqs3RHNWXUDDr8OIw4wSw5XCkRXDuhQ+UX9mwohqwoXDgMOawokZwqXCv0nCrsOUDsOLw6fDlcO+YErDo1/DhMOqwrRvTg0cw6oMwotdw7PCk3DDki8JJcKDRywMw7fDnR/CpcK0I8KZL8KqHMKgw77DlcKww4BHTS5Xw4vCs8Oewq3CiMO5w6EiTMOPd8Oxw6gkw5/DsUbDoMK9w6vDkQLDnlNVGzHDm8Kqw6oMw47Dv2bCjcOyfcKVSMKrw6TDq8OGw6N6woPCngLCs8KtwqLCs2rCgsOGcsOhFsOJcj3CgsK7R8KXEG1Qwpxgw7rDr1fDjMOowrROwr8ARHlrw63DrMOzw7nDtMOrwoHCjcK1w5Ibw5p4EcKIFMO4w4/CmcKRw4DDucKuwqEMw6XDgAFqQmEDUsOGw6Aww4LCiHTDvgjDg8O3wpTDpRjChsOcwpdow7/DhSvDlGAQwrpxAMKlfMKhQRTDj8KwwqpPLsKLX0ptTsK5w4gzw5nCpEnDncODw7Q+Igohw4YLVGxMw4Fke8O/AGbDg8KjSVHCmcKIScKMGh7CnCPCgMOhwrzCt8KtEjxbw5JFwrNVOV0YFcOfEcKGwoPCl8OjP2fCjMOIwpQ5wr4ww655wr7Cs8KnaMOVw57Dp1XDvHPCscKWLcKlMRgPw7bDtcKRwobCklFewr3CusK7w6YMCMOiC8OTecO8bARrVcOvw4HCk1kEOsOeSXkuWwLChUDDu8OtNGhxw6/Drl5lwqBIYSPDmxxvwo/Dvy7DrVcYTltCw77Cm2JgZsOWw7gTwpnDhQxZw4PDnlItYcKScsOMAMOeAsKBclzDjnJJw4fCkmbDhBFjGMKIwoo5w4/CvcONZMKPHnDDqMK3S8OyesO4wqfDpMK1aCBlf8Kqw6/CtWPDiU8Qw41sTMKGwqPDtsKyQilcRMO5w5bCrHgOWcOzw73CowPCq8K5w4x9J31/wqTCj1HDtsOSwqcDwpbDusOhwrXDoH8BT2jCkMK5EMKowqDCv8KZwrs+w7rCu8KQEinDlsK1IUPCvMKtUHLDsBPDn8OwRxrCiQTDgsKIw7tbMcK3QsKENMOyARTDpMOHTsOjP8OOeMKhwq/DpcKiQhtdw67CvcOgVGTChsObQsKPA8OowrBPw5l6ccKxwpHDmMOMOsKpFTHCsRrDpMOXwpZUwodQw7gow5rCvkDCrUvCvSDDtTbChsOcCsO3wonCk8K1w7/DvMOnwqzDiGYAdsOgInrCrBk7w4PDrz5Xwqo/DlrCt0nCv3zCusKfY8OGNcKYA8OcZkZWBG5ow6tDKMOBw5bCiiVzwooOw4HCh8KLP8KKwoRcw7HDpU/CqCQ/VV3DpUHDtgMvw6Y4w4sNdjjDn8OwwovDk8KMw68owqrDi8O6w5sbwq4gU8KjGcO0JMO/bMO4w4fDusORw53DjMOPAmoMcg5Ywo3CscKPIQzDlxBhMMKnZ8Oxw63DsMKrBMO1B8KSwqbDrsKAwonDmcKVeAZvwrYSwoYaM8OVDcODZcOGwpgcNcK1GHDCo1fDvsKHwrEEcWPCpz3DoMK5ZcODZcOMHsO7w75rBMKsZ247XgrDi2rDmsOcw4h5EwfDsTx0cxVkVQoUPsO7wpfCgMOwTcK1cksxMx3Cr8O0S8OAB8KZw6ddXMO3woxSG8Knw4QHNgVRbHcbKX05TMOcClXCsR/CrA4Iw6l6wpnChMO6J083wod0TsKZwp/CoMKiw53CjcOZw5HDs8O7E8OwwqNrwqzCqk3Dg8K8Y8OMesOTUwHDgBJkw5MpWcO8wofDp01fwoUYZ8K8ASvDj8Oqw4FFwoLCgHIkw5LCvlx1w4fDkTgHwr0Aw71GLlvCkcO+LMO1w41qwoPCqcK+w7bCqEXDgMK5RsKNw7PDrsKASMOQwpDCgVHCnsOGHlHDiH4gWsKkw4fCoMKhLgt8w6BZwpl1M1Iab8O+wrDDo8KHwrjCklTClMOxw49CBg3CusKRbMKEwofCki4VwqfDjcOewo03IsOPwopXfsK7ADrCu8OqeBzDp2zCuCzDug7DocOtw6wTwpPDh1NkEBNSw7zDilTCkzpNI08gU8OKdMKgP3PDpcOvImszUxTDiV3DuMORw6ADwrzDuMKXwpIHw5EZw6TClwLDksKkQQfChXnCmkQUw4fDhsK0w6InYcKNw5PCoVMdw6PCnsKuwqwWw5HCgFNzP8OdYXrCiMKDP8KJw6Rnw7VvFnHCscOYKGLChz1Qw7E1FcOKwpvDlgvCtsKGwpJ6w6LDqzEUwoApw5rCpTLDpmLCusK0w5/CrXzDocKpwovDssKcwqo/wrLCth0LDFRqwp4VYMO7YcOkbsO3w6MmDQXDviHCqifDvcOXD0HDscOmwoPCuSdEwrzCqcKzRAjCvGYVcMKsQ13Cg2oLQAhzNMK9OWMlHXjDsE3DpXnDmsKKw6DDscOFZ8OFF3bDqMKxOXlUAcOFw5V5AgLDtH1DUsKRw5TCicO+bcOnwoLDqFrDo8O2w7oswpfDpzbDr8Odw5EGwosPwoDDmcK/RsKPw6xfwrLDjRTDjBxiwo7Dvy/CuyXDrMOlAMOoVsOjHUZowrpWwqICwpHDsyljbQ87wpRTK8KrBkIFwofCgVEYWB3Cq8OuccO9wo9Ew7rCucOkdMOBw47DmMKVbgPDqcKIbMOUw6LDtDZmwpUtw5rDosKVO1xSwr3CvjMkw7vCmxLDmFR7USnCgMOWw6nDrzdKwonDucKUMEFew6jDqScwwrDCvkwdw73CmMK+aMKew5YQwokuWcOXExfDqcKqfMOyZzXDuH5XUGN3PEnCgkxmP3nDqcOGUGs7w5ZkwroMHFcPHsO0wrzDvErCm8O5WRzCo8O1O3IRwrVlwrl1csK1bsOgwq8iwofCqsK+w7UCwr1vwrY3Bn/DvnbCusOWFUFrw6bCrTPChcKEwow6BsO0w6fCv1cqfMK/AVnCr8OfVMOjw7Uhw7p/w5Jww4IMNcO0aRo6wqNAw4LCssOmank3w5LDom42OsOjw6jCiMO/w6AmQUbCrMKRfMO0NTzDjhvDtUbChsKdDxHDtgXCohHDjMKCwpfDj0QQC1Y5cysnacK9ZsKTw5HCr2fDnBIgw67CrExJFlnDmQDDssOfwpXCmnNCd8OgwrEHw55pwr/DhcK7w7ACZcO0LTYywr5uw5jCrMKVdzYOECcaw5xGwqcfw5rCoGjCtMKzwrkuP8KWwpLCh0zCsinDn8KiezvDujJkAxTDvMKSUC0+RDjDusOHdSFmTMKhw7tLB8O0w5zCpT7DrmB+w5V/M0dHw5QVQnnDs17CtDDDrMOlw4HChzEZfVrCs3Iow4bCk8K2MmJYMEnDrDMzW8K2wrLCiXLCrh3Ch8OCwqzDnx/CkV/ClsOSw53DosKoQ8Oewr16DUcAe2PCiFDCnE5fw4jDgsOmBR40GsO3wo7CgG/CmQJKworDhUN8IcKdIlvCix3CksKABcKEJDvDocK+ccK7GcKKw4bDpigEGiTDjWsqwoZRwqzDtsKWSMKSFsOCbsO4wq/CicOlw4RQw5Unw4nCuEbCjRA2Qmluwpgaw4XChE9gVGhtCmU9w7cWd3APLMOjwozDnwLCslhXDsOmw5snw7sWw7fCucOgwr9NAlDDhsKNVW7Cq0khwrxwwpfDncO4dcKJwrQqw7/CkhlvEcODwpvDlUvCk0bCvcKQw7Flwo9CE2JTwqXDhsKaw7PCkRhxw7fDo8K+woF/c0BGwpvDpyDCni1fw6LDmlzDrjVGwpXDiALClkE8w4TCpm/DhsOwNsORdMKTwoHDlzLCo8O/KMOSVFppwpLDnXHCicKiwrLChMOcc8OAwqfDmVd8SMKlw7/DssKlacO3w6XDscOlE8Kxw6snwrhmMBQzVsKMR8O1wpkowrEmwrM8EHtzelHCgDDCp8Kzwo4OwrQWwpjDoSIBZi3Dl3kNLMKUHHN3BsKKO8K6w73Dh8Oww7rDgnA5TMOTwqvDh8OGTzLCiiAkwoHDv8OtOcKGF08jwoHCpiM/BBcDw7AMwpACLMOTEsKAGQrDjMKpVkXDoMOJLnHDhcOKOjhvSCwARsKywoYQOy5+wpByDFzDlHQxcXsdUSM0IBDCtcO6wonCh8K2a8KkIUXCgBfDrsO1d8Kfw43DqRohPk4+w73Ds8KeCkXDtcOpw5sMQMKYw5lAwpHDtADCocOsOBhzM3Q9W8KtUSYtw5DCiCzDkXfCm0rCk8K1w5/DjldRT0kuwqPDiURIwodjw6QdOcOgYyDDqMKCf8OMwq9Ic8OBw5zChsOsdDLClcKbwpVCw6XDp8OCVgNuMcKZwpfDqcKtwpFldnVkSRVlwqvDqsKPwpjDhsOBTMOeL8KYwoLDh8KiC2JRwpg5wqZAXg1Ow4HCrmDDgj9dK8Kiwpt1YFIuwoTDo8OCNlnCqnIsJGF2UsO2P8KswqnDs8K0w7MWBcOkwpLDoMO8w6QaGUwBbcKVw7UzBcKOBkzDp1nDogYyVsO6w53Cnl8acnwrwp3DhksgwqHDmGsRTHodAMOwdRNVw4nChWHCjsKhWsOiw7fCgWVQwohjf1ETdz/CucOcw65dwqzDtcOkIVlHbsKPTyrDgWjCtcKxWkB2NGnCj8K2GzJuYBUiw6FZw7HDpCbDqMO+PsOkXmfDmsOrFC/Dg8KnOzo4wovCt1DDscKfw6vDmsOww5A+w4rDo8KNWl7DjgvCjGYFw50WwrDCjmpWw53ClWXCnyF+wpDDj30pGcOrw7zCqSrDpCZKwpcLw7bCjsOIwoRHTSFqMcOmXsKCCsOpw6EFwrjCoMOswoMCM109K8KuLDAlAH88wrLDnRbCnhlHMENnw4zDnDAGw6PDjG5iwrjCgwXDkcOcfMOjFGtJwrrCssOkw6PDrMOvw6DCvcO1wrjDrsOcw4bDlFDClTM0wp5EwqzDon/Do8KsJ18GTzcXwqJSO3N7wpYgLsO3Pl5TSXPCssKfw6LDm8KzwqVsw4hRwod+dWrDoFDCi8KtdRRawoJKf8OGe8KBwrMxZcKgwosewot9GHchw6o/w4o7e8ObDWTCsynChxJFw6fClcKYwprCmcKsw7LDkQHClXfDnMKFPcK2w4LCg8KvIMK8w7PCkTl/wqxKHcKkw7k1wptUwqLCu8K7IMKKwr9HwpQYGCjDrMOvwrvDkxgHwovDr8K/FcOPwo89wprDgX3Ds8Kuw5TCscKZM0DClCHDicOaw787wq/CoMKQwqVPwoMLDHjDhkTCk17CncOrOcKhw48uNArDiMO2wqZTOTDDi8KQw4fDpg/CtcO4w7LDvsO2TGJJdsKVLAnCsMOhw6cbMMKuwo5MwrMaw6PCt8ODCnbCtMKdEgURXcOjw4JcSGhBLnXCskfDtVwwwqsww6V9IR9HDMKywoMkSTHCnFLCt24WwpJbGTbDi8O2fVDCucKecAbDrMKZw5YxUQBrMkAFRx/DnsOIwr/Co1XCqcOMTcODwqQ1wqI3dcO/w5x7wrbCmMKuGcKJw6pSwqoIacKoIcO2w5QuKsOeA8OxwoxzwoknUiNeXEo6f8KhwpHDmQTCt38yAzXDuMOFwqrDqMOjwrzDo8KfND8dw54+Q8O8OUDDp8KTw7BCwofCn8OcFcOTwofCi2EDwoXCmcOzw7tJIAtNwoLDjsK/Xzw/QXbDqMOVwpHDgTBjLMKswp/CtsK6wr7ClcOZbDbDlz3CrMOWOMOQwro9W0UMVzfDnUBXwpXDnVtEUsOQw4/Cn8O2e3gHw7c7wrDDnSzDum4hwqsmQ8KCIj9xw4LDukHCkANuVkrCvhBEfcKiPMOZwrfDh0VOwqB4T8Ojw67DpcKRLsKbw5PDnsKIw59Fwq4jbMKmwq3DmMKbXS12fMOzTMODP8OhwoZMXnt1wpI9w7EMYyIOH3XDrWNdFsKEZnkoeE8pw45aKcKbw6vCg8OMCCkOw59nf8K8FsOWwp4mZHHDgmofU8KeVhDCrMO5OMODwoBbDsK2w6HDnTs4w5cjw7lsQMKlESzCrMOpN8KiwpPDs8Ojw6Icd2PCknHDti9vwpRSw77CrcKcYVzDscOPP07DpsO1b8KKewfCsSlrw61LwpjDpjYLEcOYHDICwrk/S8KswpPDrEPCsGTDuhDCgcOqwrHCkcKZfcO9bUAkw5ZcYWpPUsOhRnfDv8KDLsKlw4gbBS/DgD8CZ1TCgsKHw44qF8OOYTd/w5cGwqEVwqBMw7TCjnjCl8KuOw0fbcOYJsO9ecKCY0dTwqbCgEchw4wibBbClMKjwplhRFF5woI1w5/Ck8KrOcOXIyM6OVvCk8Kfb8OZbMKfUig1RxDCsMKFE8KxwoHDi3LCiFtsJSrDoDpOPkxvwpPDmB/ClEPCslvCpsK/wrfDhsKwRcKgP8Ktw5U0WXsdWcKUw7fDvMKWSsO9cQ9qG8KNw5ZPw77CsDxiwofCqMOLwpwXw6lOwoLCt3XDmmDDoB/CiMKnTMOUXEtuw5PDrV7Dlgl3bUvChDvCsMOjwrzCs8O4RWc/wonDhsKwdmDClsO+wqhjw5JJfcO9LcOQAMKNwotJZMKgw7prwpvDihhWED51DcO9w69BKcOYSQY+KXA/UcOrTcONwqkQw5d/wolJW8O/LMKSB8OIU13CnHBcw654w5/CscOUZwtTMsKtwpM1DVfCuWjCgy7DsWJYFnXDr3stCMOgL8KhRwjCk8KHw5LDgWXDr8OIwqZibG15wqdaw4bCuUQew6rDuHIre2bDqsKrFGcbw6ZGw6Uaw4nCgFEgwr7Dq8O7PABEQS0Hw5dewp/Cu15vbMOydH10w7/Cv8KVRcKKBiLCjcOvDMOPw4XDoMKUDityU30vw7LCpz4owpHCp8OdwqTCvMOgNT7DuE1tQF5fw47CkcKbeTNbwpDCmcKLGkQQY8KdEhtew58Dw7JJOcOiw5l1wrLCqBvCmMOfCcOtFRwyFE0NQ8Okw7AfbcKhwr0kwp1wfgEfwpPDqWNmw5DDrgLDh8KBGsKbwqU5eMKSMsO+WsK7wpLDr3s7wqjCosOqw4Myw57DkcOMw7PCpVjCrcKjw6g5PCfDiMOKIjVoEsKMw7g4w70ZOgBbwqwxwplReB7DoRQFGsKJSMOtdcKsw5wRw4xIw4nDm0BZElnDj0lNwrFzPXtKGsKuwrXCsiUwOFHCv0TDp8OXMsOrw6bDk8OhSDwgGCRaaiTDj2vCuwHDhB48w4JXw5JUwotNSyAVfcKzchZaw6kHMDfCkcKlB3LCr8KORMKZasOVwprClsK/w60Yw4xIwqs4asKxL8Knw6HCssKKw6dgW8Kow6oTw6fCgMOqJsK1wrNIwrJNQVlzWB5WwpnDsMKETMKpw4M8w7XDhsKaRcOKw5fClR7CninDpDQbwo8tAsK3wqnDvMK/w5bDsR/DrzklB8KvUBhEw7rCt8K1YMKdw4V3w7o0wq7DlH3DqMOmAcOWZVNKwq1jwp8OSkIfwrN9wqTCpRcswo15ecOXwoTCl8O/wok2SsOlTlJywoArB8OTw4rDj13Dk2QgOAhFwqUtw6/DpsK8w4TDusKRw6LDssKORcOywprDsnwcMMKsS8K9wp96w43DusOuRl7DsMOJDCnCssOpbMOYEjxxw7jCihzDlGjDgsKfw4/DqcKhVnRjIcOKw5pHXGpywqTDr2tVK8OIwp7CssKLRhbDhQo+TDPCrV3Co8Kjw5HDrVzChsKbwrTCgX/Cj2HDjkkvHcK2BDljOlPDqHxSLkBew6jCvcOwUlI1WmTDs8Oawot0XRJDcD/CmMOnwpjDkMO4w5LCjQjDnMONwpvCtmhAw5vCgsO4wpTDtMOQelfCmsOGwq5hwrw7wrDDpcKnw4Yxw5gvKwduScOKChTCsD3DgsOoD8O+McKTwojDv8OcdsKyw5pKFsOcLW7Cljo7w4YsRsO4cMKqaWE4w4sTfMKQKXHCisKxXRrDucKfVcOlEWDCv0RsJHjCmAbCqlFfCMOicnpnw7/DiwjCrcOHwrUdwrhrw5bDmMKQw4Z2aU7DgMOhwrXDkUPDjMKxcMKRw47CikzCilnCjcOPw7fDi2RsW8KsejzCsz3CrMOHw5LCpkgafxHDlnbCtsOjVMKHw5zDmHjCqUrCsxY0w7HCscK8Z0HChTsjfBfDn8OHVcKqFUfDmjHDi8OZcMKtAcOcw4HDtVozw6HDqMKvTCo/w4PDjC3DumtiwqZMwqzDmmh9OB7CgDjCgA4KM2HDsy3DjlvCkCnDsg0UJylYCXrCjBggM2w8w6FubMOARm05Wl/DuwdlwqFdYMOjU8OcWHRoS8OdwpvColpidcKbWsOLcsOQw68iw6dIw7rDkyVYwplfw5HDjA/CnsKRDljCll4bw5LDj8KDw75dw6snw4tkIMO4wo1jw7bClUPDmQtkPiV5wpzCtcKIXsOuWsO9QMO9w6jCiU3DsEPCusKtIG4sAgjDmkNOasKOBRQSNMKhN8Oxc3EhQigiecKTw4AKw7lsw53Dv8K6HsOXwrkfwpjDu0cgwqdzQcKmw7xmOk5vw6YARcK6w7BVLMOVw6bCrsOGwqEawocEw5lyZUVHasOHwqNkQsObwrTCvcKfw5RdCMKZKy0RwoMBSsKVw43DjBdywprDtkBRwooUwpzCq8Ofw7rDs8OwwqLDikgyw5nCgDQDEgzCosK3w7EaGhJ6IWnDlR/Cm2l4wqp9wrvDlGZ5wp7CtW3DmXzCicK0eQPDozrDnBY/bB7CrsKpF0tNw6bDpEfDhxTDoglrw4DCicORwq/Dhm1qw68jbcOxLcOrw7/CncOqU8KgF8OLworDrMKCK8OnA8OVC8O1w5nCvcK/wp4Kw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diff --git a/03_Declarative_EventDriven/eurojackpot/web1_files/css2 b/03_Declarative_EventDriven/eurojackpot/web1_files/css2
new file mode 100644
index 0000000..f545f65
--- /dev/null
+++ b/03_Declarative_EventDriven/eurojackpot/web1_files/css2
@@ -0,0 +1,162 @@
+/* devanagari */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 300;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbFqj2mc8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0900-097F, U+1CD0-1CF9, U+200C-200D, U+20A8, U+20B9, U+20F0, U+25CC, U+A830-A839, U+A8E0-A8FF, U+11B00-11B09;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 300;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbFqj2mT8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
+}
+/* latin */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 300;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbFqj2md8WA.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
+/* devanagari */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 400;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWKBXyXfDDVXbnArXyi0A.woff2) format('woff2');
+ unicode-range: U+0900-097F, U+1CD0-1CF9, U+200C-200D, U+20A8, U+20B9, U+20F0, U+25CC, U+A830-A839, U+A8E0-A8FF, U+11B00-11B09;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 400;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWKBXyXfDDVXbnPrXyi0A.woff2) format('woff2');
+ unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
+}
+/* latin */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 400;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWKBXyXfDDVXbnBrXw.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
+/* devanagari */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 500;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbEyjmmc8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0900-097F, U+1CD0-1CF9, U+200C-200D, U+20A8, U+20B9, U+20F0, U+25CC, U+A830-A839, U+A8E0-A8FF, U+11B00-11B09;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 500;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbEyjmmT8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
+}
+/* latin */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 500;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbEyjmmd8WA.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
+/* devanagari */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 600;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbEeiWmc8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0900-097F, U+1CD0-1CF9, U+200C-200D, U+20A8, U+20B9, U+20F0, U+25CC, U+A830-A839, U+A8E0-A8FF, U+11B00-11B09;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 600;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbEeiWmT8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
+}
+/* latin */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 600;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbEeiWmd8WA.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
+/* devanagari */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 700;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbF6iGmc8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0900-097F, U+1CD0-1CF9, U+200C-200D, U+20A8, U+20B9, U+20F0, U+25CC, U+A830-A839, U+A8E0-A8FF, U+11B00-11B09;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 700;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbF6iGmT8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
+}
+/* latin */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 700;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbF6iGmd8WA.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
+/* devanagari */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 800;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbFmi2mc8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0900-097F, U+1CD0-1CF9, U+200C-200D, U+20A8, U+20B9, U+20F0, U+25CC, U+A830-A839, U+A8E0-A8FF, U+11B00-11B09;
+}
+/* latin-ext */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 800;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbFmi2mT8WDm7Q.woff2) format('woff2');
+ unicode-range: U+0100-02AF, U+0304, U+0308, U+0329, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
+}
+/* latin */
+@font-face {
+ font-family: 'Mukta';
+ font-style: normal;
+ font-weight: 800;
+ font-display: swap;
+ src: url(https://fonts.gstatic.com/s/mukta/v14/iJWHBXyXfDDVXbFmi2md8WA.woff2) format('woff2');
+ unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
+}
diff --git a/03_Declarative_EventDriven/eurojackpot/web1_files/d57312a87ed32bf548ff391d1360d964.svg b/03_Declarative_EventDriven/eurojackpot/web1_files/d57312a87ed32bf548ff391d1360d964.svg
new file mode 100644
index 0000000..b606292
--- /dev/null
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new file mode 100644
index 0000000..c98ed06
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+(function(){/*
+
+ Copyright The Closure Library Authors.
+ SPDX-License-Identifier: Apache-2.0
+*/
+/*
+
+ SPDX-License-Identifier: Apache-2.0
+*/
+/*
+
+ Copyright 2005, 2007 Bob Ippolito. All Rights Reserved.
+ Copyright The Closure Library Authors.
+ SPDX-License-Identifier: MIT
+*/
+/*
+ Copyright The Closure Library Authors.
+ SPDX-License-Identifier: Apache-2.0
+*/
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+"Wybierz wszystkie kwadraty z <strong>pojazdami</strong>";break;case "road":case "/m/06gfj":h+="Wybierz wszystkie kwadraty z <strong>drogami</strong>";break;case "house":case "/m/03jm5":h+="Wybierz wszystkie kwadraty z <strong>domami</strong>";break;case "/m/015kr":h+="Wybierz wszystkie kwadraty z <strong>mostami</strong>";break;case "/m/0cdl1":h+="Wybierz wszystkie kwadraty z <strong>palmami</strong>";break;case "/m/014xcs":h+="Wybierz wszystkie kwadraty z <strong>przej\u015bciami dla pieszych</strong>";
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+"Wybierz wszystkie kwadraty z <strong>rowerami</strong>";break;case "/m/015qbp":h+="Wybierz wszystkie kwadraty z <strong>parkometrami</strong>";break;case "/m/01lynh":h+="Wybierz wszystkie kwadraty ze <strong>schodami</strong>";break;case "/m/01jk_4":h+="Wybierz wszystkie kwadraty z <strong>kominami</strong>";break;case "/m/013xlm":h+="Wybierz wszystkie kwadraty z <strong>traktorami</strong>";break;case "/m/07j7r":h+="Wybierz wszystkie kwadraty z\u00a0<strong>drzewami</strong>";break;case "/m/0c9ph5":h+=
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+break;case "/m/025_v":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych jest <strong>kaktus</strong>.";break;case "/m/0cdl1":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>palmy</strong>";break;case "/m/05h0n":q+="Wybierz wszystkie zdj\u0119cia, kt\u00f3re przedstawiaj\u0105 <strong>przyrod\u0119</strong>.";break;case "/m/0j2kx":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>wodospady</strong>.";break;case "/m/09d_r":q+="Wybierz wszystkie obrazy, na kt\u00f3rych s\u0105 <strong>g\u00f3ry i wzg\u00f3rza</strong>.";
+break;case "/m/03ktm1":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>zbiorniki wodne</strong>, np. jeziora lub oceany.";break;case "/m/06cnp":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>rzeki</strong>.";break;case "/m/0b3yr":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>pla\u017ce</strong>.";break;case "/m/06m_p":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych jest <strong>s\u0142o\u0144ce</strong>.";break;case "/m/04wv_":q+=
+"Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych jest <strong>ksi\u0119\u017cyc</strong>.";break;case "/m/01bqvp":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych jest <strong>niebo</strong>.";break;case "/m/07yv9":q+="Wybierz wszystkie obrazy, na kt\u00f3rych s\u0105 <strong>pojazdy</strong>.";break;case "/m/0k4j":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>samochody osobowe</strong>";break;case "/m/0199g":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>rowery</strong>";
+break;case "/m/04_sv":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>motocykle</strong>";break;case "/m/0cvq3":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>pick-upy</strong>";break;case "/m/0fkwjg":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>ci\u0119\u017car\u00f3wki</strong>";break;case "/m/019jd":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>\u0142odzie albo statki</strong>";break;case "/m/01lcw4":q+="Wybierz wszystkie obrazy, na kt\u00f3rych s\u0105 <strong>limuzyny</strong>.";
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+break;case "/m/013_1c":q+=W[2];break;case "/m/0h8lhkg":q+="Wybierz wszystkie obrazy, na kt\u00f3rych s\u0105 <strong>fontanny</strong>.";break;case "/m/015kr":q+=W[1];break;case "/m/01phq4":q+="Wybierz wszystkie obrazy, na kt\u00f3rych jest <strong>pomost</strong>.";break;case "/m/079cl":q+="Wybierz wszystkie obrazy, na kt\u00f3rych jest <strong>wie\u017cowiec</strong>.";break;case "/m/01_m7":q+="Wybierz wszystkie obrazy, na kt\u00f3rych s\u0105 <strong>filary lub kolumny</strong>.";break;case "/m/011y23":q+=
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+break;case "/m/01n6fd":q+="Wybierz wszystkie obrazy, na kt\u00f3rych jest <strong>szopa</strong>.";break;case "/m/01pns0":q+="Wybierz wszystkie obrazy, na kt\u00f3rych jest <strong>hydrant przeciwpo\u017carowy</strong>.";break;case "/m/01knjb":case "billboard":q+="Wybierz wszystkie obrazy, na kt\u00f3rych jest <strong>billboard</strong>.";break;case "/m/06gfj":q+="Wybierz wszystkie obrazy, na kt\u00f3rych s\u0105 <strong>drogi</strong>.";break;case "/m/014xcs":q+="Wybierz wszystkie zdj\u0119cia, na kt\u00f3rych s\u0105 <strong>przej\u015bcia dla pieszych</strong>.";
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);background-repeat:no-repeat;border:none;height:28px;outline:0;position:absolute;width:28px}.recaptcha-checkbox-nodatauri.recaptcha-checkbox-borderAnimation{background-image:url(https://www.gstatic.com/recaptcha/api2/checkbox_sprite.png)}.recaptcha-checkbox-spinner-gif{-webkit-border-radius:2px;-moz-border-radius:2px;border-radius:2px;background-color:#fff;-webkit-background-size:24px;-o-background-size:24px;background-size:24px;border:2px solid #c1c1c1;height:24px;left:0;position:absolute;top:0;width:24px}.recaptcha-checkbox-spinner{background-color:#f9f9f9;border:6px solid #4d90fe;-webkit-border-radius:36px;-moz-border-radius:36px;border-radius:36px;border-bottom-color:transparent;border-left-color:transparent;height:36px;left:-4px;outline:0;position:absolute;top:-4px;width:36px;-webkit-box-sizing:border-box;box-sizing:border-box;opacity:0;-webkit-animation:spinner-spin linear 2.5s infinite;-o-animation:spinner-spin linear 2.5s infinite;animation:spinner-spin linear 2.5s infinite;animation-play-state:paused;-webkit-transition-duration:1s;-o-transition-duration:1s;transition-duration:1s}@keyframes 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rgba(0,0,0,.14),0 1px 18px rgba(0,0,0,.12),0 3px 5px -1px rgba(0,0,0,.4);-webkit-box-shadow:0 6px 10px rgba(0,0,0,.14),0 1px 18px rgba(0,0,0,.12),0 3px 5px -1px rgba(0,0,0,.4);box-shadow:0 6px 10px rgba(0,0,0,.14),0 1px 18px rgba(0,0,0,.12),0 3px 5px -1px rgba(0,0,0,.4);color:#eee;display:inline-block;font:12px/20px Roboto,helvetica,arial,sans-serif;padding:14px;text-align:center}.rc-audiochallenge-response-field{margin:7px;text-align:center}.rc-audiochallenge-response-field .rc-response-input-field{width:220px}.rc-audiochallenge-error-message{color:#ff1b1b;font-family:Roboto,helvetica,arial,sans-serif;font-size:14px;font-weight:400;margin:20px 20px 0 20px}.rc-audiochallenge-instructions{font-family:Roboto,helvetica,arial,sans-serif;font-size:14px;font-weight:400;margin:10px 20px 10px 20px}.rc-audiochallenge-play-button{margin:0 20px 0 20px}.rc-audiochallenge-play-button 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(prefers-color-scheme:dark){.rc-audiochallenge-tdownload-link{background-image:url('https://www.gstatic.com/recaptcha/api2/download_white.png');background-repeat:no-repeat;-webkit-background-size:36px;-o-background-size:36px;background-size:36px;color:transparent;display:inline-block;height:36px;opacity:.55;overflow:hidden;width:36px}}.rc-audiochallenge-tdownload-link-on-dark{background-image:url('https://www.gstatic.com/recaptcha/api2/download_white.png');background-repeat:no-repeat;-webkit-background-size:36px;-o-background-size:36px;background-size:36px;color:transparent;display:inline-block;height:36px;opacity:.55;overflow:hidden;width:36px}.rc-audiochallenge-tdownload-link-on-dark:focus-visible{background-color:#d8d8d8}.rc-audiochallenge-tdownload-link:focus,.rc-audiochallenge-tdownload-link:hover{opacity:.8;outline:none}.rc-audiochallenge-tdownload-link-on-dark:focus,.rc-audiochallenge-tdownload-link-on-dark:hover{opacity:.8;outline:none}.fake-focus-audio{height:0;opacity:0;width:0}.rc-canvas-image{display:none}.rc-canvas-canvas{cursor:pointer}.rc-defaultchallenge-response-field{margin:7px;text-align:center}.rc-defaultchallenge-response-field .rc-response-input-field{width:230px}.rc-defaultchallenge-payload{border:none;font-family:Roboto,helvetica,arial,sans-serif;font-size:14px;font-weight:400;min-height:61px;text-align:center}.rc-defaultchallenge-incorrect-response{color:#ff1b1b;font-family:Roboto,helvetica,arial,sans-serif;font-size:12px;font-weight:400;line-height:14px;margin-left:20px}.rc-doscaptcha-header{padding:10px;margin:10px;height:20%;background-color:#1a73e8}.rc-doscaptcha-header-text{font-family:Roboto,helvetica,arial,sans-serif;font-size:22px;font-weight:400;text-align:center;color:white}.rc-doscaptcha-body{height:80%}.rc-doscaptcha-body-text{font-family:Roboto,helvetica,arial,sans-serif;font-size:16px;font-weight:400;padding:10px 15px 10px 15px}.rc-doscaptcha-footer{pointer-events:none}.goog-container:focus{outline:none}#rc-imageselect{min-width:240px;font-family:Roboto,helvetica,arial,sans-serif;background-color:#fff}#rc-imageselect .rc-button:focus{outline:none}.rc-imageselect-desc{margin-left:-10px;margin-top:-10px;padding-right:100px;position:relative}.rc-imageselect-instructions .rc-imageselect-desc strong{font-size:22px}.rc-imageselect-desc span{display:block}.rc-imageselect-desc-no-canonical{position:relative}.rc-imageselect-desc-no-canonical span{display:block}.rc-imageselect-payload{min-width:240px;margin:0 7px;padding:7px 0}.rc-imageselect-challenge{position:relative;width:100%;height:100%}.rc-footer{min-width:240px}.rc-imageselect-incorrect-response,.rc-imageselect-error-dynamic-more,.rc-imageselect-error-select-more,.rc-imageselect-error-select-something{color:#d14836;font-size:14px;padding:7px 0;text-align:center;width:100%;background-color:white}.rc-imageselect-desc-wrapper{margin-bottom:6px}.rc-imageselect-checkbox{background:url(data:image/png;base64,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);display:none;position:absolute}.rc-imageselect-report-image{bottom:0;left:0;display:none;position:absolute;right:0;top:0}.rc-imageselect-table-42,.rc-imageselect-table-33,.rc-imageselect-table-44{border-collapse:separate;border-spacing:0;width:100%;height:100%;-webkit-transition:all 1s ease;-o-transition:all 1s ease;transition:all 1s ease}.rc-imageselect-table-42,.rc-imageselect-table-33{margin:-2px}.rc-imageselect-table-44{margin:-1px}.rc-imageselect-table-42 td,.rc-imageselect-table-33 td{padding:2px}.rc-imageselect-table-44 td{padding:1px}.rc-image-tile-target tr,td{margin:0}.rc-imageselect-keyboard{outline:solid orange!important;position:relative;z-index:100}td:focus{outline:none}.rc-image-tile-overlay{display:none;opacity:0;position:absolute;background-color:#1a73e8;width:100%;height:100%;z-index:2;-webkit-transition:opacity 1s cubic-bezier(0.49,0.78,0.46,1.34);-o-transition:opacity 1s cubic-bezier(0.49,0.78,0.46,1.34);transition:opacity 1s cubic-bezier(0.49,0.78,0.46,1.34);filter:alpha(opacity=0)}.rc-image-followup-tile{display:block}.rc-imageselect-dynamic-selected{position:relative;-webkit-transition:all 2s ease;-o-transition:all 2s ease;transition:all 2s ease;opacity:.01}.rc-imageselect-dynamic-selected .rc-image-tile-target{opacity:1}.rc-imageselect-dynamic-selected .rc-imageselect-checkbox{display:block;opacity:1;-webkit-background-size:cover;-o-background-size:cover;background-size:cover;width:60px;height:60px;left:50%;top:50%;margin-left:-30px;margin-top:-30px}.rc-image-tile-target{-webkit-tap-highlight-color:rgba(0,0,0,0);position:relative}.rc-imageselect-tileselected{position:relative}.rc-imageselect-tileselected .rc-image-tile-wrapper{-webkit-transform:scale(0.8);-moz-transform:scale(0.8);-ms-transform:scale(0.8);-o-transform:scale(0.8);transform:scale(0.8)}.rc-image-tile-wrapper{-webkit-transform:scale(1.0);-moz-transform:scale(1.0);-ms-transform:scale(1.0);-o-transform:scale(1.0);transform:scale(1.0)}.rc-imageselect-tileselected .rc-imageselect-checkbox{display:block;background-repeat:no-repeat;bottom:0;left:0;right:0;top:0}.rc-imageselect-candidates{border:2px solid 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img{position:relative;-webkit-user-drag:none;-o-backface-visibility:hidden;backface-visibility:hidden;-webkit-backface-visibility:hidden;-moz-backface-visibility:hidden}.rc-image-tile-11{width:100%;height:100%}.rc-image-tile-42{width:200%;height:400%}.rc-image-tile-33{width:300%;height:300%}.rc-image-tile-44{width:400%;height:400%}.rc-imageselect-instructions{height:113px;width:100%;margin-bottom:7px;position:relative}.rc-imageselect-desc-wrapper{background-color:#1a73e8;position:relative;padding:24px;color:white;height:66px;font-size:16px}.rc-imageselect-progress{background-color:#417cc1;position:absolute;bottom:0;right:0;width:0;height:15px;-webkit-transition:all 1s ease;-o-transition:all 1s ease;transition:all 1s ease}.rc-imageselect-carousel-offscreen-right{left:105%;position:absolute;-webkit-transition:.5s ease;-o-transition:.5s ease;transition:.5s ease}.rc-imageselect-carousel-entering-right{left:0;position:absolute;-webkit-transition:.5s ease;-o-transition:.5s ease;transition:.5s ease}.rc-imageselect-carousel-mock-margin-1{top:1px}.rc-imageselect-carousel-mock-margin-2{top:2px}.rc-imageselect-carousel-leaving-left{left:0;opacity:.5;position:relative;-webkit-transition:.5s ease;-o-transition:.5s ease;transition:.5s ease}.rc-imageselect-carousel-offscreen-left{left:-105%;opacity:.5;position:relative;-webkit-transition:.5s ease;-o-transition:.5s ease;transition:.5s ease}.rc-imageselect-carousel-instructions{-webkit-transition:.2s ease;-o-transition:.2s ease;transition:.2s ease;opacity:1}.rc-imageselect-carousel-instructions-hidden{opacity:.5}.rc-canonical-stop-sign{background:url('https://www.gstatic.com/recaptcha/api2/stop_sign.jpg');background-repeat:no-repeat}.rc-canonical-speed-limit{background:url('https://www.gstatic.com/recaptcha/api2/canonical_speed_limit.png');background-repeat:no-repeat}.rc-canonical-street-name{background:url('https://www.gstatic.com/recaptcha/api2/canonical_street_name.png');background-repeat:no-repeat}.rc-canonical-other{background:url('https://www.gstatic.com/recaptcha/api2/canonical_other.png');background-repeat:no-repeat}.rc-canonical-bounding-box{background:url('https://www.gstatic.com/recaptcha/api2/boundingbox2.gif');background-repeat:no-repeat}.rc-canonical-car{background:url('https://www.gstatic.com/recaptcha/api2/canonical_car.png');background-repeat:no-repeat}.rc-canonical-road{background:url('https://www.gstatic.com/recaptcha/api2/canonical_road.png');background-repeat:no-repeat}.rc-canonical-bridge{background:url('https://www.gstatic.com/recaptcha/api2/canonical_bridge.png');background-repeat:no-repeat}.rc-prepositional-payload{padding:20px;font-family:Roboto,helvetica,arial,sans-serif;font-size:14px;font-weight:400}.rc-prepositional-select-more,.rc-prepositional-verify-failed{color:#ff1b1b;font-family:Roboto,helvetica,arial,sans-serif;font-size:14px;font-weight:400;margin:20px 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diff --git a/03_Declarative_EventDriven/eurojackpot/web1_files/ua-sdk.min.js b/03_Declarative_EventDriven/eurojackpot/web1_files/ua-sdk.min.js
new file mode 100644
index 0000000..08cc755
--- /dev/null
+++ b/03_Declarative_EventDriven/eurojackpot/web1_files/ua-sdk.min.js
@@ -0,0 +1 @@
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Creating new contact."),[4,this._storage.clearContactId()]):[3,5];case 3:return e=i.sent(),[4,this._resetStoredContact(e)];case 4:i.sent(),i.label=5;case 5:return[4,this._nonCanonicalChannelId()];case 6:if(!(n=i.sent()))throw new nt;return[4,this._doIdentify(t,n)];case 7:return r=i.sent(),(0,o.Z)("contact: identified",t,n,r),[2,r]}}))}))},n.prototype._namedUserIdEquals=function(t){return an(this,void 0,void 0,(function(){var e;return sn(this,(function(n){switch(n.label){case 0:return e=t,[4,this._storage.getNamedUserId()];case 1:return[2,e===n.sent()]}}))}))},n.prototype.reset=function(){return an(this,void 0,void 0,(function(){var t=this;return sn(this,(function(e){switch(e.label){case 0:return[4,this._ready];case 1:return e.sent(),[4,this._mutex.acquireAsync().then((function(){return t._reset()})).then((function(e){return t._lifecycle.accept("contact",Date.now(),{contactId:e,type:"reset"})})).finally((function(){return t._mutex.release()}))];case 2:return e.sent(),[2]}}))}))},n.prototype._reset=function(){return an(this,void 0,void 0,(function(){var t;return sn(this,(function(e){switch(e.label){case 0:return[4,this._channel()];case 1:return t=e.sent(),[4,this._doReset(null==t?void 0:t.id)];case 2:return[2,e.sent()]}}))}))},n.prototype.editAttributes=function(){return an(this,void 0,void 0,(function(){var t,e,n=this;return sn(this,(function(r){switch(r.label){case 0:return[4,this._ready];case 1:return r.sent(),[4,this._storage.getOrCreateContactId()];case 2:return t=r.sent(),e=ae,[4,this._storage.getPendingAttributeMutations()];case 3:return[2,e.apply(void 0,[r.sent(),function(e){return an(n,void 0,void 0,(function(){return sn(this,(function(n){switch(n.label){case 0:return[4,this._flags.isDataCollectionEnabled()];case 1:if(!n.sent())throw new kt;return[4,this._isRelevantToAirship()];case 2:return n.sent()?[3,4]:[4,this._storage.setPendingAttributeMutations(e)];case 3:case 5:return n.sent(),[2];case 4:return[4,this._applyPendingAttributeMutations(t,e)]}}))}))}])]}}))}))},n.prototype._applyPendingAttributeMutations=function(t,e){return an(this,void 0,void 0,(function(){var n,r;return sn(this,(function(i){switch(i.label){case 0:return null==e?[3,1]:(r=e,[3,3]);case 1:return[4,this._storage.getPendingAttributeMutations()];case 2:r=i.sent(),i.label=3;case 3:return(n=r).length?[4,this._client.updateAttributes(t,n)]:[3,7];case 4:return i.sent(),[4,this._storage.setPendingAttributeMutations([])];case 5:return i.sent(),[4,this._storage.appendAttributeMutations(t,n)];case 6:i.sent(),this._lifecycle.accept("contact",Date.now(),{contactId:t,type:"attribute_mutation",mutations:n,outcome:ct(n)}),i.label=7;case 7:return[2]}}))}))},n.prototype.editTags=function(){return an(this,void 0,void 0,(function(){var t,e,n=this;return sn(this,(function(r){switch(r.label){case 0:return[4,this._ready];case 1:return r.sent(),[4,this._storage.getOrCreateContactId()];case 2:return t=r.sent(),e=en,[4,this._storage.getPendingTagMutations()];case 3:return[2,e.apply(void 0,[r.sent(),function(e){return an(n,void 0,void 0,(function(){return sn(this,(function(n){switch(n.label){case 0:return[4,this._flags.isDataCollectionEnabled()];case 1:if(!n.sent())throw new kt;return[4,this._isRelevantToAirship()];case 2:return n.sent()?[3,4]:[4,this._storage.setPendingTagMutations(e)];case 3:case 5:return n.sent(),[2];case 4:return[4,this._applyPendingTagMutations(t,e)]}}))}))}])]}}))}))},n.prototype._applyPendingTagMutations=function(t,e){return an(this,void 0,void 0,(function(){var n,r;return sn(this,(function(i){switch(i.label){case 0:return null==e?[3,1]:(r=e,[3,3]);case 1:return[4,this._storage.getPendingTagMutations()];case 2:r=i.sent(),i.label=3;case 3:return(n=r).length?[4,this._client.updateTags(t,n)]:[3,7];case 4:return i.sent(),[4,this._storage.setPendingTagMutations([])];case 5:return i.sent(),[4,this._storage.appendTagMutations(t,n)];case 6:i.sent(),this._lifecycle.accept("contact",Date.now(),{contactId:t,type:"tag_mutation",mutations:n,outcome:lt(n)}),i.label=7;case 7:return[2]}}))}))},n.prototype._createSubscriptionManager=function(){var t=this;return new He(this._client,this._storage,(function(){return an(t,void 0,void 0,(function(){return sn(this,(function(t){switch(t.label){case 0:return[4,this._ready];case 1:return t.sent(),[2,this._storage.getOrCreateContactId()]}}))}))}),(function(){return t._flags.isDataCollectionEnabled()}),(function(){return t._isRelevantToAirship()}))},Object.defineProperty(n.prototype,"subscriptions",{get:function(){return this._subscriptions||(this._subscriptions=this._createSubscriptionManager()),this._subscriptions},enumerable:!1,configurable:!0}),n.prototype._applyPendingSubscriptionListMutations=function(t,e){return an(this,void 0,void 0,(function(){var n,r;return sn(this,(function(i){switch(i.label){case 0:return null==e?[3,1]:(r=e,[3,3]);case 1:return[4,this._storage.getPendingSubscriptionListMutations()];case 2:r=i.sent(),i.label=3;case 3:return(n=r).length?[4,this._client.updateSubscriptions(t,n)]:[3,7];case 4:return i.sent(),[4,this._storage.setPendingSubscriptionListMutations([])];case 5:return i.sent(),[4,this._storage.appendSubscriptionListMutations(t,n)];case 6:i.sent(),this._lifecycle.accept("contact",Date.now(),{contactId:t,type:"subscription_list_mutation",mutations:n,outcome:Ut(n)}),i.label=7;case 7:return[2]}}))}))},n.prototype._registerAndAssociateChannel=function(t){return an(this,void 0,void 0,(function(){var e,n,r;return sn(this,(function(i){switch(i.label){case 0:return[4,this._ready];case 1:return i.sent(),n=y,[4,this._locale()];case 2:return e=n.apply(void 0,[i.sent()]),[4,t(e)];case 3:return r=i.sent(),[2,this._associateChannel(r)]}}))}))},n.prototype._associateChannel=function(t){return an(this,void 0,void 0,(function(){var e;return sn(this,(function(n){switch(n.label){case 0:return[4,this._storage.getOrCreateContactId()];case 1:return e=n.sent(),[4,this._client.associateChannel(e,t)];case 2:return n.sent(),[4,this._storage.appendAssociatedChannel(e,t)];case 3:return n.sent(),[4,this._applyPendingAttributeMutations(e)];case 4:return n.sent(),[4,this._applyPendingTagMutations(e)];case 5:return n.sent(),[4,this._applyPendingSubscriptionListMutations(e)];case 6:return n.sent(),[2]}}))}))},n.prototype.registerEmail=function(t,e){return an(this,void 0,void 0,(function(){var n=this;return sn(this,(function(r){return[2,this._registerAndAssociateChannel((function(r){return an(n,void 0,void 0,(function(){return sn(this,(function(n){switch(n.label){case 0:return[4,this._registration.registerEmail(t,on(on({},e),r))];case 1:return[2,{channelId:n.sent(),platform:"email"}]}}))}))}))]}))}))},n.prototype.registerSms=function(t,e){return an(this,void 0,void 0,(function(){var n=this;return sn(this,(function(r){return[2,this._registerAndAssociateChannel((function(r){return an(n,void 0,void 0,(function(){return sn(this,(function(n){switch(n.label){case 0:return[4,this._registration.registerSms(t,on(on({},e),r))];case 1:return[2,{channelId:n.sent(),platform:"sms"}]}}))}))}))]}))}))},n.prototype.registerOpen=function(t,e){return an(this,void 0,void 0,(function(){var n=this;return sn(this,(function(r){return[2,this._registerAndAssociateChannel((function(r){return an(n,void 0,void 0,(function(){return sn(this,(function(n){switch(n.label){case 0:return[4,this._registration.registerOpen(t,on(on({},e),r))];case 1:return[2,{channelId:n.sent(),platform:"open"}]}}))}))}))]}))}))},n.prototype.associateChannel=function(t,e){return an(this,void 0,void 0,(function(){return sn(this,(function(n){switch(n.label){case 0:return[4,this._ready];case 1:if(n.sent(),r=t,!re.includes(r))throw new At("invalid platform: "+t);return[2,this._associateChannel({platform:t,channelId:e})]}var r}))}))},n.prototype._migrate=function(t,e){return an(this,void 0,void 0,(function(){var n,r;return sn(this,(function(i){switch(i.label){case 0:return(n=null==t?void 0:t.named_user_id)?n===e?((0,o.Z)("contact: old nu matches new nu, no migration needed"),[2,!1]):[4,this._resolve(t.id,!0)]:((0,o.Z)("contact: no old nu, no migration needed"),[2,!1]);case 1:return r=un.apply(void 0,[i.sent(),2]),r[1]?((0,o.Z)("contact: migration for existing user resolved to anonymous"),[2,!1]):[4,this._storage.setNamedUserId(n)];case 2:return i.sent(),[2,!0]}}))}))},n.prototype._resolve=function(t,e){return an(this,void 0,void 0,(function(){var n,r,i,o,a,s,u;return sn(this,(function(c){switch(c.label){case 0:return[4,this._storage.getOrCreateContactId()];case 1:return n=c.sent(),[4,this._storage.getNamedUserId()];case 2:return r=c.sent(),(i=!e)?[4,this._storage.sessionResolved()]:[3,4];case 3:i=c.sent(),c.label=4;case 4:return i?[2,[n,!r]]:[4,this._client.resolve(t)];case 5:return o=un.apply(void 0,[c.sent(),2]),a=o[0],s=o[1],[4,this._storage.setSessionResolved(!0)];case 6:return c.sent(),u=!r===s,n===a&&u?(this._lifecycle.accept("contact",Date.now(),{contactId:a,type:"resolve"}),[2,[a,s]]):[4,this._storage.setContactId(a)];case 7:return c.sent(),s?[4,this._storage.clearNamedUserId()]:[3,9];case 8:c.sent(),c.label=9;case 9:return[4,this._maybeEmitConflict(n,r)];case 10:return c.sent(),this._lifecycle.accept("contact",Date.now(),{contactId:a,type:"resolve"}),[2,[a,s]]}}))}))},n.prototype._doIdentify=function(t,e){return an(this,void 0,void 0,(function(){var n,r;return sn(this,(function(i){switch(i.label){case 0:return[4,this._storage.getOrCreateContactId()];case 1:return n=i.sent(),[4,this._client.identify(t,e,{contactId:n})];case 2:return r=i.sent(),n===r?[3,4]:[4,this._maybeEmitConflict(n)];case 3:i.sent(),i.label=4;case 4:return[4,this._storage.setContactId(r)];case 5:return i.sent(),[4,this._storage.setNamedUserId(t)];case 6:return i.sent(),[4,this._storage.setSessionResolved(!0)];case 7:return i.sent(),[2,r]}}))}))},n.prototype._doReset=function(t){return an(this,void 0,void 0,(function(){var e,n,r,i;return sn(this,(function(o){switch(o.label){case 0:return[4,this._storage.getOrCreateContactId()];case 1:return e=o.sent(),t?[4,this._client.reset(t)]:[3,3];case 2:return n=o.sent(),[3,5];case 3:return[4,this._storage.clearContactId()];case 4:n=o.sent(),o.label=5;case 5:return e===n?[3,8]:(r=this._maybeEmitConflict,i=[e],[4,this._storage.getNamedUserId()]);case 6:return[4,r.apply(this,i.concat([o.sent()]))];case 7:o.sent(),o.label=8;case 8:return[4,this._resetStoredContact(n)];case 9:return o.sent(),[2,n]}}))}))},n.prototype._onChannel=function(t){return an(this,void 0,void 0,(function(){var e,n,r,i;return sn(this,(function(o){switch(o.label){case 0:return[4,this._ready];case 1:return o.sent(),(e=t.detail)?[4,this._isRelevantToAirship()]:[2];case 2:return o.sent()?[4,this._resolve(e.id)]:[2];case 3:return n=un.apply(void 0,[o.sent(),1]),r=n[0],[4,this._applyPendingAttributeMutations(r)];case 4:return o.sent(),[4,this._applyPendingTagMutations(r)];case 5:return o.sent(),[4,this._applyPendingSubscriptionListMutations(r)];case 6:return o.sent(),i=new CustomEvent("_channel_handled"),this.dispatchEvent(i),[2]}}))}))},n.prototype._maybeEmitConflict=function(t,e){return an(this,void 0,void 0,(function(){var n,r,i,o,a,s;return sn(this,(function(u){switch(u.label){case 0:return[4,this._storage.getAttributeMutations(t)];case 1:return n=u.sent(),[4,this._storage.getTagMutations(t)];case 2:return r=u.sent(),[4,this._storage.getAssociatedChannels(t)];case 3:return i=u.sent(),[4,this._storage.getSubscriptionListMutations(t)];case 4:return o=u.sent(),e||n.length||r.length||i.length||o.length?(a={namedUserId:e,attributes:ct(n),tags:lt(r),subscriptions:Lt(o),associatedChannels:i},s=new CustomEvent("conflict",{detail:a}),this.dispatchEvent(s),[2]):[2]}}))}))},Object.defineProperty(n.prototype,"ready",{get:function(){return this._ready},enumerable:!1,configurable:!0}),n.prototype._isRelevantToAirship=function(){return an(this,void 0,void 0,(function(){var t,e,n;return sn(this,(function(r){switch(r.label){case 0:return[4,this._channel()];case 1:return t=r.sent(),[4,this._storage.getOrCreateContactId()];case 2:return e=r.sent(),[4,this._storage.getAssociatedChannels(e)];case 3:return n=r.sent(),[2,!!t||!!n.length]}}))}))},n.prototype._nonCanonicalChannelId=function(){var t;return an(this,void 0,void 0,(function(){var e,n,r;return sn(this,(function(i){switch(i.label){case 0:return[4,this._channel()];case 1:return(e=i.sent())?[2,e.id]:[4,this._storage.getOrCreateContactId()];case 2:return n=i.sent(),[4,this._storage.getAssociatedChannels(n)];case 3:return r=i.sent(),[2,null===(t=r[0])||void 0===t?void 0:t.channelId]}}))}))},n.prototype._resetStoredContact=function(t){return an(this,void 0,void 0,(function(){return sn(this,(function(e){switch(e.label){case 0:return[4,this._storage.setContactId(t)];case 1:return e.sent(),[4,this._storage.clearNamedUserId()];case 2:return e.sent(),[4,this._storage.setPendingAttributeMutations([])];case 3:return e.sent(),[4,this._storage.setPendingTagMutations([])];case 4:return e.sent(),[2]}}))}))},n}(n.EventTarget);function ln(t,e,n,r,i,o){var a=new Ge({prefix:t.storagePrefix,sessionLengthMs:t.contacts.sessionLengthMs,namedUserTtlMs:t.contacts.namedUserTtlMs,_forceExpireNamedUsers:t.contacts._forceExpireNamedUsers},c,self.sessionStorage),s=function(t,e){var n=new le(t,e),r=new O.Gk({prefix:t.storagePrefix,ttlMs:t.cacheTtlMs},self.sessionStorage),i=new O.fU(r),o=new O.ZL({indexKey:"contact",keyFn:function(t){return t.listId+":"+t.scope}},r);return new ce(n,i,o)}({paths:t.paths.contact,storagePrefix:t.storagePrefix,cacheTtlMs:t.subscriptionLists.cacheTtlMs},Z(t)),u=new ye({paths:t.paths.contact.registration},Z(t));return new cn(e,n,a,s,u,r,i,o)}function fn(){return window.location}var pn=function(t){var e="function"==typeof Symbol&&Symbol.iterator,n=e&&t[e],r=0;if(n)return n.call(t);if(t&&"number"==typeof t.length)return{next:function(){return t&&r>=t.length&&(t=void 0),{value:t&&t[r++],done:!t}}};throw new TypeError(e?"Object is not iterable.":"Symbol.iterator is not defined.")};var hn=function(t,e,n,r){return new(n||(n=Promise))((function(i,o){function a(t){try{u(r.next(t))}catch(t){o(t)}}function s(t){try{u(r.throw(t))}catch(t){o(t)}}function u(t){var e;t.done?i(t.value):(e=t.value,e instanceof n?e:new n((function(t){t(e)}))).then(a,s)}u((r=r.apply(t,e||[])).next())}))},dn=function(t,e){var n,r,i,o,a={label:0,sent:function(){if(1&i[0])throw i[1];return i[1]},trys:[],ops:[]};return o={next:s(0),throw:s(1),return:s(2)},"function"==typeof Symbol&&(o[Symbol.iterator]=function(){return this}),o;function s(o){return function(s){return function(o){if(n)throw new TypeError("Generator is already executing.");for(;a;)try{if(n=1,r&&(i=2&o[0]?r.return:o[0]?r.throw||((i=r.return)&&i.call(r),0):r.next)&&!(i=i.call(r,o[1])).done)return i;switch(r=0,i&&(o=[2&o[0],i.value]),o[0]){case 0:case 1:i=o;break;case 4:return a.label++,{value:o[1],done:!1};case 5:a.label++,r=o[1],o=[0];continue;case 7:o=a.ops.pop(),a.trys.pop();continue;default:if(!(i=a.trys,(i=i.length>0&&i[i.length-1])||6!==o[0]&&2!==o[0])){a=0;continue}if(3===o[0]&&(!i||o[1]>i[0]&&o[1]<i[3])){a.label=o[1];break}if(6===o[0]&&a.label<i[1]){a.label=i[1],i=o;break}if(i&&a.label<i[2]){a.label=i[2],a.ops.push(o);break}i[2]&&a.ops.pop(),a.trys.pop();continue}o=e.call(t,a)}catch(t){o=[6,t],r=0}finally{n=i=0}if(5&o[0])throw o[1];return{value:o[0]?o[1]:void 0,done:!0}}([o,s])}}},vn=i(615),yn=function(){function t(t,e,n,r){if(void 0===n&&(n={}),!t)throw new ReferenceError("argument: `name` is required.");var i=this.getChannel();if(!i)throw new ReferenceError("You must have a registered channel to send events.");this._channel=i,this._name=t,this.value=e,this.properties=n,this.transactionId=r,this.interactionId=fn().href,this.interactionType="url"}return Object.defineProperty(t.prototype,"value",{get:function(){return this._value},set:function(t){if(t&&(t=Number(t),Number.isNaN(t)||"number"!=typeof t))throw new TypeError("`value` must be a number");this._value=t},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,"name",{get:function(){return this._name},enumerable:!1,configurable:!0}),t.prototype._prepareProperties=function(){return this.properties},t.prototype._prepareInteractionId=function(){return hn(this,void 0,void 0,(function(){var t,e,n;return dn(this,(function(r){switch(r.label){case 0:return this.interactionId===fn().href&&this.interactionId.length<=255?[2,!1]:(t=new window.TextEncoder("utf-8").encode(this.interactionId),[4,window.crypto.subtle.digest("SHA-256",t)]);case 1:return e=r.sent(),n=Array.from(new Uint8Array(e)).map((function(t){return("0"+t.toString(16)).slice(-2)})).join(""),this.interactionId=this.interactionId.slice(0,230)+"..."+n.slice(0,20),[2,!0]}}))}))},t.prototype.validate=function(){var t=this._prepareProperties();this._validateProperties(t);!function(t,e,n){var r,i;void 0===n&&(n="CustomEvent");try{for(var o=pn(e),a=o.next();!a.done;a=o.next()){var s=a.value,u=t[s];if(void 0===u)return;if("string"!=typeof u)throw new TypeError(n+"."+s+" must be a string");if("string"==typeof u&&u.length>255)throw new RangeError(n+"."+s+" has a 255 character limit")}}catch(t){r={error:t}}finally{try{a&&!a.done&&(i=o.return)&&i.call(o)}finally{if(r)throw r.error}}}(this,["name","transactionId","interactionId","interactionId"])},t.prototype._validateProperties=function(t){if(Array.isArray(t)||"object"!=typeof t)throw new TypeError("CustomEvent: properties must be an object");var e;try{e=JSON.stringify(t)}catch(t){throw new TypeError("CustomEvent: properties must be JSON serializable.")}if(e.length>32768)throw new RangeError("CustomEvent: properties are "+e.length+" when JSON encoded, exceeding the maximum of 32768.")},t.prototype._validateBooleanProperty=function(t){if(this.properties&&this.properties.hasOwnProperty(t)&&"boolean"!=typeof this.properties[t])throw new TypeError("CustomEvent property '"+t+"' must be a Boolean")},t.prototype._validateIsoDateProperty=function(t){if(this.properties&&this.properties.hasOwnProperty(t)&&!vn(this.properties[t]))throw new TypeError("CustomEvent property '"+t+"' must be an ISO_8601 date string")},t.prototype.toJSON=function(){var t=this.getSession(),e={web_channel:this._channel.id},n=(new Date).toISOString().split(".")[0]+"Z",r=null==t?void 0:t.send_id,i=this._prepareProperties();return{occurred:n,user:e,send_id:r,body:{name:this.name,value:this.value,transaction:this.transactionId,interaction_id:this.interactionId,interaction_type:this.interactionType,template_type:this.templateType,session_id:null==t?void 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new file mode 100644
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+ <title>Lotto, Kaskada, Multi Multi, Mini Lotto, Zdrapki - lotto.pl</title><meta data-n-head="ssr" charset="utf-8"><meta data-n-head="ssr" name="viewport" content="width=device-width, initial-scale=1"><meta data-n-head="ssr" data-hid="description" name="description" content="Wejdź do świata LOTTO. Znajdź gry dla siebie. Baw się i wygrywaj. Spełniaj marzenia!"><meta data-n-head="ssr" name="msapplication-TileColor" content="#da532c"><meta data-n-head="ssr" name="theme-color" content="#ffffff"><meta data-n-head="ssr" name="format-detection" content="telephone=no"><meta data-n-head="ssr" name="facebook-domain-verification" content="uu18z2u2t28i1hs808bd0dzuqv3eb4"><meta data-n-head="ssr" name="apple-itunes-app" content="app-id=1443567888"><link data-n-head="ssr" rel="preconnect" href="https://www.lotto.pl/api" crossorigin="anonymous"><link data-n-head="ssr" rel="stylesheet" href="https://fonts.googleapis.com/css2?family=Mukta:wght@300;400;500;600;700;800;900&display=swap"><link data-n-head="ssr" rel="apple-touch-icon" sizes="180x180" href="/apple-touch-icon.png"><link data-n-head="ssr" rel="icon" sizes="32x32" href="/favicon-32x32.png"><link data-n-head="ssr" rel="icon" sizes="16x16" href="/favicon-16x16.png"><link data-n-head="ssr" rel="mask-icon" href="/safari-pinned-tab.svg" color="#5bbad5"><script data-n-head="ssr" data-hid="gtm-script">if(!window._gtm_init){window._gtm_init=1;(function(w,n,d,m,e,p){w[d]=(w[d]==1||n[d]=='yes'||n[d]==1||n[m]==1||(w[e]&&w[e][p]&&w[e][p]()))?1:0})(window,navigator,'doNotTrack','msDoNotTrack','external','msTrackingProtectionEnabled');(function(w,d,s,l,x,y){w[x]={};w._gtm_inject=function(i){if(w.doNotTrack||w[x][i])return;w[x][i]=1;w[l]=w[l]||[];w[l].push({'gtm.start':new Date().getTime(),event:'gtm.js'});var f=d.getElementsByTagName(s)[0],j=d.createElement(s);j.async=true;j.src='https://www.googletagmanager.com/gtm.js?id='+i;f.parentNode.insertBefore(j,f);};w[y]('GTM-NKB47VK')})(window,document,'script','dataLayer','_gtm_ids','_gtm_inject')}</script><link rel="preload" href="/cdn/b5af892.js" as="script"><link rel="preload" href="/cdn/09741f8.js" as="script"><link rel="preload" href="/cdn/68f35ba.js" as="script"><link rel="preload" href="/cdn/css/6dde9f5.css" as="style"><link rel="preload" href="/cdn/6637a0a.js" as="script"><link rel="preload" href="/cdn/e2d6e9d.js" as="script"><link rel="preload" href="/cdn/css/cc9cacd.css" as="style"><link rel="preload" href="/cdn/8228497.js" as="script"><link rel="preload" href="/cdn/css/ad976ac.css" as="style"><link rel="preload" href="/cdn/e6e7674.js" as="script"><link rel="preload" href="/cdn/css/1ea2b84.css" as="style"><link rel="preload" href="/cdn/712a4ce.js" as="script"><link rel="stylesheet" href="/cdn/css/6dde9f5.css"><link rel="stylesheet" href="/cdn/css/cc9cacd.css"><link rel="stylesheet" href="/cdn/css/ad976ac.css"><link rel="stylesheet" href="/cdn/css/1ea2b84.css">
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+ <body >
+ <noscript data-n-head="ssr" data-hid="gtm-noscript" data-pbody="true"><iframe src="https://www.googletagmanager.com/ns.html?id=GTM-NKB47VK&" height="0" width="0" style="display:none;visibility:hidden" title="gtm"></iframe></noscript><div data-server-rendered="true" id="__nuxt"><!----><div id="__layout"><div><div><!----> <!----></div> <div class="layout-games" data-v-18e2866e><section class="section-3" data-v-18e2866e></section> <header class="main-header" data-v-45c9f4f0 data-v-18e2866e><div class="header-overlay" data-v-45c9f4f0></div> <div class="header-content" data-v-45c9f4f0><!----> <div class="container header-groups" data-v-45c9f4f0><div class="group-one" data-v-45c9f4f0><a href="/" class="logo-link nuxt-link-active" data-v-45c9f4f0><img loading="lazy" src="/cdn/2b905a22797b642209815161ab7dae73.svg" alt="Strona główna" data-v-45c9f4f0></a></div> <div class="group-two" data-v-45c9f4f0><div class="hamburger-place" data-v-45c9f4f0><section class="section-1" data-v-45c9f4f0><div><div class="hamburger skip-contrast" data-v-2b358a9c><button aria-label="rozwiń menu" class="clean-button mobile-menu-hamburger" data-v-2b358a9c><span class="icon-hamburger icon icon-menu" style="--fill:#0178c4;--size:23px;" data-v-46218f42 data-v-2b358a9c><svg width="14.339" height="9.4882" version="1.1" viewBox="0 -960 688.26 455.44" xmlns="http://www.w3.org/2000/svg">
+ <path d="m0-504.56v-83.001h688.26v83.001zm0-186.22v-83h688.26v83zm0-186.22v-83.001h688.26v83.001z"/>
+</svg>
+</span> <span class="icon-close icon icon-close" style="--fill:#0178c4;--size:23px;" data-v-46218f42 data-v-2b358a9c><svg width="10.319" height="10.319" version="1.1" viewBox="0 -960 495.3 495.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m58.652-464.7-58.652-58.652 189-189-189-189 58.652-58.652 189 189 189-189 58.652 58.652-189 189 189 189-58.652 58.652-189-189z"/>
+</svg>
+</span> <!----></button> <div aria-expanded="false" class="hamburger__wrapper" style="--header-gap:0px;" data-v-2b358a9c><div class="hamburger__content" data-v-2b358a9c><div class="hamburger__content-menu" data-v-2b358a9c><div class="hamburger__scene" data-v-2b358a9c><ul class="hamburger__list" data-v-2b358a9c><li class="hamburger__item parent" data-v-2b358a9c><a href="#" data-v-2b358a9c>
+ Gry
+ <!----></a></li><li class="hamburger__item parent" data-v-2b358a9c><a href="#" data-v-2b358a9c>
+ Gierki
+ <span class="novelty" data-v-2b358a9c>NOWOŚĆ</span></a></li><li class="hamburger__item parent" data-v-2b358a9c><a href="/wyniki" class="nuxt-link" data-v-2b358a9c>
+ Wyniki
+ <!----></a></li><li class="hamburger__item parent" data-v-2b358a9c><a href="#" data-v-2b358a9c>
+ Zdrapki
+ <!----></a></li><li class="hamburger__item parent underline" data-v-2b358a9c><a href="#" data-v-2b358a9c>
+ Ekspres Losy
+ <span class="novelty" data-v-2b358a9c>NOWOŚĆ</span></a></li><li class="hamburger__item parent" data-v-2b358a9c><a href="#" data-v-2b358a9c>
+ Studio LOTTO
+ <!----></a></li><li class="hamburger__item parent" data-v-2b358a9c><a href="/kontakt" class="nuxt-link" data-v-2b358a9c>
+ Kontakt
+ <!----></a></li></ul> <div class="personalized-coupon-wrapper" data-v-2b358a9c><div class="personalized-coupon" data-v-3f445308 data-v-2b358a9c><div class="content" data-v-3f445308><div class="coupon-name" data-v-3f445308>
+ Daj szansę szczęściu
+ </div> <div class="coupon-details" data-v-3f445308><div class="logo-wrapper" data-v-3f445308><img src="/cdn/a8ffa6af8d8f0de48f6e345f24ed5fa7.svg" alt="logo" loading="lazy" class="logo" data-v-3f445308></div> <div class="coupon-params" data-v-3f445308><div class="coupon-param" data-v-3f445308>
+ Chybił trafił
+ </div> <div class="coupon-param" data-v-3f445308><strong data-v-3f445308>3</strong> zakłady
+ </div> <div class="coupon-param" data-v-3f445308><strong data-v-3f445308>1</strong> losowanie
+ </div> <div class="coupon-param" data-v-3f445308>
+ cena <strong data-v-3f445308>12,00 zł</strong></div></div></div> <div class="button-wrapper" data-v-3f445308><div class="action-control play-btn type1" data-v-3f445308><a href="" data-v-3f445308>
+ ZAGRAJ ZA 12,00 ZŁ
+ </a> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div> <img src="/cdn/5187624048583cd33dcfd4ef18ff45f8.svg" loading="lazy" class="bottom-shadow" data-v-3f445308></div></div></div> <div class="hamburger__scene" data-v-2b358a9c><ul class="hamburger__list" data-v-2b358a9c><!----> </ul></div> <div class="hamburger__scene third" data-v-2b358a9c><ul class="hamburger__list" data-v-2b358a9c><!----> </ul></div></div></div></div> <div data-v-4e8930dd data-v-2b358a9c><!----> <div class="register-popup" data-v-4e8930dd><!----></div></div></div></div></section></div> <div class="menu-place" data-v-45c9f4f0><div class="menu-desktop" data-v-6229541c data-v-45c9f4f0 data-v-45c9f4f0><div class="menu-group" data-v-6229541c><button class="clean-button menu-name" data-v-6229541c><span class="text" data-v-6229541c>Gry</span> <span class="icon icon-arrow_down" style="--fill:#0178c4;--size:17px;" data-v-46218f42 data-v-6229541c><svg width="10.319" height="6.3813" version="1.1" viewBox="0 -960 495.3 306.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m247.65-653.7-247.65-247.65 58.652-58.652 189 189 189-189 58.652 58.652z"/>
+</svg>
+</span></button> <div class="menu-content" data-v-6229541c><div class="container" data-v-2e5733d1 data-v-6229541c><div class="list" data-v-2e5733d1><a href="/lotto?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-lotto);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/c78b763d8bd1b9b49e4d52ed3d952f63.svg" alt="Lotto" loading="lazy" data-v-2e5733d1></div>
+ Lotto
+ </a><a href="/szybkie-600?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-szybkie600);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/2706c98da3fcdfba3dd41f781129c66f.svg" alt="Szybkie 600" loading="lazy" data-v-2e5733d1></div>
+ Szybkie 600
+ </a><a href="/eurojackpot?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-eurojackpot);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/5d790d484336d64a5ca504fcf4ea19d2.svg" alt="Eurojackpot" loading="lazy" data-v-2e5733d1></div>
+ Eurojackpot
+ </a><a href="/keno?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-keno);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/641adc30444aa2b7e390374d2815b7a6.svg" alt="Keno" loading="lazy" data-v-2e5733d1></div>
+ Keno
+ </a><a href="/multi-multi?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-multimulti);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/1c311b9642bfec590cb1b6f27ced3d0e.svg" alt="Multi Multi" loading="lazy" data-v-2e5733d1></div>
+ Multi Multi
+ </a><a href="/ekstra-pensja?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-ekstrapensja);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/a7dfa68296a8da8ec97c5b2273c67768.svg" alt="Ekstra Pensja" loading="lazy" data-v-2e5733d1></div>
+ Ekstra Pensja
+ </a><a href="/mini-lotto?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-minilotto);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/58cdcf2db4965d22e2e8243d5a1eecfe.svg" alt="Mini Lotto" loading="lazy" data-v-2e5733d1></div>
+ Mini Lotto
+ </a><a href="/kaskada?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-kaskada);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/0146a9520554de0c5ae63d7f07137d8f.svg" alt="Kaskada" loading="lazy" data-v-2e5733d1></div>
+ Kaskada
+ </a><a href="/zdrapki?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-zdrapki);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/3320ee0c88939f1293df6e712e28b3d7.svg" alt="Zdrapki" loading="lazy" data-v-2e5733d1></div>
+ Zdrapki
+ </a><a href="/ekspres-losy?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-ekspreslosy);" data-v-2e5733d1><div class="image" data-v-2e5733d1><img src="/cdn/fb5cb9fe12682465587ee6a209cd3323.svg" alt="Ekspres Losy" loading="lazy" data-v-2e5733d1></div>
+ Ekspres Losy
+ </a> <a href="/nasze-gry?plc=menu-gorne" class="game-item text" data-v-2e5733d1>
+ Wszystkie gry
+ </a></div> <div class="menu-footer" data-v-2e5733d1><button class="clean-button close-menu" data-v-2e5733d1>
+ Zamknij
+ </button></div></div></div></div> <div class="menu-group" data-v-6229541c><button class="clean-button menu-name" data-v-6229541c><span class="text" data-v-6229541c><!---->Gierki</span> <span class="icon icon-arrow_down" style="--fill:#0178c4;--size:17px;" data-v-46218f42 data-v-6229541c><svg width="10.319" height="6.3813" version="1.1" viewBox="0 -960 495.3 306.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m247.65-653.7-247.65-247.65 58.652-58.652 189 189 189-189 58.652 58.652z"/>
+</svg>
+</span></button> <div class="menu-content" data-v-6229541c><div class="container" data-v-6229541c data-v-6229541c><div class="list"> <a href="/gierki/katalog" class="game-item text">
+ Wszystkie Gierki
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+ Zamknij
+ </button></div></div></div></div> <div class="menu-group" data-v-6229541c><button class="clean-button menu-name" data-v-6229541c><span class="text" data-v-6229541c>Wyniki</span> <span class="icon icon-arrow_down" style="--fill:#0178c4;--size:17px;" data-v-46218f42 data-v-6229541c><svg width="10.319" height="6.3813" version="1.1" viewBox="0 -960 495.3 306.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m247.65-653.7-247.65-247.65 58.652-58.652 189 189 189-189 58.652 58.652z"/>
+</svg>
+</span></button> <div class="menu-content" data-v-6229541c><div class="container" data-v-6229541c><div class="list"><a href="/lotto/wyniki-i-wygrane?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-lotto);"><div class="image"><img src="/cdn/c78b763d8bd1b9b49e4d52ed3d952f63.svg" alt="Lotto" loading="lazy"></div>
+ Lotto
+ </a><a href="/szybkie-600/wyniki-i-wygrane?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-szybkie600);"><div class="image"><img src="/cdn/2706c98da3fcdfba3dd41f781129c66f.svg" alt="Szybkie 600" loading="lazy"></div>
+ Szybkie 600
+ </a><a href="/eurojackpot/wyniki-i-wygrane?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-eurojackpot);"><div class="image"><img src="/cdn/5d790d484336d64a5ca504fcf4ea19d2.svg" alt="Eurojackpot" loading="lazy"></div>
+ Eurojackpot
+ </a><a href="/keno/wyniki-i-wygrane?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-keno);"><div class="image"><img src="/cdn/641adc30444aa2b7e390374d2815b7a6.svg" alt="Keno" loading="lazy"></div>
+ Keno
+ </a><a href="/multi-multi/wyniki-i-wygrane?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-multimulti);"><div class="image"><img src="/cdn/1c311b9642bfec590cb1b6f27ced3d0e.svg" alt="Multi Multi" loading="lazy"></div>
+ Multi Multi
+ </a><a href="/ekstra-pensja/wyniki-i-wygrane?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-ekstrapensja);"><div class="image"><img src="/cdn/a7dfa68296a8da8ec97c5b2273c67768.svg" alt="Ekstra Pensja" loading="lazy"></div>
+ Ekstra Pensja
+ </a><a href="/mini-lotto/wyniki-i-wygrane?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-minilotto);"><div class="image"><img src="/cdn/58cdcf2db4965d22e2e8243d5a1eecfe.svg" alt="Mini Lotto" loading="lazy"></div>
+ Mini Lotto
+ </a><a href="/kaskada/wyniki-i-wygrane?plc=menu-gorne" class="game-item duo" style="--game-color:var(--color-kaskada);"><div class="image"><img src="/cdn/0146a9520554de0c5ae63d7f07137d8f.svg" alt="Kaskada" loading="lazy"></div>
+ Kaskada
+ </a> <a href="/wyniki" class="game-item text">
+ Wszystkie wyniki
+ </a></div> <div class="list"><a href="/studio-lotto" class="game-item duo"><div class="image"><span class="icon icon-globe" style="--fill:#0178c4;--size:35px;" data-v-46218f42><svg width="40" height="44" version="1.1" viewBox="0 0 40 44" xmlns="http://www.w3.org/2000/svg">
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+</svg>
+</span></div>
+ Studio LOTTO
+ </a><a href="/jak-odebrac-wygrana" class="game-item duo"><div class="image"><span class="icon icon-victory" style="--fill:#0178c4;--size:35px;" data-v-46218f42><svg width="14.917" height="14.458" version="1.1" viewBox="0 -960 716 694" xmlns="http://www.w3.org/2000/svg">
+ <path d="m358.21-661q29.788 0 50.788-21.212 21-21.213 21-51 0-29.788-21.212-50.788-21.213-21-51-21-29.788 0-50.788 21.212-21 21.213-21 51 0 29.788 21.212 50.788 21.213 21 51 21zm-194.12 395v-83h152.41v-114.2q-42-8.718-77.859-33.979t-55.054-60.021q-78.739-5.653-131.16-62.75-52.424-57.098-52.424-135.06v-26q0-34.483 24.258-58.741 24.259-24.259 58.742-24.259h72v-96h406v96h72.213q34.57 0 58.679 24.259 24.108 24.258 24.108 58.741v24q0 77.978-52.424 136.06t-131.16 63.74q-19.195 34.76-55.054 60.021t-77.859 33.979v114.2h152.41v83zm-9.087-383v-132h-72v24q0 37 19 65.5t53 42.5zm203 108q50 0 85-35t35-85v-216h-240v216q0 50 35 85t85 35zm203-108q34-14 53-42.5t19-65.5v-24h-72z"/>
+</svg>
+</span></div>
+ Jak odebrać wygraną?
+ </a><a href="/mapa-wygranych" class="game-item duo"><div class="image"><span class="icon icon-map-points" style="--fill:#0178c4;--size:35px;" data-v-46218f42><svg width="16.339" height="16.339" version="1.1" viewBox="0 -960 784.26 784.26" xmlns="http://www.w3.org/2000/svg">
+ <path d="m352.54-372.28h79.174v-243.59h-79.174zm39.376-310.8q17.244 0 29.119-11.665 11.875-11.664 11.875-28.907 0-17.244-11.665-29.119-11.664-11.875-28.907-11.875-17.244 0-29.119 11.665-11.875 11.664-11.875 28.907 0 17.244 11.665 29.119 11.664 11.875 28.907 11.875zm0.487 507.35q-81.189 0-152.62-30.618t-124.99-84.177-84.177-124.95q-30.618-71.391-30.618-152.84 0-81.455 30.618-152.39t84.177-124.49 124.95-84.177q71.391-30.618 152.84-30.618 81.455 0 152.39 30.618t124.49 84.177 84.177 124.72q30.618 71.156 30.618 152.34 0 81.189-30.618 152.62t-84.177 124.99-124.72 84.177q-71.156 30.618-152.34 30.618zm-0.276-83.001q129.04 0 219.09-90.043 90.043-90.044 90.043-219.09t-90.043-219.09q-90.044-90.043-219.09-90.043t-219.09 90.043q-90.043 90.044-90.043 219.09t90.043 219.09q90.044 90.043 219.09 90.043z"/>
+</svg>
+</span></div>
+ Mapa wygranych
+ </a></div> <div class="menu-footer"><button class="clean-button close-menu">
+ Zamknij
+ </button></div></div></div></div></div></div> <div class="livestream-place" data-v-45c9f4f0><!----></div></div> <div class="group-three" data-v-45c9f4f0><div class="wallet-circle-place" data-v-45c9f4f0><!----></div> <div class="login-place" data-v-45c9f4f0><!----></div> <div class="shortcuts-place" data-v-45c9f4f0><div class="shortcuts" data-v-2a71d0ae data-v-45c9f4f0><ul class="clear social-media" data-v-2a71d0ae><li data-v-2a71d0ae><a href="https://www.instagram.com/lotto.pl/" target="_blank" rel="noopener" data-v-2a71d0ae><span class="icon icon-instagram" style="--fill:#3c3c3c;--size:21px;" data-v-46218f42 data-v-2a71d0ae><svg width="21.292" height="21.292" version="1.1" viewBox="0 0 21.292 21.292" xmlns="http://www.w3.org/2000/svg">
+ <path d="m5.6191-4.8788e-4c-3.0595 0-5.6191 2.5598-5.6191 5.7441v9.8027c0 3.122 2.4972 5.7461 5.6191 5.7461h10.053c3.0595 0 5.6191-2.5617 5.6191-5.7461v-9.8652c-0.0625-3.122-2.5596-5.6816-5.6191-5.6816zm0.1875 1.9355h9.6777c2.123 0 3.8711 1.8107 3.8711 3.9336v9.4922c0 2.1854-1.7481 3.9336-3.8711 3.9336h-9.6777c-2.1229 0-3.8711-1.8107-3.8711-3.9336v-9.4922c0-2.1854 1.7482-3.9336 3.8711-3.9336zm9.8656-1.9351h-10.053c-3.0595 0-5.6195 2.56-5.6195 5.7444v9.8029c0 3.122 2.4976 5.7444 5.6195 5.7444h10.053c3.0595 0 5.6195-2.56 5.6195-5.7444v-9.8654c-0.0625-3.122-2.56-5.6819-5.6195-5.6819zm3.6839 15.36c0 2.1854-1.7483 3.9337-3.8713 3.9337h-9.678c-2.1229 0-3.8712-1.8108-3.8712-3.9337v-9.4907c0-2.1854 1.7483-3.9337 3.8712-3.9337h9.678c2.123 0 3.8713 1.8107 3.8713 3.9337zm-3.1229-9.2409c0.6552 0 1.1863-0.55909 1.1863-1.2488 0-0.68968-0.5311-1.2488-1.1863-1.2488s-1.1864 0.5591-1.1864 1.2488c0 0.68969 0.5312 1.2488 1.1864 1.2488zm-5.6173-0.93652c-2.9346 0-5.3073 2.4351-5.3073 5.4322 0 2.9971 2.3727 5.4322 5.3073 5.4322 2.9346 0 5.3073-2.4351 5.3073-5.4322 0-2.9971-2.3727-5.4322-5.3073-5.4322zm0 8.9288c-1.8732 0-3.4342-1.561-3.4342-3.4966 0-1.9356 1.561-3.4966 3.4342-3.4966 1.8732 0 3.4341 1.561 3.4341 3.4966 0 1.9356-1.4985 3.4966-3.4341 3.4966zm5.0563-14.111h-10.053c-3.0595 0-5.6195 2.56-5.6195 5.7444v9.8029c0 3.122 2.4976 5.7444 5.6195 5.7444h10.053c3.0595 0 5.6195-2.56 5.6195-5.7444v-9.8654c-0.0625-3.122-2.56-5.6819-5.6195-5.6819zm3.6839 15.36c0 2.1854-1.7483 3.9337-3.8713 3.9337h-9.678c-2.1229 0-3.8712-1.8108-3.8712-3.9337v-9.4907c0-2.1854 1.7483-3.9337 3.8712-3.9337h9.678c2.123 0 3.8713 1.8107 3.8713 3.9337z"/>
+</svg>
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+<svg width="19.23" height="22.729" version="1.1" viewBox="0 0 19.23 22.729" xmlns="http://www.w3.org/2000/svg">
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+ <path d="M8 9H6.82069C6.6884 9 6.57879 8.96473 6.49185 8.89419C6.40869 8.8195 6.34822 8.72822 6.31042 8.62033L5.69809 6.78423H2.30191L1.68958 8.62033C1.65934 8.71577 1.59887 8.8029 1.50815 8.88174C1.42121 8.96058 1.31349 9 1.18498 9H0L3.22041 0H4.77959L8 9ZM2.69313 5.60166H5.30687L4.309 2.60788C4.26364 2.4751 4.21262 2.3195 4.15592 2.14108C4.103 1.95851 4.05008 1.76141 3.99717 1.54979C3.94425 1.76141 3.89133 1.95851 3.83841 2.14108C3.78927 2.32365 3.74014 2.4834 3.691 2.62033L2.69313 5.60166Z"/>
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+ Doświadczaj więcej
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+ Wygraj nawet
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+ 160 milionów
+ </div> <img loading="lazy" src="/cdn/img/eurojackpot_logo.b6da8a0.webp" class="euro-logo-mobile" data-v-5c382c60> <div class="break" data-v-5c382c60></div> <div class="text-3" data-v-5c382c60><span data-v-5c382c60>Graj w punktach LOTTO</span><span data-v-5c382c60> i na lotto.pl</span></div></div> <img loading="lazy" src="/cdn/img/eurojackpot_logo.b6da8a0.webp" class="euro-logo" data-v-5c382c60></div></div></div></div><div class="glide__slide" data-v-2857bac4><div class="slide" data-v-2857bac4><picture data-v-2857bac4><source media="(min-width: 1440px)" srcset="https://www.lotto.pl/storage/files/2023/5/3/68bc3fe3-4b23-43c1-a971-0969819b7142/lp_1920_20230502.png" data-v-2857bac4> <source media="(min-width: 640px)" srcset="https://www.lotto.pl/storage/files/2023/5/3/d8da8259-87c5-4d60-a87e-649888d07d8e/lp_1440_20230502.png" data-v-2857bac4> <img alt="Eurojackpot - wygrana 02.05.2023" src="https://www.lotto.pl/storage/files/2023/5/3/96482341-e726-4a2c-89b7-0de2d8f76198/glowna_640_20230502.png" data-v-2857bac4></picture> <a href="https://www.lotto.pl/aktualnosci/majowka-jak-marzenie-w-bielskubialej-padlo-w-eurojackpot-ponad-62-mln-zl,5953?plc=wygrana-eurojackpot" target="_self" class="slider-container" data-v-2857bac4><div class="slider-template-default" data-v-2857bac4></div></a></div></div><div class="glide__slide" data-v-2857bac4><div class="slide" data-v-2857bac4><picture data-v-2857bac4><source media="(min-width: 1440px)" srcset="https://www.lotto.pl/storage/files/2022/9/22/c96681f2-9eb7-4162-8d6f-082bcf0a857f/EJ_Wygrana_lotto_1920x440_L.png" data-v-2857bac4> <source media="(min-width: 640px)" srcset="https://www.lotto.pl/storage/files/2022/9/22/3966b226-dc01-4c82-83df-24f855e020ba/EJ_Wygrana_lotto_1440x360_M.png" data-v-2857bac4> <img alt="Eurojackpot Rekordowa Wygrana 12.08.2022 (Strona Eurojackpot)" src="https://www.lotto.pl/storage/files/2022/9/22/fecc42a5-9372-41a9-9b5c-31f294a4b6df/EJ_Wygrana_lotto_640x300_S.png" data-v-2857bac4></picture> <a href="https://www.lotto.pl/aktualnosci/padla-rekordowa-wygrana-w-eurojackpot-w-polsce-to-ponad-213-mln-zl,5304?plc=banner-wygrana-eurojackpot" target="_self" class="slider-container" data-v-2857bac4><div class="slider-template-default" data-v-2857bac4></div></a></div></div></div></div> <div class="slider-bullets-container" data-v-2857bac4><div data-glide-el="controls[nav]" class="glide-bullets" data-v-2857bac4><button data-glide-dir="=0" class="glide-bullet" data-v-2857bac4></button><button data-glide-dir="=1" class="glide-bullet" data-v-2857bac4></button><button data-glide-dir="=2" class="glide-bullet" data-v-2857bac4></button></div></div></div></div></section> <div class="container" data-v-18e2866e><div class="menu-sticky" style="--menu-color:;" data-v-2f4a2846 data-v-18e2866e><section class="section-2" data-v-2f4a2846><div><ul class="clear menu-secondary border-contrast" data-v-84382c08><li data-v-84382c08><a href="/eurojackpot" target="_self" class="menu-secondary--item hidden nuxt-link-active" data-v-84382c08>
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+ Eurojackpot
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+ Jak grać
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+ Statystyki
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+ Statystyki
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+ Losowania Eurojackpot
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+ Losowania Eurojackpot
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+ </a></div> <div class="action-control type1" data-v-0dbaf945><button aria-label="zamknij" class="close-wall" data-v-0dbaf945>
+ Akceptuj
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div></div> <div data-v-9cdfda46><div class="loader-box" data-v-53811b4d><div class="row" data-v-53811b4d><div class="col-12" data-v-53811b4d><div data-v-51592fd2 data-v-53811b4d><div class="head-line-wrap" data-v-51592fd2><div class="d-flex align-items-center mb-3 " data-v-51592fd2><h2 class="allgames-box__title widget-title mb-0" data-v-51592fd2>
+ Wyniki losowań
+ </h2></div> <div data-v-51592fd2><div class="action-control type4" data-v-51592fd2><a href="/eurojackpot/wyniki-i-wygrane/raporty" data-v-51592fd2>
+ Raporty
+ </a> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <div class="action-control type1" data-v-51592fd2><button data-v-51592fd2>
+ Zagraj online
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div> <div class="single-tab-body" data-v-51592fd2><div class="single-tab-body--content justify-content-between" data-v-51592fd2><div class="single-item single-item--first" data-v-51592fd2><p class="single-item__title single-item__title--mb" data-v-51592fd2>
+ Jak chcesz sprawdzić wyniki?
+ </p> <div class="mw-200 select-wrapper variant-line" style="--input-width:auto;" data-v-51592fd2><!----> <div dir="auto" class="v-select vs--single vs--unsearchable"> <div id="vs5182__combobox" role="combobox" aria-expanded="false" aria-owns="vs5182__listbox" aria-label="Search for option" class="vs__dropdown-toggle"><div class="vs__selected-options"><span class="vs__selected">
+ Ostatnie losowania
+ <!----></span> <input readonly="readonly" aria-autocomplete="list" aria-labelledby="vs5182__combobox" aria-controls="vs5182__listbox" type="search" autocomplete="off" value="" class="vs__search"></div> <div class="vs__actions"><button type="button" title="Clear Selected" aria-label="Clear Selected" class="vs__clear"><svg xmlns="http://www.w3.org/2000/svg" width="10" height="10"><path d="M6.895455 5l2.842897-2.842898c.348864-.348863.348864-.914488 0-1.263636L9.106534.261648c-.348864-.348864-.914489-.348864-1.263636 0L5 3.104545 2.157102.261648c-.348863-.348864-.914488-.348864-1.263636 0L.261648.893466c-.348864.348864-.348864.914489 0 1.263636L3.104545 5 .261648 7.842898c-.348864.348863-.348864.914488 0 1.263636l.631818.631818c.348864.348864.914773.348864 1.263636 0L5 6.895455l2.842898 2.842897c.348863.348864.914772.348864 1.263636 0l.631818-.631818c.348864-.348864.348864-.914489 0-1.263636L6.895455 5z"></path></svg></button> <span class="icon icon-arrow_down" style="--fill:#0178c4;--size:12px;" data-v-46218f42><svg width="10.319" height="6.3813" version="1.1" viewBox="0 -960 495.3 306.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m247.65-653.7-247.65-247.65 58.652-58.652 189 189 189-189 58.652 58.652z"/>
+</svg>
+</span> <div class="vs__spinner" style="display:none;">Loading...</div></div></div> <ul id="vs5182__listbox" role="listbox" style="display:none;visibility:hidden;"></ul> </div></div></div> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----> <!----></div> <div data-v-51592fd2><div class="tabs-options-box" data-v-51592fd2></div> <div class="tab-search-box" data-v-51592fd2><div class="action-control type1" data-v-51592fd2><button disabled="disabled" data-v-51592fd2>
+ Szukaj
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div> <!----> <!----> <!----></div></div></div></div> <div class="row" data-v-53811b4d><div class="col-12" data-v-53811b4d><div class="game-results-container" data-v-53811b4d><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Piątek, 22.03.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 445
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 445
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 5
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 17
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 36
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 37
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 50
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 3
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 7
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <div class="banner-draw" data-v-53811b4d><div class="next-draw-banner eurojackpot" data-v-5d554947 data-v-53811b4d><!----> <div class="draw-content" data-v-5d554947><div class="fragment-one" data-v-5d554947><div class="logo-wrapper" data-v-5d554947><img src="/cdn/d57312a87ed32bf548ff391d1360d964.svg" alt="Losowanie dla EuroJackpot" class="logo" data-v-5d554947></div> <div class="amount-group" data-v-5d554947><div class="amount-label" data-v-5d554947>
+ Już
+ </div> <div class="amount-value" data-v-5d554947><!----></div></div></div> <div class="fragment-two" data-v-5d554947><!----> <div class="lets-play-cta" data-v-5d554947><div class="action-control type1" data-v-5d554947><a href="/eurojackpot/zagraj" data-v-5d554947>
+ Zagraj online
+ </a> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div></div></div></div> <div class="lets-play-wide" data-v-5d554947><a href="/eurojackpot/zagraj" data-v-5d554947>
+ Zagraj online
+ </a></div></div></div></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Wtorek, 19.03.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 444
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 444
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 1
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 20
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 28
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 32
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 49
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 3
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 10
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Piątek, 15.03.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 443
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 443
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 16
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 20
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 25
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 30
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 49
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 3
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 10
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Wtorek, 12.03.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 442
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 442
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 2
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 8
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 11
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 16
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 20
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 4
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 10
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Piątek, 08.03.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 441
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 441
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 2
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 11
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 17
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 23
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 49
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 4
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 12
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Wtorek, 05.03.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 440
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 440
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 2
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 20
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 30
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 31
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 40
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 8
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 12
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Piątek, 01.03.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 439
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 439
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 13
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 26
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 30
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 34
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 41
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 3
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 7
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Wtorek, 27.02.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 438
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 438
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 15
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 17
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 30
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 38
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 49
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 1
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 11
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Piątek, 23.02.2024, godz. 20:00
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 437
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 437
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 10
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 19
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 22
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 37
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 41
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 2
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 6
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div><div class="game-main-box-overbox" data-v-53811b4d><div class="game-main-box" data-v-53811b4d><div class="game-main-header" data-v-53811b4d><div class="game-main__info sg" data-v-53811b4d><div class="sg__desc-box" data-v-53811b4d><p class="sg__desc-title" data-v-53811b4d>
+ Wtorek, 20.02.2024, godz. 20:15
+ </p> <div class="d-flex" data-v-53811b4d><div class="winning-tables" data-v-2479a7df data-v-53811b4d><div class="action-control type3" data-v-2479a7df><button data-v-2479a7df><span class="icon icon-payments" style="--fill:#fff;--size:18px;" data-v-46218f42 data-v-2479a7df><svg width="18.309" height="12.458" version="1.1" viewBox="0 -960 878.83 598" xmlns="http://www.w3.org/2000/svg">
+ <path d="m515-616.83q-50 0-85-35t-35-85 35-85 85-35 85 35 35 85-35 85-85 35zm-280.59 103.41q-34.237 0-58.619-24.398-24.381-24.397-24.381-58.658v-280.81q0-34.261 24.381-58.492 24.382-24.231 58.619-24.231h561.41q34.238 0 58.619 24.397 24.381 24.398 24.381 58.658v280.81q0 34.26-24.381 58.492-24.381 24.231-58.619 24.231zm68.413-79.413h424.59q0-30 21.15-51.116t50.85-21.116v-143.77q-29.7 0-50.85-21.15t-21.15-50.85h-424.59q0 30-21.15 51.116t-50.85 21.116v143.77q29.7 0 50.85 21.15t21.15 50.85zm448.59 230.83h-668.41q-34.238 0-58.619-24.381t-24.381-58.619v-404.41h83v404.41h668.41zm-520.59-230.83v-288z"/>
+</svg>
+</span>Wygrane
+ </button> <div class="fog button-loader"><div data-v-0597c57c><div class="lds-ring" style="--size:24px;--border:4px;" data-v-0597c57c><div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div> <div data-v-0597c57c></div></div></div></div> <div class="fog button-success"><div class="checkmark"><svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 130.2 130.2"><circle fill="none" stroke="#fff" stroke-width="8" stroke-miterlimit="10" cx="65.1" cy="65.1" r="62.1" class="path circle"></circle> <polyline fill="none" stroke="#fff" stroke-width="8" stroke-linecap="round" stroke-miterlimit="10" points="100.2,40.2 51.5,88.8 29.8,67.5 " class="path check"></polyline></svg></div></div></div> <!----></div> <!----></div></div></div></div> <div class="grey-belt" data-v-53811b4d></div> <div class="game-main-body-box" data-v-53811b4d><div class="recent-results-box" data-v-53811b4d><div class="white-number-box" data-v-53811b4d><div class="white-number-box__offset" data-v-53811b4d></div> <p class="white-number-box__sign white-number-box__sign--width" data-v-53811b4d>
+ Nr losowania
+ </p> <div class="white-number-box__sort" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--btn" data-v-53811b4d>
+ Sortuj liczby wg kolejności losowania
+ </p></div></div> <div class="recent-result-item EuroJackpot" data-v-53811b4d><div class="result-item" data-v-53811b4d><div class="d-md-none special-mobile-box" data-v-53811b4d><p class="resu1lt-item__name" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 436
+ </p></div></div> <p class="result-item__name d-none d-md-block" data-v-53811b4d>
+ Eurojackpot
+ </p> <div class="result-item__number-box d-none d-md-flex" data-v-53811b4d><p class="white-number-box__sign white-number-box__sign--mobile d-md-none" data-v-53811b4d>
+ Nr losowania:
+ </p> <p class="result-item__number" data-v-53811b4d>
+ 436
+ </p></div> <div class="result-item__balls-box" data-v-53811b4d><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 1
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 3
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 11
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 15
+ </div><div class="scoreline-item circle eurojackpot-order" data-v-53811b4d>
+ 30
+ </div> <div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 4
+ </div><div class="scoreline-item circle special-eurojackpot" data-v-53811b4d>
+ 10
+ </div></div> <!----> <!----></div> <!----> <!----></div></div></div></div> <!----></div></div></div></div> <div class="wins-loader" data-v-53811b4d><div data-v-0597c57c data-v-53811b4d><button class="more-results" data-v-0597c57c><span class="d-flex align-items-center " data-v-0597c57c>
+ Więcej wyników
+ <span class="ml-2 icon icon-arrow_down" style="--fill:#0178c4;--size:14px;" data-v-46218f42 data-v-0597c57c><svg width="10.319" height="6.3813" version="1.1" viewBox="0 -960 495.3 306.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m247.65-653.7-247.65-247.65 58.652-58.652 189 189 189-189 58.652 58.652z"/>
+</svg>
+</span></span></button></div></div> <div class="modal modal-quick-game-draws modal-close-hide" data-v-b9dfb86c data-v-53811b4d><div class="modal-box" style="--width:700px;" data-v-b9dfb86c><button type="button" class="modal-close clear" data-v-b9dfb86c><span class="icon icon-close" style="--fill:#0178c4;--size:16px;" data-v-46218f42 data-v-b9dfb86c><svg width="10.319" height="10.319" version="1.1" viewBox="0 -960 495.3 495.3" xmlns="http://www.w3.org/2000/svg">
+ <path d="m58.652-464.7-58.652-58.652 189-189-189-189 58.652-58.652 189 189 189-189 58.652 58.652-189 189 189 189-58.652 58.652-189-189z"/>
+</svg>
+</span></button> <div class="modal-content" data-v-b9dfb86c></div></div> <div class="modal-overlay" data-v-b9dfb86c></div></div></div> <!----></div> <div class="privacy-popup" data-v-6c1a386c><div class="privacy-popup__overlay" data-v-6c1a386c></div> <div class="privacy-popup__box" data-v-6c1a386c><div class="privacy-popup__title" data-v-6c1a386c>
+ KLAUZULA DOTYCZĄCA PRZETWARZANIA DANYCH OSOBOWYCH PRZEZ TOTALIZATOR SPORTOWY SP. Z O.O.
+ </div> <div class="privacy-popup__content" data-v-6c1a386c><div class="privacy-popup__scroll-content" data-v-6c1a386c><p data-v-6c1a386c>Dane osobowe użytkowników Serwisu <a href="https://www.lotto.pl/" data-v-6c1a386c>www.lotto.pl</a> przetwarzane są zgodnie z przepisami Rozporządzenia Parlamentu Europejskiego i Rady (UE) 2016/679 z dnia 27 kwietnia 2016 r. w sprawie ochrony osób fizycznych w związku z przetwarzaniem danych osobowych i w sprawie swobodnego przepływu takich danych oraz uchylenia dyrektywy 95/46/WE (ogólne rozporządzenie o ochronie danych) (dalej „<strong data-v-6c1a386c>RODO</strong>”) oraz ustawy z dnia 10 maja 2018r. o ochronie danych osobowych (Dz. U. z 2019 r. poz. 1781).</p> <ol data-v-6c1a386c><li data-v-6c1a386c><strong data-v-6c1a386c>Administrator danych</strong> <p data-v-6c1a386c>Administratorem Twoich danych osobowych jest Totalizator Sportowy sp. z o.o. z siedzibą w Warszawie przy ul. Targowej 25, 03-728, Warszawa (dalej „<strong data-v-6c1a386c>Administrator</strong>”). Z Administratorem można skontaktować się przesyłając e – mail na adres: <a href="/cdn-cgi/l/email-protection#2841474c685c475c49444152495c475a065844" data-v-6c1a386c><span class="__cf_email__" data-cfemail="c6afa9a286b2a9b2a7aaafbca7b2a9b4e8b6aa">[email protected]</span></a> a także za pośrednictwem poczty tradycyjnej, pod wskazanym powyżej adresem siedziby Administratora.</p></li> <li data-v-6c1a386c><strong data-v-6c1a386c>Cele i podstawy przetwarzania</strong> <p data-v-6c1a386c>Dane osobowe będą przetwarzane w następujących celach:</p> <ol type="a" data-v-6c1a386c><li data-v-6c1a386c><p data-v-6c1a386c>świadczenia usług drogą elektroniczną w zakresie udostępniana treści gromadzonych w serwisie - podstawą prawną przetwarzania są czynności niezbędne do wykonania umowy, której stroną jest osoba, której dane dotyczą, lub do podjęcia działań na żądanie osoby, której dane dotyczą, przed zawarciem umowy (art. 6 ust. 1 lit. b RODO);</p></li> <li data-v-6c1a386c><p data-v-6c1a386c>
+ analitycznych i statystycznych - podstawą prawną przetwarzania danych jest niezbędność przetwarzania do realizacji prawnie uzasadnionego interesu Administratora. Uzasadnionym interesem Administratora jest w tym przypadku stały rozwój serwisu <a href="https://www.lotto.pl" data-v-6c1a386c>lotto.pl</a> (art. 6 ust. 1 lit. f RODO);
+ </p></li> <li data-v-6c1a386c><p data-v-6c1a386c>
+ ewentualnego ustalenia, dochodzenia lub obrony przed roszczeniami - podstawą prawną przetwarzania danych jest niezbędność przetwarzania do realizacji prawnie uzasadnionego interesu Administratora. Uzasadnionym interesem Administratora jest w tym przypadku możliwość ustalenia, dochodzenia lub obrony przed roszczeniami (art. 6 ust. 1 lit. f RODO).
+ </p></li></ol></li> <li data-v-6c1a386c><p data-v-6c1a386c><strong data-v-6c1a386c>Prawa osób, których dane dotyczą</strong>
+ W związku z przetwarzaniem danych osobowych osobie, której dane dotyczą przysługują następujące prawa do: dostępu do danych, sprostowania danych, usunięcia danych, ograniczenia przetwarzania danych, prawo do przenoszenia danych. Prawa te przysługują w przypadkach i w zakresie przewidzianym przez obowiązujące przepisy prawa. W związku z przetwarzaniem danych przysługuje również prawo do wniesienia skargi do organu nadzorczego - Prezesa Urzędu Ochrony Danych Osobowych.
+ </p></li></ol> <p data-v-6c1a386c>Szczegółowe informacje dotyczące przetwarzania danych osobowych znajdują się w <a data-href="/polityka-prywatnosci" href="/polityka-prywatnosci" data-v-6c1a386c>Polityce Prywatności </a></p></div></div> <div class="privacy-popup__buttons" data-v-6c1a386c><div class="action-control type1" data-v-6c1a386c><button data-v-6c1a386c>
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+ <path d="m627.59-272.74q-122.46-9-232.38-60.098t-197.36-138.41q-87.435-87.316-137.53-196.82-50.097-109.5-60.097-232.04-2-24.382 14.472-42.137t41.18-17.755h135.76q22.5 0 37.869 12.533 15.37 12.533 20.805 33.555l23.761 100.98q2.956 16.587-1.381 31.217-4.337 14.631-15.206 24.783l-98.435 96.087q19.043 35.369 43.609 68.456 24.565 33.087 55.577 63.115 28.836 28.82 60.444 52.646 31.609 23.826 66.261 41.913l100.67-96.957q10.63-10.391 25.022-14.369 14.391-3.978 30.978-1.022l100.54 22.283q22.022 6.434 34.055 21.445t12.033 37.033v137.67q0 24.811-18.272 41.351-18.272 16.541-42.381 14.541zm-507.04-466.96 69.761-67.848-16.682-69.456h-88.166q4.522 36.326 13.153 70.138 8.631 33.812 21.934 67.166zm344.96 345.2q33.666 13.525 68.8 21.665 35.135 8.139 70.939 13.617v-88.804l-70.217-15.522z"/>
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+</span></div> <div class="info-details" data-v-a428f930><span class="info-title" data-v-a428f930>Biuro Obsługi Klienta 459 59 59 00</span> <p class="info-text" data-v-a428f930>
+ Opłata za połączenie jest zgodna z planem taryfowym danego operatora
+ </p></div></div> <div class="info-element" data-v-a428f930><div class="info-icon-wrapper" data-v-a428f930><span class="icon icon-totalizator" style="--fill:#888;--size:30px;" data-v-46218f42 data-v-a428f930><?xml version="1.0" encoding="UTF-8"?>
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+</span></div> <div class="info-details" data-v-a428f930><a href="https://www.totalizator.pl/zaangazowanie/wsparcie-sportu" target="_blank" class="info-link" data-v-a428f930>Wspieramy sport i kulturę</a> <p class="info-text" data-v-a428f930>
+ Każda złotówka wydana przez Gracza na gry liczbowe LOTTO, to 19 groszy dla polskiego sportu i kultury.
+ </p></div></div> <div class="info-element" data-v-a428f930><div class="info-icon-wrapper" data-v-a428f930><span class="icon icon-ok" style="--fill:#888;--size:30px;" data-v-46218f42 data-v-a428f930><?xml version="1.0" encoding="UTF-8"?>
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+</span></div> <div class="info-details" data-v-a428f930><a href="/odpowiedzialna-gra" class="info-link" data-v-a428f930>
+ Tylko 18+ Odpowiedzialna gra
+ </a> <p class="info-text" data-v-a428f930>
+ Zgodnie z obowiązującym prawem w gry liczbowe i loterie pieniężne mogą grać wyłącznie osoby, które ukończyły 18. rok życia.
+ </p></div></div> <div class="info-element" data-v-a428f930><div class="info-icon-wrapper" data-v-a428f930><span class="icon icon-description" style="--fill:#888;--size:30px;" data-v-46218f42 data-v-a428f930><svg width="12.339" height="16.339" version="1.1" viewBox="0 -960 592.26 784.26" xmlns="http://www.w3.org/2000/svg">
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+ Totalizator Sportowy prowadzi działalność sponsoringową, zgodnie z przyjętą strategią komunikacji, na podstawie wpływających ofert.
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lotto-link--bright\" href=\"https:\u002F\u002Fwww.totalizator.pl\u002Fzaangazowanie\u002Fwsparcie-sportu\" target=\"_blank\" rel=\"noopener\"\u003E Wspieramy sport i kulturę \u003C\u002Fa\u003E\n\u003Cp class=\"infobox__desc-exact text-footer-desc\"\u003EKażda złotówka wydana przez Gracza na gry liczbowe LOTTO, to 19 groszy dla polskiego sportu i kultury.\u003C\u002Fp\u003E\n\u003C\u002Fdiv\u003E\n\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"footer-infobox__item infobox infobox-left\"\u003E\n\u003Cdiv class=\"infobox__img-box\"\u003E\u003Cimg class=\"infobox__img\" src=\"\u002Fimages\u002Fresponsible_game_footer.svg\" alt=\"\"\u003E\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"infobox__desc-box\"\u003E\u003Ca class=\"lotto-link lotto-link--bright\" href=\"\u002Fodpowiedzialna-gra\"\u003E Tylko 18+ Odpowiedzialna gra \u003C\u002Fa\u003E\n\u003Cp class=\"infobox__desc-exact text-footer-desc\"\u003EZgodnie z obowiązującym prawem w gry liczbowe i loterie pieniężne mogą grać wyłącznie osoby, które 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class=\"footer-additional\"\u003E\n\u003Cdiv class=\"col-12 col-sm-6 col-lg-12 footer-app footer-app__box\"\u003E\n\u003Cp class=\"footer-app__title\"\u003EPobierz darmową aplikację mobilną LOTTO\u003C\u002Fp\u003E\n\u003Cdiv class=\"footer-app__btn-box\"\u003E\u003Ca class=\"footer-app__btn-link\" href=\"\u002Faplikacja-lotto-android\" data-plc=\"stopka\"\u003E \u003Cimg class=\"footer-app__btn\" src=\"\u002Fimages\u002Fandroid.svg?1\" alt=\"Pobierz aplikację na urządzenie z systemem Android\"\u003E \u003C\u002Fa\u003E \u003Ca class=\"footer-app__btn-link\" href=\"https:\u002F\u002Fapps.apple.com\u002Fpl\u002Fapp\u002Flotto-graj-online\u002Fid1443567888?l=pl\" data-plc=\"stopka\"\u003E \u003Cimg class=\"footer-app__btn\" src=\"\u002Fimages\u002Fappstore.svg\" alt=\"Pobierz aplikację na urządzenie z systemem iOS\"\u003E \u003C\u002Fa\u003E \u003Ca class=\"footer-app__btn-link\" href=\"https:\u002F\u002Fappgallery7.huawei.com\u002F#\u002Fapp\u002FC101781563\" target=\"_blank\" rel=\"noopener\"\u003E \u003Cimg class=\"footer-app__btn\" src=\"\u002Fimages\u002Fapp-gallery.svg\" alt=\"Pobierz aplikację w AppGallery\"\u003E \u003C\u002Fa\u003E\u003C\u002Fdiv\u003E\n\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"col-12 col-sm-6 col-lg-12 footer-infobox footer-infobox--last\"\u003E\n\u003Cdiv class=\"footer-infobox__item infobox\"\u003E\n\u003Cdiv class=\"infobox__img-box--logotypes\"\u003E\u003Ca href=\"https:\u002F\u002Fwww.totalizator.pl\u002F\" target=\"_blank\" rel=\"noopener\"\u003E \u003Cimg class=\"infobox__img infobox__img--special\" src=\"\u002Fimages\u002Fbox_info_totalizator.svg\" alt=\"Ikona Totalizatora Sportowego\"\u003E \u003C\u002Fa\u003E\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"d-inline-block\"\u003E\u003Ca class=\"lotto-link lotto-link--bright\" href=\"https:\u002F\u002Fwww.totalizator.pl\u002F\" target=\"_blank\" rel=\"noopener\"\u003ETotalizator Sportowy\u003C\u002Fa\u003E\n\u003Cp class=\"infobox__desc-exact text-footer-desc--no-width\"\u003ETotalizator Sportowy, właściciel marki LOTTO, sprzedaje swoje produkty wyłącznie w punktach opatrzonych logo LOTTO oraz na stronie lotto.pl.\u003C\u002Fp\u003E\n\u003C\u002Fdiv\u003E\n\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"footer-infobox__item infobox\"\u003E\n\u003Cdiv class=\"infobox__img-box--logotypes\"\u003E\u003Ca href=\"http:\u002F\u002Fwww.torsluzewiec.pl\u002F\" target=\"_blank\" rel=\"noopener\"\u003E \u003Cimg class=\"infobox__img infobox__img--special\" src=\"\u002Fimages\u002Ftor.svg\" alt=\"Ikona\"\u003E \u003C\u002Fa\u003E\u003C\u002Fdiv\u003E\n\u003Cdiv class=\"d-inline-block\"\u003E\u003Ca class=\"lotto-link lotto-link--bright\" href=\"http:\u002F\u002Fwww.torsluzewiec.pl\u002F\" target=\"_blank\" rel=\"noopener\"\u003E Tor Służewiec \u003C\u002Fa\u003E\n\u003Cp class=\"infobox__desc-exact text-footer-desc--no-width\"\u003EOd 2008 roku Totalizator Sportowy jest mecenasem Toru Służewiec, gdzie co roku od kwietnia do listopada 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+ <script>(function(){if (!document.body) return;var js = "window['__CF$cv$params']={r:'869f29701d5f35cd',t:'MTcxMTM3MjQ0NC4xOTUwMDA='};_cpo=document.createElement('script');_cpo.nonce='',_cpo.src='/cdn-cgi/challenge-platform/scripts/jsd/main.js',document.getElementsByTagName('head')[0].appendChild(_cpo);";var _0xh = document.createElement('iframe');_0xh.height = 1;_0xh.width = 1;_0xh.style.position = 'absolute';_0xh.style.top = 0;_0xh.style.left = 0;_0xh.style.border = 'none';_0xh.style.visibility = 'hidden';document.body.appendChild(_0xh);function handler() {var _0xi = _0xh.contentDocument || _0xh.contentWindow.document;if (_0xi) {var _0xj = _0xi.createElement('script');_0xj.innerHTML = js;_0xi.getElementsByTagName('head')[0].appendChild(_0xj);}}if (document.readyState !== 'loading') {handler();} else if (window.addEventListener) {document.addEventListener('DOMContentLoaded', handler);} else {var prev = document.onreadystatechange || function () {};document.onreadystatechange = function (e) {prev(e);if (document.readyState !== 'loading') {document.onreadystatechange = prev;handler();}};}})();</script></body>
+
+
+ <script type="text/javascript">
+ jQuery(document).ready(function($) {
+ console.log('jQuery document loaded');
+ alert($('.recent-results-box').html());
+ });
+
+ </script>
+
+</html>
diff --git a/03_Declarative_EventDriven/ex1.md b/03_Declarative_EventDriven/ex1.md
new file mode 100644
index 0000000..69217f4
--- /dev/null
+++ b/03_Declarative_EventDriven/ex1.md
@@ -0,0 +1 @@
+1. What are characteristic things about declarative programming with SQL, and HTML?
\ No newline at end of file
diff --git a/03_Declarative_EventDriven/ex2.md b/03_Declarative_EventDriven/ex2.md
new file mode 100644
index 0000000..80823b1
--- /dev/null
+++ b/03_Declarative_EventDriven/ex2.md
@@ -0,0 +1,16 @@
+Event-driven programming:
+
+1. With jQuery parse eurojackpot web page for the numbers of the last results using jQuery (https://www.lotto.pl/eurojackpot/wyniki-i-wygrane).
+
+2. Write jQuery parser for the entries on arxiv (title, authors, abstract, journal, submission date) for any given paper, e.g. https://arxiv.org/abs/2403.13859
+
+Remarks/hints:
+
+* you might find https://jsfiddle.net/ useful or simply use some local file editor.
+
+3. Write a To-do application in html using jQuery. The application should have a few buttons like "Add", "Remove", "Mark as done". Use jQuery to manipulate html.
+
+Remarks/hints:
+
+* you might want to use "each" function in jQuery to go over a list of elements (https://api.jquery.com/each/)
+* do not implement database backend (there is no point)
\ No newline at end of file
diff --git a/03_Declarative_EventDriven/web1.html b/03_Declarative_EventDriven/web1.html
new file mode 100644
index 0000000..615d4f2
--- /dev/null
+++ b/03_Declarative_EventDriven/web1.html
@@ -0,0 +1,29 @@
+<html>
+ <head>
+ <script src="//code.jquery.com/jquery-latest.min.js" type="text/javascript"></script>
+ </head>
+
+ <body>
+
+ <article>
+ <header>
+ <h1>A heading here</h1>
+ <p class="abc">Posted by John Doe</p>
+ <p>Some additional information here</p>
+ </header>
+
+ <h1 id="id1">A heading here 222</h1>
+ <h1>A heading here 333</h1>
+ <p>Lorem Ipsum dolor set amet....</p>
+ </article>
+
+ </body>
+
+ <script type="text/javascript">
+ jQuery(document).ready(function($){
+ console.log('jQuery document loaded');
+ alert($('#id1').html('abababa'));
+ });
+
+ </script>
+</html>
\ No newline at end of file
diff --git a/03_Declarative_EventDriven/web2.html b/03_Declarative_EventDriven/web2.html
new file mode 100644
index 0000000..5ca7378
--- /dev/null
+++ b/03_Declarative_EventDriven/web2.html
@@ -0,0 +1,26 @@
+<html>
+
+ <header>
+ <script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/3.7.1/jquery.min.js"></script>
+ </header>
+
+ <body>
+
+ <h1 class="first">TITLE</h1>
+ <h1 class="second">TITLE SECOND</h1>
+
+ </body>
+
+ <script type="text/javascript">
+ alert('Hello');
+ alert($('h1.second').html());
+
+ $('h1.first').html('CHANGED');
+
+ $( "h1" ).each(function( index ) {
+ alert( index + ": " + $( this ).text() );
+ });
+
+ </script>
+
+</html>
\ No newline at end of file
diff --git a/03_Declarative_EventDriven/web3.html b/03_Declarative_EventDriven/web3.html
new file mode 100644
index 0000000..6a32327
--- /dev/null
+++ b/03_Declarative_EventDriven/web3.html
@@ -0,0 +1,29 @@
+<html>
+
+ <header>
+ <script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/3.7.1/jquery.min.js"></script>
+ </header>
+
+
+ <script type="text/javascript">
+ function add() {
+ $('.todo-table').append('<tr><td class="1"><input type="text" /></td></tr>');
+ }
+ </script>
+
+
+ <body>
+
+ <h1 class="first">TODO app</h1>
+
+ <table class="todo-table">
+
+ </table>
+
+ <button onclick="add()" >
+ Add
+ </button>
+
+ </body>
+
+</html>
\ No newline at end of file
diff --git a/03_Declarative_EventDriven/web4.html b/03_Declarative_EventDriven/web4.html
new file mode 100644
index 0000000..ea34f60
--- /dev/null
+++ b/03_Declarative_EventDriven/web4.html
@@ -0,0 +1,29 @@
+<html>
+
+ <header>
+ <script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/3.7.1/jquery.min.js"></script>
+ </header>
+
+ <body>
+ <h1>IMPORTANT TITLE <b>BOLD</b></h1>
+ <h1 id="abc">TITLE 2</h1>
+ <h1 class="c1">TITLE 3</h1>
+ </body>
+
+ <script>
+ alert('Hello');
+
+ alert($('h1').html());
+ alert($('#abc').text());
+ alert($('.c1').text());
+
+ $('.c1').html('NEW TITLE');
+
+ $("h1").each(function(index) {
+ alert(index + ": " + $(this).text());
+ });
+
+ $('#abc').remove();
+ </script>
+
+</html>
\ No newline at end of file
diff --git a/03_Declarative_EventDriven/web5.html b/03_Declarative_EventDriven/web5.html
new file mode 100644
index 0000000..82938fd
--- /dev/null
+++ b/03_Declarative_EventDriven/web5.html
@@ -0,0 +1,40 @@
+<html>
+
+ <body>
+ <h1 id="headerId">I'm Header</h1>
+
+ <h1 class="headerClass secondClass thirdClass">I'm Header but with class</h1>
+
+ <table id="id1">
+ <tr>
+ <td class="d">d</td>
+ <td class="e">e</td>
+ </tr>
+ </table>
+
+ <table id="id2">
+ <tr>
+ <td class="d">ddddd</td>
+ <td class="e">eeee</td>
+ </tr>
+ </table>
+ </body>
+
+ <script>
+ a=7;
+ alert(a);
+ a='uehfuerh';
+ alert(a);
+ alert($('#headerId').html());
+
+ $('#headerId').html('New header');
+ $('.headerClass').html('New header for class');
+
+ alert($('#headerId').html());
+
+ alert($('table#id2 .e').html());
+
+ $('table#id2').append('<tr><td>NEW</td> </tr>');
+ </script>
+
+</html>
\ No newline at end of file
diff --git a/03_Declarative_EventDriven/web6.html b/03_Declarative_EventDriven/web6.html
new file mode 100644
index 0000000..22aebfa
--- /dev/null
+++ b/03_Declarative_EventDriven/web6.html
@@ -0,0 +1,27 @@
+<html>
+
+ <body>
+ <h1 class="mainh">Hi there!</h1>
+ <h1 class="sech">Hi there! 2222</h1>
+
+ <button onclick="$('h1.mainh').addClass('green');">
+ Make Green
+ </button>
+ </body>
+
+ <script>
+ a = 9;
+ if (a == 19)
+ alert('abc' + a);
+
+ alert($('h1.sech').html());
+
+ $('h1.sech').html('NEW header');
+
+ $('h1').each(function(index, obj) {
+ alert(index);
+ alert($(obj).html());
+ });
+ </script>
+
+</html>
\ No newline at end of file
diff --git a/XX_comparison/ex1.md b/XX_comparison/ex1.md
index b64fc58..9c201f9 100644
--- a/XX_comparison/ex1.md
+++ b/XX_comparison/ex1.md
@@ -1,8 +1,8 @@
Create a table with comparison for most popular languages:
- * you can use https://www.statista.com/statistics/793628/worldwide-developer-survey-most-used-languages/ -- you can go up to Lisp, and you might skip some languages
- * summarize most important properties of the languages (e.g. paradighm(s) they follow)
- * for which paradigms they are good, which they do not support
- * write for which real world problems the language is good for, for which they are not used at all
- * add comments about their advantages and disadvantages
- * technique is free (Markdown, Excel, html)
\ No newline at end of file
+* you can use https://www.statista.com/statistics/793628/worldwide-developer-survey-most-used-languages/ -- you can go up to Lisp, and you might skip some languages
+* summarize most important properties of the languages (e.g. paradighm(s) they follow)
+* for which paradigms they are good, which they do not support
+* write for which real world problems the language is good for, for which they are not used at all
+* add comments about their advantages and disadvantages
+* technique is free (Markdown, Excel, html), but it should be easy to read and follow
\ No newline at end of file