diff --git a/README.md b/README.md
index 35c4f77..7144a87 100644
--- a/README.md
+++ b/README.md
@@ -1,19 +1,17 @@
 # SAGEMATH module:  superelliptic curves and their abelian p-group covers
 
-## Basic information
-
 ## Usage
 
-The main file is init.sage. In order to use it, type:
+The main file is *init.sage*. In order to use it, navigate to the folder with the module (*cd yourpath/DeRhamComputation*) and type:
 
-```sage: load('init.sage')```
+```load('init.sage')```
 
 The main two "packages" are intended for:
 
 - superelliptic curves,
 - $(\mathbb Z/p)^n$-covers of superelliptic curves.
 
-See below and the file examples.sage for examples.
+See below and the file *examples.sage* for examples. Also, folders with name *tests* contain tests, which might be useful for learning.
 
 ## Superelliptic curves
 
@@ -33,7 +31,7 @@ points at infinity and that $f(x)$ must be separable in order for $C$ to be smoo
 
 There are three auxilliary classes: superelliptic_function (for functions defined on superelliptic curves), superelliptic_form (for forms defined on superelliptic curves) and superelliptic_cech (for cech cocycles for the de Rham cohomology on superelliptic curves).
 
-For example, in order to define the function $x + 2y + 1$ on our curve $C$ we can define it like this:
+For example, we can define the function $x + 2y + 1$ on our curve $C$ like this:
 
 ```
 Rxy.<x, y> = PolynomialRing(F, 2)