update

README.md

@@ -35,7 +35,6 @@ By using a Linux User Space Application the correct functionality should be veri
 given Point and elliptic curve equation a statement must be made whether the Point is on the curve or not.For the validation of the calculation inside of the CryptoCore the open-source mathematics
 software SageMath should be used.In order to be able to illustrate the time required for ECC Point Validation with different precision widths the Real Time Library support (-lrt) should be included.
 
-![alt text](Pictures\download.png)
 
 Point Addition:
 
@@ -85,7 +84,7 @@ k = (kn-1
 Output: kP
 
 
-Return R
+
 point Validation
 
 The validation of the elliptic curve domain parameters can be simplified into two categories; validating an Elliptic Curve, and validating a Base Point.
@@ -98,6 +97,10 @@ The base point, P, is not the infinity point.
 G = hP, where P = (xP , yP), and h is the cofactor.
  P = (xP , yP), and each component has bitlength equal to m.
  (xP , yP) must satisfy the associated elliptic curve equation. 
+ 
+ ![](https://mygit.th-deg.de/embedded/embedded-project-group-6/blob/master/ECC%20Over%20GF(2m)/download.png)
+ ![](https://mygit.th-deg.de/embedded/embedded-project-group-6/blob/master/ECC%20Over%20GF(2m)/1_2PxXNwMceh1XC_waAP9NiA.jpeg)
+
 
 Contributors: