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[libreriscv.git] / simple_v_extension / vector_ops.mdwn

diff --git a/simple_v_extension/vector_ops.mdwn b/simple_v_extension/vector_ops.mdwn
index 32b11f88ca34859d29e0e9337acec0700d67271b..ce4c370cc1ef5a813b5a3fa8d219c8afe65aecac 100644 (file)
--- a/simple_v_extension/vector_ops.mdwn
+++ b/simple_v_extension/vector_ops.mdwn
@@ -39,34 +39,6 @@ CORDIC can also be used for performing DCT.  See
 
 vx, vy = CORDIC(vx, vy, coordinate\_mode, beta)
 
-     int i = 0;
-     int iterations = 0; // Number of times to run the algorithm
-     float arctanTable[iterations]; // in Radians
-     float K = 0.6073; // K
-     float v_x,v_y; // Vector v; x and y components
-
-     for(i=0; i < iterations; i++) {
-        arctanTable[i] = atan(pow(2,-i));
-     }
-
-     float vnew_x;   // To store the new value of x;
-     for(i = 0; i < iterations; i++) {
-         // If beta is negative, we need to do a counter-clockwise rotation:
-         if( beta < 0) {
-            vnew_x = v_x + (v_y*pow(2,-i)); 
-            v_y -= (v_x*pow(2,-i));  
-            beta += arctanTable[i]; 
-         }
-         // If beta is positive, we need to do a clockwise rotation:
-         else {
-            vnew_x = v_x - (v_y*pow(2,-i));
-            v_y += (v_x*pow(2,-i));
-            beta -= arctanTable[i];
-         }
-         v_x = vnew_x;
-     }
-     v_x *= K;
-     v_y *= K;
 
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