there is no way to narrow it down with 100% certainty, In the best case the complexibility is the same, in the worst case the complexibility is sometimes worse. I've trying so many methods and none of then give you some certainty.
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WindowsKeySubtractorV2.2 -p 0233709eb11e0d4439a729f21c2c443dedb727528229713f0065721ba8fa46f00e -s -n 1000 -r 1:fffff -o 125OffsetKeys.txt
pause
WindowsKeySubtractorV2.2 -p 0233709eb11e0d4439a729f21c2c443dedb727528229713f0065721ba8fa46f00e -z -s -n 1000 -r 1:fffff -o 125OffsetKeys.txt
pause
gcc -O3 -c sha256/sha256.c -o sha256.o
gcc -O3 -c base58/base58.c -o base58.o
gcc -O3 -c rmd160/rmd160.c -o rmd160.o
gcc -O3 -c gmpecc.c -o gmpecc.o
gcc -O3 -c util.c -o util.o
gcc -o keysubtracter keysubtracter.c gmpecc.o util.o sha256.o base58.o rmd160.o -lgmp
/usr/bin/ld: gmpecc.o:(.bss+0x2020): multiple definition of `EC'; /tmp/ccwgKfYZ.o:(.bss+0x0): first defined here
/usr/bin/ld: gmpecc.o:(.bss+0x0): multiple definition of `DoublingG'; /tmp/ccwgKfYZ.o:(.bss+0x40): first defined here
/usr/bin/ld: gmpecc.o:(.bss+0x2000): multiple definition of `G'; /tmp/ccwgKfYZ.o:(.bss+0x20): first defined here
collect2: error: ld returned 1 exit status
make: *** [Makefile:7: default] Error 1
#include
//#include "gmpecc.h"
void Point_Doubling(struct Point *P, struct Point *R) {
mpz_t slope, temp;
mpz_init(temp);
mpz_init(slope);
if(mpz_cmp_ui(P->y, 0) != 0) {
mpz_mul_ui(temp, P->y, 2);
mpz_invert(temp, temp, EC.p);
mpz_mul(slope, P->x, P->x);
mpz_mul_ui(slope, slope, 3);
mpz_mul(slope, slope, temp);
mpz_mod(slope, slope, EC.p);
mpz_mul(R->x, slope, slope);
mpz_sub(R->x, R->x, P->x);
mpz_sub(R->x, R->x, P->x);
mpz_mod(R->x, R->x, EC.p);
mpz_sub(temp, P->x, R->x);
mpz_mul(R->y, slope, temp);
mpz_sub(R->y, R->y, P->y);
mpz_mod(R->y, R->y, EC.p);
} else {
mpz_set_ui(R->x, 0);
mpz_set_ui(R->y, 0);
}
mpz_clear(temp);
mpz_clear(slope);
}
void Point_Addition(struct Point *P, struct Point *Q, struct Point *R) {
mpz_t PA_temp,PA_slope;
mpz_init(PA_temp);
mpz_init(PA_slope);
if(mpz_cmp_ui(P->x, 0) == 0 && mpz_cmp_ui(P->y, 0) == 0) {
mpz_set(R->x, Q->x);
mpz_set(R->y, Q->y);
}
else {
if(mpz_cmp_ui(Q->x, 0) == 0 && mpz_cmp_ui(Q->y, 0) == 0) {
mpz_set(R->x, P->x);
mpz_set(R->y, P->y);
}
else {
if(mpz_cmp_ui(Q->y, 0) != 0) {
mpz_sub(PA_temp, EC.p, Q->y);
mpz_mod(PA_temp, PA_temp, EC.p);
}
else {
mpz_set_ui(PA_temp, 0);
}
if(mpz_cmp(P->y, PA_temp) == 0 && mpz_cmp(P->x, Q->x) == 0) {
mpz_set_ui(R->x, 0);
mpz_set_ui(R->y, 0);
}
else {
if(mpz_cmp(P->x, Q->x) == 0 && mpz_cmp(P->y, Q->y) == 0) {
Point_Doubling(P, R);
}
else {
mpz_set_ui(PA_slope, 0);
mpz_sub(PA_temp, P->x, Q->x); //dx = B.x - A.x
mpz_mod(PA_temp, PA_temp, EC.p); ///dx = dx % p
mpz_invert(PA_temp, PA_temp, EC.p); //gmpy2.invert(dx, p) % p
mpz_sub(PA_slope, P->y, Q->y);
mpz_mul(PA_slope, PA_slope, PA_temp);
mpz_mod(PA_slope, PA_slope, EC.p);
mpz_mul(R->x, PA_slope, PA_slope); //c*c
mpz_sub(R->x, R->x, P->x); // c*c - A.x
mpz_sub(R->x, R->x, Q->x); //(c*c - A.x) - B.x
mpz_mod(R->x, R->x, EC.p); // Rx % p
mpz_sub(PA_temp, P->x, R->x);
mpz_mul(R->y, PA_slope, PA_temp);
mpz_sub(R->y, R->y, P->y);
mpz_mod(R->y, R->y, EC.p);
}
}
}
}
mpz_clear(PA_temp);
mpz_clear(PA_slope);
}
void Scalar_Multiplication(struct Point P, struct Point *R, mpz_t m) {
struct Point SM_T,SM_Q;
int no_of_bits, i;
no_of_bits = mpz_sizeinbase(m, 2);
mpz_init_set_ui(SM_Q.x,0);
mpz_init_set_ui(SM_Q.y,0);
mpz_init_set_ui(SM_T.x,0);
mpz_init_set_ui(SM_T.y,0);
mpz_set_ui(R->x, 0);
mpz_set_ui(R->y, 0);
if(mpz_cmp_ui(m, 0) != 0) {
mpz_set(SM_Q.x, P.x);
mpz_set(SM_Q.y, P.y);
for(i = 0; i < no_of_bits; i++) {
if(mpz_tstbit(m, i)) {
mpz_set(SM_T.x, R->x);
mpz_set(SM_T.y, R->y);
mpz_set(SM_Q.x,DoublingG[i].x);
mpz_set(SM_Q.y,DoublingG[i].y);
Point_Addition(&SM_T, &SM_Q, R);
}
}
}
mpz_clear(SM_T.x);
mpz_clear(SM_T.y);
mpz_clear(SM_Q.x);
mpz_clear(SM_Q.y);
}
void Point_Negation(struct Point *A, struct Point *S) {
mpz_sub(S->y, EC.p, A->y);
mpz_set(S->x, A->x);
}
/*
Precalculate G Doublings for Scalar_Multiplication
*/
void init_doublingG(struct Point *P) {
int i = 0;
mpz_init(DoublingG[i].x);
mpz_init(DoublingG[i].y);
mpz_set(DoublingG[i].x,P->x);
mpz_set(DoublingG[i].y,P->y);
i = 1;
while(i < 256){
mpz_init(DoublingG[i].x);
mpz_init(DoublingG[i].y);
Point_Doubling(&DoublingG[i-1] ,&DoublingG[i]);
mpz_mod(DoublingG[i].x, DoublingG[i].x, EC.p);
mpz_mod(DoublingG[i].y, DoublingG[i].y, EC.p);
i++;
}
}
mpz_t min_range,max_range,diff,TWO,base_key,sum_key,dst_key;
gmp_randstate_t state;
gcc -O3 -c sha256/sha256.c -o sha256.o
gcc -O3 -c base58/base58.c -o base58.o
gcc -O3 -c rmd160/rmd160.c -o rmd160.o
gcc -O3 -c gmpecc.c -o gmpecc.o
gcc -O3 -c util.c -o util.o
gcc -o keysubtracter keysubtracter.c gmpecc.o util.o sha256.o base58.o rmd160.o -lgmp
/usr/bin/ld: gmpecc.o:(.bss+0x2020): multiple definition of `EC'; /tmp/ccwgKfYZ.o:(.bss+0x0): first defined here
/usr/bin/ld: gmpecc.o:(.bss+0x0): multiple definition of `DoublingG'; /tmp/ccwgKfYZ.o:(.bss+0x40): first defined here
/usr/bin/ld: gmpecc.o:(.bss+0x2000): multiple definition of `G'; /tmp/ccwgKfYZ.o:(.bss+0x20): first defined here
collect2: error: ld returned 1 exit status
make: *** [Makefile:7: default] Error 1
uname -a
gcc -v