Remove unnecessary leading line whitespace before a tab

cal/README

@@ -186,7 +186,7 @@ bernoulli.cal
     Calculate the nth Bernoulli number.
 
     NOTE: There is now a bernoulli() builtin function.  This file is
-    	  left here for backward compatibility and now simply returns
+	  left here for backward compatibility and now simply returns
 	  the builtin function.
 
 
@@ -767,7 +767,7 @@ lucas.cal
     prove that h*2^n-1 is prime or not prime.
 
     NOTE: Some call this term u(0).  The function gen_u0(h, n, v1)
-    	  simply calls gen_u2(h, n, v1) for such people.  :-)
+	  simply calls gen_u2(h, n, v1) for such people.  :-)
 
     gen_v1(h, v)
 
@@ -1467,7 +1467,7 @@ sumtimes.cal
     the list or matrix to use.  The doalltimes() function will run
     all of the sumtimes tests.  For example:
 
-    	doalltimes(1e6);
+	doalltimes(1e6);
 
 
 surd.cal

cal/alg_config.cal

@@ -474,7 +474,7 @@ define best_mul2()
      */
     while (low+1 < high) {
 
-    	/* try the mid-point */
+	/* try the mid-point */
 	mid = int((low+high)/2);
 	if (config("user_debug") > 0) {
 	    printf("testing multiply alg1/alg2 ratio for len = %d\n", mid);
@@ -956,7 +956,7 @@ define best_sq2()
      */
     while (low+1 < high) {
 
-    	/* try the mid-point */
+	/* try the mid-point */
 	mid = int((low+high)/2);
 	if (config("user_debug") > 0) {
 	    printf("testing square alg1/alg2 ratio for len = %d\n", mid);
@@ -1455,7 +1455,7 @@ define best_pow2()
      */
     while (low+1 < high) {
 
-    	/* try the mid-point */
+	/* try the mid-point */
 	mid = int((low+high)/2);
 	if (config("user_debug") > 0) {
 	    printf("testing pow2 alg1/alg2 ratio for len = %d\n", mid);

cal/chi.cal

@@ -40,7 +40,7 @@ define Z(x, eps_term)
 
     /* obtain the error term */
     if (isnull(eps_term)) {
-    	eps = epsilon();
+	eps = epsilon();
     } else {
 	eps = eps_term;
     }
@@ -81,7 +81,7 @@ define P(x, eps_term)
 
     /* obtain the error term */
     if (isnull(eps_term)) {
-    	eps = epsilon();
+	eps = epsilon();
     } else {
 	eps = eps_term;
     }

cal/dms.cal

@@ -188,7 +188,7 @@ define dms_abs(a)
 
     /* firewall - just absolute value non dms objects */
     if (! istype(a, ans)) {
-    	return abs(a);
+	return abs(a);
     }
 
     /* compute degrees */

cal/dotest.cal

@@ -157,7 +157,7 @@ define dotest(dotest_file, dotest_code = 0, dotest_maxcond = -1)
      * test the close of the line file
      */
     printf("%d-: detected %d error condition(s), many of which may be OK\n",
-    	   dotest_code, dotest_old_errcount-dotest_errcnt);
+	   dotest_code, dotest_old_errcount-dotest_errcnt);
     printf("%d-: closing line file: %d\n", dotest_code, dotest_file);
     fclose(dotest_f_file);
 

cal/factorial2.cal

@@ -56,7 +56,7 @@ define __CZ__factor_factorial(n,start){
   if(start){
     if(!isint(start) && start < 0 && start > n)
       return newerror("__CZ__factor_factorial(n,start): value of "
-      		      "parameter 'start' out of range");
+		      "parameter 'start' out of range");
     if(start == n && isprime(n)){
       prime_list = mat[1 , 2];
       prime_list[0,0] = n;
@@ -64,7 +64,7 @@ define __CZ__factor_factorial(n,start){
     }
     else if(!isprime(start) && nextprime(start) >n)
       return newerror("__CZ__factor_factorial(n,start): value of parameter "
-      		      "'start' out of range");
+		      "'start' out of range");
     else{
       if(!isprime(start))  prime = nextprime(start);
       else prime = start;
@@ -225,11 +225,11 @@ define __CZ__multiply_factored_factorial(matrix,stop){
 
   if(!ismat(matrix))
    return newerror("__CZ__multiply_factored_factorial(matrix): "
-   		   "argument matrix not a matrix ");
+		   "argument matrix not a matrix ");
   if(!matrix[0,0])
     return
       newerror("__CZ__multiply_factored_factorial(matrix): "
-      	       "matrix[0,0] is null/0");
+	       "matrix[0,0] is null/0");
 
   if(!isnull(stop))
     pix = stop;
@@ -376,7 +376,7 @@ define bigcatalan(n){
 
 /*
   df(-111) = -1/3472059605858239446587523014902616804783337112829102414124928
-  		7753332469144201839599609375
+		7753332469144201839599609375
 
  df(-3+1i) = 0.12532538977287649201-0.0502372106177184607i
  df(2n + 1) = (2*n)!/(n!*2^n)
@@ -427,7 +427,7 @@ define doublefactorial(n){
         */
        eps=epsilon(epsilon()*1e-2);
        ret =  2^(n/2-1/4 * cos(pi()* n)+1/4) * pi()^(1/4 *
-       	      cos(pi()* n)-1/4)* gamma(n/2+1);
+	      cos(pi()* n)-1/4)* gamma(n/2+1);
        epsilon(eps);
        return ret;
     }

cal/hms.cal

@@ -188,7 +188,7 @@ define hms_abs(a)
 
     /* firewall - just absolute value non hms objects */
     if (! istype(a, ans)) {
-    	return abs(a);
+	return abs(a);
     }
 
     /* compute hours */

cal/intfile.cal

@@ -156,7 +156,7 @@ define be2file(v, filename)
      */
     octlen = int((highbit(v)+8) / 8);
     for (i=octlen-1; i >= 0; --i) {
-    	fputc(fd, char(v >> (i*8)));
+	fputc(fd, char(v >> (i*8)));
     }
 
     /*

cal/lucas.cal

@@ -731,7 +731,7 @@ rodseth_xhn(x, h, n)
 		return 0;
 	}
 
- 	/*
+	/*
 	 * Check for jacobi(x-2, h*2^n-1) == 1	(Ref4, condition 1) part 1
 	 */
 	testval = h*2^n-1;
@@ -739,7 +739,7 @@ rodseth_xhn(x, h, n)
 		return 0;
 	}
 
- 	/*
+	/*
 	 * Check for jacobi(x+2, h*2^n-1) == -1	(Ref4, condition 1) part 2
 	 */
 	if (jacobi(x+2, testval) != -1) {

cal/toomcook.cal

@@ -336,7 +336,7 @@ define __CZ__produce_long_random_number(n)
   ret = 1;
   if(!isint(n) || n<1)
     return newerror("__CZ__produce_long_random_number(n): "
-    		    "n is not an integer >=1");
+		    "n is not an integer >=1");
   for(k=0;k<n;k++){
     ret += random();
     ret  = toomcook4square(ret);

cal/zeta2.cal

@@ -72,7 +72,7 @@ define hurwitzzeta(s,a){
   limit=(precision*ln(10)-re((s-.5)*result)+(1.*realpart_a)*ln(2.*pi()))/2;
   limit=max(2,ceil(max(limit,abs(s*1.)/2)));
   limit_function=ceil(sqrt((limit+realpart_a/2-.25)^2+(imagpart_s*1.)^2/4)/
-  		      pi());
+		      pi());
   if (config("user_debug") > 0) {
      print "limit_function = " limit_function;
      print "limit = " limit;