142 #define xp  tp	/* 2n + 2 */  in mpn_mulmod_bnm1()  macro
156 	    am1 = xp;  in mpn_mulmod_bnm1()
157 	    cy = mpn_add (xp, a0, n, a1, an - n);  in mpn_mulmod_bnm1()
158 	    MPN_INCR_U (xp, n, cy);  in mpn_mulmod_bnm1()
162 		bm1 = xp + n;  in mpn_mulmod_bnm1()
163 		cy = mpn_add (xp + n, b0, n, b1, bn - n);  in mpn_mulmod_bnm1()
164 		MPN_INCR_U (xp + n, n, cy);  in mpn_mulmod_bnm1()
166 		so = xp + 2*n;  in mpn_mulmod_bnm1()
170 		so = xp + n;  in mpn_mulmod_bnm1()
177 	    so = xp;  in mpn_mulmod_bnm1()
224 	  xp[n] = mpn_mul_fft (xp, n, ap1, anp, bp1, bnp, k);  in mpn_mulmod_bnm1()
230 	    mpn_mul (xp, ap1, anp, bp1, bnp);  in mpn_mulmod_bnm1()
232 	    ASSERT (anp <= n || xp[2*n]==0);  in mpn_mulmod_bnm1()
234 	    cy = mpn_sub (xp, xp, n, xp + n, anp);  in mpn_mulmod_bnm1()
235 	    xp[n] = 0;  in mpn_mulmod_bnm1()
236 	    MPN_INCR_U (xp, n+1, cy);  in mpn_mulmod_bnm1()
239 	  mpn_bc_mulmod_bnp1 (xp, ap1, bp1, n, xp);  in mpn_mulmod_bnm1()
255       cy = mpn_rsh1add_nc(rp, rp, xp, n, xp[n]); /* B^n = 1 */  in mpn_mulmod_bnm1()
261       cy = xp[n] + mpn_rsh1add_n(rp, rp, xp, n); /* B^n = 1 */  in mpn_mulmod_bnm1()
275       cy = mpn_add_nc(rp, rp, xp, n, xp[n]);  in mpn_mulmod_bnm1()
277       cy = xp[n] + mpn_add_n(rp, rp, xp, n); /* xp[n] == 1 implies {xp,n} == ZERO */  in mpn_mulmod_bnm1()
305 	  cy = mpn_sub_n (rp + n, rp, xp, an + bn - n);  in mpn_mulmod_bnm1()
310 	  cy = xp[n] + mpn_sub_nc (xp + an + bn - n, rp + an + bn - n,  in mpn_mulmod_bnm1()
311 				   xp + an + bn - n, rn - (an + bn), cy);  in mpn_mulmod_bnm1()
313 		  mpn_zero_p (xp + an + bn - n + 1, rn - 1 - (an + bn)));  in mpn_mulmod_bnm1()
315 	  ASSERT (cy == (xp + an + bn - n)[0]);  in mpn_mulmod_bnm1()
319 	  cy = xp[n] + mpn_sub_n (rp + n, rp, xp, n);  in mpn_mulmod_bnm1()
328 #undef xp  in mpn_mulmod_bnm1()