ref: 2ec34c1ab7655acce61166bd267290b590e20a1a
parent: faec062864269591791ee9fe483f5d06001e0815
author: Lennart Augustsson <lennart@augustsson.net>
date: Sun Jan 12 10:06:47 EST 2025
Change back to not using bits shift in Integer.hs. This removes trhe dependency on Data.Bits, and makes it compile faster and the binary slower. It will make the Integer implementation a little slower, but it's already so bad that it doesn't matter.
--- a/generated/mhs.c
+++ b/generated/mhs.c
@@ -1,5 +1,5 @@
static unsigned char data[] = {-122,76,90,49,191,157,1,0,26,118,55,46,48,10,50,49,55,54,10,65,
+122,76,90,49,53,154,1,0,26,118,55,46,48,10,50,49,52,51,10,65,
32,95,48,32,95,50,51,32,64,95,50,49,50,32,64,66,224,15,2,6,
50,49,32,64,64,66,32,224,18,4,16,48,32,64,64,64,83,39,32,66,
32,64,66,39,32,67,32,83,64,50,6,83,32,67,39,32,83,39,128,10,
@@ -17,5288 +17,5243 @@
64,53,0,53,160,107,1,64,67,128,100,161,173,0,83,64,27,0,54,64,
27,128,121,224,23,4,96,165,224,23,10,97,26,65,13,0,66,65,219,10,
95,50,56,49,32,64,85,32,75,32,65,161,163,65,234,2,39,32,64,96,
-208,3,95,50,56,50,65,40,1,56,51,65,59,5,67,32,95,54,52,56,
-65,140,64,5,1,64,75,96,161,2,50,48,54,98,41,128,153,0,80,64,
-231,0,39,64,86,13,49,50,53,32,64,95,55,53,48,32,95,52,48,53,
+208,3,95,50,56,50,65,40,1,56,51,65,59,5,67,32,95,54,49,53,
+65,140,0,52,64,68,0,75,96,161,2,50,48,50,192,105,3,67,39,32,
+80,64,231,0,39,64,86,1,48,57,64,57,0,55,64,191,2,52,48,53,
224,224,2,11,99,111,109,109,97,110,100,45,108,105,110,101,64,228,0,35,
-65,18,96,66,65,83,2,95,50,49,97,47,65,149,160,242,64,14,0,52,
-129,109,64,100,98,191,96,128,64,125,1,49,53,65,27,1,85,32,129,142,
-64,199,96,150,224,43,0,128,150,3,95,50,49,55,161,144,66,206,3,32,
-95,55,49,65,250,1,49,54,64,221,1,49,54,64,26,64,34,0,52,96,
-189,65,46,128,60,129,210,2,95,49,51,64,24,226,57,2,64,147,1,53,
-54,64,167,96,13,5,79,32,35,52,54,32,129,15,193,28,3,67,39,32,
-79,96,105,3,50,49,52,48,224,8,2,160,6,161,61,192,45,96,0,2,
-58,50,49,65,232,2,10,65,32,65,106,224,1,17,65,197,3,48,53,56,
-32,65,52,2,95,49,51,64,129,3,66,32,79,32,224,133,3,128,125,66,
-237,1,51,49,226,221,3,3,47,108,105,98,98,88,128,125,224,24,1,3,
-111,117,116,46,67,82,162,117,96,84,224,6,28,96,190,224,6,0,160,20,
-0,54,129,47,160,6,224,27,3,224,113,1,6,100,101,102,97,117,108,116,
-64,112,64,248,0,52,96,248,2,66,32,89,97,117,97,164,0,83,194,78,
-65,132,4,67,32,64,64,80,226,122,0,161,153,64,5,64,13,163,130,132,
-153,227,225,25,163,210,224,69,53,0,118,224,69,60,0,113,224,69,60,0,
-114,224,69,60,0,108,224,69,60,0,115,224,69,60,1,67,82,224,70,61,
-0,87,224,70,61,224,69,60,0,84,224,69,60,3,88,67,80,80,224,72,
-60,0,122,224,69,60,0,81,224,69,3,195,182,198,111,128,85,232,43,30,
-0,111,224,73,0,64,58,0,82,96,66,229,186,2,197,178,1,53,54,64,
-75,101,178,224,117,60,2,112,116,99,224,120,21,128,97,224,126,0,104,140,
-96,126,103,67,165,98,135,34,1,64,67,69,118,198,128,224,156,12,161,87,
-64,14,64,30,128,33,192,25,64,10,193,127,224,10,1,224,207,9,6,49,
-50,57,32,64,35,52,200,21,160,38,128,51,225,191,1,232,241,4,128,50,
-1,49,48,192,51,165,85,64,34,160,49,69,107,134,167,64,246,0,67,231,
-35,0,0,53,103,241,135,35,198,173,232,252,0,224,195,84,192,160,224,195,
-15,128,49,225,174,21,224,188,1,225,174,4,1,54,57,103,164,225,174,5,
-224,206,109,0,49,74,14,224,206,16,226,246,14,224,170,110,201,148,224,170,
-21,0,57,224,170,13,224,176,1,192,102,160,168,224,13,0,224,171,24,224,
-41,1,160,57,224,16,0,2,66,32,90,224,16,5,169,254,224,192,4,236,
-22,0,226,50,19,74,206,226,50,12,73,93,226,50,9,224,219,127,96,201,
-160,37,224,219,69,226,98,99,0,56,140,8,128,36,226,97,8,108,89,192,
-202,64,183,196,150,0,54,225,68,0,229,85,107,0,57,109,106,229,84,36,
-236,120,3,229,84,123,224,194,0,128,48,225,119,6,226,68,6,224,187,1,
-226,68,4,1,55,57,226,68,12,129,21,103,7,64,84,225,27,1,224,201,
-5,0,67,224,201,62,143,15,226,65,28,72,20,226,65,11,227,96,13,160,
-139,97,204,141,209,239,184,5,7,85,110,107,110,111,119,110,32,79,192,1,
-58,32,104,83,205,128,96,5,2,79,32,35,64,55,65,26,238,223,4,224,
-0,2,193,210,64,229,97,33,129,224,144,70,130,63,2,50,48,55,237,209,
-4,0,46,136,189,224,34,20,137,89,224,25,11,0,97,232,250,0,129,201,
-129,31,96,179,225,199,4,226,13,18,233,16,36,161,62,227,11,6,0,52,
-225,135,2,65,34,224,39,15,80,80,224,39,27,231,42,1,224,39,21,224,
+65,18,98,108,65,83,2,95,50,49,65,47,1,48,57,65,63,160,144,64,
+19,0,57,96,14,64,100,98,191,64,134,96,125,1,49,50,65,135,1,85,
+32,129,142,64,199,96,150,224,43,0,128,150,3,95,50,49,52,64,98,162,
+206,2,32,95,54,97,163,2,49,50,57,64,205,0,54,64,107,64,34,97,
+165,97,46,128,60,129,210,3,95,49,51,52,98,141,226,57,0,64,147,1,
+53,50,65,153,96,13,5,79,32,35,52,54,32,129,15,193,28,3,67,39,
+32,79,96,105,3,50,49,48,55,224,8,2,160,6,161,61,192,45,96,0,
+9,58,50,49,52,50,32,64,10,65,32,65,106,224,1,17,65,197,3,48,
+50,53,32,65,52,2,95,49,51,64,129,3,66,32,79,32,224,133,3,128,
+125,66,237,1,51,49,226,221,3,3,47,108,105,98,98,88,128,125,224,24,
+1,3,111,117,116,46,67,82,162,117,96,84,224,6,28,96,190,224,6,0,
+160,20,0,54,129,47,160,6,224,27,3,224,113,1,6,100,101,102,97,117,
+108,116,64,112,64,248,0,49,96,248,2,66,32,89,97,117,97,164,0,83,
+194,78,65,132,4,67,32,64,64,80,226,122,0,161,153,64,5,64,13,163,
+130,132,153,227,225,25,163,210,224,69,53,0,118,224,69,60,0,113,224,69,
+60,0,114,224,69,60,0,108,224,69,60,0,115,224,69,60,1,67,82,224,
+70,61,0,87,224,70,61,224,69,60,0,84,224,69,60,3,88,67,80,80,
+224,72,60,0,122,224,69,60,0,81,224,69,3,195,182,198,111,128,85,232,
+43,30,0,111,224,73,0,64,58,0,82,96,66,229,186,2,229,178,0,64,
+64,133,178,224,117,60,2,112,116,99,224,120,21,128,97,224,126,0,0,52,
+224,126,0,103,67,165,98,135,34,1,64,67,69,118,198,128,224,156,12,161,
+87,64,14,64,30,128,33,192,25,64,10,193,127,224,10,1,224,207,9,102,
+183,1,35,52,200,21,160,38,128,51,225,191,1,232,241,4,128,50,1,49,
+48,192,51,165,85,64,34,160,49,69,107,134,167,64,246,0,67,231,35,1,
+103,241,135,35,198,173,232,252,0,224,195,84,192,160,224,195,15,128,49,225,
+174,21,224,188,1,225,174,4,1,54,54,64,68,225,174,6,224,206,109,0,
+49,72,117,224,206,16,226,246,14,224,170,110,106,107,224,170,24,0,54,224,
+170,13,224,176,1,192,102,160,168,224,13,0,224,171,24,224,41,1,160,57,
+224,16,0,2,66,32,90,224,16,5,169,254,224,192,4,236,22,0,226,50,
+20,108,110,226,50,10,0,49,227,225,10,224,219,129,0,55,225,111,0,224,
+219,71,226,98,99,0,56,140,8,128,36,226,97,8,108,89,192,202,0,56,
+228,150,2,99,205,224,180,90,229,85,13,0,57,107,208,229,84,37,236,120,
+2,229,84,123,224,194,0,128,48,225,119,6,226,68,6,224,187,1,226,68,
+4,0,55,128,18,229,83,8,192,113,128,125,225,27,1,224,201,5,0,67,
+224,201,62,143,15,226,65,27,0,51,109,63,226,65,10,227,96,13,160,139,
+141,201,64,171,239,184,6,7,85,110,107,110,111,119,110,32,79,192,1,58,
+32,104,83,205,128,96,5,2,79,32,35,64,55,65,26,238,223,4,224,0,
+2,193,210,64,229,97,33,129,224,144,70,111,130,4,95,50,48,51,56,232,
+192,3,0,46,136,189,224,34,20,137,89,224,25,11,0,97,232,250,0,129,
+201,129,31,96,179,225,199,4,226,13,19,233,16,35,161,62,227,11,5,129,
+33,161,135,65,34,224,39,15,0,50,224,39,30,231,42,1,224,39,21,224,
185,1,224,39,11,0,39,224,40,1,232,68,2,224,20,1,230,229,1,160,
-61,224,108,21,224,46,8,224,39,14,233,109,3,224,39,18,82,72,224,39,
-26,0,48,231,140,2,224,79,21,229,78,3,224,39,19,228,184,2,3,54,
-49,32,95,79,184,2,95,49,57,224,9,0,2,55,57,32,114,223,128,0,
-224,64,0,0,83,224,64,11,97,98,0,57,128,57,83,180,104,99,226,113,
-0,131,189,101,64,112,33,0,51,112,33,6,95,55,49,53,32,75,32,81,
-232,132,5,224,1,19,108,207,224,0,5,224,50,41,224,47,38,224,44,35,
-224,41,32,224,38,29,224,35,26,224,32,23,224,29,20,224,26,17,224,23,
-14,224,20,11,224,17,8,224,14,5,224,11,2,192,8,96,5,100,189,0,
-53,233,191,0,224,0,6,66,31,0,50,226,31,5,0,90,224,146,4,224,
-1,13,226,31,255,224,34,21,226,31,156,226,29,18,66,28,0,49,226,28,
-5,224,100,1,235,89,6,224,1,17,226,43,255,224,34,21,226,43,101,225,
-244,13,65,239,0,48,225,239,15,64,1,161,243,225,245,255,224,37,24,225,
-245,91,225,202,11,0,58,137,54,225,200,15,193,198,224,84,7,224,1,9,
-225,197,255,224,34,21,225,197,58,224,23,14,227,167,12,65,221,0,56,227,
-166,19,227,168,2,225,227,255,224,37,23,225,227,65,225,178,10,65,176,0,
-55,225,176,21,225,178,3,225,179,255,224,37,23,225,179,36,225,150,9,65,
-149,0,54,225,149,23,128,1,225,155,2,225,158,229,225,53,6,65,50,159,
-104,225,50,24,192,1,225,58,5,64,0,224,49,23,225,62,12,224,136,2,
-64,132,158,244,224,132,28,224,128,7,224,43,19,128,1,225,189,107,225,104,
-4,64,225,239,180,6,224,78,21,225,100,8,224,46,21,64,1,224,228,60,
-224,181,3,64,180,238,73,6,224,74,17,224,176,6,224,40,17,192,1,227,
-81,151,227,40,5,65,11,237,56,16,224,1,1,225,5,3,224,31,11,224,
-1,5,228,84,192,224,38,29,224,35,26,229,211,8,65,119,236,192,20,224,
-1,11,228,161,9,224,88,2,0,58,155,149,224,81,7,64,51,224,87,23,
-225,177,255,224,35,3,224,32,23,224,29,20,224,26,17,224,23,14,224,20,
-11,224,17,8,224,14,5,224,11,2,241,24,16,66,19,235,127,22,128,1,
-226,89,4,224,34,13,224,1,3,226,46,230,225,95,7,65,86,235,37,12,
-97,70,224,83,15,224,1,1,225,62,230,224,35,26,224,32,23,224,29,20,
-224,26,17,224,23,14,224,20,11,224,17,8,224,14,5,227,98,15,66,10,
-0,54,98,10,94,55,156,222,156,81,1,50,50,92,123,1,50,50,89,17,
-92,9,155,33,123,240,1,95,48,91,201,89,16,0,51,71,124,190,11,89,
-6,128,9,224,31,0,219,110,0,54,93,187,189,124,89,111,5,57,52,32,
-95,56,51,94,75,89,181,0,48,122,39,0,57,191,87,123,199,0,80,124,
-188,124,196,252,194,6,11,67,97,110,110,111,116,32,102,105,110,100,32,188,
-25,2,66,32,85,221,185,3,32,95,56,49,224,155,1,96,80,4,95,50,
-49,52,57,128,40,224,10,1,92,20,1,52,32,96,253,139,101,64,109,1,
-50,55,128,58,224,227,6,1,50,57,125,74,87,221,0,51,64,20,121,254,
-224,33,5,2,49,53,50,156,151,0,66,224,128,2,64,82,70,209,221,97,
-2,79,32,35,65,130,188,105,224,112,5,128,41,224,234,6,0,32,192,224,
-0,89,127,165,64,56,128,99,3,67,39,32,89,154,155,190,180,161,122,120,
-131,93,141,128,174,1,49,48,222,48,1,67,39,92,227,64,167,0,51,190,
-42,193,111,252,247,3,64,225,0,57,91,33,129,154,0,64,161,177,65,36,
-140,5,159,2,66,80,190,124,128,15,64,112,125,148,0,53,96,196,1,50,
-57,64,118,192,6,108,65,64,225,157,27,128,21,64,82,139,118,66,109,1,
-49,52,97,95,225,81,4,0,56,66,172,158,105,225,81,1,221,227,225,134,
-0,222,253,1,50,49,128,114,0,49,126,177,226,57,14,22,103,101,116,68,
-105,114,101,99,116,111,114,121,67,111,110,116,101,110,116,115,58,32,99,130,
-79,3,111,112,101,110,193,110,129,94,158,66,0,66,64,5,225,233,4,98,
-84,223,5,65,11,65,145,0,83,97,111,224,138,9,226,150,0,224,65,3,
-98,64,224,24,10,99,159,222,228,225,190,3,226,90,8,2,95,50,56,66,
-199,65,85,224,18,1,97,89,65,181,1,49,52,233,81,1,140,39,9,94,
-99,95,100,95,110,97,109,101,32,64,19,139,47,7,94,114,101,97,100,100,
-105,114,96,18,137,202,0,75,224,145,5,0,54,65,206,225,128,4,194,168,
-191,65,225,91,1,64,91,0,58,129,63,0,66,70,84,125,169,1,57,56,
-130,70,224,66,29,6,118,101,114,115,105,111,110,224,69,1,0,50,77,153,
-67,178,157,111,224,69,29,13,99,111,109,112,105,108,101,114,58,32,109,104,
-115,45,96,74,1,95,55,68,125,224,64,31,6,100,101,112,101,110,100,115,
-224,134,1,2,54,50,50,131,161,3,48,51,32,85,99,112,160,51,0,64,
-128,231,192,66,4,79,32,35,52,53,163,222,128,187,129,140,1,57,56,160,
-10,0,67,98,74,192,129,96,126,224,118,1,15,101,120,112,111,115,101,100,
-45,109,111,100,117,108,101,115,58,162,138,165,79,227,1,3,0,85,67,160,
-0,50,64,209,226,19,4,224,79,6,4,111,116,104,101,114,224,77,7,192,
-60,130,30,228,127,1,0,95,66,183,99,187,0,54,225,14,7,164,131,64,
-24,129,213,1,55,51,226,149,0,64,0,0,58,133,82,134,63,131,50,224,
-151,5,226,188,0,227,181,2,0,39,64,101,2,56,32,95,101,160,191,84,
-163,86,229,8,12,15,66,117,105,108,100,105,110,103,32,112,97,99,107,97,
-103,101,128,147,129,82,101,1,163,171,230,123,7,67,158,66,64,96,226,84,
-23,229,51,3,67,180,196,98,132,197,227,232,1,2,95,50,56,192,229,96,
+61,224,108,21,224,46,8,224,39,14,233,109,3,224,39,19,229,201,1,224,
+39,19,0,48,231,140,2,224,79,21,229,78,3,224,39,19,228,184,2,4,
+54,49,32,95,55,97,68,0,57,224,9,0,2,55,57,32,114,223,128,0,
+224,64,0,0,83,224,64,11,65,98,1,55,57,128,57,83,180,104,99,226,
+113,0,131,189,101,64,112,33,0,48,112,33,6,95,54,56,50,32,75,32,
+81,232,132,5,224,1,19,108,207,224,0,5,224,50,41,224,47,38,224,44,
+35,224,41,32,224,38,29,224,35,26,224,32,23,224,29,20,224,26,17,224,
+23,14,224,20,11,224,17,8,224,14,5,224,11,2,192,8,96,5,100,189,
+75,205,224,0,12,0,58,130,87,226,31,3,0,90,224,146,4,224,1,13,
+226,31,255,224,34,21,226,31,156,226,29,18,66,28,0,56,226,28,5,224,
+100,1,235,89,6,224,1,17,226,43,255,224,34,21,226,43,101,225,244,13,
+65,239,0,55,225,239,15,64,1,161,243,225,245,255,224,37,24,225,245,91,
+225,202,11,65,200,0,54,225,200,17,193,198,224,84,7,224,1,9,225,197,
+255,224,34,21,225,197,58,224,23,14,227,167,12,65,221,0,53,227,166,19,
+227,168,2,225,227,255,224,37,23,225,227,65,225,178,10,65,176,0,52,225,
+176,21,225,178,3,225,179,255,224,37,23,225,179,36,225,150,9,65,149,0,
+51,225,149,23,128,1,225,155,2,225,158,229,225,53,6,65,50,159,104,225,
+50,24,192,1,225,58,5,64,0,224,49,23,225,62,12,224,136,2,64,132,
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+0,69,208,224,11,2,96,197,101,11,0,58,171,240,96,59,172,215,128,165,
+0,51,97,196,108,101,130,110,74,6,129,62,74,156,96,36,179,127,0,95,
+104,139,73,161,96,21,2,75,32,58,225,220,1,1,64,58,194,136,0,58,
+162,125,9,79,46,114,101,116,117,114,110,32,58,225,212,0,0,62,68,100,
+128,196,2,80,32,58,128,187,227,74,47,0,58,227,157,3,226,142,9,240,
+14,1,130,118,64,200,1,95,50,112,51,224,0,255,224,0,255,224,0,255,
+224,0,255,224,0,255,224,0,255,224,0,255,224,0,255,224,0,21,1,32,
+125,
};
unsigned char *combexpr = data;
-int combexprlen = 105927;
+int combexprlen = 105021;
#include "mhsffi.h"
static struct ffi_entry table[] = { { 0,0 }--- a/lib/Data/Integer.hs
+++ b/lib/Data/Integer.hs
@@ -14,7 +14,6 @@
import Prelude() -- do not import Prelude
import Primitives
import Control.Error
-import Data.Bits
import Data.Bool
import Data.Char
import Data.Enum
@@ -243,7 +242,7 @@
qr ci [] res = (res, [ci])
qr ci (x:xs) res = qr r xs (q:res)
where
- cx = ci `shiftL` shiftD + x
+ cx = ci * maxD + x
q = quot cx y
r = rem cx y
--- a/lib/Data/Integer_Type.hs
+++ b/lib/Data/Integer_Type.hs
@@ -22,20 +22,11 @@
else
error "Integer: unsupported word size"
-shiftD :: Int
-shiftD =
- if _wordSize `primIntEQ` 64 then
- (32::Int)
- else if _wordSize `primIntEQ` 32 then
- (16::Int)
- else
- error "Integer: unsupported word size"
-
quotMaxD :: Digit -> Digit
-quotMaxD d = d `primWordShr` shiftD
+quotMaxD d = d `primWordQuot` maxD
remMaxD :: Digit -> Digit
-remMaxD d = d `primWordAnd` (maxD `primWordSub` 1)
+remMaxD d = d `primWordRem` maxD
-- Sadly, we also need a bunch of functions.