ref: 4ba2eecb947415f56b2124bd55f865fabb6c1f49
parent: 1f3d03169039afef8b1681bf231f48d8b7af3119
author: Lennart Augustsson <lennart@augustsson.net>
date: Sun Dec 1 06:15:11 EST 2024
More pattern synonym stuff.
--- a/generated/mhs.c
+++ b/generated/mhs.c
@@ -1,5 +1,5 @@
static unsigned char data[] = {-122,76,90,49,176,132,1,0,26,118,55,46,48,10,50,48,52,48,10,65,
+122,76,90,49,155,133,1,0,26,118,55,46,48,10,50,48,52,52,10,65,
32,95,48,32,95,50,51,32,64,95,50,48,57,32,64,66,224,15,2,6,
49,56,32,64,64,66,32,224,18,4,16,55,32,64,64,64,83,39,32,66,
32,64,66,39,32,67,32,83,64,50,6,83,32,67,39,32,83,39,128,10,
@@ -17,2004 +17,2012 @@
103,115,32,61,128,229,3,64,95,49,49,96,140,0,57,192,133,0,67,128,
125,161,231,5,83,32,95,50,55,48,64,27,128,146,224,23,4,96,119,224,
23,10,97,55,65,40,0,66,66,21,224,184,0,8,55,53,32,64,85,32,
-75,32,65,160,106,0,67,66,44,0,39,65,64,1,56,56,66,68,128,121,
-0,80,96,9,64,192,1,57,57,65,93,8,52,54,49,32,95,52,54,50,
-32,224,193,1,11,99,111,109,109,97,110,100,45,108,105,110,101,64,197,2,
-35,48,32,96,3,3,64,64,64,75,65,149,0,48,64,244,1,57,57,96,
-158,128,104,3,95,50,48,48,66,186,128,100,98,217,0,49,65,39,65,230,
-0,48,65,196,2,64,85,32,193,137,64,162,193,147,128,45,128,152,3,95,
-50,48,51,64,166,162,234,2,32,95,52,97,137,2,48,50,55,64,194,98,
-44,64,34,64,102,129,64,128,60,129,205,2,95,49,51,64,101,226,54,2,
-64,149,2,51,56,49,192,13,6,79,32,35,52,54,32,64,128,120,3,95,
-49,52,52,128,70,0,79,129,58,65,216,2,48,48,54,129,217,224,13,2,
-192,7,224,55,5,96,0,9,58,50,48,51,57,32,64,10,65,32,65,103,
-224,1,15,1,83,32,65,125,1,53,32,65,62,2,95,49,50,66,5,3,
-66,32,79,32,224,141,3,128,133,98,242,0,55,226,71,3,3,47,108,105,
-98,98,67,128,123,224,24,1,3,111,117,116,46,67,90,195,138,64,84,224,
-6,21,96,181,224,6,0,160,20,0,54,65,160,224,6,0,224,27,3,224,
-106,1,6,100,101,102,97,117,108,116,64,105,64,239,0,56,96,239,2,66,
-32,89,97,118,97,165,0,83,194,81,65,133,4,67,32,64,64,80,99,177,
-97,38,227,104,0,64,23,195,126,132,182,227,223,25,163,208,224,69,53,0,
-118,224,69,60,0,113,224,69,60,0,114,224,69,60,0,108,224,69,60,1,
-67,82,224,70,61,0,87,224,70,61,224,69,60,0,84,224,69,60,3,88,
-67,80,80,224,72,60,0,122,224,69,60,0,81,224,69,3,195,112,198,12,
-128,85,232,2,30,0,111,224,73,0,64,58,0,82,96,66,229,117,2,229,
-109,0,103,211,231,154,0,224,117,56,2,112,116,99,224,120,21,128,97,224,
-126,0,0,50,224,126,0,102,224,165,21,3,95,49,57,51,96,19,69,42,
-231,208,0,224,157,11,161,88,64,14,64,30,128,33,192,25,64,10,193,128,
-224,10,1,224,208,9,7,49,50,53,32,64,35,52,53,160,104,160,38,128,
-51,225,192,1,232,170,4,128,50,1,49,48,192,51,165,16,64,34,160,49,
-69,38,102,94,96,247,0,67,230,223,1,105,128,134,223,198,95,232,181,2,
-224,197,84,192,162,224,197,15,128,49,225,177,21,224,190,1,225,177,4,0,
-52,96,68,225,176,6,224,206,109,0,49,200,169,224,206,12,226,249,14,224,
-170,110,104,109,224,170,24,0,52,224,170,13,224,176,1,192,102,160,168,224,
-13,0,224,171,24,224,41,1,160,57,224,16,0,2,66,32,90,224,16,5,
-169,188,224,192,4,0,54,138,5,96,37,226,50,17,0,53,226,50,13,0,
-53,108,235,226,50,8,224,219,127,0,55,138,209,224,219,74,226,98,99,0,
-56,139,200,128,36,226,97,8,108,25,192,202,0,54,228,152,2,77,8,224,
-180,91,229,87,13,0,57,111,4,229,86,37,236,54,2,229,86,125,224,196,
-0,128,48,225,121,6,226,70,6,224,189,1,226,70,5,64,73,229,85,10,
+75,32,65,160,106,0,67,66,44,0,39,65,64,1,56,57,96,207,96,121,
+0,80,96,9,64,192,14,57,57,52,32,64,95,52,54,49,32,95,52,54,
+50,32,224,193,1,11,99,111,109,109,97,110,100,45,108,105,110,101,64,197,
+2,35,48,32,96,3,3,64,64,64,75,65,149,0,48,64,244,2,57,57,
+53,224,210,0,64,19,0,49,129,205,64,100,98,217,130,183,64,9,6,50,
+52,32,64,64,85,32,193,137,64,162,193,147,128,45,128,152,3,95,50,48,
+52,64,166,162,234,2,32,95,52,97,137,1,48,51,98,101,98,44,64,34,
+64,7,129,64,128,60,129,205,2,95,49,51,64,160,226,54,2,64,149,2,
+51,56,49,192,13,6,79,32,35,52,54,32,64,128,120,2,95,49,52,64,
+147,3,67,39,32,79,129,58,65,216,1,48,49,64,39,224,13,5,192,7,
+224,55,5,96,0,9,58,50,48,52,51,32,64,10,65,32,65,103,224,1,
+15,7,83,32,95,49,56,56,57,32,65,62,2,95,49,50,66,5,3,66,
+32,79,32,224,141,3,128,133,98,242,0,55,226,71,3,3,47,108,105,98,
+98,67,128,123,224,24,1,3,111,117,116,46,67,90,195,138,64,84,224,6,
+21,96,181,224,6,0,160,20,0,54,66,200,224,6,0,224,27,3,224,106,
+1,6,100,101,102,97,117,108,116,64,105,64,239,0,50,96,239,2,66,32,
+89,97,118,97,165,0,83,194,81,65,133,4,67,32,64,64,80,99,177,97,
+38,227,104,0,64,23,195,126,132,182,227,223,25,163,208,224,69,53,0,118,
+224,69,60,0,113,224,69,60,0,114,224,69,60,0,108,224,69,60,1,67,
+82,224,70,61,0,87,224,70,61,224,69,60,0,84,224,69,60,3,88,67,
+80,80,224,72,60,0,122,224,69,60,0,81,224,69,3,195,112,198,12,128,
+85,232,2,30,0,111,224,73,0,64,58,0,82,96,66,229,117,2,197,109,
+1,50,53,64,64,231,154,0,224,117,56,2,112,116,99,224,120,21,128,97,
+224,126,0,0,54,224,126,0,102,224,165,21,4,95,49,57,51,54,101,211,
+0,79,197,195,224,157,14,161,88,64,14,64,30,128,33,192,25,64,10,193,
+128,224,10,1,224,208,9,0,49,65,5,1,35,52,198,224,160,38,128,51,
+225,192,1,232,170,4,128,50,1,49,48,192,51,165,16,64,34,160,49,69,
+38,102,94,96,247,0,67,230,223,0,128,223,134,223,198,95,232,181,2,224,
+197,84,192,162,224,197,15,128,49,225,177,21,224,190,1,225,177,4,0,52,
+96,68,225,176,6,224,206,109,0,49,105,72,224,206,15,226,249,14,224,170,
+110,66,229,224,170,25,0,56,224,170,13,224,176,1,192,102,160,168,224,13,
+0,224,171,24,224,41,1,160,57,224,16,0,2,66,32,90,224,16,5,169,
+188,224,192,4,0,54,76,192,160,37,226,50,17,0,57,226,50,13,0,53,
+106,51,226,50,8,224,219,127,0,55,73,41,160,37,224,219,69,226,98,99,
+0,56,139,200,128,36,226,97,8,108,25,203,120,101,213,164,152,77,8,224,
+180,91,229,87,13,0,57,140,76,229,86,35,236,54,3,229,86,125,224,196,
+0,128,48,225,121,6,226,70,5,224,189,2,226,70,5,64,73,229,85,10,
192,113,128,125,225,29,1,224,201,5,0,67,224,201,62,0,55,228,165,20,
-226,67,4,0,56,226,67,14,227,98,13,160,139,237,132,0,64,78,239,107,
+226,67,4,0,50,226,67,14,227,98,13,160,139,237,132,0,65,49,239,107,
19,7,85,110,107,110,111,119,110,32,79,115,1,58,32,136,104,205,73,224,
-53,7,4,79,32,35,49,48,161,54,238,190,4,224,0,2,193,239,65,2,
-97,62,129,253,112,30,64,83,64,91,2,56,57,52,224,130,3,0,46,136,
+53,7,2,79,32,35,77,203,97,54,238,190,4,224,0,2,193,239,65,2,
+97,62,129,253,112,30,64,83,64,91,2,56,57,56,224,130,3,0,46,136,
223,224,34,20,137,123,224,25,11,0,97,233,28,0,129,230,175,154,128,72,
-225,228,2,226,42,19,233,50,36,129,92,227,43,7,0,57,225,165,2,142,
-240,224,39,12,79,99,224,39,28,231,74,1,224,39,21,224,186,1,224,39,
-11,0,39,224,40,1,232,100,2,224,20,1,231,5,1,160,61,224,108,21,
-224,46,8,224,39,14,233,143,3,224,39,16,2,49,56,56,229,30,3,224,
-79,19,230,17,1,224,39,21,224,79,2,3,54,50,32,95,82,22,64,102,
-192,9,2,55,55,32,146,137,224,64,5,0,83,224,64,11,65,58,1,55,
-53,128,57,83,105,0,51,210,197,227,179,2,101,56,111,214,0,55,111,214,
-6,95,52,50,53,32,75,32,81,158,131,251,224,1,17,108,200,224,0,4,
-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,
-8,96,5,100,97,0,56,232,238,0,224,0,5,65,233,0,54,225,233,5,
-0,90,224,145,4,224,1,11,225,233,255,224,29,11,224,26,17,224,23,14,
-224,20,11,224,17,8,224,14,5,224,11,2,192,8,96,5,225,231,17,65,
-230,0,53,225,230,5,224,119,3,170,231,225,198,22,225,248,255,224,29,13,
-224,26,17,224,23,14,225,173,11,65,167,0,52,225,167,15,236,141,6,224,
-1,15,225,164,255,224,29,11,224,26,17,224,23,14,224,20,11,227,102,12,
-65,185,0,51,227,97,17,227,99,1,225,191,255,224,32,15,224,29,20,224,
-26,17,225,148,10,65,146,0,50,225,146,19,225,148,2,225,149,255,224,32,
-15,224,29,20,225,123,9,65,122,0,49,225,122,21,128,1,225,128,1,225,
-131,214,225,35,6,65,32,0,48,225,32,27,192,1,225,40,4,64,0,224,
-46,21,225,44,11,224,130,2,0,58,141,222,224,126,29,224,122,6,224,40,
-17,128,1,225,165,100,225,86,4,64,213,156,141,225,84,28,225,82,7,224,
-43,19,64,1,224,216,56,224,172,3,64,171,237,98,6,224,71,15,224,167,
-5,224,37,15,192,1,227,36,141,226,254,5,64,252,0,54,224,252,23,224,
-246,2,224,28,9,224,1,5,228,24,179,224,35,26,224,32,23,229,127,8,
-65,95,235,238,18,224,1,11,228,95,8,224,85,2,64,78,234,149,10,64,
-50,224,86,23,225,153,246,224,29,20,224,26,17,224,23,14,224,20,11,224,
-17,8,224,14,5,224,11,2,238,29,15,65,221,234,185,20,128,1,226,32,
-3,224,31,11,224,1,3,225,245,214,225,73,7,65,65,234,104,12,97,51,
-224,80,13,224,1,1,225,44,214,224,32,23,224,29,20,224,26,17,224,23,
-14,224,20,11,224,17,8,224,14,5,227,23,14,65,212,138,194,90,125,153,
-34,152,149,1,50,50,117,122,248,67,0,151,71,120,23,3,95,48,32,95,
-67,76,87,104,0,48,85,115,152,43,85,85,128,9,224,32,0,215,150,1,
-52,48,86,129,153,193,96,14,5,51,32,95,53,54,57,182,211,0,48,119,
-131,1,56,49,157,64,119,239,0,80,64,138,249,9,2,249,7,17,11,67,
-97,110,110,111,116,32,102,105,110,100,32,216,81,2,66,32,85,218,15,3,
-32,95,55,55,192,173,1,51,52,118,8,3,95,50,48,49,185,142,224,10,
-1,64,9,1,57,32,97,15,138,177,64,126,1,50,49,128,58,224,245,7,
-2,56,57,57,64,20,120,151,86,121,0,50,118,133,96,92,224,40,4,1,
-50,48,92,250,161,3,224,135,0,192,216,0,53,64,12,217,178,4,79,32,
-35,53,56,248,173,0,224,124,5,224,46,2,225,7,17,0,32,224,253,0,
-0,89,124,26,64,73,128,121,3,67,39,32,89,151,24,187,39,161,168,117,
-53,89,227,115,87,2,95,49,48,215,38,1,67,39,89,56,64,189,0,56,
-186,157,224,113,12,3,46,112,107,103,128,115,249,99,3,97,208,88,71,129,
-223,0,64,161,246,0,58,129,95,1,10,65,187,140,66,149,187,6,188,215,
-219,62,2,49,50,55,91,57,1,52,56,159,246,128,6,0,49,87,199,65,
-10,123,73,160,21,64,83,139,9,122,130,120,3,90,231,129,153,225,174,3,
-155,155,96,38,225,134,0,225,192,2,97,110,193,194,219,150,1,50,49,120,
-143,1,50,49,158,251,226,142,30,22,103,101,116,68,105,114,101,99,116,111,
-114,121,67,111,110,116,101,110,116,115,58,32,99,130,164,3,111,112,101,110,
-225,166,0,129,150,154,208,0,66,64,5,226,55,4,99,171,219,147,65,44,
-65,201,0,83,97,167,224,156,12,224,243,6,2,50,48,49,121,110,224,24,
-9,128,89,219,114,225,246,3,226,168,8,65,57,67,147,160,250,0,49,162,
-144,225,149,0,100,86,190,95,65,139,139,233,9,94,99,95,100,95,110,97,
-109,101,32,64,19,0,54,128,19,6,114,101,97,100,100,105,114,96,18,137,
-179,0,75,224,151,5,2,51,53,53,156,108,227,38,13,253,9,19,64,107,
-221,1,125,126,123,130,0,56,67,199,163,144,224,83,41,6,118,101,114,115,
-105,111,110,224,86,2,1,50,53,92,89,1,50,48,97,255,224,86,47,13,
-99,111,109,112,105,108,101,114,58,32,109,104,115,45,128,91,1,95,53,66,
-130,224,81,47,6,100,101,112,101,110,100,115,224,168,2,0,53,65,96,123,
-35,2,48,32,85,99,242,253,23,0,97,26,224,78,10,1,79,32,126,126,
-131,198,128,233,129,220,0,56,132,212,98,172,226,25,2,96,151,224,131,1,
-15,101,120,112,111,115,101,100,45,109,111,100,117,108,101,115,58,162,225,166,
-11,227,112,3,0,85,100,23,128,211,224,79,17,4,111,116,104,101,114,224,
-77,7,192,60,197,174,197,30,0,95,193,38,64,8,229,29,24,64,36,130,
-32,1,52,52,223,201,96,0,66,152,139,253,128,182,0,66,224,163,7,227,
-30,0,228,48,9,8,39,32,95,49,51,52,32,95,54,64,13,1,95,50,
-124,114,130,124,229,187,30,15,66,117,105,108,100,105,110,103,32,112,97,99,
-107,97,103,101,160,172,129,119,101,180,164,38,231,92,7,68,25,65,232,71,
-64,0,51,97,87,229,230,2,68,47,196,246,133,97,228,99,1,1,95,53,
-76,235,96,0,96,29,128,48,0,39,224,5,8,224,255,3,192,131,225,1,
-38,225,3,4,128,15,225,8,16,3,87,114,105,116,225,7,10,134,159,66,
-194,227,11,20,2,32,116,111,193,230,1,49,57,90,9,224,0,0,225,1,
-0,96,233,128,133,224,221,6,161,223,0,39,96,2,92,76,94,27,224,71,
-1,160,65,135,44,96,8,201,48,1,67,32,103,69,69,114,102,123,1,95,
-52,66,163,94,75,5,64,64,64,85,32,65,64,6,1,95,50,97,25,224,
-21,6,2,64,95,55,99,106,230,90,0,0,48,169,70,164,189,228,109,1,
-73,29,163,148,96,182,225,197,6,192,185,225,154,37,225,155,38,6,67,111,
-109,112,114,101,115,69,22,3,32,116,105,109,225,156,0,129,88,225,158,0,
-64,66,1,49,51,64,61,96,241,65,184,1,51,54,191,142,0,64,225,172,
-3,1,109,115,226,229,0,134,176,128,47,131,100,0,56,84,55,64,86,0,
-54,102,164,6,50,51,49,32,95,51,56,96,165,195,185,64,50,71,4,96,
-9,0,48,161,118,131,200,141,232,1,66,32,233,9,1,225,172,1,168,240,
-239,216,1,128,7,231,9,4,142,5,65,202,65,2,1,95,51,104,63,64,
-88,140,255,0,83,197,85,1,53,49,97,177,1,95,50,101,93,2,49,52,
-51,135,81,71,160,105,54,1,64,35,164,100,167,48,131,65,0,80,227,206,
-1,98,142,224,50,4,101,136,161,7,169,22,99,199,0,85,96,165,0,90,
-64,13,0,90,202,82,66,41,169,31,1,50,53,137,108,64,180,162,74,3,
-95,49,53,57,65,116,64,15,0,54,73,139,96,21,0,67,232,68,2,224,
-163,3,0,73,64,9,88,72,224,174,2,160,79,232,246,1,226,30,19,195,
-178,103,249,104,236,9,102,32,116,104,101,32,102,111,114,109,96,20,0,45,
-199,83,195,162,98,37,69,198,0,49,197,138,65,98,140,141,195,160,64,1,
-236,225,30,224,11,2,192,8,74,232,160,86,203,212,64,1,0,95,106,215,
-67,96,1,52,52,128,231,96,21,1,51,54,172,158,102,91,1,51,55,66,
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@@ -3405,1579 +3411,1585 @@
75,158,228,162,2,64,33,96,7,99,245,233,146,3,232,183,1,246,74,2,
128,23,160,87,248,216,3,0,85,170,165,197,230,234,228,22,224,37,11,224,
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+156,96,230,224,99,3,101,30,139,247,224,17,3,140,235,234,175,3,224,168,
+1,0,64,160,35,134,75,64,156,164,146,145,41,96,158,130,163,248,12,8,
+64,146,70,62,160,148,64,0,0,58,96,147,226,187,0,176,170,232,195,6,
+166,179,1,95,49,77,117,160,108,84,65,0,35,74,50,129,145,239,112,0,
+105,50,246,146,3,180,140,114,84,210,82,0,90,64,28,143,29,134,34,224,
+163,5,224,160,0,2,67,32,79,249,192,1,67,226,139,133,116,60,225,22,
+7,96,0,5,79,32,80,32,35,55,246,78,3,64,79,0,97,96,79,96,
+27,246,106,4,64,27,0,98,224,27,1,66,158,224,28,5,0,102,224,28,
+2,0,48,224,28,7,0,110,224,28,2,0,51,224,28,7,110,240,128,28,
+0,57,224,27,7,118,220,160,56,0,49,224,28,7,0,118,224,56,2,224,
+143,8,64,3,227,116,1,225,193,0,132,77,69,198,182,54,102,76,147,100,
+0,51,89,135,110,13,64,18,3,49,32,64,35,69,57,64,53,196,106,1,
+51,55,64,56,203,252,240,14,0,225,189,0,147,171,68,79,96,17,0,58,
+96,6,154,193,72,29,237,73,0,208,254,0,49,67,17,75,92,140,206,128,
+19,0,48,64,134,144,133,99,48,0,58,96,87,137,60,226,230,3,249,193,
+1,192,64,151,17,226,96,8,64,69,105,147,236,138,0,160,40,226,52,3,
+224,10,1,96,50,107,36,237,105,1,96,250,129,28,128,123,72,29,224,74,
+4,0,58,96,102,237,108,17,183,7,4,111,114,100,32,58,64,76,160,42,
+224,41,11,0,54,96,28,2,99,104,114,64,41,237,193,0,75,123,235,125,
+1,182,72,80,42,192,234,68,57,67,40,0,58,65,147,225,218,10,113,7,
+225,218,0,68,66,96,43,129,205,0,60,71,40,181,95,198,248,0,58,96,
+60,162,46,213,79,64,106,0,58,100,64,132,9,0,89,74,170,99,253,240,
+114,3,0,58,96,145,139,53,0,49,64,47,128,211,167,209,110,162,83,25,
+0,58,99,143,199,167,181,53,0,61,96,11,128,194,172,19,181,33,253,8,
+2,68,22,116,18,100,65,134,4,96,121,97,13,130,135,130,130,181,17,96,
+39,107,172,84,243,0,58,96,35,171,171,124,232,84,22,96,26,96,43,200,
+33,194,143,174,168,96,10,143,135,168,1,224,32,4,237,218,0,229,20,0,
+246,79,1,97,34,224,65,4,224,64,5,170,254,182,115,129,228,181,95,172,
+16,224,169,2,140,174,181,97,242,161,0,96,30,161,52,73,243,0,58,97,
+33,182,89,218,172,97,61,160,36,160,53,235,56,1,210,115,121,93,111,202,
+117,131,210,54,1,95,49,158,14,0,58,103,158,178,13,213,100,96,27,250,
+107,1,105,139,84,198,178,3,64,222,160,26,104,229,0,56,104,124,101,141,
+0,58,96,101,182,43,128,55,0,56,74,183,0,90,123,62,64,31,181,14,
+2,110,101,119,213,212,4,76,101,110,32,58,96,39,224,223,7,180,248,76,
+29,180,248,129,147,2,115,101,113,103,39,86,252,128,43,64,44,129,32,73,
+79,180,164,193,149,128,1,114,16,225,172,3,224,20,3,224,17,8,224,14,
+5,224,11,2,192,8,110,171,128,209,226,223,1,238,229,12,180,125,0,79,
+64,152,171,86,0,56,72,138,0,95,111,168,192,7,0,95,82,144,148,17,
+0,95,113,80,160,10,211,87,2,64,95,57,72,75,160,10,66,253,83,198,
+0,58,96,16,123,236,3,111,107,101,87,100,146,211,222,87,56,160,17,194,
+124,107,12,0,95,115,119,0,95,82,50,0,58,179,120,207,38,143,250,243,
+130,0,160,46,99,48,128,46,226,132,1,87,128,99,162,70,81,0,95,99,
+7,0,58,178,133,183,81,178,102,6,116,111,80,116,114,32,58,178,103,239,
+144,5,178,39,175,72,139,61,79,38,64,96,67,179,1,64,95,80,154,222,
+175,134,73,77,245,138,4,240,206,14,176,205,200,208,0,95,145,207,70,179,
+64,63,1,67,32,96,65,0,95,78,71,64,44,240,229,0,229,148,4,176,
+231,78,216,115,52,72,65,0,58,176,220,5,113,117,111,116,32,58,176,219,
+226,56,1,226,60,2,226,99,72,177,40,97,30,164,142,244,142,1,0,95,
+80,213,163,154,224,20,0,163,159,245,127,6,244,125,3,0,58,177,90,86,
+140,65,16,70,243,0,58,64,37,66,59,5,102,114,101,101,32,58,177,68,
+135,168,224,91,5,86,31,150,93,211,218,246,28,4,191,107,81,69,250,103,
+4,177,128,237,40,1,64,165,133,89,96,244,0,39,79,68,224,48,0,151,
+191,160,97,245,148,1,165,87,193,62,224,118,3,1,64,95,81,157,128,162,
+133,104,1,55,53,245,140,5,136,177,0,58,177,223,3,85,32,75,51,227,
+177,5,0,58,177,222,130,168,66,213,176,187,75,175,0,83,107,26,190,79,
+128,176,76,79,145,129,64,206,224,112,11,128,111,0,54,160,85,228,34,9,
+0,58,177,4,68,204,0,58,177,5,96,215,191,221,66,185,215,207,226,190,
+7,177,41,248,150,6,8,117,110,100,101,102,105,110,101,100,74,53,0,58,
+177,49,243,133,15,209,69,1,52,50,163,203,70,190,99,43,0,95,76,36,
+233,239,12,65,152,233,235,2,158,57,4,67,32,95,54,51,224,37,3,233,
+204,2,64,37,96,19,96,10,0,95,81,89,0,58,177,126,0,85,230,102,
+0,0,53,79,198,64,32,210,56,161,65,0,80,96,12,97,123,244,39,1,
+132,17,96,175,67,163,97,245,64,70,154,55,132,185,108,108,192,91,210,178,
+224,55,10,193,10,177,240,82,250,131,245,112,134,224,13,0,73,95,225,105,
+6,179,165,14,58,32,117,110,115,117,112,112,111,114,116,101,100,32,119,69,
+116,3,115,105,122,101,107,180,3,35,51,50,55,96,102,8,35,50,49,52,
+55,52,56,51,54,74,123,0,58,178,26,243,116,2,235,14,0,64,117,244,
+63,1,66,236,211,103,81,200,129,20,65,146,0,51,225,33,0,129,143,0,
+54,147,109,98,111,178,101,0,105,92,201,178,11,0,115,74,133,178,10,73,
+152,178,7,230,183,15,178,27,227,33,0,165,25,178,39,4,95,52,56,32,
+95,80,98,0,95,80,188,0,95,80,204,0,95,113,28,81,20,117,1,1,
+95,53,81,199,129,238,65,65,64,9,0,58,64,5,176,47,241,50,3,88,
+10,89,224,239,223,0,178,54,224,29,1,224,49,1,224,39,4,178,51,227,
+198,10,178,53,3,62,61,32,58,64,141,64,10,1,32,58,177,177,75,33,
+177,140,2,60,32,58,177,136,5,105,99,109,112,32,58,209,138,74,221,80,
+99,0,95,80,225,0,58,177,75,74,218,176,241,65,64,176,131,2,80,32,
+58,176,124,196,145,164,204,193,74,224,20,11,224,17,8,224,14,5,224,11,
+2,192,8,230,12,0,240,222,0,236,156,11,176,237,4,110,101,103,32,58,
+175,227,2,42,32,58,174,43,2,45,32,58,174,42,2,43,32,58,174,9,
+224,156,68,0,58,174,80,224,155,2,193,143,174,62,170,23,2,66,32,95,
+76,246,0,95,77,61,64,12,66,57,142,33,174,32,116,184,173,134,2,73,
+32,58,173,114,64,54,96,42,95,23,173,121,64,29,128,232,64,9,128,232,
+8,94,109,97,108,108,111,99,32,58,173,91,13,73,79,46,112,101,114,102,
+111,114,109,73,79,32,58,173,83,224,187,2,0,58,173,58,2,85,32,58,
+173,56,224,227,14,0,58,173,70,64,19,0,95,141,169,77,63,0,58,173,
+82,131,75,136,219,173,87,6,114,97,105,115,101,32,58,173,67,95,195,128,
+172,7,65,46,114,101,97,100,32,58,173,53,13,73,79,46,103,101,116,65,
+114,103,82,101,102,32,58,173,62,0,95,71,7,101,15,68,120,99,108,64,
+107,128,190,6,73,79,46,62,62,32,58,173,79,0,95,79,16,98,175,109,
+47,199,245,82,127,109,60,2,95,49,57,192,9,127,206,99,141,173,79,186,
+195,110,98,173,134,109,93,118,73,173,92,128,35,96,32,154,172,160,32,0,
+95,68,217,0,58,173,108,0,95,78,79,128,246,224,47,7,149,207,64,4,
+142,171,225,14,0,236,232,0,226,202,6,0,58,172,240,118,243,0,58,236,
+233,1,130,87,164,140,172,239,233,234,0,70,38,224,11,2,96,210,101,33,
+0,58,172,229,96,64,173,80,128,178,0,51,97,221,108,211,130,135,74,235,
+129,75,75,93,96,36,180,14,0,95,68,213,65,237,128,237,2,75,32,58,
+227,137,0,70,206,96,11,2,66,32,58,162,140,9,79,46,114,101,116,117,
+114,110,32,58,225,225,0,0,62,68,141,245,246,0,227,127,7,227,107,37,
+0,58,128,208,226,167,15,207,254,226,143,1,64,202,2,95,50,48,147,128,
+224,0,255,224,0,255,224,0,255,224,0,255,224,0,255,224,0,255,224,0,
+255,224,0,184,1,32,125,
};
unsigned char *combexpr = data;
-int combexprlen = 99512;
+int combexprlen = 99747;
#include "mhsffi.h"
static struct ffi_entry table[] = { { 0,0 }--- a/src/MicroHs/Desugar.hs
+++ b/src/MicroHs/Desugar.hs
@@ -45,11 +45,7 @@
in (qualIdent mn c, encConstr i n ss)
in zipWith dsConstr [0::Int ..] cs
Newtype _ (Constr _ _ c _) _ -> [ (qualIdent mn c, Lit (LPrim "I")) ]
- Type _ _ -> []
Fcn f eqns -> [(f, wrapTick (useTicks flags) f $ dsEqns (getSLoc f) eqns)]
- Sign _ _ -> []
- KindSign _ _ -> []
- Import _ -> []
ForImp ie i t -> [(i, if isIO t then frgn else App perf frgn)]
where frgn = Lit $ LForImp (fromMaybe (unIdent (unQualIdent i)) ie) cty
cty = CType t
@@ -57,7 +53,6 @@
isIO x | Just (_, r) <- getArrow x = isIO r
isIO (EApp (EVar io) _) = io == mkIdent "Primitives.IO"
isIO _ = False
- Infix _ _ -> []
Class ctx (c, _) _ bs ->
let f = mkIdent "$f"
meths :: [Ident]
@@ -67,10 +62,7 @@
xs = [ mkIdent ("$x" ++ show j) | j <- [ 1 .. length ctx + length meths ] ]in (qualIdent mn $ mkClassConstructor c, lams xs $ Lam f $ apps (Var f) (map Var xs)) :
zipWith (\ i x -> (i, Lam f $ App (Var f) (lams xs $ Var x))) (supers ++ meths) xs
- Instance _ _ -> []
- Default _ _ -> []
- Pattern _ _ -> []
- Deriving _ -> []
+ _ -> []
wrapTick :: Bool -> Ident -> Exp -> Exp
wrapTick False _ ee = ee
--- a/src/MicroHs/EncodeData.hs
+++ b/src/MicroHs/EncodeData.hs
@@ -76,7 +76,7 @@
fs = map (\ k -> if k == i then f else dummyIdent) [0::Int .. n-1]
xs = [mkIdent ("$x" ++ show j) | (j, _) <- zip [0::Int ..] ss]strict (False:ys) (_:is) e = strict ys is e
- strict (True:ys) (x:is) e = App (App (Lit (LPrim "seq")) (Var x)) (strict ys is e)
+ strict (True:ys) (x:is) e = app2 (Lit (LPrim "seq")) (Var x) (strict ys is e)
strict _ _ e = e
in lams xs $ strict ss xs $ lams fs $ apps (Var f) (map Var xs)
@@ -112,7 +112,7 @@
let
xs = [mkIdent ("$x" ++ show j) | (j, _) <- zip [0::Int ..] ss]strict (False:ys) (_:is) e = strict ys is e
- strict (True:ys) (x:is) e = App (App (Lit (LPrim "seq")) (Var x)) (strict ys is e)
+ strict (True:ys) (x:is) e = app2 (Lit (LPrim "seq")) (Var x) (strict ys is e)
strict _ _ e = e
in lams xs $ strict ss xs $ tuple [Lit (LInt i), tuple (map Var xs)]
@@ -124,11 +124,8 @@
encCaseNo :: Exp -> [(SPat, Exp)] -> Exp -> Exp
encCaseNo var pes dflt =
App var (Lam n $ Lam t $ caseTree (Var n) (Var t) 0 (numConstr pes) pes' dflt)
- where n = -- newIdent "$n" es --
- mkIdent "$n"
- t = -- newIdent "$tt" es --
- mkIdent "$tt"
- --es = var : dflt : map snd pes
+ where n = mkIdent "$n"
+ t = mkIdent "$tt"
pes' = sortBy (\ (x, _, _) (y, _, _) -> compare x y)
[(conNo c, xs, e) | (SPat c xs, e) <- pes]
--- a/src/MicroHs/Expr.hs
+++ b/src/MicroHs/Expr.hs
@@ -85,7 +85,8 @@
| Class [EConstraint] LHS [FunDep] [EBind] -- XXX will probable need initial forall with FD
| Instance EConstraint [EBind]
| Default (Maybe Ident) [EType]
- | Pattern LHS EPat
+ | Pattern LHS EPat (Maybe [Eqn])
+ | PatternSign [Ident] EType
| Deriving EConstraint
--DEBUG deriving (Show)
@@ -636,7 +637,7 @@
Class sup lhs fds bs -> ppWhere (text "class" <+> ppCtx sup <+> ppLHS lhs <+> ppFunDeps fds) bs
Instance ct bs -> ppWhere (text "instance" <+> ppEType ct) bs
Default mc ts -> text "default" <+> (maybe empty ppIdent mc) <+> parens (hsep (punctuate (text ", ") (map ppEType ts)))
- Pattern lhs p -> text "pattern" <+> ppLHS lhs <+> text "=" <+> ppExpr p
+ Pattern lhs@(i,_) p meqns -> text "pattern" <+> ppLHS lhs <+> text "=" <+> ppExpr p <+> maybe empty (ppWhere (text ";") . (:[]) . BFcn i) meqns
Deriving ct -> text "deriving instance" <+> ppEType ct
ppDeriving :: Deriving -> Doc
--- a/src/MicroHs/Parse.hs
+++ b/src/MicroHs/Parse.hs
@@ -311,14 +311,14 @@
<|< Sign <$> ((esepBy1 pLIdentSym (pSpec ',')) <* dcolon) <*> pType
<|< Import <$> (pKeyword "import" *> pImportSpec)
<|< ForImp <$> (pKeyword "foreign" *> pKeyword "import" *> (pKeyword "ccall" <|> pKeyword "capi")
- *> eoptional (pKeyword "unsafe") *> eoptional pString) <*> pLIdent <*> (pSymbol "::" *> pType)
+ *> eoptional (pKeyword "unsafe") *> eoptional pString) <*> pLIdent <*> (dcolon *> pType)
<|< Infix <$> ((,) <$> pAssoc <*> pPrec) <*> esepBy1 pTypeOper (pSpec ',')
<|< Class <$> (pKeyword "class" *> pContext) <*> pLHS <*> pFunDeps <*> pWhere pClsBind
<|< Instance <$> (pKeyword "instance" *> pType) <*> pWhere pInstBind
<|< Default <$> (pKeyword "default" *> eoptional clsSym) <*> pParens (esepBy pType (pSpec ','))
- <|< KindSign <$> (pKeyword "type" *> pTypeIdentSym) <*> (pSymbol "::" *> pKind)
- <|< Pattern <$> (pKeyword "pattern" *> pLHS) <*> pPatternDef
- <|< Sign <$> (pKeyword "pattern" *> (esepBy1 pUIdentSym (pSpec ',')) <* dcolon) <*> pType
+ <|< KindSign <$> (pKeyword "type" *> pTypeIdentSym) <*> (dcolon *> pKind)
+ <|< mkPattern <$> (pKeyword "pattern" *> pPatSyn)
+ <|< PatternSign <$> (pKeyword "pattern" *> (esepBy1 pUIdentSym (pSpec ',')) <* dcolon) <*> pType
<|< Deriving <$> (pKeyword "deriving" *> pKeyword "instance" *> pType)
where
pAssoc = (AssocLeft <$ pKeyword "infixl") <|< (AssocRight <$ pKeyword "infixr") <|< (AssocNone <$ pKeyword "infix")
@@ -329,13 +329,29 @@
pFunDeps = (pSpec '|' *> esepBy1 pFunDep (pSpec ',')) <|< pure []
pFunDep = (,) <$> esome pLIdent <*> (pSRArrow *> esome pLIdent)
pField = guardM pFields ((== 1) . either length length)
- dcolon = pSymbol "::" <|< pSymbol "\x2237"
- pPatternDef = (pSpec '=' *> pPatAndExp) <|< (pSymbol "<-" *> pPat)
- pPatAndExp = do p <- pPat; guard (isExp p); pure p
-
clsSym = do s <- pUIdentSym; guard (unIdent s /= "()"); return s
+ mkPattern (lhs, pat, meqn) = Pattern lhs pat meqn
+
+pPatSyn :: P (LHS, EPat, Maybe [Eqn])
+pPatSyn = do
+ lhs@(i, vs) <- pLHS
+ ( do pSpec '=';
+ p <- pPat
+ guard (isExp p)
+ let eqn = eEqn (map (EVar . idKindIdent) vs) p
+ pure (lhs, p, Just [eqn])
+ ) <|> (
+ do pSymbol "<-"
+ p <- pPat
+ meqns <- optional (pKeyword "where" *> pBraces (pEqns' (\ n _ -> i == n)))
+ pure (lhs, p, fmap snd meqns)
+ )
+
+dcolon :: P ()
+dcolon = pSymbol "::" <|< pSymbol "\x2237"
+
-- Is a pattern also an expression?
isExp :: Expr -> Bool
isExp (EVar _) = True
@@ -364,7 +380,7 @@
pGADTconstr :: P (Ident, [IdKind], [EConstraint], [SType], EType)
pGADTconstr = do
cn <- pUIdentSym
- pSymbol "::"
+ dcolon
es <- pForall
ctx <- pContext
args <- emany (pSTypeApp <* pSymbol "->")
@@ -409,7 +425,7 @@
pFields :: P (Either [SType] [(Ident, SType)])
pFields = Left <$> emany pSAType
-- The <|> is needed because 'emany' can be empty.
- <|> Right <$> (pSpec '{' *> (concatMap flat <$> esepBy ((,) <$> (esepBy1 pLIdentSym (pSpec ',') <* pSymbol "::") <*> pSType) (pSpec ',') <* pSpec '}'))+ <|> Right <$> (pSpec '{' *> (concatMap flat <$> esepBy ((,) <$> (esepBy1 pLIdentSym (pSpec ',') <* dcolon) <*> pSType) (pSpec ',') <* pSpec '}'))where flat (is, t) = [ (i, t) | i <- is ]
-- XXX This is a mess.
@@ -460,7 +476,7 @@
pIdKind :: P IdKind
pIdKind =
((\ i -> IdKind i (EVar dummyIdent)) <$> pLIdentSym) -- dummyIdent indicates that we have no kind info
- <|< pParens (IdKind <$> pLIdentSym <*> (pSymbol "::" *> pKind))
+ <|< pParens (IdKind <$> pLIdentSym <*> (dcolon *> pKind))
pKind :: P EKind
pKind = pType
@@ -549,8 +565,11 @@
-------------
pEqns :: P (Ident, [Eqn])
-pEqns = do
- (name, eqn@(Eqn ps alts)) <- pEqn (\ _ _ -> True)
+pEqns = pEqns' (\ _ _ -> True)
+
+pEqns' :: (Ident -> Int -> Bool) -> P (Ident, [Eqn])
+pEqns' pfst = do
+ (name, eqn@(Eqn ps alts)) <- pEqn pfst
case (ps, alts) of
([], EAlts [_] []) ->
-- don't collect equations when of the form 'i = e'
@@ -730,7 +749,7 @@
pOperators :: P Ident -> P Expr -> P Expr
pOperators oper one = do
r <- pOperators' oper one
- mt <- eoptional (pSymbol "::" *> pType)
+ mt <- eoptional (dcolon *> pType)
pure $ maybe r (ESign r) mt
pOperators' :: P Ident -> P Expr -> P Expr
@@ -752,13 +771,13 @@
pClsBind :: P EBind
pClsBind =
uncurry BFcn <$> pEqns
- <|< BSign <$> ((esepBy1 pLIdentSym (pSpec ',')) <* pSymbol "::") <*> pType
- <|< BDfltSign <$> (pKeyword "default" *> pLIdentSym <* pSymbol "::") <*> pType
+ <|< BSign <$> ((esepBy1 pLIdentSym (pSpec ',')) <* dcolon) <*> pType
+ <|< BDfltSign <$> (pKeyword "default" *> pLIdentSym <* dcolon) <*> pType
pInstBind :: P EBind
pInstBind =
uncurry BFcn <$> pEqns
--- no InstanceSig yet <|< BSign <$> (pLIdentSym <* pSymbol "::") <*> pType
+-- no InstanceSig yet <|< BSign <$> (pLIdentSym <* dcolon) <*> pType
-------------