ref: 5f1eafa05adeb65e2cd1f6db83d9cbd88c2cb0d9
parent: 2b2e170619068d27bfe1402543a9425bcb2a3542
author: Lennart Augustsson <lennart@augustsson.net>
date: Sat Jan 4 11:32:33 EST 2025
Change how instance matching is done. This is somewhat slower, but it makes fundeps work in some edge cases.
--- a/generated/mhs.c
+++ b/generated/mhs.c
@@ -1,5 +1,5 @@
static unsigned char data[] = {-122,76,90,49,36,144,1,0,26,118,55,46,48,10,50,48,55,55,10,65,
+122,76,90,49,42,144,1,0,26,118,55,46,48,10,50,48,55,55,10,65,
32,95,48,32,95,50,51,32,64,95,50,48,56,32,64,66,224,15,2,6,
49,55,32,64,64,66,32,224,18,4,16,54,32,64,64,64,83,39,32,66,
32,64,66,39,32,67,32,83,64,50,6,83,32,67,39,32,83,39,128,10,
@@ -258,70 +258,69 @@
3,0,89,64,17,224,13,0,246,96,2,182,99,96,48,224,17,4,232,155,
0,232,177,7,224,48,2,224,51,10,224,57,3,234,2,3,224,29,17,224,
65,3,141,114,227,174,1,130,216,224,45,11,128,41,224,37,8,234,0,3,
-248,147,4,64,53,1,95,56,116,91,144,59,0,67,114,14,1,56,55,134,
-54,4,95,49,55,54,32,134,194,2,95,51,53,98,79,98,131,65,162,65,
-84,1,75,52,161,117,224,158,6,71,33,1,56,57,73,63,1,56,57,194,
-89,224,29,1,168,219,224,231,6,225,2,2,192,40,232,227,4,106,142,0,
-57,200,64,224,34,2,224,62,0,104,10,96,118,224,33,3,1,95,56,98,
-169,192,16,96,99,132,100,65,6,0,83,89,146,64,233,0,55,224,90,0,
-196,57,220,49,147,186,233,40,1,160,97,102,125,111,128,128,16,1,95,56,
-111,105,192,103,225,2,9,224,252,2,192,155,224,159,4,192,150,233,211,7,
-192,178,193,13,131,132,1,55,52,236,223,0,96,61,96,142,96,202,69,152,
-64,204,222,119,227,62,12,64,32,131,62,237,77,5,128,0,226,47,0,0,
-67,97,231,0,50,183,136,242,113,6,3,64,66,32,82,66,35,155,60,245,
-101,1,96,246,239,210,5,242,152,1,188,159,229,135,15,1,65,32,228,63,
-1,224,133,1,0,39,119,10,226,123,1,161,43,96,21,229,171,2,224,230,
-9,93,21,248,150,1,228,90,8,228,44,2,4,64,92,49,48,38,192,123,
-0,67,151,122,64,47,2,79,32,35,64,222,241,18,3,163,151,144,206,160,
-9,131,57,238,55,3,1,95,55,124,52,97,7,100,122,96,66,64,28,129,
-84,65,83,192,85,2,80,32,90,248,237,0,132,204,192,25,65,56,0,85,
-96,42,132,189,3,85,32,75,51,64,2,160,11,224,53,0,94,179,224,11,
-0,237,45,0,105,51,66,183,2,52,57,50,229,178,1,1,57,53,64,11,
-80,28,231,17,19,1,78,111,83,77,2,105,110,105,106,137,2,102,111,117,
-75,15,1,111,114,235,214,0,146,88,227,148,1,69,235,221,27,1,95,49,
-65,51,79,140,153,137,70,80,3,10,65,32,75,174,234,129,54,96,152,127,
-57,99,72,0,52,128,177,79,191,255,182,10,195,132,130,70,196,235,132,203,
-64,245,130,110,135,239,223,198,194,130,224,94,36,161,210,164,140,224,108,0,
-96,176,149,165,161,100,224,107,4,96,106,226,242,0,105,26,0,52,128,224,
-226,155,0,1,57,57,232,128,20,0,35,174,167,3,32,92,51,52,162,135,
-232,86,10,73,91,226,141,2,64,80,0,48,109,88,224,80,9,7,109,104,
-115,102,102,105,46,104,128,75,64,41,2,51,54,55,76,157,68,52,225,97,
-24,174,105,225,13,5,224,13,0,100,4,192,36,224,46,2,224,10,6,164,
-45,225,149,5,129,39,129,43,225,49,0,225,41,0,136,224,1,50,48,92,
-64,194,158,0,79,224,224,13,31,115,116,97,116,105,99,32,115,116,114,117,
-99,116,32,102,102,105,95,101,110,116,114,121,32,116,97,98,108,101,91,93,
-32,2,61,32,123,96,251,163,119,224,96,4,72,116,0,48,90,26,169,75,
-1,64,79,232,197,2,4,123,32,48,44,48,136,61,224,22,3,1,125,59,
-224,17,7,224,122,8,1,42,120,64,11,96,128,1,32,61,128,136,96,52,
-228,61,3,255,252,6,23,85,110,105,109,112,108,101,109,101,110,116,101,100,
-32,70,70,73,32,102,101,97,116,117,114,176,176,110,171,106,104,115,110,0,
-54,65,74,0,50,90,172,129,199,64,28,190,5,93,220,64,0,225,218,1,
-65,119,226,210,1,230,81,3,232,247,1,146,196,97,248,168,21,193,237,162,
-250,166,251,123,103,64,5,187,117,64,95,132,213,169,85,197,221,242,117,1,
-227,166,1,64,52,4,61,61,32,64,35,170,157,160,30,135,10,165,224,97,
-160,250,150,1,189,37,0,50,233,179,0,162,43,1,67,39,91,30,0,83,
-100,70,2,83,32,73,128,136,72,131,229,98,0,225,107,0,68,119,0,51,
-100,119,147,108,224,239,1,168,250,160,23,96,9,160,240,0,83,224,242,4,
-155,174,97,105,226,129,12,5,100,121,110,97,109,105,203,221,64,85,0,85,
-97,174,70,161,225,23,3,224,85,37,6,119,114,97,112,112,101,114,224,85,
-8,70,77,192,85,225,89,1,224,77,23,131,37,235,148,2,97,71,1,95,
-54,255,228,0,180,137,161,17,193,127,128,176,98,61,245,228,26,224,94,0,
-226,114,1,130,184,0,56,64,50,72,132,128,28,0,85,189,154,160,23,160,
-204,224,132,12,235,29,1,192,146,202,189,225,64,14,69,26,231,237,0,224,
-64,0,194,243,224,93,0,128,66,245,123,3,225,74,6,157,157,64,74,96,
-0,227,60,7,102,189,225,129,4,0,66,71,206,64,212,142,33,253,190,1,
-226,2,3,225,176,33,3,118,97,108,117,244,173,1,224,102,9,135,118,131,
-7,142,131,192,242,224,138,7,224,17,3,114,148,224,139,2,226,246,1,104,
-145,133,210,226,93,1,64,38,232,52,15,232,53,20,1,98,97,104,37,11,
-101,105,103,110,32,105,109,112,111,114,116,32,168,47,244,6,11,67,162,159,
-205,109,190,64,14,158,204,105,0,64,14,158,191,1,75,50,94,127,64,213,
-189,135,64,1,149,10,224,13,11,231,186,1,0,32,73,91,160,105,66,116,
-224,105,2,67,79,224,105,2,67,180,2,10,65,32,229,222,3,5,71,69,
-84,82,65,87,229,244,7,10,71,69,84,84,73,77,69,77,73,76,76,113,
-167,224,27,3,2,97,99,111,115,90,224,19,4,2,100,100,95,94,76,224,
-23,11,3,117,116,102,56,224,23,8,0,115,143,67,224,19,4,1,116,97,
+248,147,4,64,53,2,95,56,56,76,40,144,59,0,67,114,14,1,56,55,
+134,54,4,95,49,55,54,32,134,194,2,95,51,53,98,79,98,131,65,162,
+65,84,1,75,52,161,117,224,158,6,71,33,1,56,57,71,34,1,56,57,
+199,242,224,29,1,168,219,224,231,6,225,2,2,192,40,232,227,4,106,142,
+224,77,8,225,65,3,104,10,96,118,224,33,3,1,95,56,123,189,192,16,
+96,99,132,100,65,6,0,83,89,146,64,233,0,55,224,90,0,196,57,220,
+49,147,186,233,40,1,160,97,102,125,111,128,128,16,1,95,56,111,105,192,
+103,225,2,9,224,252,2,192,155,224,159,4,192,150,233,211,7,192,178,193,
+13,131,132,1,55,52,236,223,0,96,61,96,142,96,202,69,152,64,114,222,
+119,227,62,12,64,32,131,62,237,77,5,128,0,226,47,0,0,67,97,231,
+0,50,183,136,242,113,6,3,64,66,32,82,66,35,155,60,245,101,1,96,
+246,239,210,5,242,152,1,188,159,229,135,15,1,65,32,228,63,1,224,133,
+1,0,39,119,10,226,123,1,161,43,96,21,229,171,2,224,230,9,93,21,
+248,150,1,228,90,8,228,44,2,4,64,92,49,48,38,192,123,0,67,151,
+122,64,47,2,79,32,35,64,222,241,18,3,163,151,144,206,160,9,131,57,
+238,55,3,1,95,55,124,52,97,7,100,122,96,66,64,28,129,84,65,83,
+192,85,2,80,32,90,248,237,0,132,204,192,25,65,56,0,85,96,42,132,
+189,3,85,32,75,51,64,2,160,11,224,53,0,94,179,224,11,0,237,45,
+0,105,51,66,183,2,52,57,50,229,178,1,1,57,53,64,11,67,243,231,
+17,19,1,78,111,83,77,2,105,110,105,106,137,2,102,111,117,75,15,1,
+111,114,235,214,0,146,88,227,148,1,69,235,221,27,1,95,49,65,51,79,
+140,153,137,70,80,3,10,65,32,75,174,234,129,54,96,152,127,57,99,72,
+0,52,128,177,79,191,255,182,10,195,132,130,70,196,235,132,203,64,245,130,
+110,135,239,223,198,194,130,224,94,36,161,210,164,140,224,108,0,96,176,149,
+165,161,100,224,107,4,96,106,226,242,0,105,26,0,52,128,224,226,155,0,
+1,57,57,232,128,20,0,35,174,167,3,32,92,51,52,162,135,232,86,10,
+73,91,226,141,2,64,80,0,48,109,88,224,80,9,7,109,104,115,102,102,
+105,46,104,128,75,64,41,2,51,54,55,76,157,68,52,225,97,24,174,105,
+225,13,5,224,13,0,100,4,192,36,224,46,2,224,10,6,164,45,225,149,
+5,129,39,129,43,225,49,0,225,41,0,136,224,1,50,48,92,64,194,158,
+0,79,224,224,13,31,115,116,97,116,105,99,32,115,116,114,117,99,116,32,
+102,102,105,95,101,110,116,114,121,32,116,97,98,108,101,91,93,32,2,61,
+32,123,96,251,163,119,224,96,4,72,116,0,48,90,26,169,75,1,64,79,
+232,197,2,4,123,32,48,44,48,136,61,224,22,3,1,125,59,224,17,7,
+224,122,8,1,42,120,64,11,96,128,1,32,61,128,136,96,52,228,61,3,
+255,252,6,23,85,110,105,109,112,108,101,109,101,110,116,101,100,32,70,70,
+73,32,102,101,97,116,117,114,176,176,110,171,106,104,115,110,0,54,65,74,
+0,50,90,172,129,199,64,28,190,5,93,220,64,0,225,218,1,65,119,65,
+207,232,104,1,225,163,1,132,182,160,5,193,252,0,83,99,157,2,83,32,
+73,130,97,71,218,228,185,0,96,3,96,12,169,70,197,206,242,102,1,227,
+151,1,91,155,4,61,61,32,64,35,170,142,230,251,5,231,176,1,250,135,
+2,189,22,0,50,233,164,0,226,28,0,68,63,0,51,100,63,147,52,192,
+100,199,45,124,6,0,83,96,15,165,138,100,101,231,182,0,101,200,193,49,
+226,73,12,5,100,121,110,97,109,105,203,165,64,85,0,85,97,118,70,105,
+224,238,3,224,85,37,6,119,114,97,112,112,101,114,224,85,8,70,21,192,
+85,225,48,1,224,77,23,130,237,235,92,2,97,30,1,95,54,255,172,0,
+180,81,161,17,193,86,128,176,100,216,245,172,26,224,94,0,194,58,136,228,
+2,48,49,56,64,50,72,76,128,28,0,85,189,98,160,23,160,204,224,132,
+12,226,124,11,128,19,225,64,14,68,226,231,181,0,224,64,0,196,151,224,
+93,0,194,177,224,84,3,225,74,4,157,101,64,74,96,0,194,116,230,66,
+0,64,14,225,129,4,0,66,71,150,64,212,141,233,253,134,1,226,2,3,
+225,176,33,3,118,97,108,117,244,117,1,224,102,9,135,62,1,67,39,64,
+103,142,75,192,242,224,138,7,224,17,3,114,92,224,139,2,226,246,1,104,
+89,133,154,226,93,1,64,38,231,252,15,231,253,20,1,98,97,103,237,11,
+101,105,103,110,32,105,109,112,111,114,116,32,167,247,243,206,11,67,162,159,
+149,109,134,64,14,158,148,104,200,64,14,158,135,1,75,50,94,71,64,213,
+189,79,64,1,148,210,224,13,11,231,130,1,0,32,73,35,160,105,66,116,
+224,105,2,67,79,224,105,2,67,180,2,10,65,32,229,166,3,5,71,69,
+84,82,65,87,229,188,7,10,71,69,84,84,73,77,69,77,73,76,76,113,
+111,224,27,3,2,97,99,111,115,34,224,19,4,2,100,100,95,94,20,224,
+23,11,3,117,116,102,56,224,23,8,0,115,143,11,224,19,4,1,116,97,
224,19,12,0,50,224,20,7,4,99,97,108,108,111,99,237,224,21,4,3,
-108,111,115,101,120,128,224,21,4,224,171,9,2,101,120,112,224,18,7,4,
+108,111,115,101,120,72,224,21,4,224,171,9,2,101,120,112,224,18,7,4,
102,108,117,115,104,224,59,8,3,102,111,112,101,224,145,8,2,102,114,101,
98,184,224,19,3,2,103,101,116,224,60,8,5,103,101,116,101,110,118,224,
21,7,7,105,115,119,105,110,100,111,119,224,148,8,2,108,111,103,224,18,
@@ -332,7 +331,7 @@
10,5,116,109,112,110,97,109,224,122,8,1,117,110,225,94,11,5,117,110,
108,105,110,107,224,166,8,4,101,101,107,80,116,102,85,224,22,4,2,111,
107,101,224,22,14,3,87,111,114,100,224,69,11,224,23,11,66,204,4,108,
-122,55,55,95,86,189,4,114,101,115,115,111,224,82,8,224,34,0,1,100,
+122,55,55,95,86,133,4,114,101,115,115,111,224,82,8,224,34,0,1,100,
101,224,36,21,2,114,108,101,224,70,22,64,33,224,69,23,2,98,119,116,
224,69,22,64,33,224,69,19,64,235,4,95,117,105,110,116,227,162,8,65,
29,224,25,14,192,51,1,49,54,224,52,16,224,26,10,192,53,0,51,227,
@@ -346,114 +345,114 @@
224,27,11,70,163,1,100,105,227,215,8,103,13,224,23,10,3,114,101,97,
100,224,46,11,2,95,100,95,229,124,11,1,99,104,224,44,10,1,109,107,
224,20,10,4,103,101,116,99,119,229,50,8,6,103,101,116,95,98,117,102,
-224,180,11,3,98,95,114,100,224,27,17,1,119,114,192,27,238,86,3,224,
-0,71,73,18,145,206,115,175,111,149,0,55,125,132,111,59,5,49,48,32,
-95,57,50,73,204,234,205,0,238,132,1,3,95,57,50,55,160,30,1,54,
-50,96,45,96,56,238,163,0,64,91,146,17,1,95,52,208,146,64,29,0,
-50,141,164,224,5,5,160,24,2,95,49,48,152,244,0,50,74,131,160,6,
-224,45,25,224,52,3,224,45,18,224,84,3,160,52,224,45,25,224,98,4,
-1,53,56,224,232,1,0,53,112,194,96,11,64,234,142,132,3,115,99,109,
-112,106,197,138,240,2,85,32,90,113,31,0,90,174,252,140,160,85,79,2,
-50,48,48,75,114,141,167,121,225,128,5,96,75,139,30,111,193,74,224,87,
-172,0,52,254,252,1,236,240,0,128,11,175,80,109,140,96,10,84,49,65,
-128,172,23,183,187,86,56,81,11,160,98,139,114,224,155,9,79,197,76,251,
-235,254,19,0,123,114,190,178,191,0,83,242,253,2,224,48,15,64,46,9,
-44,32,109,104,115,95,97,100,100,114,188,153,210,248,224,38,1,1,125,44,
+224,180,11,3,98,95,114,100,224,27,17,1,119,114,192,27,238,30,3,224,
+0,71,73,18,145,150,115,119,111,93,0,55,116,175,111,3,5,49,48,32,
+95,57,50,105,209,238,84,4,106,102,3,95,57,50,57,160,30,1,54,50,
+96,45,96,56,238,107,0,64,91,145,217,1,95,52,208,90,64,29,0,50,
+141,164,224,5,5,160,24,2,95,49,48,152,188,0,50,74,131,160,6,224,
+45,25,224,52,3,224,45,18,224,84,3,160,52,224,45,25,224,98,4,1,
+53,56,224,232,1,0,53,112,138,96,11,64,234,142,132,3,115,99,109,112,
+106,197,138,240,2,85,32,90,112,231,0,90,174,211,140,160,85,23,2,50,
+48,48,75,114,141,167,121,169,128,5,96,75,139,30,0,66,88,129,74,224,
+87,116,0,52,109,94,237,178,3,192,11,175,39,109,140,96,10,83,249,65,
+128,172,23,183,131,86,0,80,211,160,98,139,114,224,155,9,79,156,76,251,
+235,254,19,0,123,114,134,178,135,0,83,242,197,2,224,48,15,64,46,9,
+44,32,109,104,115,95,97,100,100,114,188,97,210,192,224,38,1,1,125,44,
128,25,128,174,224,129,25,224,128,43,224,123,25,193,154,225,2,26,224,128,
-77,226,16,4,0,58,146,193,251,92,0,145,103,129,161,0,90,116,124,225,
-189,1,246,18,0,205,248,148,205,96,8,150,42,1,49,57,85,198,224,166,
-17,225,158,2,112,198,111,199,66,83,154,30,98,114,128,184,114,34,96,29,
-79,77,1,57,57,81,13,224,17,5,80,201,127,210,238,96,7,0,57,77,
-163,224,116,2,206,73,16,38,32,109,117,115,116,32,98,101,32,80,116,114,
-47,70,117,110,170,178,77,221,224,173,12,2,40,72,115,128,37,0,41,193,
-58,224,40,4,175,159,64,5,224,241,7,240,70,7,97,244,217,192,175,24,
-161,43,194,13,64,202,129,11,160,43,129,18,163,119,2,51,51,53,242,123,
-1,243,94,1,129,120,129,161,129,61,83,10,160,90,97,48,242,50,0,80,
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@@ -460,292 +459,292 @@
166,2,192,175,97,251,0,49,224,65,2,4,100,101,102,97,117,154,129,3,
64,95,52,52,99,190,228,156,9,1,99,99,225,60,0,0,32,96,37,224,
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+224,2,21,224,138,57,231,142,2,224,0,1,225,177,3,192,108,161,182,224,
+96,6,224,177,19,224,89,8,224,143,13,224,1,1,224,153,5,197,102,224,
+0,3,226,209,12,224,2,19,224,131,54,232,78,1,224,0,1,224,116,25,
192,2,227,82,15,224,131,37,77,71,224,65,35,224,114,11,224,47,19,225,
119,8,0,50,75,131,224,0,6,224,223,19,224,2,9,224,126,52,231,138,
0,224,63,15,224,115,28,224,106,13,128,1,224,112,6,201,38,224,0,1,
@@ -812,401 +811,401 @@
50,32,192,16,64,170,0,51,160,185,2,56,55,49,96,186,152,83,160,159,
249,201,2,0,51,66,6,1,95,52,140,59,228,25,6,64,175,1,52,49,
113,224,101,53,133,45,249,197,0,1,51,53,64,138,0,56,128,58,230,203,
-10,64,124,96,233,0,51,154,185,96,151,130,63,64,135,1,95,50,89,227,
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-0,75,241,50,2,64,41,162,8,3,48,32,95,51,65,17,3,95,52,49,
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-35,6,95,52,55,56,32,95,52,107,82,64,30,255,44,0,65,243,255,161,
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-28,13,72,56,227,228,4,96,9,163,15,0,48,161,230,225,16,4,3,110,
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-160,91,1,95,49,103,102,224,36,1,224,0,0,227,29,0,71,55,227,29,
-4,225,153,6,226,213,26,0,49,226,177,21,3,99,108,97,115,156,36,65,
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-57,65,115,130,108,226,109,7,137,9,224,33,4,224,232,6,230,169,3,232,
-125,0,2,95,49,55,135,88,0,57,227,215,10,224,246,3,76,124,228,37,
-20,5,110,115,116,97,110,99,229,0,1,164,105,128,94,1,56,51,192,110,
-224,94,15,230,68,22,5,100,101,102,97,117,108,196,133,99,127,231,152,3,
-70,10,207,205,232,95,3,76,134,228,19,4,110,71,109,170,0,50,127,31,
-1,95,52,73,254,224,103,1,1,40,41,195,62,106,47,240,24,1,64,76,
-98,65,0,48,96,82,152,189,226,71,4,227,226,18,229,8,7,230,56,18,
-133,95,228,74,14,193,68,224,92,0,0,85,97,91,98,91,224,95,18,5,
-112,97,116,116,101,114,197,68,1,56,51,203,114,230,90,31,224,90,32,163,
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-101,25,0,55,71,4,227,159,17,167,180,1,56,49,139,153,224,63,2,0,
-55,74,216,67,62,130,98,192,43,162,15,229,83,2,69,231,0,80,67,220,
-133,184,228,232,11,232,217,0,236,233,5,224,12,17,226,68,15,224,24,5,
-1,114,111,171,144,226,94,0,231,44,13,231,64,25,5,110,111,109,105,110,
-97,231,66,13,6,112,104,97,110,116,111,109,192,104,224,130,6,11,101,112,
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-60,45,161,55,224,216,16,179,98,237,100,5,113,17,224,216,5,82,103,227,
-96,17,237,2,2,96,63,147,117,0,56,67,41,224,126,0,225,12,10,241,
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-178,132,51,1,55,55,64,100,112,150,139,198,188,199,64,50,222,246,0,83,
-65,114,86,132,2,67,32,60,182,88,224,18,6,64,67,224,18,6,69,235,
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11,224,203,18,6,112,97,116,116,101,114,110,160,204,170,201,224,152,22,224,
78,18,0,116,213,42,224,142,1,224,190,25,84,183,249,160,21,255,65,4,
@@ -1234,491 +1233,491 @@
230,0,225,54,11,228,166,36,64,185,224,169,2,228,123,30,134,119,64,31,
226,23,0,72,149,69,254,1,54,55,98,64,105,133,187,49,224,132,10,141,
205,233,118,4,225,83,0,230,18,4,192,255,205,254,160,128,134,211,233,37,
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235,192,80,99,74,127,199,0,83,96,56,92,41,252,145,3,87,71,224,21,
0,64,38,192,24,160,142,100,53,172,126,1,54,55,133,25,128,183,0,50,
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-7,225,218,42,224,114,9,225,177,2,227,157,10,227,116,16,97,61,133,97,
-227,234,0,167,200,240,224,4,247,100,1,112,115,228,162,7,254,87,7,64,
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-66,7,203,33,228,208,0,0,53,97,138,229,204,2,130,221,0,85,226,230,
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@@ -3155,195 +3151,195 @@
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@@ -3363,1768 +3359,1772 @@
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+177,195,4,95,52,55,32,95,79,254,0,95,80,88,0,95,80,104,0,95,
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+243,132,10,99,19,132,23,96,37,0,55,131,204,69,174,177,210,224,29,1,
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+200,2,62,32,58,177,69,74,211,177,32,2,60,32,58,177,28,5,105,99,
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+11,224,17,8,224,14,5,224,11,2,192,8,229,223,0,240,124,0,236,58,
+3,176,131,4,110,101,103,32,58,175,121,2,42,32,58,173,193,2,45,32,
+58,173,192,2,43,32,58,173,159,224,148,68,0,58,173,230,199,169,64,17,
+225,225,0,73,198,68,176,66,26,76,211,64,12,66,28,141,175,173,174,116,
+60,173,20,2,73,32,58,173,8,64,54,66,76,76,245,0,58,173,15,64,
+29,128,224,64,9,128,224,8,94,109,97,108,108,111,99,32,58,172,254,13,
+73,79,46,112,101,114,102,111,114,109,73,79,32,58,172,246,224,179,2,0,
+58,172,221,2,85,32,58,172,218,224,219,14,0,58,172,232,64,19,0,95,
+141,76,76,225,0,58,172,244,104,70,104,198,172,247,6,114,97,105,115,101,
+32,58,172,227,7,65,46,114,101,97,100,32,58,172,228,13,73,79,46,103,
+101,116,65,114,103,82,101,102,32,58,172,224,0,95,70,190,100,222,68,71,
+99,67,64,95,224,199,0,3,62,62,32,58,172,243,0,95,79,61,69,223,
+123,15,95,13,103,172,0,49,95,61,135,176,94,83,96,9,82,251,96,9,
+0,58,205,33,154,31,77,37,64,52,76,92,79,77,76,26,94,104,224,35,
+2,96,32,154,8,160,32,0,95,143,88,161,168,85,228,233,47,0,224,47,
+4,148,175,64,4,184,205,128,195,1,32,58,236,143,0,162,174,0,58,236,
+145,0,121,81,238,197,0,0,50,238,197,0,192,95,137,143,69,232,224,11,
+2,96,197,134,226,172,164,96,59,172,219,128,165,0,51,97,196,108,105,130,
+110,74,142,129,62,75,89,96,36,179,131,0,95,75,23,107,22,96,21,2,
+75,32,58,225,220,1,1,64,58,194,136,0,58,162,125,9,79,46,114,101,
+116,117,114,110,32,58,225,212,0,0,62,68,100,236,60,0,236,58,7,227,
+74,37,0,58,227,157,3,226,142,9,227,102,0,162,118,64,200,2,95,50,
+48,122,62,224,0,255,224,0,255,224,0,255,224,0,255,224,0,255,224,0,
+255,224,0,255,224,0,218,1,32,125,
};
unsigned char *combexpr = data;
-int combexprlen = 102444;
+int combexprlen = 102450;
#include "mhsffi.h"
static struct ffi_entry table[] = { { 0,0 }--- a/src/MicroHs/TCMonad.hs
+++ b/src/MicroHs/TCMonad.hs
@@ -77,8 +77,8 @@
type InstDictC = (Expr, [IdKind], [EConstraint], EConstraint, [IFunDep])
-- This is the dictionary expression, instance context, and types.
-- An instance (C T1 ... Tn) has the type list [T1,...,Tn]
--- The types and constraint have their type variables normalized to EUVar (-1), EUVar (-2), etc
-type InstDict = (Expr, [EConstraint], [EType])
+-- The types and constraint can be instantiated by providing a starting TRef
+type InstDict = (Expr, TRef -> ([EConstraint], [EType]))
-- All known type equalities, contains the transitive&commutative closure.
type TypeEqTable = [(EType, EType)]
--- a/src/MicroHs/TypeCheck.hs
+++ b/src/MicroHs/TypeCheck.hs
@@ -424,7 +424,7 @@
-- Approximate equality for dictionaries.
-- The important thing is to avoid exact duplicates in the instance table.
eqInstDict :: InstDict -> InstDict -> Bool
-eqInstDict (e, _, _) (e', _, _) = eqExpr e e'
+eqInstDict (e, _) (e', _) = eqExpr e e'
-- Identifier should only be seen with it's qualified name.
isInstId :: Ident -> Bool
@@ -471,17 +471,19 @@
-- Change type variable to unique unification variables.
-- These unification variables will never leak, but as an extra caution
-- we use negative numbers..
- freshSubst iks =
- zipWith (\ ik j -> (idKindIdent ik, EUVar j)) iks [-1, -2 ..]
+ freshSubst u iks =
+ zipWith (\ ik j -> (idKindIdent ik, EUVar j)) iks [u ..]
mkInstInfo :: InstDictC -> T (Ident, InstInfo)
mkInstInfo (e, iks, ctx, ct, fds) = do
case (iks, ctx, getApp ct) of
([], [], (c, [EVar i])) -> return $ (c, InstInfo (M.singleton i e) [] fds)
- (_, _, (c, ts )) -> return $ (c, InstInfo M.empty [(e, ctx', ts')] fds)
- where ctx' = map (subst s) ctx
- ts' = map (subst s) ts
- s = freshSubst iks
+ (_, _, (c, ts )) -> return $ (c, InstInfo M.empty [(e, ii)] fds)
+ where ii u =
+ let ctx' = map (subst s) ctx
+ ts' = map (subst s) ts
+ s = freshSubst u iks
+ in (ctx', ts')
iis <- mapM mkInstInfo ics
it <- gets instTable
putInstTable $ foldr (uncurry $ M.insertWith mergeInstInfo) it iis
@@ -2953,6 +2955,11 @@
solveInst loc iCls cts = do
it <- gets instTable
-- tcTrace ("instances:\n" ++ unlines (map showInstDef (M.toList it)))+ -- XXX The solveGen&co functions are not in the T monad.
+ -- But we sometimes need to instantiate type variable, so we use the
+ -- hack to pass dowwn a starting uniq.
+ -- This ought to be fixed, but is will be less efficient.
+ uniq <- do ts <- get; let { u = unique ts }; put ts{ unique = u+100 }; return u -- make room for many UVarscase M.lookup iCls it of
Nothing -> return Nothing -- no instances, so no chance
Just (InstInfo atomMap insts fds) -> do
@@ -2963,19 +2970,19 @@
-- If the goal is just (C T) and there is an instance, the solution is simple
Just e -> return $ Just (e, [], [])
-- Not found, but there might be a generic instance
- Nothing -> solveGen (M.null atomMap) fds insts loc iCls cts
- _ -> solveGen (M.null atomMap) fds insts loc iCls cts
+ Nothing -> solveGen uniq (M.null atomMap) fds insts loc iCls cts
+ _ -> solveGen uniq (M.null atomMap) fds insts loc iCls cts
-- When matching constraint (C _a) against an instance of the form
-- instance (C b) then we don't want to match if the
-- _a is later instantiated and it turns out we should
-- have matched a (C T) instead.
-solveGen :: Bool -> [IFunDep] -> [InstDict] -> SolveOne
-solveGen noAtoms fds insts loc iCls cts = do
+solveGen :: TRef -> Bool -> [IFunDep] -> [InstDict] -> SolveOne
+solveGen uniq noAtoms fds insts loc iCls cts = do
-- tcTrace ("solveGen: " ++ show (iCls, cts)) -- tcTrace ("solveGen: insts=" ++ show insts)- let matches = getBestMatches $ findMatches noAtoms loc fds insts cts
--- tcTrace ("solveGen: matches allMatches =" ++ showListS show (findMatches noAtoms loc fds insts cts))+ let matches = getBestMatches $ findMatches uniq noAtoms loc fds insts cts
+-- tcTrace ("solveGen: matches allMatches =" ++ showListS show (findMatches uniq noAtoms loc fds insts cts)) -- tcTrace ("solveGen: matches bestMatches=" ++ showListS showMatch matches)case matches of
[] -> return Nothing
@@ -3084,12 +3091,15 @@
-- For each matching instance return: (subst-size, (dict-expression, new-constraints))
-- The subst-size is the size of the substitution that made the input instance match.
-- It is a measure of how exact the match is.
-findMatches :: Bool -> SLoc -> [IFunDep] -> [InstDict] -> [EType] -> [(Int, (Expr, [EConstraint], [Improve]))]
-findMatches False _ _ _ [EUVar _] = []
-findMatches _ loc fds ds its =
+findMatches :: TRef -> Bool -> SLoc -> [IFunDep] -> [InstDict] -> [EType] -> [(Int, (Expr, [EConstraint], [Improve]))]
+findMatches _ False _ _ _ [EUVar _] = []
+findMatches uniq _ loc fds ds its =
let rrr =
[ (length s, (de, map (substEUVar s) ctx, imp))
- | (de, ctx, ts) <- ds, Just (s, imp) <- [matchTypes loc ts its fds] ]
+ | (de, ctxts) <- ds
+ , let (ctx, ts) = ctxts uniq
+ , Just (s, imp) <- [matchTypes loc ts its fds]
+ ]
in --trace ("findMatches: " ++ showListS showInstDict ds ++ "; " ++ show its ++ "; " ++ show fds ++ "; " ++ show rrr)rrr
@@ -3125,12 +3135,6 @@
tm <- combineTySubsts tms -- combine all substitutions
is <- combineTySubsts [ s | (True, s) <- zip ins tms] -- subst from input FDs
let imp = [ (loc, substEUVar is t, t') | (True, t, t') <- zip3 outs ts ts' ] -- improvements
- -- We don't allow output FDs to have tyvars that are not instantiated
- let outImpTvs = metaTvs [ t | (_,t,_) <- imp ]
- outTvs = metaTvs [ t | (True, t) <- zip ins ts' ] -- these tyvars were present in input positions in ts
--- tcTrace $ "matchTypesFD: " ++ show (ts, ts') ++ show (ins, outs) ++ show (tm, imp) ++ show (outTvs, outImpTvs)
- when (not (null (outImpTvs \\ outTvs))) $
- errorMessage loc $ "free type variable in output fundep"
pure (tm, imp)
-- Match two types, instantiate variables in the first type.
--- a/tests/FunDep.hs
+++ b/tests/FunDep.hs
@@ -31,6 +31,28 @@
isoL = ord
isoR = chr
+data T a = T a
+
+instance C a b => C (T a) b where
+ f (T a) = f a
+
+{-+class D a where
+ d :: a -> Int
+
+instance D Char where
+ d _ = 999
+
+class E a
+
+-- This currently not allowed (unbound b), but it could be.
+class C a b => E a where
+ e :: a -> a
+ e = id
+
+instance E Int
+-}
+
main :: IO ()
main = do
print $ f 'a' + 1
@@ -40,3 +62,5 @@
print $ plus (1::Double) (2::Double)
print $ isoL 'a'
print $ isoR (100::Int)
+ print $ f (T 'b')
+-- print $ d (f (e (0::Int)))
--- a/tests/FunDep.ref
+++ b/tests/FunDep.ref
@@ -5,3 +5,4 @@
3.0
97
'd'
+98