shithub: MicroHs

--- a/generated/mhs.c

+++ b/generated/mhs.c

@@ -1,5 +1,5 @@

 static unsigned char data[] = {

-122,76,90,49,58,143,1,0,26,118,55,46,48,10,50,48,54,52,10,65,

+122,76,90,49,173,144,1,0,26,118,55,46,48,10,50,48,55,48,10,65,

 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,

@@ -17,5102 +17,5121 @@

 32,61,128,225,3,64,95,49,49,96,138,0,57,160,132,1,64,67,128,125,

 161,227,5,83,32,95,50,55,48,64,27,128,146,224,23,4,96,119,224,23,

 10,96,208,65,38,0,66,66,17,224,184,0,8,55,53,32,64,85,32,75,

-32,65,160,106,0,67,66,40,0,39,65,62,1,57,49,64,50,128,121,0,

-80,96,9,64,47,14,48,49,52,32,64,95,52,54,49,32,95,52,54,50,

-32,224,193,1,11,99,111,109,109,97,110,100,45,108,105,110,101,64,197,2,

-35,48,32,96,3,129,76,2,95,50,48,65,54,2,48,49,53,224,210,0,

-64,14,0,51,129,102,64,100,98,213,0,51,98,179,64,9,3,52,52,32,

-64,64,152,96,32,64,160,0,75,192,160,96,43,128,150,2,95,50,48,97,

-174,162,228,2,32,95,52,97,135,1,48,53,98,95,98,38,64,34,160,199,

-0,83,128,54,0,32,130,47,3,32,95,49,51,64,158,226,50,2,64,147,

-2,51,56,49,192,13,6,79,32,35,52,54,32,64,128,120,1,95,49,96,

-145,3,67,39,32,79,129,56,65,214,0,48,96,65,224,13,5,192,7,224,

-55,5,96,0,9,58,50,48,54,51,32,64,10,65,32,65,101,224,1,15,

-1,83,32,65,123,1,48,32,65,60,2,95,49,50,66,3,3,66,32,79,

+32,65,160,106,0,67,66,40,0,39,65,62,0,57,98,83,128,121,0,80,

+96,9,64,47,0,48,97,91,8,52,54,49,32,95,52,54,50,32,224,193,

+1,11,99,111,109,109,97,110,100,45,108,105,110,101,64,197,2,35,48,32,

+96,3,129,76,2,95,50,48,65,54,0,48,97,35,160,104,3,95,50,48,

+51,64,98,128,100,98,213,0,52,65,39,65,226,1,48,53,64,58,1,85,

+32,129,135,64,160,0,75,192,160,96,43,128,150,3,95,50,48,54,66,229,

+162,228,2,32,95,52,97,135,2,48,53,55,64,192,98,38,64,34,160,199,

+0,83,128,54,0,32,130,47,3,32,95,49,51,64,99,226,50,2,64,147,

+2,51,56,49,192,13,6,79,32,35,52,54,32,64,128,120,3,95,49,52,

+52,128,70,0,79,129,56,65,214,2,48,51,54,129,215,224,13,2,192,7,

+224,55,5,96,0,2,58,50,48,65,210,2,10,65,32,65,101,224,1,15,

+1,83,32,65,123,1,54,32,65,60,2,95,49,50,66,3,3,66,32,79,

 32,224,141,3,128,133,98,238,0,55,226,69,3,3,47,108,105,98,98,65,

 128,123,224,24,1,3,111,117,116,46,67,84,195,132,64,84,224,6,21,96,

-181,224,6,0,160,20,64,189,224,6,1,224,27,3,224,106,1,6,100,101,

-102,97,117,108,116,64,105,64,239,0,50,96,239,2,66,32,89,97,118,97,

-165,0,83,194,79,65,133,4,67,32,64,64,80,99,173,97,38,227,102,0,

-64,23,195,124,132,176,227,219,25,163,204,224,69,53,0,118,224,69,60,0,

-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,

-60,0,122,224,69,60,0,81,224,69,3,195,112,198,10,128,85,231,252,30,

-0,111,224,73,0,64,58,0,82,96,66,229,117,2,197,109,1,52,53,64,

-64,231,148,0,224,117,56,2,112,116,99,224,120,21,128,97,224,126,0,0,

-54,224,126,0,102,222,165,21,3,95,49,57,53,70,77,0,67,69,42,198,

-60,224,157,12,161,88,64,14,64,30,128,33,192,25,64,10,193,128,224,10,

-1,224,208,9,5,49,50,53,32,64,35,65,10,224,183,0,0,66,137,115,

-225,192,3,232,166,4,128,50,1,49,48,192,51,165,16,64,34,160,49,69,

-38,102,94,96,247,0,67,230,223,0,0,52,96,223,134,223,198,95,232,177,

-0,224,195,84,192,160,224,195,15,128,49,225,175,21,224,188,1,225,175,4,

-0,52,96,68,225,174,6,224,206,109,0,49,105,68,224,206,15,226,247,14,

-224,170,110,0,54,224,170,28,0,56,224,170,13,224,176,1,192,102,160,168,

-224,13,0,224,171,24,224,41,1,160,57,224,16,0,2,66,32,90,224,16,

-5,169,186,224,192,4,0,54,76,184,160,37,226,50,17,0,57,226,50,13,

-0,53,108,227,226,50,8,224,219,127,0,55,73,39,160,37,224,219,69,226,

-98,99,0,56,139,196,128,36,226,97,8,108,21,203,118,101,211,164,150,77,

-4,224,180,91,229,85,13,0,57,140,72,229,84,35,236,52,3,229,84,123,

-224,194,0,128,48,225,119,6,226,68,5,224,187,2,226,68,5,64,73,229,

-83,10,192,113,128,125,225,27,1,224,201,5,0,67,224,201,62,0,55,228,

-163,20,226,65,4,0,50,226,65,14,227,96,13,160,139,237,128,0,65,49,

-239,101,19,7,85,110,107,110,111,119,110,32,79,109,1,58,32,136,100,205,

-69,224,53,7,4,79,32,35,49,48,161,54,238,184,4,224,0,2,193,239,

-65,2,97,62,129,253,112,24,64,83,64,91,1,57,49,224,130,4,0,46,

-136,219,224,34,20,137,119,224,25,11,0,97,233,24,0,129,230,129,60,96,

-191,225,228,4,228,111,19,233,46,36,129,92,227,41,7,113,249,161,165,0,

-48,161,220,224,39,11,80,42,224,39,27,231,72,1,224,39,21,224,186,1,

-224,39,11,0,39,224,40,1,232,98,2,224,20,1,231,3,1,160,61,224,

-108,21,224,46,8,224,39,14,233,139,3,224,39,16,1,49,57,72,83,224,

-79,28,230,15,1,224,39,20,0,54,229,108,2,3,54,50,32,95,82,16,

-3,95,49,56,56,192,9,2,55,55,32,146,131,224,64,5,0,83,224,64,

-11,65,58,1,55,53,128,57,83,95,0,51,210,191,227,179,2,101,54,111,

-210,0,49,111,210,6,95,52,50,53,32,75,32,81,154,131,251,224,1,17,

-108,196,224,0,4,224,47,38,224,44,35,224,41,32,224,38,29,224,35,26,

-224,32,23,224,29,20,224,26,17,224,23,14,224,20,11,224,17,8,224,14,

-5,224,11,2,192,8,96,5,132,97,199,222,224,0,6,65,233,0,48,225,

-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,

-17,0,58,132,113,225,230,3,224,119,3,170,229,225,198,22,225,248,255,224,

-29,13,224,26,17,224,23,14,225,173,11,65,167,0,56,225,167,15,236,139,

-6,224,1,15,225,164,255,224,29,11,224,26,17,224,23,14,224,20,11,227,

-102,12,65,185,0,55,227,97,17,227,99,1,225,191,255,224,32,15,224,29,

-20,224,26,17,225,148,10,65,146,0,54,225,146,19,225,148,2,225,149,255,

-224,32,15,224,29,20,225,123,9,65,122,0,53,225,122,21,128,1,225,128,

-1,225,131,214,225,35,6,65,32,0,52,225,32,27,192,1,225,40,4,64,

-0,224,46,21,225,44,11,224,130,2,64,126,0,51,224,126,31,224,122,6,

-224,40,17,128,1,225,165,100,225,86,4,64,213,156,137,225,84,28,225,82,

-7,224,43,19,64,1,224,216,56,224,172,3,64,171,237,98,6,224,71,15,

-224,167,5,224,37,15,192,1,227,36,141,226,254,5,64,252,236,117,6,224,

-65,9,224,246,2,224,28,9,224,1,5,228,24,179,224,35,26,224,32,23,

-229,127,8,0,58,150,112,228,93,33,228,95,10,224,85,2,64,78,234,149,

-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,

-226,32,3,224,31,11,224,1,3,225,245,214,225,73,7,65,65,0,54,225,

-65,11,97,51,224,80,13,224,1,1,225,44,214,224,32,23,224,29,20,224,

-26,17,224,23,14,224,20,11,224,17,8,224,14,5,227,23,14,65,212,138,

-194,90,123,153,34,152,149,1,50,50,117,83,248,67,0,151,71,120,23,4,

-95,48,32,95,50,92,15,2,95,49,57,87,111,186,80,85,85,128,9,224,

-32,0,215,150,1,52,48,87,62,153,193,96,14,5,51,32,95,53,54,57,

-182,211,0,48,118,38,1,56,52,156,98,119,239,0,80,64,138,249,9,2,

-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,

-51,189,169,224,10,1,88,77,1,51,32,97,15,138,177,64,126,1,50,49,

-128,58,224,245,9,0,52,64,20,120,151,87,199,0,50,118,133,96,92,224,

-40,4,1,50,48,64,113,161,3,224,135,0,192,216,74,155,249,178,0,2,

-79,32,35,81,19,184,173,224,124,5,224,46,2,225,7,17,0,32,224,253,

-0,0,89,124,24,64,73,128,121,3,67,39,32,89,151,24,187,39,161,168,

-117,53,89,227,115,87,2,95,49,48,215,38,1,67,39,89,56,64,189,218,

-157,224,113,12,3,46,112,107,103,128,115,249,99,3,97,208,89,84,129,223,

-0,64,161,246,65,88,139,139,188,197,160,145,120,235,187,159,218,1,0,56,

-91,57,1,52,56,97,247,160,6,0,49,87,199,65,10,123,73,160,21,64,

-83,139,9,122,130,121,81,66,228,129,153,225,174,3,184,24,64,38,225,134,

-0,225,192,2,97,110,193,194,219,150,1,50,49,120,143,1,50,49,194,150,

-226,142,28,22,103,101,116,68,105,114,101,99,116,111,114,121,67,111,110,116,

-101,110,116,115,58,32,99,130,164,3,111,112,101,110,225,166,0,129,150,154,

-208,0,66,64,5,226,55,3,0,51,97,59,219,147,65,44,65,201,0,83,

-97,167,224,156,12,224,243,6,2,50,48,52,99,237,224,24,9,155,252,219,

-114,225,246,3,226,168,8,65,57,226,176,2,0,49,162,144,225,149,0,100,

-86,190,93,65,139,139,233,9,94,99,95,100,95,110,97,109,101,32,64,19,

-139,0,7,94,114,101,97,100,100,105,114,64,18,64,218,3,10,65,32,75,

-224,151,5,0,51,79,73,225,159,4,226,247,4,253,9,19,64,107,221,1,

-125,126,122,157,0,56,189,80,224,83,45,6,118,101,114,115,105,111,110,224,

-86,2,0,50,123,28,2,50,48,51,129,46,224,86,45,13,99,111,109,112,

-105,108,101,114,58,32,109,104,115,45,128,91,1,95,53,66,130,224,81,47,

-6,100,101,112,101,110,100,115,224,168,2,0,53,65,225,123,35,2,48,32,

-85,99,242,253,23,0,97,26,224,78,10,1,79,32,126,126,131,198,128,233,

-129,220,0,56,71,241,130,26,226,25,3,96,151,224,131,1,15,101,120,112,

-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,

-130,110,229,30,1,0,95,193,38,64,8,229,29,24,64,36,130,32,0,52,

-192,218,128,0,66,152,139,253,128,182,0,66,224,163,7,227,30,0,228,48,

-9,7,39,32,95,49,51,52,32,95,92,77,220,114,135,107,229,187,30,15,

-66,117,105,108,100,105,110,103,32,112,97,99,107,97,103,101,160,172,129,119,

-101,180,164,38,231,92,7,68,25,66,147,64,254,0,51,97,87,229,230,2,

-68,47,196,246,133,97,228,99,1,1,95,53,70,194,96,0,96,29,128,48,

-0,39,224,5,8,224,255,3,192,131,225,1,38,225,3,4,128,15,225,8,

-16,3,87,114,105,116,225,7,10,134,159,104,106,224,61,19,2,32,116,111,

-193,230,1,49,57,91,240,224,0,0,225,1,0,96,233,128,133,224,221,6,

-161,223,0,39,96,2,3,32,95,49,56,94,77,224,71,1,160,65,135,44,

-96,8,201,48,1,67,32,103,69,65,134,104,21,1,95,52,66,163,94,75,

-5,64,64,64,85,32,65,64,6,1,95,50,97,25,224,21,6,2,64,95,

-55,71,243,226,37,0,1,48,48,169,70,164,189,228,109,1,64,16,69,240,

-193,64,225,197,6,192,185,225,154,37,225,155,38,6,67,111,109,112,114,101,

-115,69,22,3,32,116,105,109,225,156,0,129,88,225,158,0,64,66,1,49,

-51,64,61,96,186,65,184,1,51,54,191,142,0,64,225,172,3,1,109,115,

-226,229,0,134,242,230,152,2,1,95,56,65,75,64,86,0,54,102,164,6,

-50,51,49,32,95,51,56,96,165,195,185,64,50,131,194,97,57,129,118,131,

-200,141,232,1,66,32,233,9,1,225,172,1,168,240,239,216,1,128,7,231,

-9,4,142,5,65,202,65,2,2,95,51,57,168,109,64,111,68,33,197,85,

-1,53,49,97,177,1,95,50,101,93,0,49,72,224,199,160,105,54,1,64,

-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,

-31,0,50,92,248,160,180,162,74,2,95,49,54,136,36,3,54,32,95,54,

-73,139,96,21,0,67,232,68,2,224,163,3,0,73,64,9,0,51,162,99,

-231,223,1,226,155,1,227,124,23,195,178,103,249,104,236,9,102,32,116,104,

-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,

-160,86,203,212,64,1,2,95,49,56,65,237,102,4,128,231,96,21,1,51,

-54,172,158,102,91,1,51,55,66,109,65,42,0,56,72,196,3,95,49,53,

-55,140,41,64,77,138,201,66,96,202,190,162,76,65,94,229,83,5,163,210,

-227,164,0,1,67,32,139,16,225,86,1,225,67,2,14,107,103,80,97,116,

-104,32,105,115,32,101,109,112,116,121,228,254,0,130,165,129,245,96,6,0,

-79,66,54,0,79,236,47,0,192,27,128,140,96,110,134,198,231,128,5,228,

-40,20,64,19,75,91,1,54,50,131,173,0,35,195,13,97,28,228,38,32,

-6,73,110,115,116,97,108,108,229,197,10,64,124,168,136,229,194,17,0,105,

-235,32,1,64,105,230,115,0,234,40,5,196,117,70,220,224,13,1,229,229,

-0,224,245,4,4,95,50,48,49,57,65,239,231,239,0,131,119,97,7,128,

-50,225,34,10,2,95,50,48,79,0,236,206,0,160,193,225,214,1,108,59,

-200,132,225,128,2,161,160,135,170,232,60,26,161,118,0,35,131,122,232,48,

-30,4,99,114,101,97,116,232,38,2,224,109,6,64,69,224,244,2,69,41,

-101,126,64,204,165,136,129,141,96,218,64,201,0,52,79,131,64,16,68,50,

-165,97,1,95,53,99,2,106,162,168,91,237,219,6,64,116,97,208,96,57,

-235,118,2,234,98,22,224,113,3,235,87,4,240,5,1,64,0,0,75,129,

-19,99,37,64,208,97,248,67,126,141,244,71,76,2,90,32,75,229,245,0,

-184,104,99,86,103,29,3,50,48,50,57,110,121,64,253,160,26,1,52,49,

-111,176,2,48,50,56,96,25,64,32,99,201,130,8,0,80,111,18,5,32,

+181,224,6,0,160,20,0,54,65,158,224,6,0,224,27,3,224,106,1,6,

+100,101,102,97,117,108,116,64,105,64,239,0,56,96,239,2,66,32,89,97,

+118,97,165,0,83,194,79,65,133,4,67,32,64,64,80,99,173,97,38,227,

+102,0,64,23,195,124,132,176,227,219,25,163,204,224,69,53,0,118,224,69,

+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,

+224,72,60,0,122,224,69,60,0,81,224,69,3,195,112,198,10,128,85,231,

+252,30,0,111,224,73,0,64,58,0,82,96,66,229,117,2,229,109,0,103,

+205,231,148,0,224,117,56,2,112,116,99,224,120,21,128,97,224,126,0,0,

+50,224,126,0,102,222,165,21,2,95,49,57,100,167,0,67,69,42,198,60,

+224,157,12,161,88,64,14,64,30,128,33,192,25,64,10,193,128,224,10,1,

+224,208,9,7,49,50,53,32,64,35,52,53,160,104,160,38,128,51,225,192,

+1,232,166,4,128,50,1,49,48,192,51,165,16,64,34,160,49,69,38,102,

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-62,135,82,224,80,4,224,75,16,225,207,1,161,172,203,154,64,67,196,15,

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-64,21,225,38,14,99,53,192,108,247,11,0,164,50,224,21,14,165,156,161,

-10,129,237,88,150,133,146,247,217,7,225,73,1,225,180,25,193,69,128,48,

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-1,64,35,224,102,2,237,94,0,225,126,5,206,121,1,85,32,246,254,1,

-225,235,7,250,249,5,144,184,225,77,2,161,10,64,90,193,6,64,8,226,

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-89,4,128,165,3,79,32,35,49,90,164,224,215,2,224,253,0,224,250,2,

-79,200,224,34,6,239,84,1,64,1,180,81,128,59,224,119,29,67,244,192,

-83,1,85,32,118,68,192,12,96,149,0,53,224,30,1,105,13,80,174,153,

-213,0,52,150,174,160,44,222,230,70,74,0,49,160,209,0,48,236,135,4,

-96,10,64,4,225,212,1,150,7,0,57,213,104,0,50,171,237,224,32,1,

-0,55,87,202,226,102,7,2,83,116,114,235,20,1,161,236,0,48,149,228,

-224,58,2,226,162,13,228,209,3,226,121,5,224,50,2,65,106,0,54,224,

-187,0,1,95,57,96,91,142,96,177,35,1,49,49,110,187,239,131,7,240,

-139,0,0,95,87,16,65,3,64,58,225,3,1,71,47,143,45,69,26,110,

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-140,76,160,144,224,82,5,125,202,0,48,224,84,0,224,91,0,102,236,192,

-40,224,108,3,227,14,2,231,119,5,64,51,1,80,32,240,67,12,165,204,

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-96,35,176,95,128,188,64,101,224,74,1,226,134,0,224,223,17,98,49,224,

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-55,58,49,48,240,98,2,227,180,3,129,88,227,172,3,64,0,229,227,3,

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-43,98,173,161,68,106,141,79,245,243,6,6,194,46,169,201,192,225,72,11,

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-3,64,16,118,4,1,57,57,185,34,226,72,0,145,62,1,57,57,177,253,

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-57,52,180,20,0,57,137,198,96,167,99,196,137,74,128,178,96,16,192,100,

-224,86,0,225,187,1,163,31,66,131,228,203,0,160,198,229,236,7,99,40,

-110,118,162,197,228,14,5,0,83,161,196,231,139,3,97,116,228,236,6,100,

-24,3,85,32,75,50,182,207,192,232,228,74,6,192,38,224,37,2,160,132,

-192,230,129,137,128,230,0,90,111,8,0,83,126,234,161,231,235,86,4,197,

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-196,15,192,19,225,204,0,224,111,12,224,59,5,163,231,225,125,2,238,211,

-9,106,217,224,55,0,96,93,194,113,230,148,3,228,85,18,160,0,74,223,

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-81,5,166,26,224,60,6,160,49,195,243,149,79,128,28,248,18,0,128,98,

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-96,29,187,29,143,176,1,53,55,79,140,184,84,131,30,161,167,194,42,129,

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-7,134,189,226,55,9,224,15,5,160,144,247,150,4,232,43,2,96,19,168,

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-42,4,224,25,2,160,90,161,88,232,178,2,128,5,132,5,1,57,57,247,

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-224,14,5,2,95,54,51,163,33,160,0,248,105,13,228,52,0,225,245,0,

-196,148,225,9,1,98,103,64,115,241,158,4,64,0,248,20,7,0,110,184,

-131,248,43,7,248,44,0,67,156,65,101,1,32,80,130,9,64,130,98,239,

-221,40,88,166,0,56,131,226,150,64,0,51,92,162,161,252,189,21,225,201,

-13,64,93,149,197,103,76,0,57,101,189,128,209,96,67,0,52,120,21,3,

-64,64,95,51,108,217,64,46,208,248,166,51,81,50,144,203,131,102,227,48,

-0,2,95,56,51,96,22,228,250,0,232,111,0,128,42,229,199,1,0,58,

-96,120,96,84,149,196,225,86,0,224,2,1,161,68,227,17,1,103,104,198,

-134,224,23,2,128,1,230,161,1,233,165,6,239,117,14,224,98,12,229,135,

-0,130,198,195,163,229,192,4,64,18,224,41,1,165,176,96,82,224,23,0,

-224,17,6,96,8,194,53,252,206,1,252,179,4,252,180,1,224,93,1,225,

-98,0,230,130,5,224,98,2,1,95,56,121,68,97,92,251,165,15,1,61,

-61,249,119,1,251,120,4,64,0,135,116,231,122,2,128,1,164,124,224,16,

-16,64,112,120,198,72,219,131,12,72,214,106,18,98,163,0,35,64,225,223,

-103,224,70,1,186,253,241,234,21,9,69,110,99,111,100,101,68,97,116,97,

-209,237,5,49,52,57,58,49,51,241,237,2,225,253,6,237,192,0,224,22,

-5,236,96,0,224,45,28,224,22,0,193,234,229,190,1,224,14,0,224,51,

-3,177,164,230,183,1,97,166,65,21,225,148,16,4,79,32,35,54,48,233,

-137,0,225,143,11,64,88,226,100,1,226,160,3,226,122,4,101,119,160,50,

-192,0,226,41,0,133,77,165,126,197,215,0,58,101,46,1,10,65,89,247,

-0,58,104,5,1,10,65,67,201,68,19,89,98,128,3,68,112,2,90,32,

-90,196,103,230,8,17,101,98,1,10,65,85,75,64,153,87,178,180,0,0,

-90,129,74,128,174,64,20,66,172,160,20,230,162,6,235,10,2,64,95,234,

-239,1,165,168,162,242,1,85,32,224,29,2,224,71,10,224,59,4,229,232,

-2,110,138,224,28,1,224,109,2,229,254,2,231,52,6,73,18,1,53,53,

-204,91,0,58,96,6,253,247,0,194,18,66,216,0,58,76,135,229,22,2,

-129,4,196,134,234,123,3,233,143,1,247,51,2,128,23,160,87,249,193,3,

-0,85,171,142,198,106,235,205,22,224,37,11,224,36,1,194,210,107,44,3,

-50,32,64,80,64,7,0,51,66,113,176,165,0,58,109,32,98,9,0,58,

-109,168,102,116,210,87,234,76,4,96,162,101,222,224,184,15,76,178,182,227,

-132,237,224,149,3,96,23,172,253,192,36,224,37,9,96,187,222,126,238,104,

-4,0,67,73,186,160,244,247,199,5,0,58,96,32,231,45,12,2,52,52,

-51,74,65,0,55,228,108,2,7,99,111,110,65,114,105,116,121,196,76,97,

-26,0,57,226,148,5,128,134,156,164,0,58,111,136,167,45,115,241,66,49,

-1,64,58,64,52,162,25,163,153,224,9,1,96,127,0,57,126,79,98,196,

-108,176,199,148,2,95,49,54,64,105,129,46,89,244,64,99,64,88,231,98,

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-224,225,153,3,96,0,64,100,229,221,17,227,64,17,194,118,227,90,10,228,

-152,17,119,80,225,219,18,225,213,1,227,14,2,226,10,25,225,252,0,224,

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-36,236,146,21,0,46,160,37,163,66,2,52,52,32,112,224,96,133,217,20,

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-41,160,170,0,58,96,136,109,249,0,80,166,226,232,106,7,106,162,224,119,

-6,1,60,45,233,24,5,160,6,97,124,0,49,224,164,7,2,108,101,116,

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-96,162,176,86,0,52,72,43,99,131,0,58,64,86,225,197,1,97,233,246,

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-79,228,138,5,0,52,232,202,17,227,36,17,17,77,117,108,116,105,112,108,

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-0,58,97,140,193,101,97,84,96,4,224,14,6,1,95,53,91,178,128,178,

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-0,53,233,45,0,96,0,239,119,18,229,145,1,224,90,4,64,22,248,140,

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-28,152,46,243,206,1,225,64,19,100,219,225,63,9,172,255,160,0,0,58,

-65,247,65,230,157,202,131,49,241,209,14,224,25,12,98,117,129,38,224,25,

-6,96,120,192,25,238,165,5,96,195,224,184,16,96,30,224,185,10,135,21,

-224,244,2,129,86,225,83,8,103,123,225,133,7,128,44,225,82,0,161,72,

-224,88,5,162,6,0,52,226,97,1,224,164,17,100,218,224,163,20,225,21,

-13,99,151,225,21,12,167,212,224,111,14,101,81,225,19,26,224,58,10,107,

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+58,173,245,199,169,64,17,225,225,0,73,203,2,66,32,95,76,168,0,95,

+76,226,64,12,66,33,141,190,173,189,116,85,173,35,2,73,32,58,173,23,

+64,54,96,42,94,145,173,30,64,29,128,224,64,9,128,224,8,94,109,97,

+108,108,111,99,32,58,173,13,13,73,79,46,112,101,114,102,111,114,109,73,

+79,32,58,173,5,224,179,2,0,58,172,236,2,85,32,58,172,234,224,219,

+14,0,58,172,248,64,19,0,95,141,91,76,241,0,58,173,4,104,70,115,

+27,173,7,6,114,97,105,115,101,32,58,172,243,95,59,128,170,7,65,46,

+114,101,97,100,32,58,172,229,13,73,79,46,103,101,116,65,114,103,82,101,

+102,32,58,172,238,0,95,70,200,100,232,68,81,99,82,64,105,128,188,6,

+73,79,46,62,62,32,58,172,255,0,95,78,171,98,157,108,223,199,182,82,

+26,108,236,1,95,49,95,125,96,9,127,70,99,115,172,255,186,71,110,18,

+173,54,109,13,191,170,224,35,2,96,32,154,48,160,32,0,95,68,178,0,

+58,173,28,0,95,77,255,128,246,224,47,7,149,106,64,4,142,91,225,14,

+0,236,154,0,162,184,0,58,172,154,118,134,0,58,236,147,1,0,50,238,

+222,0,192,95,137,153,69,242,224,11,2,96,197,100,237,0,58,172,138,96,

+59,172,245,128,165,0,51,97,206,108,120,130,120,74,152,129,62,75,10,96,

+36,179,156,0,95,68,174,65,222,128,224,2,75,32,58,227,106,0,70,154,

+96,11,2,66,32,58,162,125,9,79,46,114,101,116,117,114,110,32,58,225,

+212,0,0,62,68,110,245,132,0,227,104,7,227,84,37,0,58,128,208,226,

+152,15,207,161,194,128,64,200,2,95,50,48,70,173,224,0,255,224,0,255,

+224,0,255,224,0,255,224,0,255,224,0,255,224,0,255,224,0,212,1,32,

+125,

};

 unsigned char *combexpr = data;

-int combexprlen = 102210;

+int combexprlen = 102581;

 #include "mhsffi.h"

 static struct ffi_entry table[] = {

 { 0,0 }

--- /dev/null

+++ b/lib/Data/Coerce.hs

@@ -1,0 +1,9 @@

+module Data.Coerce(Coercible, coerce) where

+import Prelude()

+import Primitives

+type Coercible :: forall k . k -> k -> Constraint

+class Coercible a b

+coerce :: forall a b . Coercible a b => a -> b

+coerce = primUnsafeCoerce

--- a/src/MicroHs/TypeCheck.hs

+++ b/src/MicroHs/TypeCheck.hs

@@ -110,6 +110,9 @@

 nameKnownSymbol :: String

 nameKnownSymbol = "Data.TypeLits.KnownSymbol"

+nameCoercible :: String

+nameCoercible = "Data.Coerce.Coercible"

 --primitiveKinds :: [String]

 --primitiveKinds = [nameType, nameConstraint, nameSymbol, nameNat]

@@ -2890,6 +2893,7 @@

   , ((== mkIdent nameTypeEq),      solveTypeEq)       -- handle equality constraints, i.e. (t1 ~ t2)

   , ((== mkIdent nameKnownNat),    solveKnownNat)     -- KnownNat 123 constraints

   , ((== mkIdent nameKnownSymbol), solveKnownSymbol)  -- KnownSymbol "abc" constraints

+  , ((== mkIdent nameCoercible),   solveCoercible)    -- Coercible a b constraints

   , (const True,                   solveInst)         -- handle constraints with instances

@@ -2972,14 +2976,54 @@

   --tcTrace ("solveTypeEq eqs=" ++ show eqs)

   case solveEq eqs t1 t2 of

     Nothing -> return Nothing

-    Just (de, tts) -> do

+    Just tts -> do

       let mkEq (u1, u2) = do

             i <- newDictIdent loc

             return (i, mkEqType loc u1 u2)

       ncs <- mapM mkEq tts

-      return $ Just (de, ncs, [])

+      return $ Just (ETuple [], ncs, [])

 solveTypeEq _ _ _ = impossible

+solveCoercible :: SolveOne

+solveCoercible loc _iCls [t1, t2] = do

+  st <- gets synTable

+  extNewtypeSyns        -- pretend newtypes are type synonyms

+  t1' <- expandSyn t1

+  t2' <- expandSyn t2

+  putSynTable st

+  -- walk over the types in parallel,

+  -- and generate new Coercible constraints when not equal.

+  case genCoerce t1' t2' of

+    Nothing -> return Nothing

+    Just [(u1, u2)] | u1 `eqEType` t1 && u2 `eqEType` t2 -> return Nothing  -- Nothing has improved

+    Just tts -> do

+      let mkCo (u1, u2) = do

+            i <- newDictIdent loc

+            return (i, mkCoercible loc u1 u2)

+      ncs <- mapM mkCo tts

+      return $ Just (ETuple [], ncs, [])

+solveCoercible _ _ _ = impossible

+genCoerce :: EType -> EType -> Maybe [(EType, EType)]

+genCoerce t1 t2 | eqEType t1 t2 = Just []

+genCoerce t1@(EUVar _) t2 = Just [(t1, t2)]

+genCoerce t1@(EVar _)  t2 = Just [(t1, t2)]

+genCoerce t1 t2@(EUVar _) = Just [(t1, t2)]

+genCoerce t1 t2@(EVar _)  = Just [(t1, t2)]

+genCoerce (EApp f1 a1) (EApp f2 a2) = (++) <$> genCoerce f1 f2 <*> genCoerce a1 a2

+genCoerce _ _ = Nothing

+-- Pretend newtypes are type synonyms

+extNewtypeSyns :: T ()

+extNewtypeSyns = do

+  dt <- gets dataTable

+  mn <- gets moduleName

+  let ext (Newtype (i, vs) (Constr _ _ _ et) _) = extSyn (qualIdent mn i) (EForall True vs t)

+          where t = either (snd . head) (snd . snd . head) et

+      ext _ = return ()

+  mapM_ ext $ M.elems dt

 isEUVar :: EType -> Bool

 isEUVar (EUVar _) = True

 isEUVar _ = False

@@ -3119,14 +3163,17 @@

 mkEqType :: SLoc -> EType -> EType -> EConstraint

 mkEqType loc t1 t2 = eAppI2 (mkIdentSLoc loc nameTypeEq) t1 t2

+mkCoercible :: SLoc -> EType -> EType -> EConstraint

+mkCoercible loc t1 t2 = eAppI2 (mkIdentSLoc loc nameCoercible) t1 t2

 -- Possibly solve a type equality.

-solveEq :: TypeEqTable -> EType -> EType -> Maybe (Expr, [(EType, EType)])

+solveEq :: TypeEqTable -> EType -> EType -> Maybe [(EType, EType)]

 --solveEq eqs t1 t2 | trace ("solveEq: " ++ show (t1,t2) ++ show eqs) False = undefined

-solveEq eqs t1 t2 | t1 `eqEType` t2            = Just (ETuple [], [])

-                  | elemBy eqTyTy (t1, t2) eqs = Just (ETuple [], [])

+solveEq eqs t1 t2 | t1 `eqEType` t2            = Just []

+                  | elemBy eqTyTy (t1, t2) eqs = Just []

                   | otherwise =

   case (t1, t2) of

-    (EApp f1 a1, EApp f2 a2) -> Just (ETuple [], [(f1, f2), (a1, a2)])

+    (EApp f1 a1, EApp f2 a2) -> Just [(f1, f2), (a1, a2)]

     _                        -> Nothing

 -- Add the equality t1~t2.

--- /dev/null

+++ b/tests/Coerce.hs

@@ -1,0 +1,22 @@

+module Coerce where

+import Data.Coerce

+newtype NT = NT Int

+  deriving (Show)

+newtype List a = List [a]

+  deriving (Show)

+toInt :: (Coercible a Int) => a -> Int

+toInt = coerce

+toInts :: (Coercible a Int) => [a] -> [Int]

+toInts = coerce

+main :: IO ()

+main = do

+  print (toInt (NT 5))

+  print (toInts [NT 1, NT 2] :: [Int])

+  print (coerce (List [3::Int, 4]) :: [Int])

+  print (coerce (List [NT 5, NT 6]) :: [NT])

+  print (coerce (List [NT 7, NT 8]) :: [Int])