shithub: MicroHs

--- a/Makefile

+++ b/Makefile

@@ -248,3 +248,4 @@

 	cp bin/cpphs bin/mcabal $(MCABALBIN)

 	cd lib; PATH=$(MCABALBIN):"$$PATH" mcabal install

 	PATH=$(MCABALBIN):"$$PATH" mcabal install

+	@echo $$PATH | tr ':' '\012' | grep -q $(MCABALBIN) || echo '***' Add $(MCABALBIN) to the PATH

--- a/generated/mhs.c

+++ b/generated/mhs.c

@@ -1,4876 +1,4881 @@

 static unsigned char data[] = {

-122,76,90,49,88,124,1,0,26,118,55,46,48,10,49,57,57,56,10,65,

-32,95,48,32,95,50,51,32,64,95,50,48,52,32,64,66,224,15,2,6,

-49,51,32,64,64,66,32,224,18,4,16,50,32,64,64,64,83,39,32,66,

-32,64,66,39,32,67,32,83,64,50,6,83,32,67,39,32,83,39,128,10,

-9,64,95,49,49,49,32,95,50,49,53,64,10,28,53,52,32,95,49,53,

-54,32,64,102,114,111,109,85,84,70,56,32,34,45,45,118,101,114,115,105,

-111,110,34,64,75,15,64,64,67,39,66,32,85,32,95,50,54,32,95,50,

-52,56,64,52,1,51,54,64,52,224,57,9,8,77,105,99,114,111,72,115,

-44,32,160,64,0,32,96,65,128,47,0,50,64,42,224,58,17,16,44,32,

-99,111,109,98,105,110,97,116,111,114,32,102,105,108,101,224,67,6,2,50,

-53,55,128,141,3,64,90,32,75,128,9,2,83,39,32,64,154,2,64,67,

-32,224,209,25,6,110,117,109,101,114,105,99,224,217,6,2,66,32,80,128,

-211,128,157,224,91,2,129,87,65,46,96,101,64,5,2,95,55,55,129,101,

-64,120,65,13,65,139,2,50,49,57,64,4,1,32,64,64,133,5,50,53,

-57,32,64,35,64,12,96,26,193,47,64,12,224,247,16,6,102,108,97,103,

-115,32,61,128,229,4,64,95,49,50,51,64,57,0,52,192,133,0,67,128,

-125,161,231,0,83,64,27,0,53,64,27,128,146,224,23,4,96,192,224,23,

-10,97,55,65,40,0,66,66,21,224,184,0,8,55,48,32,64,85,32,75,

-32,65,160,106,0,67,66,44,0,39,65,64,1,56,52,64,228,128,121,0,

-80,96,9,64,192,14,57,53,52,32,64,95,52,49,55,32,95,52,49,56,

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

-35,48,32,96,3,9,64,64,64,75,50,32,95,50,48,50,96,61,96,182,

-128,104,2,95,49,57,128,173,96,100,64,114,1,57,55,97,53,96,9,65,

-49,1,85,32,193,137,64,162,193,147,128,45,128,152,3,95,49,57,57,64,

-82,162,234,4,32,95,51,56,48,64,20,0,56,64,165,3,49,54,57,32,

-96,76,0,57,64,102,129,64,128,60,129,205,2,95,49,51,128,32,226,54,

-0,64,149,1,51,51,64,174,96,13,6,79,32,35,52,54,32,64,128,120,

-2,95,49,53,97,224,2,39,32,79,129,58,65,202,0,57,97,163,224,13,

-5,192,7,224,55,5,96,0,9,58,49,57,57,55,32,64,10,65,32,65,

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-118,97,165,0,83,194,81,65,133,4,67,32,64,64,80,99,177,97,38,227,

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-6,49,51,52,32,64,35,52,197,204,160,38,128,51,224,172,1,231,150,4,

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-0,80,64,138,249,8,2,249,6,17,11,67,97,110,110,111,116,32,102,105,

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-88,109,2,50,49,57,64,45,64,72,224,40,5,1,57,55,119,204,97,3,

-224,135,0,192,216,0,52,94,36,217,177,2,79,32,35,86,170,184,171,224,

-124,5,224,46,2,225,7,17,0,32,224,253,0,0,89,124,14,64,73,128,

-121,3,67,39,32,89,151,24,187,38,161,168,117,53,89,225,251,91,3,64,

-0,1,67,39,89,54,64,189,64,107,90,156,224,113,12,3,46,112,107,103,

-128,115,253,202,3,65,208,0,53,89,4,129,223,219,173,65,88,139,139,188,

-187,160,145,120,235,187,158,185,255,1,50,51,89,147,1,51,53,65,172,192,

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-8,65,57,188,133,64,250,96,119,96,151,161,127,99,54,190,83,65,139,139,

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-64,18,174,216,235,94,9,163,44,64,250,64,6,73,84,99,125,129,83,227,

-55,32,224,171,18,200,115,64,132,68,240,99,248,227,67,0,240,212,29,238,

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-64,43,94,243,0,83,105,218,161,25,160,35,192,13,96,137,208,178,250,52,

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-38,115,114,99,47,77,105,99,114,111,72,115,47,76,101,120,46,104,115,64,

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-3,55,49,32,67,116,235,2,53,55,51,224,69,8,1,95,49,91,248,81,

-141,135,7,224,139,15,224,86,7,193,146,132,222,232,176,4,225,25,60,224,

-220,26,234,191,1,193,208,135,9,234,206,0,247,45,21,164,150,226,10,19,

-167,239,131,109,1,51,52,66,129,225,67,11,224,35,0,225,171,17,224,33,

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-96,44,224,12,0,149,44,224,23,0,224,0,1,224,111,51,177,44,224,85,

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-110,148,1,49,53,69,129,128,23,145,0,215,20,225,161,3,209,40,209,29,

-65,203,69,141,224,122,0,226,196,4,128,113,226,90,2,193,201,229,34,2,

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-165,145,224,106,38,206,131,160,231,225,206,12,197,202,225,198,12,161,184,225,

-233,4,219,158,161,226,225,93,2,224,33,3,151,128,147,19,224,96,20,233,

-68,6,13,98,97,100,32,115,116,114,105,110,103,32,103,97,112,214,149,97,

-225,132,49,101,148,127,84,96,74,254,168,5,11,117,110,116,101,114,109,105,

-110,97,116,101,100,126,173,1,47,83,128,75,254,180,3,234,211,1,161,74,

-64,15,225,175,24,224,46,30,161,15,224,92,31,161,161,227,23,2,115,54,

-225,40,10,103,4,129,171,225,147,66,236,227,2,237,46,3,203,81,192,7,

-135,60,70,148,138,10,233,1,0,225,2,12,64,165,99,168,199,44,131,187,

-64,8,81,123,64,70,0,54,231,151,1,225,255,5,3,66,97,100,32,73,

-154,5,32,101,115,99,97,112,122,101,128,201,101,95,225,65,10,128,202,224,

-33,18,0,57,126,75,224,32,19,101,237,224,99,19,196,147,224,133,18,100,

-140,224,33,20,164,191,224,33,18,224,135,23,122,213,224,66,20,72,205,224,

-100,22,98,77,70,89,230,181,16,128,202,64,22,128,34,109,113,64,8,151,

-36,2,95,53,56,101,143,3,50,32,64,35,125,115,126,20,192,18,1,64,

-35,75,6,195,178,162,2,69,179,65,101,140,158,169,235,94,92,64,78,64,

-5,128,72,162,35,249,141,1,96,117,126,157,117,171,64,207,64,76,133,176,

-238,180,2,244,42,6,98,248,228,238,0,192,26,224,23,2,3,95,57,52,

-53,219,14,160,169,100,81,96,10,100,89,169,244,128,144,167,65,227,129,0,

-224,164,2,224,103,3,246,64,0,224,96,6,224,84,8,224,83,24,227,58,

-8,128,31,0,52,131,184,202,240,160,18,0,56,224,17,0,192,35,68,52,

-224,17,1,96,64,199,242,97,254,224,86,1,232,9,0,224,21,12,100,157,

-224,22,10,224,175,5,192,22,132,93,224,21,7,181,229,224,66,7,167,165,

-128,22,68,16,142,57,113,54,129,66,161,214,198,187,233,59,4,229,84,5,

-250,158,2,1,53,52,161,27,225,151,5,96,51,199,48,235,157,1,235,160,

-0,193,187,113,246,141,116,96,0,136,164,64,95,96,68,236,211,1,96,42,

-0,49,192,12,64,0,85,141,246,88,2,225,193,0,98,247,224,234,5,143,

-21,0,79,133,68,238,152,9,2,78,85,76,100,245,97,194,224,37,16,2,

-83,79,72,128,37,64,172,224,37,17,1,84,88,128,37,65,178,224,37,16,

-0,69,192,37,65,239,224,37,17,1,79,84,128,37,67,170,224,37,17,1,

-78,81,128,37,65,12,224,37,16,2,65,67,75,128,37,65,20,224,37,16,

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-225,180,25,200,62,128,48,225,180,5,224,145,2,237,95,1,224,13,11,247,

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-28,192,239,224,129,22,224,171,77,224,170,37,194,167,224,128,22,224,170,84,

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-52,57,254,33,1,128,224,141,135,160,48,1,54,56,138,247,227,253,8,241,

-78,1,2,95,56,48,154,163,230,77,1,238,137,7,192,227,128,163,247,231,

-0,64,125,84,188,241,21,6,192,108,195,101,229,129,5,229,149,1,128,27,

-225,3,0,81,63,1,52,48,238,157,0,177,112,96,6,1,90,32,192,164,

-97,158,3,95,57,56,49,148,111,183,253,224,82,0,197,204,128,11,160,106,

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-91,226,126,11,212,39,216,94,250,38,4,71,231,124,200,96,229,224,58,0,

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-8,98,125,144,252,4,57,53,32,95,52,130,77,224,40,14,251,202,0,0,

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-64,144,70,240,0,50,90,239,112,85,129,180,130,37,64,5,128,164,224,165,

-7,162,152,229,227,0,165,183,224,15,0,171,92,193,167,2,95,52,57,81,

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-64,105,128,7,195,180,224,80,0,2,53,50,49,247,66,0,96,20,1,52,

-57,65,242,129,110,0,54,105,63,96,11,160,46,1,51,55,130,16,161,67,

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-99,5,160,105,229,218,17,128,80,209,20,192,17,225,252,23,224,0,1,128,

-47,232,113,5,225,123,10,227,185,3,225,90,56,100,214,80,231,1,64,95,

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-3,231,75,1,179,3,179,2,232,158,5,64,20,147,33,64,23,0,55,133,

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-74,64,96,0,53,128,228,0,54,170,211,153,164,65,185,243,20,1,64,17,

-165,112,244,218,5,128,190,239,203,21,96,33,96,57,224,226,2,234,218,0,

-209,54,249,57,0,161,51,64,146,170,149,96,131,228,66,0,2,95,49,48,

-243,97,6,241,8,0,206,234,128,115,96,117,254,68,13,132,36,160,50,160,

-148,160,13,243,138,1,130,150,96,102,178,143,244,148,0,1,95,55,160,227,

-128,37,1,95,55,87,240,226,164,18,96,61,0,52,128,23,237,104,0,64,

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-32,35,49,67,34,173,114,230,135,10,204,140,97,106,163,112,96,45,96,111,

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-182,221,199,133,64,7,98,33,0,58,97,219,96,34,176,153,128,186,64,99,

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-130,22,177,16,224,13,10,133,8,227,245,0,96,190,117,99,224,69,2,101,

-179,226,1,2,192,69,160,122,0,39,72,227,2,49,55,57,224,176,2,25,

-92,51,52,38,115,114,99,47,77,105,99,114,111,72,115,47,68,101,115,117,

-103,97,114,46,104,115,64,25,6,44,51,57,48,58,49,48,240,152,2,227,

-175,3,129,86,227,167,3,64,0,229,188,3,224,2,7,224,71,1,228,157,

-3,228,166,2,160,83,229,241,1,224,195,1,224,201,6,192,10,71,51,224,

-85,12,132,241,224,55,2,224,96,4,224,102,8,224,103,6,224,55,5,230,

-97,11,224,50,14,96,98,229,215,4,224,52,26,224,195,3,224,31,11,130,

-5,128,0,225,95,11,199,65,224,53,5,224,23,1,239,64,0,128,18,96,

-30,194,68,224,8,10,96,242,224,11,2,174,35,224,94,0,137,128,195,41,

-128,83,228,119,4,194,176,161,170,131,131,230,36,4,209,169,224,76,0,192,

-20,226,207,4,107,197,99,112,0,57,178,186,224,95,0,229,92,5,231,144,

-4,138,129,198,65,142,137,202,18,194,194,229,147,0,234,148,1,174,235,228,

-54,1,0,95,105,47,65,200,1,66,32,247,175,0,183,216,183,208,228,98,

-2,225,243,11,64,41,140,58,242,15,0,148,99,224,144,4,165,43,64,8,

-199,242,228,154,1,229,98,1,192,208,1,95,52,68,141,160,15,64,163,224,

-102,2,128,136,224,135,5,180,137,224,38,5,66,81,2,95,53,48,230,221,

-4,225,224,1,224,1,1,226,206,8,226,205,5,224,48,9,226,202,2,224,

-26,7,226,197,1,192,17,193,62,97,65,97,33,128,220,1,95,54,245,82,

-20,84,132,82,94,224,0,4,226,226,38,106,225,226,214,3,226,212,0,160,

-77,226,96,11,173,190,160,33,96,53,226,52,0,196,115,96,21,129,149,64,

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+0,48,192,197,158,240,100,194,65,15,100,24,82,15,173,72,1,67,32,132,

+49,128,18,228,195,1,3,64,95,52,52,133,89,0,58,97,85,7,10,65,

+32,114,101,109,32,58,96,64,110,95,0,58,96,126,79,64,64,10,130,12,

+0,80,64,10,204,84,105,12,0,49,94,41,64,217,76,83,65,49,64,27,

+70,42,190,101,169,12,0,49,112,90,0,49,80,64,169,12,192,56,116,255,

+192,68,0,48,192,11,0,58,96,6,128,102,81,79,228,93,0,1,95,49,

+96,201,0,58,64,43,128,31,0,85,193,179,69,63,135,111,0,80,227,121,

+1,160,47,224,15,8,1,64,58,64,121,130,133,226,248,0,0,58,96,28,

+175,203,135,82,138,174,98,134,100,7,68,160,224,73,0,106,104,224,21,1,

+160,159,138,98,139,55,200,12,139,92,0,49,147,34,96,169,97,27,2,56,

+32,58,96,19,3,10,65,32,90,64,200,0,58,96,40,161,126,178,238,65,

+76,178,219,0,85,68,220,0,58,96,109,203,84,239,75,6,224,14,5,192,

+189,231,64,0,171,100,128,207,0,58,96,6,160,72,203,151,66,247,107,156,

+224,42,0,130,35,179,13,96,42,64,152,1,95,49,82,215,0,58,96,43,

+6,10,65,32,47,61,32,58,96,17,132,49,64,38,101,8,143,108,205,212,

+0,75,70,175,142,211,129,169,103,155,0,85,224,20,1,99,137,237,119,5,

+178,44,78,133,64,147,135,157,64,17,135,128,67,206,128,77,96,175,192,17,

+0,58,96,6,228,127,4,228,137,3,128,59,239,100,2,0,58,96,60,100,

+125,1,53,52,64,202,226,239,1,211,34,149,44,128,141,245,21,4,9,110,

+111,32,109,97,116,99,104,32,97,213,218,96,32,136,40,116,39,130,245,75,

+169,128,11,0,58,96,6,235,169,29,8,120,99,101,112,116,105,111,110,46,

+68,115,2,114,110,97,107,159,224,39,1,2,80,97,116,64,22,0,77,64,

+128,0,70,204,180,162,204,179,155,135,218,178,232,0,49,76,175,234,165,2,

+109,110,224,15,3,68,119,248,34,2,202,225,143,220,0,50,64,206,244,251,

+13,171,209,98,160,179,191,3,95,49,52,57,130,177,179,188,2,85,32,58,

+64,18,226,202,2,179,163,161,92,78,168,162,136,75,137,0,35,70,101,65,

+217,119,70,1,55,32,128,15,99,113,139,167,97,102,68,245,224,134,0,224,

+39,3,161,135,225,43,1,6,39,92,57,50,38,39,39,165,164,161,156,96,

+230,224,99,3,107,79,139,247,224,17,3,140,235,234,175,3,224,168,1,0,

+64,160,35,134,75,64,156,164,146,145,45,96,158,130,163,248,16,8,64,146,

+70,62,160,148,64,0,0,58,96,147,226,187,0,176,172,232,195,6,166,179,

+1,95,49,76,187,160,108,84,69,0,35,73,221,129,145,239,112,0,105,50,

+246,150,3,180,144,114,88,210,86,0,90,64,28,147,216,134,34,224,163,5,

+224,160,0,2,67,32,79,249,196,1,67,226,139,133,116,64,225,22,7,96,

+0,5,79,32,80,32,35,55,246,82,3,64,79,0,97,96,79,96,27,0,

+56,224,27,7,0,98,224,27,1,79,247,224,28,5,0,102,224,28,2,0,

+48,224,28,7,0,110,224,28,2,0,51,224,28,7,110,240,128,28,246,225,

+4,64,27,118,224,160,56,0,49,224,28,7,0,118,224,56,2,224,143,8,

+64,3,227,116,1,225,193,0,0,54,97,193,69,198,182,58,102,76,147,104,

+3,51,50,32,35,118,174,108,99,3,50,32,64,35,164,179,182,73,1,95,

+49,102,24,182,45,240,14,2,225,189,0,147,175,68,79,96,17,0,58,96,

+6,154,197,72,29,237,73,0,208,254,0,49,86,53,75,92,140,206,128,19,

+122,18,134,151,122,42,0,58,96,87,137,60,226,230,3,249,197,1,192,64,

+151,21,226,96,8,64,69,105,147,236,138,0,160,40,226,52,3,224,10,1,

+101,214,163,200,205,105,96,250,129,28,128,123,70,153,224,74,4,0,58,96,

+102,237,108,17,183,11,4,111,114,100,32,58,64,76,160,42,224,41,11,131,

+101,2,99,104,114,64,41,129,176,0,85,139,123,235,125,1,182,76,80,42,

+192,234,68,57,117,95,65,147,225,218,10,113,7,225,218,0,131,9,0,58,

+99,167,3,10,65,32,60,71,40,181,99,198,248,0,58,96,60,162,46,213,

+83,64,106,0,58,100,64,132,9,0,89,74,170,99,253,240,114,3,0,58,

+96,145,139,53,0,50,64,47,168,89,135,209,103,167,83,6,0,58,96,133,

+199,167,181,55,0,61,96,11,128,194,172,19,71,23,253,12,5,68,22,116,

+18,100,65,134,4,96,121,97,13,130,135,130,130,181,17,96,39,107,172,84,

+243,0,58,96,35,171,171,124,236,128,20,201,188,200,33,194,143,77,4,71,

+153,64,10,143,135,168,1,224,32,4,237,218,0,229,20,0,246,83,1,97,

+34,224,65,4,224,64,5,132,227,130,188,194,9,181,95,172,16,224,169,2,

+140,174,181,97,242,161,0,96,30,161,52,73,243,0,58,97,33,182,91,218,

+176,97,61,160,36,160,53,235,56,1,210,115,121,97,152,221,65,74,210,54,

+1,95,49,117,17,64,51,129,144,82,13,213,100,96,27,250,111,1,97,227,

+99,27,138,176,241,223,2,65,145,145,218,0,95,107,243,0,58,96,101,182,

+43,96,55,84,216,64,214,224,31,0,129,151,2,110,101,119,213,212,4,76,

+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,

+96,209,180,193,228,1,3,238,229,4,180,125,0,79,64,152,171,86,0,56,

+72,138,0,95,111,168,192,7,0,95,82,144,148,17,0,95,113,80,160,10,

+211,87,2,64,95,57,119,71,128,10,98,253,83,199,0,58,96,17,123,241,

+3,111,107,101,87,132,147,211,224,87,58,128,18,179,223,171,14,0,95,115,

+121,0,95,82,52,0,58,179,122,207,40,143,252,243,132,0,160,46,102,19,

+128,46,226,134,1,87,130,99,164,70,69,0,95,115,245,0,58,178,135,183,

+83,178,104,6,116,111,80,116,114,32,58,178,105,239,146,5,178,41,175,74,

+139,63,79,40,64,96,67,181,1,64,95,80,156,222,181,134,75,109,190,106,

+6,240,208,14,176,207,200,210,0,95,145,209,70,181,64,63,1,67,32,96,

+65,0,95,78,62,2,64,64,58,240,231,1,229,150,4,176,233,78,218,115,

+54,72,67,0,58,176,222,5,113,117,111,116,32,58,176,221,226,58,1,226,

+62,2,226,101,72,177,42,97,30,164,144,244,144,1,0,95,80,215,163,156,

+224,20,0,163,161,245,129,6,244,127,3,0,58,177,92,86,142,67,199,113,

+113,177,84,6,94,102,114,101,101,32,58,64,23,241,161,0,224,91,5,86,

+33,150,95,211,220,246,30,4,191,113,81,71,250,105,4,177,130,237,42,1,

+64,165,133,91,96,244,0,39,79,70,244,254,1,187,45,160,99,245,152,1,

+165,91,193,64,224,120,3,1,64,95,81,161,128,164,133,108,1,55,53,245,

+144,5,136,181,0,58,177,227,3,85,32,75,51,227,181,5,0,58,177,226,

+2,73,32,58,176,184,130,180,66,225,176,188,75,189,0,83,107,40,190,97,

+128,188,76,93,80,189,65,141,130,105,224,122,7,96,121,176,246,243,24,3,

+232,52,0,177,7,68,218,0,58,241,8,0,66,251,163,7,247,221,2,226,

+202,7,177,27,248,164,6,8,117,110,100,101,102,105,110,101,100,74,67,0,

+58,177,52,243,147,15,177,19,2,95,52,50,163,215,70,204,99,55,0,95,

+74,112,233,253,12,77,148,233,249,2,158,75,4,67,32,95,54,51,224,37,

+3,233,218,2,64,37,96,19,96,10,0,95,81,37,0,58,177,108,0,85,

+230,116,0,0,53,79,212,64,32,210,70,161,65,0,80,96,12,97,123,244,

+53,1,132,29,96,175,74,74,177,143,218,69,132,197,108,144,192,91,210,192,

+224,55,10,193,10,177,188,83,8,132,1,112,148,224,13,0,73,97,225,105,

+6,179,179,14,58,32,117,110,115,117,112,112,111,114,116,101,100,32,119,69,

+128,3,115,105,122,101,107,194,3,35,51,50,55,96,102,8,35,50,49,52,

+55,52,56,51,54,74,137,0,58,178,20,243,130,2,235,28,0,64,117,244,

+77,1,66,246,211,117,81,200,129,20,65,146,0,51,225,33,0,129,143,0,

+54,147,123,98,111,178,13,0,105,92,215,178,12,0,115,74,147,178,10,73,

+166,178,10,230,197,15,242,30,0,163,43,165,37,242,39,0,2,56,32,95,

+115,127,80,117,0,95,80,207,0,95,80,223,0,95,113,47,76,122,1,95,

+53,81,213,129,238,65,65,64,9,0,58,64,5,176,61,241,64,3,88,24,

+89,238,239,237,0,178,25,224,29,1,224,49,1,224,39,4,178,41,227,208,

+10,178,55,3,62,61,32,58,177,181,2,62,32,58,177,143,75,47,177,140,

+2,60,32,58,177,139,5,105,99,109,112,32,58,209,67,74,235,80,96,0,

+95,80,118,0,58,176,244,74,232,176,134,65,64,176,128,2,80,32,58,176,

+127,196,155,164,216,193,74,224,20,11,224,17,8,224,14,5,224,11,2,192,

+8,230,24,0,176,222,236,170,13,175,229,4,110,101,103,32,58,174,47,2,

+42,32,58,174,46,2,45,32,58,174,13,2,43,32,58,174,9,224,156,68,

+0,58,174,50,224,155,2,193,143,174,6,170,37,2,66,32,95,76,231,0,

+95,77,46,64,12,66,57,113,96,0,58,173,136,116,198,173,118,2,73,32,

+58,173,115,64,54,96,42,3,54,32,64,58,173,106,64,29,128,232,64,9,

+128,232,8,94,109,97,108,108,111,99,32,58,173,76,13,73,79,46,112,101,

+114,102,111,114,109,73,79,32,58,173,53,224,187,2,0,58,237,60,0,0,

+58,173,53,224,227,14,0,58,173,73,64,19,0,95,77,23,1,64,95,77,

+43,0,58,173,82,131,75,136,231,173,67,6,114,97,105,115,101,32,58,173,

+67,95,209,128,172,7,65,46,114,101,97,100,32,58,173,55,13,73,79,46,

+103,101,116,65,114,103,82,101,102,32,58,173,64,0,95,71,19,101,15,68,

+120,99,108,64,107,128,190,6,73,79,46,62,62,32,58,173,33,0,95,83,

+93,98,175,109,37,253,113,0,71,36,99,131,1,49,57,192,9,0,50,71,

+212,99,141,173,70,186,209,110,112,173,148,108,47,124,134,173,85,128,35,96,

+32,154,186,160,32,0,95,151,56,165,56,2,55,32,58,172,215,224,47,7,

+149,221,64,4,142,185,225,14,0,172,229,230,157,1,194,48,236,234,0,121,

+249,228,171,0,130,87,164,140,172,201,233,246,0,70,38,224,11,2,96,210,

+101,33,0,58,172,223,96,64,173,94,128,178,0,51,97,221,108,225,130,135,

+74,128,129,75,75,106,96,36,180,28,0,95,68,213,65,237,128,237,2,75,

+32,58,227,137,0,70,206,96,11,2,66,32,58,162,140,9,79,46,114,101,

+116,117,114,110,32,58,225,225,0,0,62,68,141,128,201,2,80,32,58,227,

+127,7,227,107,37,0,58,207,25,226,167,13,235,38,1,194,143,64,202,2,

+95,49,57,76,23,224,0,255,224,0,255,224,0,255,224,0,255,224,0,255,

+224,0,255,224,0,255,224,0,142,1,32,125,

};

 unsigned char *combexpr = data;

-int combexprlen = 97376;

+int combexprlen = 97472;

 #include "mhsffi.h"

 static struct ffi_entry table[] = {

 { 0,0 }

--- a/lib/Data/Fractional.hs

+++ b/lib/Data/Fractional.hs

@@ -7,6 +7,7 @@

 import Data.Num

 import Data.Ord

 import Data.Ratio_Type

+import Data.Real

 class Num a => Fractional a where

   (/) :: a -> a -> a

@@ -18,3 +19,6 @@

 infixr 8 ^^

 (^^) :: forall a b . (Fractional a, Integral b, Ord b) => a -> b -> a

 x ^^ n = if n >= 0 then x^n else recip (x^(- n))

+realToFrac :: forall a b . (Real a, Fractional b) => a -> b

+realToFrac a = fromRational (toRational a)

--- a/lib/Data/Integral.hs

+++ b/lib/Data/Integral.hs

@@ -9,10 +9,14 @@

 import Data.Integer_Type

 import Data.Num

 import Data.Ord

+import Data.Real

 infixl 7 `quot`,`rem`

+infixl 7 `div`,`mod`

-class {-(Real a, Enum a) => -} (Eq a, Num a) => Integral a where

+-- XXX Importing Data.Enum causes an import cycle.

+--     I don't really see the point of Enum as a superclass.

+class (Real a{-, Enum a-}) => Integral a where

   quot      :: a -> a -> a

   rem       :: a -> a -> a

   div       :: a -> a -> a

--- a/lib/Data/Real.hs

+++ b/lib/Data/Real.hs

@@ -1,12 +1,9 @@

 module Data.Real(module Data.Real) where

 import Prelude()              -- do not import Prelude

 import Primitives

-import Data.Fractional

 import Data.Num

+import Data.Ord

 import Data.Ratio_Type

-class Num a => Real a where

+class (Num a, Ord a) => Real a where

   toRational :: a -> Rational

-realToFrac :: forall a b . (Real a, Fractional b) => a -> b

-realToFrac a = fromRational (toRational a)

--- a/lib/Foreign/C/Types.hs

+++ b/lib/Foreign/C/Types.hs

@@ -20,6 +20,7 @@

 import Data.Integral

 import Data.Num

 import Data.Ord

+import Data.Real

 import Data.Word

 import Data.FloatW

@@ -77,6 +78,8 @@

 instance Integral CLong where

   quotRem (CLong x) (CLong y) = (CLong q, CLong r) where (q, r) = quotRem q r

   toInteger (CLong x) = toInteger x

+instance Real CLong where

+  toRational (CLong x) = toRational x

 -- XXX only one of these is actually correct

 newtype CFloat   = CFloat   FloatW

--- a/lib/Prelude.hs

+++ b/lib/Prelude.hs

@@ -33,6 +33,7 @@

   module Data.Tuple,

   module Data.Word,

   module System.IO,

+  module System.IO.Error,

   module Text.Read,

   module Text.Show,

   Float, Double,

@@ -55,7 +56,7 @@

 import Data.Eq(Eq(..))

 import Data.Float(Float)

 import Data.Floating(Floating(..))

-import Data.Fractional(Fractional(..), (^^))

+import Data.Fractional(Fractional(..), (^^), realToFrac)

 import Data.Function(id, const, (.), flip, ($), seq, ($!), until, asTypeOf)

 import Data.Functor(Functor(..), (<$>))

 import Data.Int(Int)

@@ -74,7 +75,7 @@

 import Data.Num(Num(..), subtract)

 import Data.Ord(Ord(..), Ordering(..))

 import Data.Ratio(Rational)

-import Data.Real(Real(..), realToFrac)

+import Data.Real(Real(..))

 import Data.RealFloat(RealFloat(..))

 import Data.RealFrac(RealFrac(..))

 import Data.Records  -- XXX redo this somehow

@@ -85,6 +86,7 @@

 import System.IO(IO, putChar, putStr, putStrLn, print, getLine, getContents, interact,

                  FilePath, readFile, writeFile, appendFile,

                  cprint, cuprint)

+import System.IO.Error(IOError)

 import Text.Read(ReadS, Read(..), read, reads, readParen, lex)

 import Text.Show(Show(..), ShowS, shows, showChar, showString, showParen)

 import Primitives(_wordSize, _isWindows)

--- a/mhs/MHSPrelude.hs

+++ b/mhs/MHSPrelude.hs

@@ -42,7 +42,7 @@

 import Data.Either(Either(..), either)

 import Data.Enum(Enum(..))

 import Data.Eq(Eq(..))

-import Data.Fractional(Fractional(..), (^^))

+import Data.Fractional(Fractional(..), (^^), realToFrac)

 import Data.Function(id, const, (.), flip, ($), seq, ($!), until, asTypeOf)

 import Data.Functor(Functor(..), (<$>))

 import Data.Int(Int)

@@ -61,7 +61,7 @@

 import Data.Num(Num(..), subtract)

 import Data.Ord(Ord(..), Ordering(..))

 import Data.Ratio(Rational)

-import Data.Real(Real(..), realToFrac)

+import Data.Real(Real(..))

 import Data.Records  -- needed for data types with fields

 import Data.String(IsString(..), lines, unlines, words, unwords)

 import Data.Tuple(()(..), fst, snd, curry, uncurry)