shithub: MicroHs

--- a/generated/mhs.c

+++ b/generated/mhs.c

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

 static unsigned char data[] = {

-122,2,118,55,46,2,48,10,49,2,54,56,54,2,10,65,32,2,95,48,

+122,2,118,55,46,2,48,10,49,2,54,56,50,2,10,65,32,2,95,48,

 32,2,95,50,51,2,32,64,32,2,95,51,48,32,5,2,66,32,95,224,

 16,0,2,49,56,32,2,95,49,48,96,26,2,49,32,95,2,51,50,32,

 2,95,51,52,32,13,2,79,32,35,2,52,54,32,2,64,32,75,32,3,

@@ -9,4150 +9,4142 @@

 2,56,32,34,2,45,45,118,2,101,114,115,2,105,111,110,2,34,32,64,

 224,89,2,2,66,32,66,2,32,83,32,32,81,2,66,32,64,64,153,2,

 50,54,32,96,7,2,49,48,52,32,8,2,85,32,75,2,32,65,32,192,

-131,64,123,32,115,32,44,128,25,192,67,2,95,49,54,32,115,96,31,96,

-153,2,80,32,64,96,11,64,70,2,54,54,57,64,33,2,54,51,54,32,

-91,2,56,56,32,224,144,1,2,99,111,109,2,109,97,110,2,100,45,108,

-2,105,110,101,128,147,2,35,48,32,160,4,128,1,2,75,50,32,32,51,

-64,68,2,55,48,32,224,132,1,64,124,2,90,32,75,224,150,7,32,38,

-2,56,50,32,96,141,2,56,51,32,32,7,2,55,53,32,224,34,1,64,

-216,2,95,49,50,65,23,2,95,49,51,65,103,193,107,224,145,1,2,77,

-105,99,2,114,111,72,2,115,44,32,161,41,2,32,34,32,192,224,64,45,

-32,87,64,47,224,62,16,2,44,32,99,2,111,109,98,2,105,110,97,2,

-116,111,114,2,32,102,105,2,108,101,32,224,71,9,2,54,54,55,224,201,

-4,2,64,32,58,32,86,32,168,34,38,224,73,1,2,48,46,57,2,46,

-55,46,2,48,34,32,128,30,32,102,32,30,32,228,224,1,4,2,83,32,

-95,2,49,53,57,2,56,32,35,98,62,2,52,55,32,129,206,2,79,32,

-79,226,60,6,33,27,2,79,32,64,32,49,96,185,224,177,3,2,47,108,

-105,2,98,34,32,161,108,224,145,0,224,31,1,2,111,117,116,2,46,99,

-111,2,109,98,34,192,191,160,101,224,7,24,161,122,128,15,64,194,33,144,

-32,194,2,66,32,89,32,15,226,108,0,32,8,194,42,96,2,96,11,64,

-17,225,186,1,130,234,64,5,226,175,2,96,57,98,133,98,254,98,250,225,

-144,11,2,45,45,34,225,108,6,224,78,53,2,118,34,32,224,78,67,2,

-114,34,32,224,78,67,2,108,34,32,224,78,67,2,67,82,34,224,79,69,

-2,87,34,32,224,79,68,224,78,69,2,84,34,32,224,78,67,2,88,67,

-80,2,80,34,32,224,81,67,2,122,34,32,224,78,5,69,95,128,61,229,

-200,1,160,74,128,17,96,113,163,108,224,31,0,128,12,224,123,0,224,13,

-4,197,219,128,23,96,143,2,49,52,52,69,147,2,52,53,32,224,122,3,

-160,46,224,62,0,224,64,2,64,149,100,107,224,61,2,2,49,48,53,224,

-62,8,129,3,96,50,197,184,228,25,0,35,254,69,172,2,54,55,49,96,

-12,2,54,48,32,224,239,1,164,195,2,95,50,49,128,50,2,67,32,79,

-228,188,4,225,114,8,225,0,124,2,49,49,32,225,0,28,224,249,0,96,

-227,192,249,225,247,7,160,99,128,112,224,220,1,224,205,10,104,38,224,205,

-71,2,54,56,32,225,205,44,135,148,225,205,12,2,51,51,55,225,205,26,

-128,145,224,143,8,224,205,2,136,192,72,52,160,13,231,171,15,2,85,110,

-107,2,110,111,119,2,110,32,102,2,108,97,103,2,58,32,34,232,73,2,

-192,146,224,57,5,39,83,105,166,232,242,2,232,147,6,227,152,7,201,0,

-96,77,224,215,11,105,29,97,42,32,116,193,35,104,96,193,35,2,95,52,

-54,224,47,23,64,250,224,47,35,64,32,224,47,25,33,197,192,48,65,151,

-225,180,1,224,23,1,65,97,224,72,8,224,128,26,224,55,12,224,47,18,

-224,127,4,224,47,24,2,53,57,57,224,95,38,224,47,28,41,106,160,47,

-2,56,48,32,226,196,4,106,251,2,32,95,57,64,70,32,24,2,57,50,

-52,96,37,228,184,4,2,95,56,54,160,33,2,95,57,55,203,154,227,65,

-13,137,14,202,22,32,122,76,61,2,57,50,53,34,58,2,95,49,57,128,

-57,64,25,32,9,64,25,2,55,53,55,32,25,75,138,131,176,224,1,5,

-198,102,224,108,9,224,39,25,224,35,25,224,31,21,224,27,17,224,23,13,

-224,19,9,224,15,5,228,100,4,163,167,74,252,227,129,13,225,68,3,33,

-131,225,42,3,2,90,32,66,225,42,230,225,40,25,33,38,67,7,225,38,

-3,224,148,3,2,90,32,64,225,20,20,225,62,117,224,222,13,64,210,32,

-21,224,210,13,224,208,3,226,13,161,225,199,15,64,234,37,37,225,189,15,

-225,191,7,224,242,107,224,186,11,64,182,37,109,224,182,17,224,184,9,224,

-186,73,224,152,9,64,150,143,142,224,150,16,224,154,13,224,78,9,64,74,

-143,186,224,74,18,224,72,11,224,229,33,224,191,7,64,114,143,106,224,114,

-6,192,102,228,252,201,228,222,19,65,14,167,68,225,14,3,129,12,230,7,

-215,229,247,21,65,26,136,69,235,20,2,2,115,97,103,2,101,58,32,2,

-109,104,115,2,32,91,45,212,46,2,93,32,91,2,45,118,93,32,4,2,

-108,93,32,2,91,45,114,64,4,2,67,91,82,2,124,87,93,64,9,78,

-230,64,7,2,68,100,101,2,102,93,32,2,91,45,84,64,4,2,122,93,

-32,2,91,45,105,2,80,65,84,2,72,93,32,2,91,45,111,2,70,73,

-76,2,69,93,32,2,91,77,111,2,100,117,108,2,101,78,97,2,109,101,

-93,178,215,75,64,32,127,143,22,245,18,0,108,57,239,20,1,169,81,2,

-48,50,32,233,81,2,244,174,1,224,53,1,43,244,140,7,129,5,245,89,

-2,2,50,53,50,226,45,3,2,53,51,32,238,30,2,224,71,17,239,174,

-0,224,154,4,224,66,1,64,101,2,85,32,64,203,240,32,74,64,77,32,

-115,53,200,160,46,64,215,245,80,0,52,252,46,181,236,101,0,2,57,50,

-32,244,236,2,244,158,27,2,83,97,118,2,105,110,103,2,32,99,97,2,

-99,104,101,244,154,3,109,9,32,116,2,49,55,48,160,18,173,128,236,148,

-8,96,160,224,205,1,64,158,2,51,54,53,181,193,148,219,192,188,32,199,

-238,36,3,224,236,1,173,228,224,229,2,64,60,54,129,224,117,1,224,69,

-1,227,37,11,64,70,161,163,247,23,1,2,49,51,32,240,215,8,130,200,

-173,242,130,16,110,207,239,202,0,160,10,142,227,225,122,6,238,97,0,225,

-127,29,238,58,0,129,131,238,59,20,2,116,111,112,2,32,108,101,2,118,

-101,108,2,32,100,101,2,102,110,115,238,62,3,96,53,65,143,181,230,2,

-95,51,53,235,238,9,240,148,6,160,190,224,197,51,224,99,1,32,61,78,

-255,64,61,132,235,224,212,4,241,68,8,184,84,224,236,18,2,32,61,32,

-239,29,5,2,54,49,52,239,162,18,181,201,176,149,195,95,64,6,97,186,

-64,62,194,86,242,253,0,227,50,8,162,147,129,59,226,146,16,229,1,1,

-226,71,13,227,222,2,241,47,3,225,96,7,227,26,3,226,43,31,161,169,

-225,90,5,225,88,0,225,70,11,2,102,105,110,2,97,108,32,2,112,97,

-115,2,115,32,32,224,0,1,243,210,3,129,57,161,153,192,77,2,53,49,

-56,49,111,224,96,5,226,94,2,142,201,2,55,32,95,174,127,247,191,7,

-2,109,115,34,226,125,11,183,125,228,227,0,195,104,211,2,250,24,2,33,

-81,32,94,145,104,224,215,11,248,30,4,224,200,0,244,148,5,224,68,26,

-224,65,5,225,213,8,32,243,224,212,2,2,104,115,99,224,49,13,132,160,

-193,240,97,210,226,94,7,129,207,243,142,4,242,235,0,228,212,6,59,144,

-224,144,16,226,102,2,226,132,9,48,41,250,83,2,2,72,83,67,246,170,

-8,231,208,1,252,9,24,251,47,2,224,243,2,224,99,5,224,96,9,225,

-232,5,227,144,1,96,116,133,56,227,155,3,225,37,10,229,60,79,2,69,

-120,101,2,99,117,116,40,101,224,204,2,230,194,9,244,157,10,225,159,7,

-2,51,51,53,244,24,4,229,59,8,32,121,192,76,225,189,15,227,249,91,

-2,67,32,99,2,111,109,112,2,105,108,97,2,116,105,111,2,110,32,32,

-227,249,114,242,110,4,224,249,5,69,151,66,127,227,162,16,2,36,73,78,

-224,80,9,224,70,0,224,62,25,2,79,85,84,227,177,7,101,233,194,47,

-245,119,0,230,140,21,2,45,119,32,2,45,87,97,2,108,108,32,2,45,

-79,51,2,32,45,73,224,82,1,98,193,181,184,2,54,49,57,224,70,21,

-2,47,115,114,2,99,47,114,2,117,110,116,2,105,109,101,230,221,3,224,

-67,8,224,65,28,2,47,101,118,2,97,108,45,254,42,6,224,55,14,2,

-117,110,105,2,120,45,34,226,247,5,97,209,2,95,57,52,224,64,4,229,

-37,12,233,244,1,225,27,11,33,162,2,32,45,108,2,109,32,45,2,111,

-32,36,225,110,8,224,1,25,33,129,2,50,57,53,224,16,15,32,166,2,

-50,48,32,231,86,8,225,181,1,32,32,183,195,94,228,231,167,5,128,19,

-245,90,1,64,13,204,153,2,66,32,80,128,107,2,53,54,55,64,215,203,

-132,2,57,48,32,226,205,2,2,97,105,110,224,207,9,44,66,2,54,57,

-32,76,66,2,85,32,67,99,67,227,136,1,255,104,0,226,24,1,227,66,

-7,85,54,84,15,247,149,9,247,249,20,85,164,149,115,2,65,32,64,227,

-119,8,2,32,125,34,233,19,16,126,252,224,16,4,217,112,224,16,1,252,

-28,1,224,21,6,224,24,3,231,183,0,224,2,2,224,57,4,224,63,13,

-224,69,8,224,36,1,235,93,0,224,36,19,224,79,3,219,69,238,186,23,

-224,57,5,224,53,1,224,47,13,231,182,3,32,2,215,13,232,153,0,2,

-95,53,55,193,187,196,54,2,80,32,95,247,94,5,237,81,0,2,49,56,

-53,247,200,3,106,182,65,182,2,75,52,32,225,185,1,231,147,15,2,53,

-56,50,103,102,2,56,52,32,224,36,13,200,107,225,30,10,225,64,8,192,

-51,231,145,5,162,232,2,48,56,32,224,43,14,224,77,0,134,214,128,146,

-232,118,8,2,53,56,53,246,8,16,65,56,129,68,88,193,158,91,2,53,

-53,49,230,19,16,96,58,253,6,4,224,124,9,232,25,3,140,109,224,27,

-1,2,95,53,52,230,142,1,225,76,20,233,176,7,225,125,2,224,208,3,

-231,220,3,232,198,7,224,231,2,225,88,0,164,75,249,147,4,249,125,19,

-123,162,129,24,167,213,193,30,220,73,36,135,228,22,15,101,28,228,22,1,

-231,160,7,239,127,14,64,181,34,134,2,50,32,90,96,1,237,72,9,66,

-211,231,182,13,2,82,32,64,97,114,225,31,3,90,24,225,159,0,237,33,

-8,239,186,7,161,98,72,189,230,101,14,2,65,32,34,224,187,18,34,14,

-133,198,227,82,1,231,206,3,201,68,229,111,1,225,50,6,2,53,56,32,

-225,50,3,231,113,3,225,60,3,229,79,2,2,64,92,49,2,48,38,34,

-230,169,7,130,124,232,37,15,2,64,34,32,238,157,19,133,117,224,11,3,

-132,72,229,88,0,178,19,2,53,53,48,96,19,2,73,32,64,96,1,225,

-172,1,192,7,64,42,161,207,68,86,225,203,5,2,80,32,90,224,1,0,

-224,25,5,134,62,224,19,5,129,161,32,23,2,52,32,90,224,26,4,32,

-18,2,51,32,90,224,67,8,64,65,224,93,13,128,170,224,27,15,242,242,

-1,202,242,105,131,67,232,224,16,0,42,216,231,137,1,2,51,50,52,64,

-4,234,138,1,225,119,16,2,78,111,32,49,16,2,105,110,105,106,233,2,

-102,111,117,2,110,100,32,2,102,111,114,235,234,4,208,113,192,14,228,253,

-0,71,204,153,176,224,80,1,2,118,55,46,2,48,92,49,129,254,64,31,

-152,229,203,126,2,53,55,56,211,143,98,252,64,33,152,80,93,14,116,66,

-156,41,197,109,176,131,100,211,2,56,57,32,128,203,2,50,50,32,161,5,

-64,17,2,89,32,66,103,222,194,10,229,14,6,229,41,3,98,37,166,164,

-225,104,3,194,45,170,213,127,113,192,1,224,27,1,193,74,224,126,40,231,

-237,8,224,143,0,243,28,1,66,75,225,251,9,224,142,7,192,140,224,148,

-5,229,185,2,101,14,2,51,54,32,241,39,9,227,224,0,2,50,49,51,

-226,17,19,2,35,105,110,2,99,108,117,2,100,101,32,2,92,51,52,227,

-196,2,235,236,0,228,27,4,96,7,233,140,8,32,176,224,89,11,48,4,

-2,102,102,105,2,46,104,34,255,173,5,2,51,56,32,225,196,32,249,20,

-1,225,83,12,132,15,248,46,5,192,9,225,215,7,225,68,3,225,78,9,

-227,116,3,211,120,33,55,32,174,246,152,0,167,105,224,28,5,206,165,234,

-213,0,2,79,32,95,225,10,10,2,115,116,97,2,116,105,99,2,32,115,

-116,2,114,117,99,2,116,32,102,2,102,105,95,2,101,110,116,2,114,121,

-32,2,116,97,98,2,108,101,91,2,93,32,61,2,32,123,34,228,183,6,

-244,7,8,64,113,67,83,2,54,53,52,247,49,7,229,163,2,224,38,2,

-115,160,224,38,1,2,79,32,102,224,143,0,2,123,32,48,2,44,48,32,

-171,7,224,24,3,2,125,59,34,224,19,8,224,181,8,2,42,120,102,32,

-11,96,187,32,185,96,7,160,54,244,114,15,119,178,248,197,3,2,110,105,

-109,2,112,108,101,2,109,101,110,2,116,101,100,2,32,70,70,2,73,32,

-102,2,101,97,116,2,117,114,101,226,43,6,102,139,227,113,36,235,156,9,

-226,51,6,66,25,163,133,226,101,9,239,118,0,164,59,234,65,1,195,192,

-194,84,232,1,9,130,84,227,177,13,224,204,114,224,47,19,246,229,6,231,

-105,2,105,160,2,53,57,32,2,95,54,49,238,14,0,241,97,5,225,14,

-23,225,18,23,228,1,30,227,216,1,160,36,224,6,1,64,113,64,63,229,

-68,1,229,78,5,234,191,9,230,19,0,64,224,2,61,61,32,50,54,235,

-217,3,249,64,6,224,222,3,236,235,2,99,108,2,54,54,52,231,120,0,

-2,54,51,52,228,87,18,224,21,5,71,0,158,186,65,109,104,155,130,110,

-213,143,96,10,225,144,2,235,231,2,64,112,2,52,51,32,129,146,228,101,

-11,2,100,121,110,2,97,109,105,245,118,4,64,93,2,85,32,95,32,117,

-129,199,230,112,9,224,100,39,2,119,114,97,2,112,112,101,2,114,34,32,

-224,100,11,132,107,224,100,7,225,118,2,224,91,21,133,38,234,25,11,193,

-67,32,63,128,99,225,46,10,238,245,3,32,105,246,208,23,230,151,2,128,

-49,197,254,2,54,54,51,109,10,237,202,3,128,222,32,187,101,85,227,63,

-5,225,174,1,192,139,251,10,2,227,125,5,253,50,0,225,6,10,71,94,

-235,122,5,225,162,2,193,65,226,205,3,249,58,6,161,92,128,241,128,74,

-225,130,10,237,148,1,228,13,6,225,164,2,128,104,2,95,52,54,225,26,

-0,2,79,32,64,224,151,4,225,225,8,224,51,8,224,21,5,237,111,5,

-238,200,5,235,235,0,96,20,131,99,226,65,9,238,208,2,234,251,4,234,

-237,20,2,98,97,100,74,221,2,101,105,103,2,110,32,105,2,109,112,111,

-2,114,116,32,246,210,28,67,165,32,73,99,165,229,81,7,229,95,6,172,

-70,224,55,1,32,150,106,222,80,191,64,15,34,69,96,15,64,208,64,15,

-159,208,231,95,3,2,71,69,84,2,82,65,87,231,119,9,32,23,2,84,

-73,77,2,69,77,73,2,76,76,73,224,29,9,2,97,99,111,182,63,224,

-21,4,2,100,100,95,95,204,224,25,13,2,117,116,102,2,56,34,32,224,

-25,8,2,115,105,110,224,21,10,2,116,97,110,224,21,13,2,50,34,32,

-224,22,7,2,99,97,108,2,108,111,99,224,23,10,2,108,111,115,2,101,

-98,34,224,23,9,224,187,11,2,101,120,112,224,20,9,2,102,108,117,2,

-115,104,98,224,23,10,2,111,112,101,224,159,10,2,102,114,101,168,67,224,

-21,3,2,103,101,116,224,66,10,32,21,2,101,110,118,224,23,9,2,105,

-115,119,2,105,110,100,2,111,119,115,224,26,9,2,108,111,103,224,20,10,

-2,122,55,55,224,251,10,2,109,97,108,225,19,12,2,109,100,53,2,65,

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-55,49,236,180,24,233,235,2,224,141,5,2,52,55,50,224,202,16,224,112,

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-225,172,35,132,91,226,233,0,238,117,27,2,54,51,57,82,181,174,115,2,

-53,53,55,231,23,25,2,112,114,105,2,109,105,116,2,105,118,101,228,42,

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-64,25,167,144,228,80,5,64,62,241,100,35,38,11,2,50,52,56,244,50,

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-137,25,234,11,12,224,250,4,244,154,15,245,72,4,243,212,5,102,243,233,

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-38,20,225,36,6,225,32,0,225,22,9,66,255,215,177,35,27,131,106,164,

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-52,244,90,2,227,136,1,129,75,247,20,15,147,148,224,46,1,233,110,32,

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-2,108,34,32,255,159,3,67,12,96,12,235,115,12,96,31,74,103,224,31,

-8,226,190,1,235,208,12,255,140,0,128,101,64,33,136,160,138,203,255,154,

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-87,69,226,23,3,206,140,206,94,224,239,3,192,85,224,119,60,2,54,52,

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-21,76,58,236,57,3,65,30,192,24,130,17,192,24,235,37,6,246,221,4,

-232,86,2,87,73,226,129,1,2,45,62,34,230,82,2,240,67,2,224,48,

-15,2,61,62,34,231,133,8,32,125,69,140,241,55,16,224,51,3,209,55,

-2,54,53,56,241,55,5,64,75,224,65,16,224,166,3,241,121,1,245,0,

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-150,240,254,164,4,228,185,1,162,169,65,241,162,28,98,175,227,178,0,249,

-104,8,207,107,240,43,2,230,3,4,198,255,2,90,32,75,192,254,2,56,

-55,50,246,114,6,70,190,233,174,0,224,153,14,235,129,1,64,204,230,66,

-6,225,31,18,128,32,238,11,4,2,102,111,114,2,97,108,108,225,142,9,

-2,55,48,52,232,245,6,187,9,233,79,3,178,207,64,239,224,41,3,233,

-196,13,72,78,249,169,4,161,207,138,211,2,50,50,32,192,39,229,121,10,

-234,211,41,64,25,96,83,234,220,1,234,222,13,64,36,229,232,39,2,76,

-73,100,2,101,110,116,229,231,5,228,98,7,167,61,228,98,6,132,62,144,

-88,191,19,130,83,128,14,2,83,32,67,96,229,99,77,68,126,2,49,50,

-32,118,8,224,238,1,96,212,39,64,2,51,48,54,88,81,195,187,160,33,

-224,115,5,249,174,1,252,190,3,231,187,1,2,75,50,32,224,44,3,225,

-19,1,234,193,5,236,126,6,170,243,64,39,244,145,10,225,59,23,2,83,

-121,109,2,79,112,101,2,114,34,32,225,60,88,129,42,131,83,138,92,225,

-36,0,225,72,17,2,51,57,48,225,72,66,65,42,225,72,4,183,57,2,

-56,53,32,128,31,243,249,10,225,64,23,2,85,73,100,226,124,80,65,61,

-111,229,161,43,225,1,58,133,197,64,206,2,52,49,51,210,194,228,164,3,

-97,132,112,70,228,101,1,101,177,118,247,240,102,1,132,187,224,23,5,64,

-96,133,203,128,86,120,237,235,23,5,235,2,0,228,148,2,243,52,1,83,

-104,128,61,224,64,2,202,244,228,203,17,64,172,74,100,32,51,241,162,11,

-129,190,228,169,2,241,110,6,96,242,225,243,1,224,46,17,239,34,1,236,

-106,8,224,52,15,120,136,224,98,13,237,37,5,64,57,224,176,3,97,0,

-229,93,4,66,79,73,15,116,168,64,8,226,96,1,226,88,5,2,90,32,

-67,130,87,32,115,45,235,70,37,64,36,121,204,231,130,2,224,15,0,225,

-214,3,64,148,2,52,49,50,230,62,13,226,74,5,134,24,77,124,123,23,

-43,224,32,20,131,184,64,30,133,200,2,75,32,65,160,15,201,90,66,11,

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-95,59,189,225,112,2,199,120,134,237,64,165,193,109,64,112,233,178,11,237,

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-180,225,120,64,158,92,254,16,8,225,143,3,228,178,33,225,43,5,224,151,

-52,244,41,3,224,147,14,129,133,66,208,224,123,9,225,61,1,235,21,1,

-163,62,226,86,12,234,108,0,230,100,1,241,3,0,224,55,12,200,55,225,

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-0,224,125,3,244,11,6,229,164,14,2,73,110,116,2,101,103,114,2,97,

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-6,32,80,161,61,129,0,34,96,189,179,192,4,165,101,245,66,2,2,95,

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-30,130,133,129,155,130,96,144,191,64,15,194,77,66,75,2,35,52,32,128,

-140,65,255,32,28,2,48,57,32,245,31,1,32,30,249,127,3,148,32,194,

-42,64,44,129,245,160,42,192,216,192,73,245,105,1,32,28,197,130,192,28,

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-235,217,7,35,70,2,56,48,32,216,155,242,18,2,225,173,1,2,85,110,

-109,65,191,2,101,100,32,226,136,1,234,147,9,245,227,5,195,55,227,116,

-0,245,128,3,245,198,1,230,229,18,224,75,15,224,72,1,245,237,3,192,

-72,224,74,4,228,183,4,234,56,2,195,16,64,251,64,180,226,108,2,32,

-20,228,170,4,203,235,241,56,6,161,63,96,71,2,95,51,49,229,175,0,

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-10,9,230,83,5,234,118,0,224,44,11,228,41,1,242,224,1,247,63,5,

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-226,247,11,248,162,12,235,170,25,165,218,226,125,18,162,167,32,28,238,108,

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-66,97,100,2,32,115,116,2,114,105,110,2,103,32,103,2,97,112,34,235,

-8,12,224,102,8,236,124,5,128,102,73,190,227,199,1,227,197,8,87,229,

-181,40,96,67,227,191,11,197,130,134,54,70,175,2,67,32,80,190,167,89,

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-38,20,32,91,224,37,27,238,46,2,224,114,18,2,48,50,32,224,153,28,

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-2,235,214,1,64,9,231,167,7,65,21,226,66,6,67,16,224,219,8,252,

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-44,16,231,100,7,128,102,2,51,32,35,99,153,99,209,253,84,4,160,29,

-65,149,96,59,227,243,3,160,56,67,17,224,27,7,100,50,98,182,224,127,

-22,96,40,96,29,224,39,26,102,57,224,40,28,65,19,224,40,27,228,212,

-10,224,39,12,68,144,224,120,28,65,2,224,40,20,69,90,139,129,136,39,

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-95,55,52,254,211,19,160,88,230,183,5,2,54,48,32,196,47,225,20,4,

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-93,12,164,161,164,159,225,108,1,140,207,125,28,235,169,10,2,78,85,76,

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-41,16,2,79,84,34,192,41,129,121,224,41,16,2,78,81,34,192,41,133,

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-2,68,67,51,224,42,1,225,167,21,2,68,67,52,226,245,1,225,168,21,

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-34,32,233,102,2,237,21,11,224,18,0,173,31,128,97,241,80,5,224,58,

-29,160,202,224,58,28,96,48,161,40,129,78,137,10,181,56,193,114,149,56,

-98,62,248,45,6,205,139,160,16,225,85,34,224,41,5,161,64,225,81,10,

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-68,97,116,2,97,47,67,2,104,97,114,247,32,1,98,95,234,115,2,238,

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-252,9,3,220,66,238,4,3,243,93,18,227,182,1,96,92,65,126,161,184,

-148,90,253,240,0,235,247,2,224,80,0,2,54,54,32,241,169,18,235,227,

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-45,32,2,99,111,109,2,109,101,110,226,238,0,229,179,1,228,153,7,255,

-56,4,240,172,14,2,49,50,51,235,198,8,204,235,243,199,18,2,52,53,

-32,226,248,3,132,138,2,50,56,56,243,26,13,236,117,19,224,184,47,224,

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-6,245,181,26,224,55,34,237,120,3,244,194,3,225,26,1,245,211,14,224,

-215,12,245,18,7,192,34,245,97,5,224,23,5,227,95,1,227,20,7,67,

-18,135,106,2,85,32,90,205,248,225,235,13,239,139,18,64,69,135,161,52,

-226,33,144,163,9,238,120,4,100,31,39,18,230,172,0,224,101,7,165,143,

-133,101,160,6,128,90,135,201,142,253,131,252,217,2,238,235,6,128,46,213,

-110,242,251,8,253,91,1,64,9,157,127,240,46,3,225,192,3,2,67,32,

-60,237,246,1,180,48,226,143,1,2,67,32,61,2,61,32,64,224,30,5,

-253,209,1,64,99,248,237,3,227,169,14,224,87,18,251,210,5,224,87,6,

-250,135,0,130,76,176,28,224,114,7,115,18,234,52,11,2,109,111,100,2,

-117,108,101,247,25,7,2,90,32,75,234,8,12,201,28,130,80,114,53,2,

-49,50,54,249,231,1,70,107,94,24,64,3,254,240,3,218,173,224,215,5,

-224,55,1,128,213,224,115,3,65,186,209,206,178,39,2,64,32,85,160,24,

-199,111,69,180,251,214,8,224,16,0,252,118,1,181,10,71,147,43,58,43,

-27,158,228,73,43,2,50,55,53,163,22,33,27,128,11,230,92,2,2,75,

-32,66,160,49,36,52,32,233,103,44,53,209,225,13,0,224,67,2,224,69,

-5,251,112,10,226,85,8,210,49,246,80,3,224,31,1,251,154,10,226,141,

-5,227,199,5,250,130,4,224,58,23,251,153,5,249,224,8,225,160,9,224,

-38,1,130,126,128,111,247,89,4,178,152,246,58,7,224,214,1,251,177,0,

-229,176,8,252,92,2,250,239,10,246,164,1,226,207,2,249,89,7,224,193,

-4,246,163,5,243,91,18,200,60,196,162,97,232,226,212,1,225,234,1,225,

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-95,54,32,37,48,41,23,64,203,224,100,12,228,57,1,98,183,2,51,56,

-32,101,212,193,157,229,2,20,224,89,21,228,66,1,224,89,26,240,140,3,

-96,192,71,182,32,192,60,73,160,15,137,153,101,16,2,48,49,32,2,95,

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-106,32,108,66,66,76,216,64,104,104,212,2,95,53,49,126,205,2,53,49,

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-56,12,231,182,13,251,242,8,240,157,0,225,215,0,218,190,130,24,241,14,

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-51,224,159,14,129,195,224,159,1,2,91,93,34,228,81,20,238,7,7,227,

-66,0,76,77,239,202,4,108,127,2,76,105,115,2,116,95,84,33,200,175,

-212,64,111,224,37,9,2,84,121,101,204,155,64,35,144,20,236,11,38,235,

-51,17,226,250,13,253,152,3,226,236,2,226,177,11,234,190,3,170,165,2,

-53,51,53,226,105,8,236,115,13,253,194,10,236,13,8,235,255,6,235,74,

-8,243,6,5,236,37,4,244,242,11,230,207,0,234,146,12,64,79,180,25,

-240,156,14,236,176,1,224,86,4,33,7,2,51,49,57,243,200,11,240,51,

-1,166,97,102,112,228,50,2,160,10,243,152,15,226,14,1,2,60,62,34,

-235,22,14,193,8,32,67,2,52,55,50,224,99,17,229,254,4,231,66,5,

-224,128,10,227,12,5,130,53,224,141,1,2,69,81,34,225,24,7,178,99,

-193,120,225,102,2,225,98,0,129,86,228,155,13,224,128,38,2,76,84,34,

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-244,125,14,204,200,232,163,34,224,50,1,224,38,6,233,73,9,232,196,6,

-224,165,6,134,100,224,165,1,2,99,111,109,2,112,97,114,240,217,0,231,

-226,14,65,31,228,121,9,177,81,64,31,147,46,224,31,9,50,198,2,110,

-103,95,228,195,3,146,139,2,75,50,32,248,185,8,115,248,2,48,48,32,

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-23,233,124,11,114,58,227,102,4,224,163,5,229,197,1,248,177,0,244,64,

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-64,251,113,33,96,89,251,46,0,225,57,30,32,145,227,63,3,249,145,11,

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-18,232,140,10,97,229,2,50,55,32,236,232,3,2,102,117,110,2,100,101,

-112,204,225,52,143,231,123,15,226,140,10,227,75,3,238,123,25,253,25,0,

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-11,224,209,159,240,90,1,236,99,9,243,82,3,224,227,15,227,175,12,230,

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-35,235,94,3,201,93,133,6,64,44,216,213,230,95,3,253,164,7,79,115,

-52,81,96,8,96,118,182,179,2,95,56,48,244,30,7,226,246,3,161,139,

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-48,230,129,23,228,74,9,230,103,2,2,56,55,52,152,96,78,225,226,100,

-8,224,109,7,2,50,57,57,224,109,22,236,59,3,229,138,17,160,147,64,

-110,128,139,236,67,1,224,147,24,235,175,5,241,90,1,239,219,1,226,73,

-11,209,61,162,118,225,152,6,224,44,6,218,195,2,95,56,53,106,146,128,

-144,64,25,240,19,1,32,68,194,40,64,56,64,28,206,177,96,28,194,123,

-160,28,65,188,224,128,3,230,186,3,224,128,8,70,166,96,44,81,171,85,

-56,64,19,212,32,234,40,16,227,104,0,64,45,227,102,3,96,112,235,215,

-3,225,46,21,128,64,195,122,239,113,2,235,57,0,227,15,1,241,4,7,

-2,48,50,57,228,205,6,130,14,224,17,1,210,126,236,24,3,230,139,10,

-227,134,3,198,63,224,118,1,232,241,8,194,82,226,73,3,224,129,9,237,

-11,10,249,197,3,224,81,6,224,49,3,238,133,8,233,215,1,2,95,57,

-49,72,85,248,214,7,32,22,241,148,2,32,216,62,9,133,24,249,180,2,

-2,85,32,65,224,110,4,233,150,20,129,151,130,240,49,172,2,51,32,58,

-128,78,64,14,89,249,55,33,36,54,151,38,246,224,12,63,91,2,115,116,

-114,2,97,105,110,247,43,3,65,103,226,181,1,236,210,0,194,182,194,240,

-64,27,131,52,65,78,64,25,130,237,170,18,234,27,1,252,190,4,234,251,

-1,224,6,5,251,16,2,249,135,3,193,142,233,102,16,249,182,0,224,49,

-22,226,236,7,233,18,10,224,34,7,196,182,66,159,249,59,5,2,83,32,

-66,226,44,6,247,52,1,231,133,6,128,221,254,57,11,150,184,249,218,14,

-201,30,249,218,40,229,99,4,144,176,224,18,2,216,158,249,244,5,2,83,

-32,79,249,145,1,218,141,252,171,5,250,21,11,234,95,36,248,85,5,255,

-82,0,228,113,3,234,20,18,192,32,195,184,225,118,9,161,244,225,152,0,

-233,60,3,224,123,3,255,169,8,225,160,17,225,162,1,246,104,11,224,138,

-102,128,38,235,63,1,191,72,2,51,49,32,250,59,4,255,28,4,233,156,

-16,249,20,2,248,232,23,128,162,110,167,2,49,51,52,248,236,16,250,209,

-1,249,8,15,200,14,65,1,238,161,12,228,45,1,128,99,2,50,48,56,

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-158,168,2,90,32,67,255,119,4,226,248,1,159,32,2,50,53,50,229,77,

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-15,36,47,224,56,7,32,19,2,57,51,32,231,127,24,230,200,17,102,15,

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-226,165,41,226,158,13,2,82,97,116,2,105,111,110,2,97,108,34,226,160,

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-28,19,253,208,14,228,32,43,224,149,13,241,137,23,2,48,48,56,253,152,

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-47,7,99,8,224,128,2,227,171,1,234,203,0,246,34,8,64,83,179,33,

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-26,8,234,178,5,224,83,7,224,71,14,224,69,53,192,44,224,69,20,65,

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-66,110,68,163,194,151,224,230,0,2,89,32,64,232,90,1,200,216,239,23,

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-7,106,155,32,7,106,119,32,202,64,160,70,188,40,44,60,214,64,17,136,

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-11,231,238,4,246,98,4,64,44,43,122,224,233,1,227,252,10,224,70,0,

-2,38,49,46,160,79,32,53,64,177,64,215,131,188,2,85,32,67,137,203,

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-66,64,38,192,92,255,43,0,225,29,0,41,228,226,102,2,64,87,128,19,

-2,95,57,53,235,45,8,32,137,64,145,32,137,2,105,116,111,2,102,32,

-58,128,60,226,31,0,64,15,130,111,163,84,2,115,101,113,164,95,128,9,

-64,177,192,71,162,88,2,54,51,32,41,172,64,106,41,174,128,123,177,164,

-32,9,193,59,179,123,116,34,64,7,98,105,2,55,50,32,224,45,2,2,

-55,51,32,224,13,1,64,95,130,120,2,102,62,61,96,13,130,84,2,102,

-62,32,64,12,170,194,2,60,61,32,64,13,162,63,2,60,32,58,128,113,

-64,12,2,110,101,103,96,14,129,118,2,102,42,32,2,58,49,48,65,113,

-64,12,2,45,32,58,130,82,64,12,2,43,32,58,129,73,32,12,251,134,

-5,224,11,1,192,243,75,10,162,194,2,50,32,65,224,20,0,128,168,65,

-165,176,154,70,109,64,24,128,179,206,85,196,45,245,252,2,245,165,4,249,

-158,3,206,19,241,236,5,208,82,196,136,148,245,241,181,2,231,223,1,165,

-180,241,66,25,243,15,3,224,40,10,237,210,1,246,165,3,243,44,20,243,

-32,22,205,246,106,119,118,95,44,239,64,6,245,164,2,252,155,9,192,53,

-224,36,18,224,119,12,242,43,3,224,65,9,246,222,8,242,78,15,195,233,

-224,68,12,241,216,5,224,32,10,247,166,9,243,7,4,240,56,9,147,142,

-241,98,7,36,234,225,70,1,225,253,1,195,217,117,109,237,217,15,54,101,

-141,216,96,141,224,37,4,103,147,182,133,2,95,84,121,2,112,101,46,246,

-146,2,64,48,163,82,224,86,11,2,70,108,111,2,97,116,87,192,40,232,

-160,16,112,123,46,250,184,33,212,62,32,51,64,195,224,92,15,2,67,104,

-97,192,131,65,234,163,74,129,39,225,236,2,97,36,240,133,0,2,48,53,

-54,242,102,11,241,182,8,161,127,170,77,224,28,3,131,237,192,159,229,14,

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-0,104,250,225,75,31,225,22,16,244,98,7,169,102,227,210,14,229,98,4,

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-71,98,229,241,129,7,32,29,141,38,65,180,168,3,231,157,2,248,32,4,

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-82,1,229,184,9,231,106,7,227,30,15,32,176,141,108,89,21,112,67,2,

-95,49,54,128,23,139,2,33,6,2,53,32,95,130,229,138,178,2,83,32,

-67,246,70,1,2,57,55,56,229,134,1,32,8,65,155,160,13,32,66,136,

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-55,54,230,14,2,32,59,136,238,49,167,2,51,32,75,160,19,64,53,192,

-79,173,154,95,104,224,61,0,244,165,0,128,25,106,119,192,25,225,0,1,

-32,18,64,113,32,78,135,100,96,98,147,51,32,19,249,179,3,236,81,3,

-32,26,254,197,3,237,91,3,224,15,5,244,152,9,32,58,222,98,66,20,

-232,123,5,2,57,55,50,225,202,4,161,34,160,55,130,76,32,161,2,50,

-32,90,224,140,0,32,23,222,44,2,75,32,90,224,165,7,129,182,67,83,

-201,94,228,99,11,244,17,0,240,145,6,254,99,5,230,126,3,244,61,0,

-224,49,20,37,93,230,175,11,238,243,1,160,32,239,143,19,230,67,0,227,

-204,10,69,232,227,206,4,246,32,1,229,141,5,244,13,7,203,9,227,199,

-11,224,165,9,189,80,237,162,6,199,36,134,125,230,141,1,224,61,44,228,

-181,0,106,8,83,235,2,55,49,54,224,56,6,224,212,9,230,218,11,165,

-26,225,48,0,225,154,14,225,153,23,225,152,25,232,125,1,235,244,6,224,

-71,24,235,164,13,234,120,16,229,226,7,234,109,17,224,31,5,232,197,1,

-225,154,15,169,89,225,154,14,225,148,10,245,128,0,225,148,32,35,131,173,

-196,73,0,96,38,37,187,160,62,32,16,2,57,32,95,233,225,0,224,74,

-4,32,56,132,244,225,23,0,33,7,187,217,64,54,96,83,74,121,2,54,

-55,32,199,42,64,39,224,93,1,224,13,5,239,170,5,2,95,49,55,224,

-106,1,2,95,49,57,224,12,2,78,244,224,132,1,64,8,64,105,71,225,

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-95,53,53,164,201,145,173,130,157,224,37,15,228,103,2,237,178,6,232,136,

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-196,5,2,56,56,53,243,43,9,224,43,24,32,107,128,10,32,105,142,169,

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-24,242,77,6,233,229,30,236,94,0,235,154,22,224,39,12,235,154,3,2,

-83,32,67,224,212,2,235,63,12,224,67,2,230,96,6,228,21,0,110,104,

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-71,3,228,154,9,233,98,7,253,147,9,64,63,226,146,6,236,150,11,225,

-85,13,207,191,65,86,234,7,1,225,87,23,254,178,11,252,38,3,245,129,

-3,245,121,10,225,28,11,228,6,9,2,55,54,53,236,162,15,238,150,1,

-239,201,9,224,21,15,225,131,5,34,15,134,186,128,192,192,198,241,176,12,

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-2,100,32,34,229,108,1,192,50,239,182,22,226,240,13,36,128,145,88,243,

-42,2,232,180,5,2,56,56,49,249,255,7,2,56,56,56,245,132,3,209,

-93,65,59,164,202,233,155,0,224,10,0,96,8,65,50,32,63,168,68,2,

-57,48,50,224,135,3,139,151,230,92,12,2,126,34,32,96,34,137,92,237,

-134,2,224,171,7,233,184,2,243,184,3,230,118,1,32,116,66,252,229,246,

-15,201,22,226,198,16,248,72,6,226,198,30,244,120,6,102,144,147,69,243,

-210,9,229,113,1,230,215,6,99,145,127,15,228,237,4,96,246,238,250,1,

-226,171,60,2,121,99,108,2,105,99,32,226,165,16,74,7,98,116,41,83,

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-66,66,64,42,244,231,0,213,26,245,16,1,224,50,0,226,116,20,231,242,

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-224,26,15,2,116,116,34,225,183,1,150,151,2,80,32,66,160,211,167,198,

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-38,9,32,98,214,176,135,0,242,161,8,242,110,8,233,248,2,241,254,5,

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-227,200,3,230,17,7,252,61,5,247,94,6,224,10,1,224,21,13,160,10,

-222,86,251,72,3,251,38,5,251,40,8,224,115,3,240,43,9,224,110,3,

-224,10,2,2,95,53,57,129,157,106,105,2,53,57,49,245,182,12,2,61,

-61,34,245,177,12,245,155,3,237,56,7,232,44,7,228,216,9,224,21,21,

-122,225,65,2,119,246,107,193,34,137,57,118,191,194,130,151,2,35,50,32,

-254,134,9,243,221,4,245,81,24,2,69,110,99,2,111,100,101,2,68,97,

-116,2,97,46,104,213,84,2,49,51,54,128,6,240,9,24,229,43,7,240,

-73,21,224,59,35,224,29,7,194,96,248,61,6,237,40,14,236,39,13,181,

-111,225,245,19,2,79,32,35,103,125,235,213,5,225,241,17,226,114,6,230,

-141,1,224,30,14,240,69,11,236,115,13,237,20,5,230,40,1,230,142,2,

-36,83,153,149,55,248,32,11,152,164,2,80,32,95,132,115,2,90,32,85,

-160,3,2,80,32,90,32,1,228,203,2,230,191,18,152,77,2,95,52,52,

-107,71,99,143,2,90,32,66,165,244,167,195,192,16,231,104,10,236,137,8,

-236,77,1,66,15,2,75,51,32,224,30,1,224,68,16,64,20,37,87,205,

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-73,152,41,87,253,3,6,32,242,198,221,96,255,224,143,1,225,14,0,170,

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-1,229,176,2,68,22,32,73,135,203,165,92,229,84,5,195,206,228,157,2,

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-200,20,102,90,223,190,58,53,225,145,0,2,67,32,79,230,214,8,162,124,

-80,111,34,118,66,191,2,52,56,32,230,143,3,32,88,136,81,112,222,136,

-99,64,41,64,17,64,104,32,55,35,100,2,54,53,55,160,141,2,53,57,

-32,96,34,134,146,2,85,32,58,64,31,232,221,0,187,205,2,54,56,32,

-232,205,1,65,174,225,203,3,224,209,0,64,37,105,48,39,196,32,13,129,

-195,73,62,123,124,2,50,53,50,193,0,160,71,217,60,134,48,128,94,240,

-80,3,205,181,236,7,5,229,179,8,32,80,229,225,1,192,39,240,232,4,

-224,32,1,232,153,4,224,23,0,189,188,136,204,40,250,227,192,17,160,188,

-224,52,10,228,65,0,224,34,2,224,36,9,195,106,224,36,20,195,167,224,

-36,4,133,113,250,203,4,229,47,5,32,64,62,167,228,215,0,224,195,5,

-231,2,7,33,125,130,247,131,216,164,17,137,142,234,75,9,231,84,4,238,

-80,1,224,38,7,102,198,177,132,154,232,237,177,3,248,243,8,232,98,9,

-225,157,3,96,70,249,234,7,224,70,5,232,221,7,229,40,9,246,68,1,

-231,197,3,241,82,4,201,243,97,51,34,166,232,45,4,229,17,9,192,52,

-228,89,1,226,126,4,224,1,3,213,30,236,110,1,2,46,47,108,2,105,

-98,47,89,154,2,47,73,110,2,116,77,97,2,112,46,104,2,115,34,32,

-102,158,97,233,230,133,12,33,170,228,41,1,67,76,99,196,135,46,234,156,

-0,126,221,235,200,0,67,181,252,189,8,165,254,192,184,32,37,203,238,238,

-123,0,230,8,1,247,144,10,233,93,4,120,33,180,128,241,145,7,232,217,

-1,239,169,1,220,242,68,112,240,108,3,226,89,4,243,196,3,128,51,64,

-96,203,79,247,143,8,245,10,3,32,86,65,59,235,115,3,224,11,3,233,

-98,0,224,76,3,198,50,253,150,4,96,161,235,233,2,229,184,1,228,2,

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-8,2,58,53,54,241,6,0,128,78,224,61,2,2,67,34,32,160,35,129,

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-38,157,99,98,242,36,11,32,93,130,11,74,235,132,181,2,53,54,53,233,

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-66,57,227,165,3,232,122,1,247,105,8,192,62,64,6,64,19,224,65,14,

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-98,174,64,107,2,85,32,65,247,47,14,225,202,19,67,92,224,45,3,226,

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-226,196,5,224,50,0,224,89,21,225,226,8,226,49,14,128,107,70,174,234,

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-129,124,129,198,224,227,0,228,80,2,203,221,82,19,193,227,224,11,3,224,

-84,30,225,189,0,194,47,199,146,224,75,7,230,131,5,226,107,4,104,46,

-161,17,96,166,131,119,241,135,4,32,78,203,64,225,4,19,228,105,5,225,

-112,3,227,198,0,225,177,2,251,129,18,224,34,5,224,36,49,227,101,16,

-252,192,6,227,246,3,253,18,4,224,65,3,228,161,9,228,41,2,108,230,

-163,101,173,22,231,199,1,250,85,3,64,25,2,53,57,32,224,29,4,43,

-234,228,63,5,224,193,0,225,236,1,129,232,77,220,78,98,226,147,26,218,

-91,239,78,1,232,28,3,249,86,1,236,250,2,2,52,57,54,224,171,1,

-224,134,0,131,221,252,149,1,129,119,225,134,8,230,146,8,227,189,14,225,

-94,0,227,185,124,227,150,4,244,143,1,97,166,72,142,240,215,17,167,49,

-110,156,224,45,25,101,132,33,246,166,47,225,134,1,192,7,228,9,19,2,

-90,32,85,224,17,4,232,17,5,227,195,32,2,75,32,35,192,144,227,197,

-33,225,135,18,224,16,7,198,214,227,73,0,194,67,227,19,11,225,27,2,

-100,193,201,190,96,12,2,52,55,53,244,78,2,64,59,44,56,227,84,12,

-110,214,224,75,0,224,11,4,225,126,6,225,81,4,230,231,1,227,2,3,

-2,89,32,67,237,62,49,97,136,65,2,224,81,1,108,27,98,134,231,87,

-7,128,33,79,172,224,153,7,113,85,2,53,54,48,235,216,2,240,187,1,

-240,200,2,236,186,0,44,102,106,236,229,122,7,224,15,1,209,204,2,54,

-50,32,140,114,236,198,11,204,196,160,42,175,42,242,73,2,32,20,206,246,

-141,160,192,209,2,58,53,53,141,77,167,246,32,47,64,208,230,231,0,110,

-57,32,4,2,55,32,79,45,242,67,27,224,170,5,230,182,0,32,72,214,

-33,46,28,218,141,96,23,141,44,76,189,67,11,224,119,0,181,159,81,178,

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-224,16,6,228,219,2,228,134,0,233,30,2,176,158,226,171,9,228,131,20,

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-73,123,55,89,192,14,2,95,57,53,233,157,4,32,102,212,129,181,124,129,

-69,33,23,134,246,160,250,235,135,0,64,8,129,137,192,220,237,187,0,224,

-8,1,99,29,98,95,34,162,243,221,4,97,59,33,156,164,196,192,8,226,

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-135,71,133,69,32,14,203,80,202,66,197,238,227,151,3,239,145,3,33,20,

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-89,64,88,193,182,163,20,97,222,32,13,133,93,98,144,79,83,111,87,103,

-242,104,69,227,135,2,32,8,168,153,224,17,2,130,2,133,15,72,49,225,

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-24,193,156,2,75,32,95,226,0,4,32,26,220,98,133,23,232,71,2,231,

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-3,229,166,4,194,38,232,77,1,236,120,5,64,113,226,57,6,99,100,42,

-11,229,100,1,241,27,9,192,78,160,136,230,14,3,224,143,5,228,54,1,

-230,84,4,224,152,1,224,146,28,224,144,9,224,140,9,224,64,22,34,132,

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-225,5,231,36,0,234,211,17,224,244,11,137,187,224,244,88,227,4,0,235,

-196,13,224,241,23,238,212,2,226,30,3,224,241,26,224,21,1,163,255,225,

-3,7,225,9,0,215,41,229,240,3,229,238,1,227,228,3,250,99,4,68,

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-12,32,75,225,4,0,122,248,32,55,66,85,225,195,2,245,191,3,96,27,

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-94,37,42,224,144,1,224,245,47,67,52,224,245,7,224,244,4,224,12,1,

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-49,57,49,128,30,200,68,230,242,5,230,248,17,160,100,130,15,228,35,0,

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-70,169,162,82,195,97,2,49,56,56,224,93,0,232,216,10,96,46,99,4,

-109,88,104,194,2,49,56,53,128,26,164,159,83,217,32,13,129,65,128,63,

-32,14,129,25,2,80,32,58,64,57,64,10,232,78,2,2,109,104,115,2,

-99,97,99,2,104,101,34,128,42,129,22,231,182,23,144,237,231,250,9,186,

-92,238,161,3,2,49,51,49,238,162,0,67,104,74,57,230,201,0,2,49,

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-56,1,224,147,8,64,170,239,176,11,193,14,226,191,7,161,1,173,230,2,

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-114,64,31,130,39,224,147,8,166,176,240,124,9,97,180,162,80,72,187,224,

-159,8,32,83,130,96,2,94,117,110,2,103,101,116,2,98,32,58,96,46,

-225,172,8,32,69,65,88,234,225,2,181,79,2,95,56,52,172,36,239,85,

-0,240,179,6,2,49,55,51,234,244,0,236,37,3,2,104,71,101,2,116,

-67,104,2,97,114,58,2,32,69,79,2,70,34,32,225,43,1,190,138,47,

-78,66,242,186,31,2,94,103,101,128,157,226,199,0,228,67,9,76,201,64,

-22,68,142,209,222,143,122,64,146,234,52,4,224,134,1,2,111,112,101,2,

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-70,166,251,185,4,225,38,7,108,102,225,1,7,162,88,160,222,178,180,84,

-61,2,75,32,67,33,81,226,194,2,2,35,51,57,192,176,69,157,49,223,

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-18,2,54,32,102,224,237,0,2,39,92,57,2,50,38,39,2,39,34,32,

-224,33,3,47,243,224,213,0,224,120,3,210,107,84,45,68,22,224,20,4,

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-213,129,245,184,212,227,66,0,150,168,213,190,71,130,189,11,242,61,1,224,

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-2,64,145,224,31,5,2,98,34,32,224,31,2,110,196,224,32,5,2,102,

-34,32,224,32,3,66,16,224,32,5,2,110,34,32,224,32,3,66,213,224,

-32,5,2,114,34,32,224,32,2,65,45,224,31,5,2,116,34,32,224,64,

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-238,198,12,98,82,165,36,119,128,33,64,52,152,97,249,131,50,97,181,2,

-35,53,55,192,47,169,193,247,205,1,225,240,1,100,228,151,205,192,20,32,

-48,165,133,133,11,245,11,2,180,253,121,242,101,115,229,27,0,226,225,0,

-37,109,2,35,52,53,192,93,200,30,185,193,64,79,227,77,2,232,222,4,

-224,74,0,245,112,6,97,165,226,190,16,96,97,96,74,244,158,0,69,168,

-224,51,1,226,138,7,224,15,5,96,66,167,39,245,63,0,35,6,2,56,

-32,35,161,79,160,93,67,184,224,93,10,32,217,134,76,2,99,104,114,64,

-12,197,216,40,37,35,61,129,92,219,8,106,48,2,95,57,48,96,97,56,

-168,224,80,0,32,13,46,133,224,13,2,68,173,224,13,0,78,87,224,13,

-0,106,233,32,103,134,50,239,159,0,248,224,1,155,178,252,124,13,196,53,

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-23,132,201,75,1,234,60,3,249,148,9,228,244,0,253,56,1,65,186,224,

-87,14,192,204,134,92,74,107,224,39,11,130,104,244,132,6,133,252,124,204,

-224,180,20,192,24,161,174,139,164,188,9,239,145,11,96,34,235,192,6,241,

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-8,68,206,140,188,228,164,2,169,89,128,32,187,168,229,185,6,160,39,229,

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-104,96,64,13,37,111,32,12,189,23,92,38,2,49,52,50,128,89,120,149,

-103,91,188,39,96,18,32,11,2,61,61,32,32,11,170,102,139,83,104,202,

-71,231,185,13,96,190,189,232,234,245,3,121,237,224,19,0,32,69,240,100,

-1,121,132,32,6,112,100,96,40,125,136,32,17,64,204,102,57,2,58,49,

-51,206,71,255,8,0,166,50,110,219,72,93,64,11,236,91,3,193,208,224,

-37,3,228,26,4,228,24,1,137,32,132,42,132,38,224,78,7,224,76,4,

-232,117,4,244,119,3,128,218,186,58,210,131,224,200,4,194,219,186,75,67,

-142,130,7,32,18,250,62,0,164,22,32,18,248,127,1,226,122,1,32,22,

-227,24,0,224,60,1,129,160,169,236,64,147,64,42,117,209,246,248,0,32,

-37,210,81,57,240,32,13,129,130,2,94,99,108,2,111,115,101,76,64,186,

-6,226,156,1,2,58,49,50,129,118,240,151,12,108,83,239,19,11,224,42,

-5,65,226,57,239,160,34,2,49,49,54,236,14,3,236,16,7,214,227,236,

-24,4,96,136,254,154,0,130,227,32,96,96,22,187,147,64,10,228,110,3,

-224,170,4,216,163,96,55,254,88,5,96,19,70,193,64,21,170,186,247,62,

-3,2,49,49,52,236,68,3,224,26,5,236,95,3,224,28,6,103,110,224,

-27,11,233,178,1,2,119,43,34,242,27,5,2,49,50,52,255,44,1,202,

-226,127,180,65,90,240,81,1,237,62,2,176,83,253,164,4,240,152,0,33,

-18,130,63,2,94,102,111,77,178,32,15,229,81,5,228,171,17,186,149,75,

-199,129,52,136,61,186,133,32,108,72,90,123,16,32,20,205,180,112,46,97,

-20,32,20,130,74,47,198,2,115,116,100,2,111,117,116,32,18,186,87,108,

-201,97,220,128,9,117,153,2,49,49,53,226,32,5,226,30,0,64,76,186,

-134,111,251,2,70,73,76,2,69,32,58,96,29,192,18,2,117,116,102,80,

-57,186,144,199,126,140,214,131,115,32,28,129,9,32,143,2,112,101,114,2,

-102,111,114,2,109,73,79,64,21,129,15,58,223,96,145,239,60,1,240,42,

-5,32,140,130,30,32,8,126,180,169,199,32,53,129,16,112,240,126,95,192,

-47,129,26,185,103,128,81,178,247,129,31,185,60,106,48,2,58,49,48,129,

-26,126,102,64,17,158,121,2,117,116,98,64,14,128,233,228,166,1,200,216,

-64,6,99,228,97,252,243,83,2,233,182,9,164,162,94,124,202,129,153,64,

-64,138,183,230,65,4,182,237,99,25,195,64,63,168,229,3,2,243,36,8,

-100,4,164,218,227,87,1,136,60,225,70,6,229,97,1,131,118,64,184,86,

-227,224,62,5,164,176,32,26,224,55,1,223,57,227,212,5,224,225,2,241,

-219,7,224,89,8,242,122,13,183,207,34,230,241,126,5,2,101,97,100,237,

-72,3,32,40,130,29,2,65,46,119,2,114,105,116,82,142,183,155,131,73,

-192,77,161,237,235,25,0,32,134,75,131,237,2,7,252,160,1,191,150,165,

-161,96,198,64,36,32,55,236,82,0,242,60,2,239,70,3,32,109,162,65,

-51,24,2,95,55,57,108,253,103,98,127,147,2,95,56,50,143,222,237,134,

-13,152,99,237,131,5,68,252,116,52,90,216,224,46,5,237,97,17,224,151,

-2,160,43,160,19,2,95,57,56,64,165,248,26,0,161,247,96,156,78,222,

-160,175,96,52,224,70,2,32,26,64,17,153,9,234,129,3,129,39,128,130,

-95,122,245,124,1,252,11,1,130,35,96,36,162,21,224,42,4,224,66,15,

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+255,224,1,167,0,125,

};

 unsigned char *combexpr = data;

-int combexprlen = 83018;

+int combexprlen = 82846;

 #include "mhsffi.h"

 static struct ffi_entry table[] = {

 { 0,0 }

--- a/src/MicroHs/Parse.hs

+++ b/src/MicroHs/Parse.hs

@@ -13,7 +13,7 @@

 import MicroHs.Ident

 --import Debug.Trace

-type P a = Prsr () LexState Token a

+type P a = Prsr LexState Token a

 parseDie :: forall a . (Show a) =>

             P a -> FilePath -> String -> a

@@ -26,11 +26,11 @@

          P a -> FilePath -> String -> Either String a

 parse p fn file =

   let { ts = lexTopLS fn file } in

-  case runPrsr () p ts of

+  case runPrsr p ts of

     Left lf -> Left $ formatFailed fn (tmRawTokens ts) lf

-    Right [(a, _)] -> Right a

+    Right [a] -> Right a

     Right as -> Left $ "Ambiguous:"

-                       ++ unlines (map (show . fst) as)

+                       ++ unlines (map show  as)

 getSLoc :: P SLoc

 getSLoc = do

--- a/src/Text/ParserComb.hs

+++ b/src/Text/ParserComb.hs

@@ -3,7 +3,6 @@

 {-# OPTIONS_GHC -Wno-type-defaults #-}

 {-# LANGUAGE FunctionalDependencies #-}

 module Text.ParserComb(

-  get, put, modify,

   Prsr, runPrsr,

   satisfy, satisfyM,

   choice,

@@ -23,7 +22,6 @@

 import Prelude

 import Control.Applicative

 import Control.Monad

-import Compat

 data LastFail t

   = LastFail Int [t] [String]

@@ -59,29 +57,29 @@

   case tmNextToken tm of

     (t, _) -> [t]

-data Res s tm t a = Many [(a, (tm, s))] (LastFail t)

+data Res tm t a = Many [(a, tm)] (LastFail t)

   --deriving (Show)

-data Prsr s tm t a = P ((tm, s) -> Res s tm t a)

+data Prsr tm t a = P (tm -> Res tm t a)

 --instance Show (Prsr s t a) where show _ = "<<Prsr>>"

-runP :: forall s tm t a . Prsr s tm t a -> ((tm, s) -> Res s tm t a)

+runP :: forall tm t a . Prsr tm t a -> (tm -> Res tm t a)

 runP (P p) = p

-mapTokenState :: forall s tm t . (tm -> tm) -> Prsr s tm t ()

-mapTokenState f = P (\ (tm, s) -> Many [((), (f tm, s))] noFail)

+mapTokenState :: forall tm t . (tm -> tm) -> Prsr tm t ()

+mapTokenState f = P (\ tm -> Many [((), f tm)] noFail)

-instance forall s tm t . Functor (Prsr s tm t) where

+instance forall tm t . Functor (Prsr tm t) where

   fmap f p = P $ \ t ->

     case runP p t of

       Many aus lf -> Many [ (f a, u) | (a, u) <- aus ] lf

-instance forall s tm t . Applicative (Prsr s tm t) where

+instance forall tm t . Applicative (Prsr tm t) where

   pure a = P $ \ t -> Many [(a, t)] noFail

   (<*>) = ap

   (*>) p k = p >>= \ _ -> k

-instance forall s tm t . Monad (Prsr s tm t) where

+instance forall tm t . Monad (Prsr tm t) where

   (>>=) p k = P $ \ t ->

     case runP p t of

       Many aus plf ->

@@ -91,11 +89,11 @@

         in  Many rrs (longests (plf : lfs))

   return = pure

-instance forall s t tm . TokenMachine tm t => MonadFail (Prsr s tm t) where

-  fail m = P $ \ (ts, _) -> Many [] (LastFail (tmLeft ts) (firstToken ts) [m])

+instance forall t tm . TokenMachine tm t => MonadFail (Prsr tm t) where

+  fail m = P $ \ ts -> Many [] (LastFail (tmLeft ts) (firstToken ts) [m])

-instance forall s t tm . TokenMachine tm t => Alternative (Prsr s tm t) where

-  empty = P $ \ (ts, _) -> Many [] (LastFail (tmLeft ts) (firstToken ts) [])

+instance forall t tm . TokenMachine tm t => Alternative (Prsr tm t) where

+  empty = P $ \ ts -> Many [] (LastFail (tmLeft ts) (firstToken ts) [])

   (<|>) p q = P $ \ t ->

     case runP p t of

@@ -103,18 +101,9 @@

         case runP q t of

           Many b lfb -> Many (a ++ b) (longest lfa lfb)

-get :: forall s tm t . Prsr s tm t s

-get = P $ \ t@(_, s) -> Many [(s, t)] noFail

-put :: forall s tm t . s -> Prsr s tm t ()

-put s = P $ \ (ts, _) -> Many [((), (ts, s))] noFail

-modify :: forall s tm t . (s -> s) -> Prsr s tm t ()

-modify f = get >>= \ s -> put (f s)

 -- Left biased choice

 infixl 3 <|<

-(<|<) :: forall s tm t a . Prsr s tm t a -> Prsr s tm t a -> Prsr s tm t a

+(<|<) :: forall tm t a . Prsr tm t a -> Prsr tm t a -> Prsr tm t a

 (<|<) p q = P $ \ t ->

   case runP p t of

     Many [] lfa ->

@@ -122,38 +111,38 @@

          Many b lfb -> Many b (longest lfa lfb)

     r -> r

-satisfy :: forall s tm t . TokenMachine tm t => String -> (t -> Bool) -> Prsr s tm t t

-satisfy msg f = P $ \ (acs, s) ->

+satisfy :: forall tm t . TokenMachine tm t => String -> (t -> Bool) -> Prsr tm t t

+satisfy msg f = P $ \ acs ->

   case tmNextToken acs of

-    (c, cs) | f c -> Many [(c, (cs, s))] noFail

+    r@(c, _) | f c -> Many [r] noFail

     _ -> Many [] (LastFail (tmLeft acs) (firstToken acs) [msg])

-satisfyM :: forall s tm t a . TokenMachine tm t => String -> (t -> Maybe a) -> Prsr s tm t a

-satisfyM msg f = P $ \ (acs, s) ->

+satisfyM :: forall tm t a . TokenMachine tm t => String -> (t -> Maybe a) -> Prsr tm t a

+satisfyM msg f = P $ \ acs ->

   case tmNextToken acs of

-    (c, cs) | Just a <- f c -> Many [(a, (cs, s))] noFail

+    (c, cs) | Just a <- f c -> Many [(a, cs)] noFail

     _ -> Many [] (LastFail (tmLeft acs) (firstToken acs) [msg])

 infixl 9 <?>

-(<?>) :: forall s tm t a . Prsr s tm t a -> String -> Prsr s tm t a

+(<?>) :: forall tm t a . Prsr tm t a -> String -> Prsr tm t a

 (<?>) p e = P $ \ t ->

 --  trace ("<?> " ++ show e) $

   case runP p t of

     Many rs (LastFail l ts _) -> Many rs (LastFail l ts [e])

-lookAhead :: forall s tm t a . TokenMachine tm t => Prsr s tm t a -> Prsr s tm t ()

+lookAhead :: forall tm t a . TokenMachine tm t => Prsr tm t a -> Prsr tm t ()

 lookAhead p = P $ \ t ->

   case runP p t of

     Many [] (LastFail l ts xs) -> Many [] (LastFail l (take 1 ts) xs)

     _                          -> Many [((), t)] noFail

-nextToken :: forall s tm t . TokenMachine tm t => Prsr s tm t t

-nextToken = P $ \ t@(cs, _) ->

+nextToken :: forall tm t . TokenMachine tm t => Prsr tm t t

+nextToken = P $ \ cs ->

   case tmNextToken cs of

-    (c, _) -> Many [(c, t)] noFail

+    (c, _) -> Many [(c, cs)] noFail

{-

-eof :: forall s tm t . TokenMachine tm t => Prsr s tm t ()

+eof :: forall tm t . TokenMachine tm t => Prsr tm t ()

 eof = P $ \ t@(cs, _) ->

   case tmNextToken cs of

     Nothing -> Many [((), t)] noFail

@@ -161,7 +150,7 @@

-}

{-

-notFollowedBy :: forall s t a . Prsr s t a -> Prsr s t ()

+notFollowedBy :: forall t a . Prsr t a -> Prsr t ()

 notFollowedBy p = P $ \ t@(ts,_) ->

   case runP p t of

     Many [] _ -> Many [((), t)] noFail

@@ -168,40 +157,40 @@

     _         -> Many [] (LastFail (length ts) (take 1 ts) ["!"])

-}

-runPrsr :: forall s tm t a . --X(Show a, Show s) =>

-           s -> Prsr s tm t a -> tm -> Either (LastFail t) [(a, s)]

-runPrsr s (P p) f =

-  case p (f, s) of

+runPrsr :: forall tm t a . --X(Show a, Show s) =>

+           Prsr tm t a -> tm -> Either (LastFail t) [a]

+runPrsr (P p) f =

+  case p f of

     Many [] lf -> Left lf

-    Many xs _  -> Right [(a, snd x) | (a, x) <- xs ]

+    Many xs _  -> Right [a | (a, _) <- xs ]

 -------------------------------

-emany :: forall s tm t a . Prsr s tm t a -> Prsr s tm t [a]

+emany :: forall tm t a . Prsr tm t a -> Prsr tm t [a]

 emany p = esome p <|< pure []

-esome :: forall s tm t a . Prsr s tm t a -> Prsr s tm t [a]

+esome :: forall tm t a . Prsr tm t a -> Prsr tm t [a]

 esome p = (:) <$> p <*> emany p

-eoptional :: forall s tm t a . Prsr s tm t a -> Prsr s tm t (Maybe a)

+eoptional :: forall tm t a . Prsr tm t a -> Prsr tm t (Maybe a)

 eoptional p = (Just <$> p) <|< pure Nothing

-choice :: forall s tm t a . TokenMachine tm t => [Prsr s tm t a] -> Prsr s tm t a

+choice :: forall tm t a . TokenMachine tm t => [Prsr tm t a] -> Prsr tm t a

 choice [] = empty

 choice ps = foldr1 (<|>) ps

-sepBy1 :: forall s tm t a sep . TokenMachine tm t => Prsr s tm t a -> Prsr s tm t sep -> Prsr s tm t [a]

+sepBy1 :: forall tm t a sep . TokenMachine tm t => Prsr tm t a -> Prsr tm t sep -> Prsr tm t [a]

 sepBy1 p sep = (:) <$> p <*> many (sep *> p)

-esepBy1 :: forall s tm t a sep . Prsr s tm t a -> Prsr s tm t sep -> Prsr s tm t [a]

+esepBy1 :: forall tm t a sep . Prsr tm t a -> Prsr tm t sep -> Prsr tm t [a]

 esepBy1 p sep = (:) <$> p <*> emany (sep *> p)

-esepBy :: forall s tm t a sep . Prsr s tm t a -> Prsr s tm t sep -> Prsr s tm t [a]

+esepBy :: forall tm t a sep . Prsr tm t a -> Prsr tm t sep -> Prsr tm t [a]

 esepBy p sep = esepBy1 p sep <|< pure []

-esepEndBy :: forall s tm t a sep . Prsr s tm t a -> Prsr s tm t sep -> Prsr s tm t [a]

+esepEndBy :: forall tm t a sep . Prsr tm t a -> Prsr tm t sep -> Prsr tm t [a]

 esepEndBy p sep = esepEndBy1 p sep <|< pure []

-esepEndBy1 :: forall s tm t a sep . Prsr s tm t a -> Prsr s tm t sep -> Prsr s tm t [a]

+esepEndBy1 :: forall tm t a sep . Prsr tm t a -> Prsr tm t sep -> Prsr tm t [a]

 esepEndBy1 p sep = (:) <$> p <*> ((sep *> esepEndBy p sep) <|< pure [])

--

⑨