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55.800000000000004 84 "Sudoku program"
55.800000000000004 108 "Time1: 5269.1s = 1h 27m 49.1s"
55.800000000000004 120 "Time4: 6551.3s = 1h 49m 11.3s"
55.800000000000004 132 "Time4: 4188.7s = 1h 9m 48.7s"
55.800000000000004 144 "Time5: 5245.2s = 1h 27m 25.2s"
55.800000000000004 156 "Time6: 17130.0s = 4h 45m 30.0s"
55.800000000000004 168 "Time6: 123...: 70029.5s = 19h 27m"
280.19999999999993 168 "9.5s"
55.800000000000004 180 "Time6: 987...: 9803.0s = 2h 43m"
266.9999999999999 180 "23.0s"
55.800000000000004 192 "Time6: 12651.3s = 3h 30m 51.3s"
55.800000000000004 204 "Time6: 12142.5s = 3h 22m 22.5s"
55.800000000000004 216 "Time7: 3388.7s = 56m 28.7s"
55.800000000000004 240 "No buffer:"
55.800000000000004 264 "Time classic:"
194.3999999999999 264 "24794.2"
55.800000000000004 276 "Time turbo:"
194.3999999999999 276 "24784.9 0.04pct"
55.800000000000004 288 "Tracks transferred:"
194.3999999999999 288 "972876"
55.800000000000004 312 "Buffer:"
55.800000000000004 336 "Time classic:"
194.3999999999999 336 "3407.5"
55.800000000000004 348 "Time turbo:"
194.3999999999999 348 "3097.7 9.1pct"
55.800000000000004 360 "Tracks transferred:"
194.3999999999999 360 "6255"
55.800000000000004 420 ";"
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300 672 "9+j]);"
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75.6 72 "_"
75.6 72 "e_"
82.19999999999999 72 "n_"
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55.800000000000004 84 "_"
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62.4 108 "a_"
69 108 "l_"
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55.800000000000004 132 "_"
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75.6 144 "n:=n _"
108.59999999999997 144 "s_"
115.19999999999996 144 "h_"
121.79999999999995 144 "i_"
128.39999999999995 144 "f_"
134.99999999999994 144 "t −30;"
75.6 156 "n:=_"
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220.8 156 "∧"
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267 156 "45_"
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504.6 156 "40_"
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531.0000000000001 156 "45_"
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75.6 168 "n:=_"
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504.6 168 "40_"
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531.0000000000001 168 "43_"
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75.6 180 "n:=_"
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75.6 192 "nbits:=(_"
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148.19999999999993 192 "e_"
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55.800000000000004 204 "_"
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69 204 "d nbits;"
55.800000000000004 228 "select(16);"
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95.39999999999998 336 "rows[(i−1)"
161.4 336 "×"
168 336 "9+j] := (i−1)"
253.8 336 "×"
260.40000000000003 336 "9+1;"
95.4 348 "cols[(i−1)"
161.40000000000003 348 "×"
168.00000000000003 348 "9+j] := j"
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55.80000000000003 432 "submatrices[(i−1)"
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227.40000000000003 432 "×"
234.00000000000003 432 "3+(k−1)"
280.20000000000005 432 "×"
286.80000000000007 432 "9+l]"
319.8000000000002 432 ":="
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432.0000000000001 432 "×"
438.60000000000014 432 "3+1;"
55.80000000000012 456 "clock count;"
55.80000000000012 480 "print;"
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55.80000000000012 504 "p:=1;"
36.000000000000114 516 "a1:"
36.000000000000114 528 "a2:"
55.80000000000012 540 "best p:=0;"
55.80000000000012 552 "best n:=10;"
55.80000000000012 564 "best m:=_"
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55.80000000000012 588 "_"
55.80000000000012 588 "i_"
62.40000000000011 588 "f board[p]=0 _"
148.20000000000005 588 "t_"
154.80000000000004 588 "h_"
161.40000000000003 588 "e_"
168.00000000000003 588 "n"
55.80000000000012 600 "_"
55.80000000000012 600 "b_"
62.40000000000011 600 "e_"
69.00000000000011 600 "g_"
75.60000000000011 600 "i_"
82.2000000000001 600 "n"
75.60000000000011 612 "m:=_"
95.40000000000009 612 "1 0 _"
121.80000000000007 612 "9 m _"
148.20000000000005 612 "3_"
154.80000000000004 612 "0 0;"
75.60000000000011 624 "row1:=rows[p];"
75.60000000000011 636 "col1:=cols[p];"
75.60000000000011 648 "mat1 := submatrices[p];"
75.60000000000011 660 "mask:=_"
115.20000000000007 660 "1 0 _"
141.60000000000005 660 "3_"
148.20000000000005 660 "9 m;"
75.60000000000011 672 "i:= board[row1"
187.8 672 "]; _"
207.6 672 "i_"
214.2 672 "f i|"
233.99999999999997 672 "=0 _"
253.79999999999998 672 "t_"
260.4 672 "h_"
267 672 "e_"
273.6 672 "n"
286.80000000000007 672 "m:=m"
313.2000000000001 672 "∧"
319.8000000000001 672 "(mask"
359.40000000000026 672 "_"
359.40000000000026 672 "s_"
366.0000000000003 672 "h_"
372.6000000000003 672 "i_"
379.20000000000033 672 "f_"
385.80000000000035 672 "t"
399.0000000000004 672 "−i);"
75.60000000000011 684 "i:= board[row1+ 1]; _"
207.6 684 "i_"
214.2 684 "f i|"
233.99999999999997 684 "=0 _"
253.79999999999998 684 "t_"
260.4 684 "h_"
267 684 "e_"
273.6 684 "n"
286.80000000000007 684 "m:=m"
313.2000000000001 684 "∧"
319.8000000000001 684 "(mask"
359.40000000000026 684 "_"
359.40000000000026 684 "s_"
366.0000000000003 684 "h_"
372.6000000000003 684 "i_"
379.20000000000033 684 "f_"
385.80000000000035 684 "t"
399.0000000000004 684 "−i);"
75.60000000000011 696 "i:= board[row1+ 2]; _"
207.6 696 "i_"
214.2 696 "f i|"
233.99999999999997 696 "=0 _"
253.79999999999998 696 "t_"
260.4 696 "h_"
267 696 "e_"
273.6 696 "n"
286.80000000000007 696 "m:=m"
313.2000000000001 696 "∧"
319.8000000000001 696 "(mask"
359.40000000000026 696 "_"
359.40000000000026 696 "s_"
366.0000000000003 696 "h_"
372.6000000000003 696 "i_"
379.20000000000033 696 "f_"
385.80000000000035 696 "t"
399.0000000000004 696 "−i);"
75.60000000000011 708 "i:= board[row1+ 3]; _"
207.6 708 "i_"
214.2 708 "f i|"
233.99999999999997 708 "=0 _"
253.79999999999998 708 "t_"
260.4 708 "h_"
267 708 "e_"
273.6 708 "n"
286.80000000000007 708 "m:=m"
313.2000000000001 708 "∧"
319.8000000000001 708 "(mask"
359.40000000000026 708 "_"
359.40000000000026 708 "s_"
366.0000000000003 708 "h_"
372.6000000000003 708 "i_"
379.20000000000033 708 "f_"
385.80000000000035 708 "t"
399.0000000000004 708 "−i);"
75.60000000000011 720 "i:= board[row1+ 4]; _"
207.6 720 "i_"
214.2 720 "f i|"
233.99999999999997 720 "=0 _"
253.79999999999998 720 "t_"
260.4 720 "h_"
267 720 "e_"
273.6 720 "n"
286.80000000000007 720 "m:=m"
313.2000000000001 720 "∧"
319.8000000000001 720 "(mask"
359.40000000000026 720 "_"
359.40000000000026 720 "s_"
366.0000000000003 720 "h_"
372.6000000000003 720 "i_"
379.20000000000033 720 "f_"
385.80000000000035 720 "t"
399.0000000000004 720 "−i);"
75.60000000000011 732 "i:= board[row1+ 5]; _"
207.6 732 "i_"
214.2 732 "f i|"
233.99999999999997 732 "=0 _"
253.79999999999998 732 "t_"
260.4 732 "h_"
267 732 "e_"
273.6 732 "n"
286.80000000000007 732 "m:=m"
313.2000000000001 732 "∧"
319.8000000000001 732 "(mask"
359.40000000000026 732 "_"
359.40000000000026 732 "s_"
366.0000000000003 732 "h_"
372.6000000000003 732 "i_"
379.20000000000033 732 "f_"
385.80000000000035 732 "t"
399.0000000000004 732 "−i);"
75.60000000000011 744 "i:= board[row1+ 6]; _"
207.6 744 "i_"
214.2 744 "f i|"
233.99999999999997 744 "=0 _"
253.79999999999998 744 "t_"
260.4 744 "h_"
267 744 "e_"
273.6 744 "n"
286.80000000000007 744 "m:=m"
313.2000000000001 744 "∧"
319.8000000000001 744 "(mask"
359.40000000000026 744 "_"
359.40000000000026 744 "s_"
366.0000000000003 744 "h_"
372.6000000000003 744 "i_"
379.20000000000033 744 "f_"
385.80000000000035 744 "t"
399.0000000000004 744 "−i);"
75.60000000000011 756 "i:= board[row1+ 7]; _"
207.6 756 "i_"
214.2 756 "f i|"
233.99999999999997 756 "=0 _"
253.79999999999998 756 "t_"
260.4 756 "h_"
267 756 "e_"
273.6 756 "n"
286.80000000000007 756 "m:=m"
313.2000000000001 756 "∧"
319.8000000000001 756 "(mask"
359.40000000000026 756 "_"
359.40000000000026 756 "s_"
366.0000000000003 756 "h_"
372.6000000000003 756 "i_"
379.20000000000033 756 "f_"
385.80000000000035 756 "t"
399.0000000000004 756 "−i);"
75.60000000000011 768 "i:= board[row1+ 8]; _"
207.6 768 "i_"
214.2 768 "f i|"
233.99999999999997 768 "=0 _"
253.79999999999998 768 "t_"
260.4 768 "h_"
267 768 "e_"
273.6 768 "n"
286.80000000000007 768 "m:=m"
313.2000000000001 768 "∧"
319.8000000000001 768 "(mask"
359.40000000000026 768 "_"
359.40000000000026 768 "s_"
366.0000000000003 768 "h_"
372.6000000000003 768 "i_"
379.20000000000033 768 "f_"
385.80000000000035 768 "t"
399.0000000000004 768 "−i);"
75.60000000000011 780 "i:= board[col1"
187.8 780 "]; _"
207.6 780 "i_"
214.2 780 "f i|"
233.99999999999997 780 "=0 _"
253.79999999999998 780 "t_"
260.4 780 "h_"
267 780 "e_"
273.6 780 "n"
286.80000000000007 780 "m:=m"
313.2000000000001 780 "∧"
319.8000000000001 780 "(mask"
359.40000000000026 780 "_"
359.40000000000026 780 "s_"
366.0000000000003 780 "h_"
372.6000000000003 780 "i_"
379.20000000000033 780 "f_"
385.80000000000035 780 "t"
399.0000000000004 780 "−i);"
75.60000000000011 792 "i:= board[col1+ 9]; _"
207.6 792 "i_"
214.2 792 "f i|"
233.99999999999997 792 "=0 _"
253.79999999999998 792 "t_"
260.4 792 "h_"
267 792 "e_"
273.6 792 "n"
286.80000000000007 792 "m:=m"
313.2000000000001 792 "∧"
319.8000000000001 792 "(mask"
359.40000000000026 792 "_"
359.40000000000026 792 "s_"
366.0000000000003 792 "h_"
372.6000000000003 792 "i_"
379.20000000000033 792 "f_"
385.80000000000035 792 "t"
399.0000000000004 792 "−i);"
75.6 36 "i:= board[col1+18]; _"
207.59999999999988 36 "i_"
214.19999999999987 36 "f i|"
233.99999999999986 36 "=0 _"
253.79999999999987 36 "t_"
260.39999999999986 36 "h_"
266.9999999999999 36 "e_"
273.5999999999999 36 "n"
286.79999999999995 36 "m:=m"
313.2 36 "∧"
319.8 36 "(mask"
359.40000000000015 36 "_"
359.40000000000015 36 "s_"
366.00000000000017 36 "h_"
372.6000000000002 36 "i_"
379.2000000000002 36 "f_"
385.80000000000024 36 "t"
399.0000000000003 36 "−i);"
75.6 48 "i:= board[col1+27]; _"
207.59999999999988 48 "i_"
214.19999999999987 48 "f i|"
233.99999999999986 48 "=0 _"
253.79999999999987 48 "t_"
260.39999999999986 48 "h_"
266.9999999999999 48 "e_"
273.5999999999999 48 "n"
286.79999999999995 48 "m:=m"
313.2 48 "∧"
319.8 48 "(mask"
359.40000000000015 48 "_"
359.40000000000015 48 "s_"
366.00000000000017 48 "h_"
372.6000000000002 48 "i_"
379.2000000000002 48 "f_"
385.80000000000024 48 "t"
399.0000000000003 48 "−i);"
75.6 60 "i:= board[col1+36]; _"
207.59999999999988 60 "i_"
214.19999999999987 60 "f i|"
233.99999999999986 60 "=0 _"
253.79999999999987 60 "t_"
260.39999999999986 60 "h_"
266.9999999999999 60 "e_"
273.5999999999999 60 "n"
286.79999999999995 60 "m:=m"
313.2 60 "∧"
319.8 60 "(mask"
359.40000000000015 60 "_"
359.40000000000015 60 "s_"
366.00000000000017 60 "h_"
372.6000000000002 60 "i_"
379.2000000000002 60 "f_"
385.80000000000024 60 "t"
399.0000000000003 60 "−i);"
75.6 72 "i:= board[col1+45]; _"
207.59999999999988 72 "i_"
214.19999999999987 72 "f i|"
233.99999999999986 72 "=0 _"
253.79999999999987 72 "t_"
260.39999999999986 72 "h_"
266.9999999999999 72 "e_"
273.5999999999999 72 "n"
286.79999999999995 72 "m:=m"
313.2 72 "∧"
319.8 72 "(mask"
359.40000000000015 72 "_"
359.40000000000015 72 "s_"
366.00000000000017 72 "h_"
372.6000000000002 72 "i_"
379.2000000000002 72 "f_"
385.80000000000024 72 "t"
399.0000000000003 72 "−i);"
75.6 84 "i:= board[col1+54]; _"
207.59999999999988 84 "i_"
214.19999999999987 84 "f i|"
233.99999999999986 84 "=0 _"
253.79999999999987 84 "t_"
260.39999999999986 84 "h_"
266.9999999999999 84 "e_"
273.5999999999999 84 "n"
286.79999999999995 84 "m:=m"
313.2 84 "∧"
319.8 84 "(mask"
359.40000000000015 84 "_"
359.40000000000015 84 "s_"
366.00000000000017 84 "h_"
372.6000000000002 84 "i_"
379.2000000000002 84 "f_"
385.80000000000024 84 "t"
399.0000000000003 84 "−i);"
75.6 96 "i:= board[col1+63]; _"
207.59999999999988 96 "i_"
214.19999999999987 96 "f i|"
233.99999999999986 96 "=0 _"
253.79999999999987 96 "t_"
260.39999999999986 96 "h_"
266.9999999999999 96 "e_"
273.5999999999999 96 "n"
286.79999999999995 96 "m:=m"
313.2 96 "∧"
319.8 96 "(mask"
359.40000000000015 96 "_"
359.40000000000015 96 "s_"
366.00000000000017 96 "h_"
372.6000000000002 96 "i_"
379.2000000000002 96 "f_"
385.80000000000024 96 "t"
399.0000000000003 96 "−i);"
75.6 108 "i:= board[col1+72]; _"
207.59999999999988 108 "i_"
214.19999999999987 108 "f i|"
233.99999999999986 108 "=0 _"
253.79999999999987 108 "t_"
260.39999999999986 108 "h_"
266.9999999999999 108 "e_"
273.5999999999999 108 "n"
286.79999999999995 108 "m:=m"
313.2 108 "∧"
319.8 108 "(mask"
359.40000000000015 108 "_"
359.40000000000015 108 "s_"
366.00000000000017 108 "h_"
372.6000000000002 108 "i_"
379.2000000000002 108 "f_"
385.80000000000024 108 "t"
399.0000000000003 108 "−i);"
75.6 120 "i:= board[mat1"
187.7999999999999 120 "]; _"
207.59999999999988 120 "i_"
214.19999999999987 120 "f i|"
233.99999999999986 120 "=0 _"
253.79999999999987 120 "t_"
260.39999999999986 120 "h_"
266.9999999999999 120 "e_"
273.5999999999999 120 "n"
286.79999999999995 120 "m:=m"
313.2 120 "∧"
319.8 120 "(mask"
359.40000000000015 120 "_"
359.40000000000015 120 "s_"
366.00000000000017 120 "h_"
372.6000000000002 120 "i_"
379.2000000000002 120 "f_"
385.80000000000024 120 "t"
399.0000000000003 120 "−i);"
75.6 132 "i:= board[mat1+ 1]; _"
207.59999999999988 132 "i_"
214.19999999999987 132 "f i|"
233.99999999999986 132 "=0 _"
253.79999999999987 132 "t_"
260.39999999999986 132 "h_"
266.9999999999999 132 "e_"
273.5999999999999 132 "n"
286.79999999999995 132 "m:=m"
313.2 132 "∧"
319.8 132 "(mask"
359.40000000000015 132 "_"
359.40000000000015 132 "s_"
366.00000000000017 132 "h_"
372.6000000000002 132 "i_"
379.2000000000002 132 "f_"
385.80000000000024 132 "t"
399.0000000000003 132 "−i);"
75.6 144 "i:= board[mat1+ 2]; _"
207.59999999999988 144 "i_"
214.19999999999987 144 "f i|"
233.99999999999986 144 "=0 _"
253.79999999999987 144 "t_"
260.39999999999986 144 "h_"
266.9999999999999 144 "e_"
273.5999999999999 144 "n"
286.79999999999995 144 "m:=m"
313.2 144 "∧"
319.8 144 "(mask"
359.40000000000015 144 "_"
359.40000000000015 144 "s_"
366.00000000000017 144 "h_"
372.6000000000002 144 "i_"
379.2000000000002 144 "f_"
385.80000000000024 144 "t"
399.0000000000003 144 "−i);"
75.6 156 "i:= board[mat1+ 9]; _"
207.59999999999988 156 "i_"
214.19999999999987 156 "f i|"
233.99999999999986 156 "=0 _"
253.79999999999987 156 "t_"
260.39999999999986 156 "h_"
266.9999999999999 156 "e_"
273.5999999999999 156 "n"
286.79999999999995 156 "m:=m"
313.2 156 "∧"
319.8 156 "(mask"
359.40000000000015 156 "_"
359.40000000000015 156 "s_"
366.00000000000017 156 "h_"
372.6000000000002 156 "i_"
379.2000000000002 156 "f_"
385.80000000000024 156 "t"
399.0000000000003 156 "−i);"
75.6 168 "i:= board[mat1+10]; _"
207.59999999999988 168 "i_"
214.19999999999987 168 "f i|"
233.99999999999986 168 "=0 _"
253.79999999999987 168 "t_"
260.39999999999986 168 "h_"
266.9999999999999 168 "e_"
273.5999999999999 168 "n"
286.79999999999995 168 "m:=m"
313.2 168 "∧"
319.8 168 "(mask"
359.40000000000015 168 "_"
359.40000000000015 168 "s_"
366.00000000000017 168 "h_"
372.6000000000002 168 "i_"
379.2000000000002 168 "f_"
385.80000000000024 168 "t"
399.0000000000003 168 "−i);"
75.6 180 "i:= board[mat1+11]; _"
207.59999999999988 180 "i_"
214.19999999999987 180 "f i|"
233.99999999999986 180 "=0 _"
253.79999999999987 180 "t_"
260.39999999999986 180 "h_"
266.9999999999999 180 "e_"
273.5999999999999 180 "n"
286.79999999999995 180 "m:=m"
313.2 180 "∧"
319.8 180 "(mask"
359.40000000000015 180 "_"
359.40000000000015 180 "s_"
366.00000000000017 180 "h_"
372.6000000000002 180 "i_"
379.2000000000002 180 "f_"
385.80000000000024 180 "t"
399.0000000000003 180 "−i);"
75.6 192 "i:= board[mat1+18]; _"
207.59999999999988 192 "i_"
214.19999999999987 192 "f i|"
233.99999999999986 192 "=0 _"
253.79999999999987 192 "t_"
260.39999999999986 192 "h_"
266.9999999999999 192 "e_"
273.5999999999999 192 "n"
286.79999999999995 192 "m:=m"
313.2 192 "∧"
319.8 192 "(mask"
359.40000000000015 192 "_"
359.40000000000015 192 "s_"
366.00000000000017 192 "h_"
372.6000000000002 192 "i_"
379.2000000000002 192 "f_"
385.80000000000024 192 "t"
399.0000000000003 192 "−i);"
75.6 204 "i:= board[mat1+19]; _"
207.59999999999988 204 "i_"
214.19999999999987 204 "f i|"
233.99999999999986 204 "=0 _"
253.79999999999987 204 "t_"
260.39999999999986 204 "h_"
266.9999999999999 204 "e_"
273.5999999999999 204 "n"
286.79999999999995 204 "m:=m"
313.2 204 "∧"
319.8 204 "(mask"
359.40000000000015 204 "_"
359.40000000000015 204 "s_"
366.00000000000017 204 "h_"
372.6000000000002 204 "i_"
379.2000000000002 204 "f_"
385.80000000000024 204 "t"
399.0000000000003 204 "−i);"
75.6 216 "i:= board[mat1+20]; _"
207.59999999999988 216 "i_"
214.19999999999987 216 "f i|"
233.99999999999986 216 "=0 _"
253.79999999999987 216 "t_"
260.39999999999986 216 "h_"
266.9999999999999 216 "e_"
273.5999999999999 216 "n"
286.79999999999995 216 "m:=m"
313.2 216 "∧"
319.8 216 "(mask"
359.40000000000015 216 "_"
359.40000000000015 216 "s_"
366.00000000000017 216 "h_"
372.6000000000002 216 "i_"
379.2000000000002 216 "f_"
385.80000000000024 216 "t"
399.0000000000003 216 "−i);"
75.6 228 "n:=nbits(m);"
75.6 240 "possible[p]:=m;"
75.6 252 "_"
75.6 252 "i_"
82.19999999999999 252 "f n<best n _"
154.79999999999993 252 "t_"
161.39999999999992 252 "h_"
167.99999999999991 252 "e_"
174.5999999999999 252 "n"
75.6 264 "_"
75.6 264 "b_"
82.19999999999999 264 "e_"
88.79999999999998 264 "g_"
95.39999999999998 264 "i_"
101.99999999999997 264 "n"
95.39999999999998 276 "best n:=n;"
95.39999999999998 288 "best p:=p;"
95.39999999999998 300 "best m:=m"
75.6 312 "_"
75.6 312 "e_"
82.19999999999999 312 "n_"
88.79999999999998 312 "d better"
55.800000000000004 324 "_"
55.800000000000004 324 "e_"
62.4 324 "n_"
69 324 "d p free"
55.800000000000004 336 "_"
55.800000000000004 336 "e_"
62.4 336 "l_"
69 336 "s_"
75.6 336 "e"
55.800000000000004 348 "possible[p]:=_"
141.59999999999994 348 "4_"
148.19999999999993 348 "0 0;"
55.800000000000004 360 "_"
55.800000000000004 360 "i_"
62.4 360 "f best n=10 _"
141.59999999999994 360 "t_"
148.19999999999993 360 "h_"
154.79999999999993 360 "e_"
161.39999999999992 360 "n _"
174.5999999999999 360 "g_"
181.1999999999999 360 "o_"
187.7999999999999 360 "t_"
194.3999999999999 360 "o FOUND;"
55.800000000000004 372 "_"
55.800000000000004 372 "i_"
62.4 372 "f best n=0 _"
134.99999999999994 372 "t_"
141.59999999999994 372 "h_"
148.19999999999993 372 "e_"
154.79999999999993 372 "n"
55.800000000000004 384 "_"
55.800000000000004 384 "b_"
62.4 384 "e_"
69 384 "g_"
75.6 384 "i_"
82.19999999999999 384 "n"
75.6 396 "s:=s−2;"
75.6 408 "_"
75.6 408 "i_"
82.19999999999999 408 "f s<0 _"
121.79999999999995 408 "t_"
128.39999999999995 408 "h_"
134.99999999999994 408 "e_"
141.59999999999994 408 "n _"
154.79999999999993 408 "g_"
161.39999999999992 408 "o_"
167.99999999999991 408 "t_"
174.5999999999999 408 "o BAD;"
75.6 420 "board[stack[s]]:=0;"
75.6 432 "_"
75.6 432 "g_"
82.19999999999999 432 "o_"
88.79999999999998 432 "t_"
95.39999999999998 432 "o a3"
55.800000000000004 444 "_"
55.800000000000004 444 "e_"
62.4 444 "n_"
69 444 "d dead end;"
55.800000000000004 456 "_"
55.800000000000004 456 "i_"
62.4 456 "f best n>1 _"
134.99999999999994 456 "t_"
141.59999999999994 456 "h_"
148.19999999999993 456 "e_"
154.79999999999993 456 "n"
55.800000000000004 468 "_"
55.800000000000004 468 "b_"
62.4 468 "e_"
69 468 "g_"
75.6 468 "i_"
82.19999999999999 468 "n"
75.6 480 "_"
75.6 480 "f_"
82.19999999999999 480 "o_"
88.79999999999998 480 "r p:=1 _"
134.99999999999994 480 "s_"
141.59999999999994 480 "t_"
148.19999999999993 480 "e_"
154.79999999999993 480 "p 1 _"
181.1999999999999 480 "u_"
187.7999999999999 480 "n_"
194.3999999999999 480 "t_"
200.9999999999999 480 "i_"
207.59999999999988 480 "l 81 _"
240.59999999999985 480 "d_"
247.19999999999985 480 "o"
75.6 492 "_"
75.6 492 "i_"
82.19999999999999 492 "f board[p]=0 _"
167.99999999999991 492 "t_"
174.5999999999999 492 "h_"
181.1999999999999 492 "e_"
187.7999999999999 492 "n"
75.6 504 "_"
75.6 504 "b_"
82.19999999999999 504 "e_"
88.79999999999998 504 "g_"
95.39999999999998 504 "i_"
101.99999999999997 504 "n"
95.39999999999998 516 "m:=possible[p];"
95.39999999999998 528 "_"
95.39999999999998 528 "f_"
101.99999999999997 528 "o_"
108.59999999999997 528 "r j:=1 _"
154.79999999999993 528 "s_"
161.39999999999992 528 "t_"
167.99999999999991 528 "e_"
174.5999999999999 528 "p 1 _"
200.9999999999999 528 "u_"
207.59999999999988 528 "n_"
214.19999999999987 528 "t_"
220.79999999999987 528 "i_"
227.39999999999986 528 "l 9 _"
253.79999999999987 528 "d_"
260.39999999999986 528 "o"
95.39999999999998 540 "_"
95.39999999999998 540 "i_"
101.99999999999997 540 "f m _"
128.39999999999995 540 "s_"
134.99999999999994 540 "h_"
141.59999999999994 540 "i_"
148.19999999999993 540 "f_"
154.79999999999993 540 "t j _"
181.1999999999999 540 "t_"
187.7999999999999 540 "h_"
194.3999999999999 540 "e_"
200.9999999999999 540 "n"
95.39999999999998 552 "_"
95.39999999999998 552 "b_"
101.99999999999997 552 "e_"
108.59999999999997 552 "g_"
115.19999999999996 552 "i_"
121.79999999999995 552 "n"
115.19999999999996 564 "row1:=rows[p];"
115.19999999999996 576 "col1:=cols[p];"
115.19999999999996 588 "mat1 := submatrices[p];"
115.19999999999996 600 "k:=0;"
115.19999999999996 612 "_"
115.19999999999996 612 "i_"
121.79999999999995 612 "f possible[row1"
240.59999999999985 612 "] _"
253.79999999999987 612 "s_"
260.39999999999986 612 "h_"
266.9999999999999 612 "i_"
273.5999999999999 612 "f_"
280.19999999999993 612 "t"
293.4 612 "j"
306.6 612 "_"
306.6 612 "t_"
313.20000000000005 612 "h_"
319.80000000000007 612 "e_"
326.4000000000001 612 "n"
339.60000000000014 612 "k:=k+1;"
115.19999999999996 624 "_"
115.19999999999996 624 "i_"
121.79999999999995 624 "f possible[row1+ 1] _"
253.79999999999987 624 "s_"
260.39999999999986 624 "h_"
266.9999999999999 624 "i_"
273.5999999999999 624 "f_"
280.19999999999993 624 "t"
293.4 624 "j"
306.6 624 "_"
306.6 624 "t_"
313.20000000000005 624 "h_"
319.80000000000007 624 "e_"
326.4000000000001 624 "n"
339.60000000000014 624 "k:=k+1;"
115.19999999999996 636 "_"
115.19999999999996 636 "i_"
121.79999999999995 636 "f possible[row1+ 2] _"
253.79999999999987 636 "s_"
260.39999999999986 636 "h_"
266.9999999999999 636 "i_"
273.5999999999999 636 "f_"
280.19999999999993 636 "t"
293.4 636 "j"
306.6 636 "_"
306.6 636 "t_"
313.20000000000005 636 "h_"
319.80000000000007 636 "e_"
326.4000000000001 636 "n"
339.60000000000014 636 "k:=k+1;"
115.19999999999996 648 "_"
115.19999999999996 648 "i_"
121.79999999999995 648 "f possible[row1+ 3] _"
253.79999999999987 648 "s_"
260.39999999999986 648 "h_"
266.9999999999999 648 "i_"
273.5999999999999 648 "f_"
280.19999999999993 648 "t"
293.4 648 "j"
306.6 648 "_"
306.6 648 "t_"
313.20000000000005 648 "h_"
319.80000000000007 648 "e_"
326.4000000000001 648 "n"
339.60000000000014 648 "k:=k+1;"
115.19999999999996 660 "_"
115.19999999999996 660 "i_"
121.79999999999995 660 "f possible[row1+ 4] _"
253.79999999999987 660 "s_"
260.39999999999986 660 "h_"
266.9999999999999 660 "i_"
273.5999999999999 660 "f_"
280.19999999999993 660 "t"
293.4 660 "j"
306.6 660 "_"
306.6 660 "t_"
313.20000000000005 660 "h_"
319.80000000000007 660 "e_"
326.4000000000001 660 "n"
339.60000000000014 660 "k:=k+1;"
115.19999999999996 672 "_"
115.19999999999996 672 "i_"
121.79999999999995 672 "f possible[row1+ 5] _"
253.79999999999987 672 "s_"
260.39999999999986 672 "h_"
266.9999999999999 672 "i_"
273.5999999999999 672 "f_"
280.19999999999993 672 "t"
293.4 672 "j"
306.6 672 "_"
306.6 672 "t_"
313.20000000000005 672 "h_"
319.80000000000007 672 "e_"
326.4000000000001 672 "n"
339.60000000000014 672 "k:=k+1;"
115.19999999999996 684 "_"
115.19999999999996 684 "i_"
121.79999999999995 684 "f possible[row1+ 6] _"
253.79999999999987 684 "s_"
260.39999999999986 684 "h_"
266.9999999999999 684 "i_"
273.5999999999999 684 "f_"
280.19999999999993 684 "t"
293.4 684 "j"
306.6 684 "_"
306.6 684 "t_"
313.20000000000005 684 "h_"
319.80000000000007 684 "e_"
326.4000000000001 684 "n"
339.60000000000014 684 "k:=k+1;"
115.19999999999996 696 "_"
115.19999999999996 696 "i_"
121.79999999999995 696 "f possible[row1+ 7] _"
253.79999999999987 696 "s_"
260.39999999999986 696 "h_"
266.9999999999999 696 "i_"
273.5999999999999 696 "f_"
280.19999999999993 696 "t"
293.4 696 "j"
306.6 696 "_"
306.6 696 "t_"
313.20000000000005 696 "h_"
319.80000000000007 696 "e_"
326.4000000000001 696 "n"
339.60000000000014 696 "k:=k+1;"
115.19999999999996 708 "_"
115.19999999999996 708 "i_"
121.79999999999995 708 "f possible[row1+ 8] _"
253.79999999999987 708 "s_"
260.39999999999986 708 "h_"
266.9999999999999 708 "i_"
273.5999999999999 708 "f_"
280.19999999999993 708 "t"
293.4 708 "j"
306.6 708 "_"
306.6 708 "t_"
313.20000000000005 708 "h_"
319.80000000000007 708 "e_"
326.4000000000001 708 "n"
339.60000000000014 708 "k:=k+1;"
115.19999999999996 720 "_"
115.19999999999996 720 "i_"
121.79999999999995 720 "f k=1 _"
161.39999999999992 720 "t_"
167.99999999999991 720 "h_"
174.5999999999999 720 "e_"
181.1999999999999 720 "n"
115.19999999999996 732 "_"
115.19999999999996 732 "b_"
121.79999999999995 732 "e_"
128.39999999999995 732 "g_"
134.99999999999994 732 "i_"
141.59999999999994 732 "n"
134.99999999999994 744 "best p:=p;"
134.99999999999994 756 "best m:=_"
187.7999999999999 756 "1 1 _"
214.19999999999987 756 "3_"
220.79999999999987 756 "9 0 _"
247.19999999999985 756 "s_"
253.79999999999987 756 "h_"
260.39999999999986 756 "i_"
266.9999999999999 756 "f_"
273.5999999999999 756 "t"
286.79999999999995 756 "−j;"
134.99999999999994 768 "_"
134.99999999999994 768 "g_"
141.59999999999994 768 "o_"
148.19999999999993 768 "t_"
154.79999999999993 768 "o better"
115.19999999999996 780 "_"
115.19999999999996 780 "e_"
121.79999999999995 780 "n_"
128.39999999999995 780 "d only in row;"
115.19999999999996 792 "k:=0;"
115.19999999999996 36 "_"
115.19999999999996 36 "i_"
121.79999999999995 36 "f possible[col1"
240.59999999999985 36 "] _"
253.79999999999987 36 "s_"
260.39999999999986 36 "h_"
266.9999999999999 36 "i_"
273.5999999999999 36 "f_"
280.19999999999993 36 "t"
293.4 36 "j"
306.6 36 "_"
306.6 36 "t_"
313.20000000000005 36 "h_"
319.80000000000007 36 "e_"
326.4000000000001 36 "n"
339.60000000000014 36 "k:=k+1;"
115.19999999999996 48 "_"
115.19999999999996 48 "i_"
121.79999999999995 48 "f possible[col1+ 9] _"
253.79999999999987 48 "s_"
260.39999999999986 48 "h_"
266.9999999999999 48 "i_"
273.5999999999999 48 "f_"
280.19999999999993 48 "t"
293.4 48 "j"
306.6 48 "_"
306.6 48 "t_"
313.20000000000005 48 "h_"
319.80000000000007 48 "e_"
326.4000000000001 48 "n"
339.60000000000014 48 "k:=k+1;"
115.19999999999996 60 "_"
115.19999999999996 60 "i_"
121.79999999999995 60 "f possible[col1+18] _"
253.79999999999987 60 "s_"
260.39999999999986 60 "h_"
266.9999999999999 60 "i_"
273.5999999999999 60 "f_"
280.19999999999993 60 "t"
293.4 60 "j"
306.6 60 "_"
306.6 60 "t_"
313.20000000000005 60 "h_"
319.80000000000007 60 "e_"
326.4000000000001 60 "n"
339.60000000000014 60 "k:=k+1;"
115.19999999999996 72 "_"
115.19999999999996 72 "i_"
121.79999999999995 72 "f possible[col1+27] _"
253.79999999999987 72 "s_"
260.39999999999986 72 "h_"
266.9999999999999 72 "i_"
273.5999999999999 72 "f_"
280.19999999999993 72 "t"
293.4 72 "j"
306.6 72 "_"
306.6 72 "t_"
313.20000000000005 72 "h_"
319.80000000000007 72 "e_"
326.4000000000001 72 "n"
339.60000000000014 72 "k:=k+1;"
115.19999999999996 84 "_"
115.19999999999996 84 "i_"
121.79999999999995 84 "f possible[col1+36] _"
253.79999999999987 84 "s_"
260.39999999999986 84 "h_"
266.9999999999999 84 "i_"
273.5999999999999 84 "f_"
280.19999999999993 84 "t"
293.4 84 "j"
306.6 84 "_"
306.6 84 "t_"
313.20000000000005 84 "h_"
319.80000000000007 84 "e_"
326.4000000000001 84 "n"
339.60000000000014 84 "k:=k+1;"
115.19999999999996 96 "_"
115.19999999999996 96 "i_"
121.79999999999995 96 "f possible[col1+45] _"
253.79999999999987 96 "s_"
260.39999999999986 96 "h_"
266.9999999999999 96 "i_"
273.5999999999999 96 "f_"
280.19999999999993 96 "t"
293.4 96 "j"
306.6 96 "_"
306.6 96 "t_"
313.20000000000005 96 "h_"
319.80000000000007 96 "e_"
326.4000000000001 96 "n"
339.60000000000014 96 "k:=k+1;"
115.19999999999996 108 "_"
115.19999999999996 108 "i_"
121.79999999999995 108 "f possible[col1+54] _"
253.79999999999987 108 "s_"
260.39999999999986 108 "h_"
266.9999999999999 108 "i_"
273.5999999999999 108 "f_"
280.19999999999993 108 "t"
293.4 108 "j"
306.6 108 "_"
306.6 108 "t_"
313.20000000000005 108 "h_"
319.80000000000007 108 "e_"
326.4000000000001 108 "n"
339.60000000000014 108 "k:=k+1;"
115.19999999999996 120 "_"
115.19999999999996 120 "i_"
121.79999999999995 120 "f possible[col1+63] _"
253.79999999999987 120 "s_"
260.39999999999986 120 "h_"
266.9999999999999 120 "i_"
273.5999999999999 120 "f_"
280.19999999999993 120 "t"
293.4 120 "j"
306.6 120 "_"
306.6 120 "t_"
313.20000000000005 120 "h_"
319.80000000000007 120 "e_"
326.4000000000001 120 "n"
339.60000000000014 120 "k:=k+1;"
115.19999999999996 132 "_"
115.19999999999996 132 "i_"
121.79999999999995 132 "f possible[col1+72] _"
253.79999999999987 132 "s_"
260.39999999999986 132 "h_"
266.9999999999999 132 "i_"
273.5999999999999 132 "f_"
280.19999999999993 132 "t"
293.4 132 "j"
306.6 132 "_"
306.6 132 "t_"
313.20000000000005 132 "h_"
319.80000000000007 132 "e_"
326.4000000000001 132 "n"
339.60000000000014 132 "k:=k+1;"
115.19999999999996 144 "_"
115.19999999999996 144 "i_"
121.79999999999995 144 "f k=1 _"
161.39999999999992 144 "t_"
167.99999999999991 144 "h_"
174.5999999999999 144 "e_"
181.1999999999999 144 "n"
115.19999999999996 156 "_"
115.19999999999996 156 "b_"
121.79999999999995 156 "e_"
128.39999999999995 156 "g_"
134.99999999999994 156 "i_"
141.59999999999994 156 "n"
134.99999999999994 168 "best p:=p;"
134.99999999999994 180 "best m:=_"
187.7999999999999 180 "1 1 _"
214.19999999999987 180 "3_"
220.79999999999987 180 "9 0 _"
247.19999999999985 180 "s_"
253.79999999999987 180 "h_"
260.39999999999986 180 "i_"
266.9999999999999 180 "f_"
273.5999999999999 180 "t"
286.79999999999995 180 "−j;"
134.99999999999994 192 "_"
134.99999999999994 192 "g_"
141.59999999999994 192 "o_"
148.19999999999993 192 "t_"
154.79999999999993 192 "o better"
115.19999999999996 204 "_"
115.19999999999996 204 "e_"
121.79999999999995 204 "n_"
128.39999999999995 204 "d only in col;"
115.19999999999996 216 "k:=0;"
115.19999999999996 228 "_"
115.19999999999996 228 "i_"
121.79999999999995 228 "f possible[mat1"
240.59999999999985 228 "] _"
253.79999999999987 228 "s_"
260.39999999999986 228 "h_"
266.9999999999999 228 "i_"
273.5999999999999 228 "f_"
280.19999999999993 228 "t"
293.4 228 "j"
306.6 228 "_"
306.6 228 "t_"
313.20000000000005 228 "h_"
319.80000000000007 228 "e_"
326.4000000000001 228 "n"
339.60000000000014 228 "k:=k+1;"
115.19999999999996 240 "_"
115.19999999999996 240 "i_"
121.79999999999995 240 "f possible[mat1+ 1] _"
253.79999999999987 240 "s_"
260.39999999999986 240 "h_"
266.9999999999999 240 "i_"
273.5999999999999 240 "f_"
280.19999999999993 240 "t"
293.4 240 "j"
306.6 240 "_"
306.6 240 "t_"
313.20000000000005 240 "h_"
319.80000000000007 240 "e_"
326.4000000000001 240 "n"
339.60000000000014 240 "k:=k+1;"
115.19999999999996 252 "_"
115.19999999999996 252 "i_"
121.79999999999995 252 "f possible[mat1+ 2] _"
253.79999999999987 252 "s_"
260.39999999999986 252 "h_"
266.9999999999999 252 "i_"
273.5999999999999 252 "f_"
280.19999999999993 252 "t"
293.4 252 "j"
306.6 252 "_"
306.6 252 "t_"
313.20000000000005 252 "h_"
319.80000000000007 252 "e_"
326.4000000000001 252 "n"
339.60000000000014 252 "k:=k+1;"
115.19999999999996 264 "_"
115.19999999999996 264 "i_"
121.79999999999995 264 "f possible[mat1+ 9] _"
253.79999999999987 264 "s_"
260.39999999999986 264 "h_"
266.9999999999999 264 "i_"
273.5999999999999 264 "f_"
280.19999999999993 264 "t"
293.4 264 "j"
306.6 264 "_"
306.6 264 "t_"
313.20000000000005 264 "h_"
319.80000000000007 264 "e_"
326.4000000000001 264 "n"
339.60000000000014 264 "k:=k+1;"
115.19999999999996 276 "_"
115.19999999999996 276 "i_"
121.79999999999995 276 "f possible[mat1+10] _"
253.79999999999987 276 "s_"
260.39999999999986 276 "h_"
266.9999999999999 276 "i_"
273.5999999999999 276 "f_"
280.19999999999993 276 "t"
293.4 276 "j"
306.6 276 "_"
306.6 276 "t_"
313.20000000000005 276 "h_"
319.80000000000007 276 "e_"
326.4000000000001 276 "n"
339.60000000000014 276 "k:=k+1;"
115.19999999999996 288 "_"
115.19999999999996 288 "i_"
121.79999999999995 288 "f possible[mat1+11] _"
253.79999999999987 288 "s_"
260.39999999999986 288 "h_"
266.9999999999999 288 "i_"
273.5999999999999 288 "f_"
280.19999999999993 288 "t"
293.4 288 "j"
306.6 288 "_"
306.6 288 "t_"
313.20000000000005 288 "h_"
319.80000000000007 288 "e_"
326.4000000000001 288 "n"
339.60000000000014 288 "k:=k+1;"
115.19999999999996 300 "_"
115.19999999999996 300 "i_"
121.79999999999995 300 "f possible[mat1+18] _"
253.79999999999987 300 "s_"
260.39999999999986 300 "h_"
266.9999999999999 300 "i_"
273.5999999999999 300 "f_"
280.19999999999993 300 "t"
293.4 300 "j"
306.6 300 "_"
306.6 300 "t_"
313.20000000000005 300 "h_"
319.80000000000007 300 "e_"
326.4000000000001 300 "n"
339.60000000000014 300 "k:=k+1;"
115.19999999999996 312 "_"
115.19999999999996 312 "i_"
121.79999999999995 312 "f possible[mat1+19] _"
253.79999999999987 312 "s_"
260.39999999999986 312 "h_"
266.9999999999999 312 "i_"
273.5999999999999 312 "f_"
280.19999999999993 312 "t"
293.4 312 "j"
306.6 312 "_"
306.6 312 "t_"
313.20000000000005 312 "h_"
319.80000000000007 312 "e_"
326.4000000000001 312 "n"
339.60000000000014 312 "k:=k+1;"
115.19999999999996 324 "_"
115.19999999999996 324 "i_"
121.79999999999995 324 "f possible[mat1+20] _"
253.79999999999987 324 "s_"
260.39999999999986 324 "h_"
266.9999999999999 324 "i_"
273.5999999999999 324 "f_"
280.19999999999993 324 "t"
293.4 324 "j"
306.6 324 "_"
306.6 324 "t_"
313.20000000000005 324 "h_"
319.80000000000007 324 "e_"
326.4000000000001 324 "n"
339.60000000000014 324 "k:=k+1;"
115.19999999999996 336 "_"
115.19999999999996 336 "i_"
121.79999999999995 336 "f k=1 _"
161.39999999999992 336 "t_"
167.99999999999991 336 "h_"
174.5999999999999 336 "e_"
181.1999999999999 336 "n"
115.19999999999996 348 "_"
115.19999999999996 348 "b_"
121.79999999999995 348 "e_"
128.39999999999995 348 "g_"
134.99999999999994 348 "i_"
141.59999999999994 348 "n"
134.99999999999994 360 "best p:=p;"
134.99999999999994 372 "best m:=_"
187.7999999999999 372 "1 1 _"
214.19999999999987 372 "3_"
220.79999999999987 372 "9 0 _"
247.19999999999985 372 "s_"
253.79999999999987 372 "h_"
260.39999999999986 372 "i_"
266.9999999999999 372 "f_"
273.5999999999999 372 "t"
286.79999999999995 372 "−j;"
134.99999999999994 384 "_"
134.99999999999994 384 "g_"
141.59999999999994 384 "o_"
148.19999999999993 384 "t_"
154.79999999999993 384 "o better"
115.19999999999996 396 "_"
115.19999999999996 396 "e_"
121.79999999999995 396 "n_"
128.39999999999995 396 "d only in submatrix"
95.39999999999998 408 "_"
95.39999999999998 408 "e_"
101.99999999999997 408 "n_"
108.59999999999997 408 "d j;"
75.6 420 "_"
75.6 420 "e_"
82.19999999999999 420 "n_"
88.79999999999998 420 "d p;"
36 432 "better:"
55.800000000000004 444 "_"
55.800000000000004 444 "e_"
62.4 444 "n_"
69 444 "d;"
55.800000000000004 456 "stack[s]:=best p;"
55.800000000000004 468 "stack[s+1]:=_"
134.99999999999994 468 "i_"
141.59999999999994 468 "n_"
148.19999999999993 468 "t_"
154.79999999999993 468 "e_"
161.39999999999992 468 "g_"
167.99999999999991 468 "e_"
174.5999999999999 468 "r best m;"
36 480 "a3:"
55.800000000000004 492 "p:=stack[s];"
55.800000000000004 504 "m:=_"
75.6 504 "b_"
82.19999999999999 504 "o_"
88.79999999999998 504 "o_"
95.39999999999998 504 "l_"
101.99999999999997 504 "e_"
108.59999999999997 504 "a_"
115.19999999999996 504 "n stack[s+1];"
55.800000000000004 516 "_"
55.800000000000004 516 "i_"
62.4 516 "f (_"
82.19999999999999 516 "i_"
88.79999999999998 516 "n_"
95.39999999999998 516 "t_"
101.99999999999997 516 "e_"
108.59999999999997 516 "g_"
115.19999999999996 516 "e_"
121.79999999999995 516 "r m)=0 _"
167.99999999999991 516 "t_"
174.5999999999999 516 "h_"
181.1999999999999 516 "e_"
187.7999999999999 516 "n"
55.800000000000004 528 "_"
55.800000000000004 528 "b_"
62.4 528 "e_"
69 528 "g_"
75.6 528 "i_"
82.19999999999999 528 "n"
75.6 540 "s:=s−2;"
75.6 552 "_"
75.6 552 "i_"
82.19999999999999 552 "f s<0 _"
121.79999999999995 552 "t_"
128.39999999999995 552 "h_"
134.99999999999994 552 "e_"
141.59999999999994 552 "n _"
154.79999999999993 552 "g_"
161.39999999999992 552 "o_"
167.99999999999991 552 "t_"
174.5999999999999 552 "o BAD;"
75.6 564 "board[stack[s]]:=0;"
75.6 576 "_"
75.6 576 "g_"
82.19999999999999 576 "o_"
88.79999999999998 576 "t_"
95.39999999999998 576 "o a3"
55.800000000000004 588 "_"
55.800000000000004 588 "e_"
62.4 588 "n_"
69 588 "d;"
36 600 "a4:"
55.800000000000004 612 "_"
55.800000000000004 612 "f_"
62.4 612 "o_"
69 612 "r digit:=1 _"
141.59999999999994 612 "s_"
148.19999999999993 612 "t_"
154.79999999999993 612 "e_"
161.39999999999992 612 "p 1 _"
187.7999999999999 612 "u_"
194.3999999999999 612 "n_"
200.9999999999999 612 "t_"
207.59999999999988 612 "i_"
214.19999999999987 612 "l 9 _"
240.59999999999985 612 "d_"
247.19999999999985 612 "o"
55.800000000000004 624 "_"
55.800000000000004 624 "i_"
62.4 624 "f m _"
88.79999999999998 624 "s_"
95.39999999999998 624 "h_"
101.99999999999997 624 "i_"
108.59999999999997 624 "f_"
115.19999999999996 624 "t digit _"
167.99999999999991 624 "t_"
174.5999999999999 624 "h_"
181.1999999999999 624 "e_"
187.7999999999999 624 "n _"
200.9999999999999 624 "g_"
207.59999999999988 624 "o_"
214.19999999999987 624 "t_"
220.79999999999987 624 "o found"
273.5999999999999 624 "digit;"
36 636 "found digit:"
55.800000000000004 648 "m:=m"
82.2 648 "∧"
88.8 648 "(_"
95.39999999999999 648 "1 0 _"
121.79999999999998 648 "3_"
128.39999999999998 648 "9 m _"
154.79999999999995 648 "s_"
161.39999999999995 648 "h_"
167.99999999999994 648 "i_"
174.59999999999994 648 "f_"
181.19999999999993 648 "t −digit);"
55.800000000000004 660 "board[p]:=digit;"
55.800000000000004 672 "stack[s+1]:=_"
134.99999999999994 672 "i_"
141.59999999999994 672 "n_"
148.19999999999993 672 "t_"
154.79999999999993 672 "e_"
161.39999999999992 672 "g_"
167.99999999999991 672 "e_"
174.5999999999999 672 "r m;"
55.800000000000004 684 "s:=s+2;"
55.800000000000004 696 "_"
55.800000000000004 696 "g_"
62.4 696 "o_"
69 696 "t_"
75.6 696 "o a1;"
36 720 "FOUND:"
55.800000000000004 732 "writecr;"
55.800000000000004 744 "writetext(|"
121.79999999999995 744 "<<Finished clock: |"
240.59999999999985 744 ">);"
55.800000000000004 756 "write(|"
95.39999999999998 756 "<−ddddddddd.d|"
181.1999999999999 756 ">, clock count);"
55.800000000000004 768 "writecr;"
55.800000000000004 780 "writetext(|"
121.79999999999995 780 "<<Tracks transferred:"
266.9999999999999 780 "|"
266.9999999999999 780 ">);"
55.800000000000004 792 "writeinteger(|"
141.59999999999994 792 "<p|"
154.79999999999993 792 ">,tracks transferred);"
55.800000000000004 36 "print;"
55.800000000000004 48 "_"
55.800000000000004 48 "g_"
62.4 48 "o_"
69 48 "t_"
75.6 48 "o skip;"
36 60 "BAD:"
55.800000000000004 72 "writecr;"
55.800000000000004 84 "writetext(|"
121.79999999999995 84 "<<Stack underflow|"
233.99999999999986 84 ">);"
36 96 "skip:"
36 120 "_"
36 120 "e_"
42.6 120 "n_"
49.2 120 "d"
36 132 "t<"
36 144 "8,0,0,0,0,0,0,0,0,"
36 156 "0,0,3,6,0,0,0,0,0,"
36 168 "0,7,0,0,9,0,2,0,0,"
36 180 "0,5,0,0,0,7,0,0,0,"
36 192 "0,0,0,0,4,5,7,0,0,"
36 204 "0,0,0,1,0,0,0,3,0,"
36 216 "0,0,1,0,0,0,0,6,8,"
36 228 "0,0,8,5,0,0,0,1,0,"
36 240 "0,9,0,0,0,0,4,0,0;"
36 264 "0,0,0,0,0,0,0,0,0,"
36 276 "1,3,0,7,0,0,0,5,0,"
36 288 "0,4,0,0,0,0,9,0,7,"
36 300 "0,0,0,0,1,0,0,0,0,"
36 312 "0,0,0,0,0,0,0,4,2,"
36 324 "0,0,9,0,8,0,0,0,6,"
36 336 "0,0,8,0,0,0,0,0,0,"
36 348 "0,0,0,0,0,5,1,3,0,"
36 360 "6,0,0,2,0,0,0,0,0;"
36 384 "0,0,0,0,0,0,0,0,0,"
36 396 "9,7,0,3,0,0,0,5,0,"
36 408 "0,6,0,0,0,0,1,0,3,"
36 420 "0,0,0,0,9,0,0,0,0,"
36 432 "0,0,0,0,0,0,0,6,8,"
36 444 "0,0,1,0,2,0,0,0,4,"
36 456 "0,0,2,0,0,0,0,0,0,"
36 468 "0,0,0,0,0,5,9,7,0,"
36 480 "4,0,0,8,0,0,0,0,0;"