36 36 "algol<"
36 48 "_"
36 48 "b_"
42.6 48 "e_"
49.2 48 "g_"
55.800000000000004 48 "i_"
62.4 48 "n"
55.800000000000004 60 "_"
55.800000000000004 60 "c_"
62.4 60 "o_"
69 60 "m_"
75.6 60 "m_"
82.19999999999999 60 "e_"
88.79999999999998 60 "n_"
95.39999999999998 60 "t"
55.800000000000004 84 "N=61, no index check:"
55.800000000000004 108 "Time classic:"
194.3999999999999 108 "603.71"
55.800000000000004 120 "Time turbo:"
194.3999999999999 120 "599.31 0.7pct"
55.800000000000004 144 "N=61, index check:"
55.800000000000004 168 "Time classic:"
194.3999999999999 168 "1407.11"
55.800000000000004 180 "Time turbo:"
194.3999999999999 180 "1250.24 11.1pct"
55.800000000000004 204 "No buffer, N=21, index check:"
55.800000000000004 228 "Time classic"
194.3999999999999 228 "67.66"
55.800000000000004 240 "Time turbo:"
194.3999999999999 240 "64.94 4.0pct"
55.800000000000004 264 "No buffer, N=21, no index check:"
55.800000000000004 288 "Time classic"
194.3999999999999 288 "36.59"
55.800000000000004 300 "Time turbo:"
194.3999999999999 300 "36.05 1.5pct"
55.800000000000004 348 ";"
55.800000000000004 360 "_"
55.800000000000004 360 "p_"
62.4 360 "r_"
69 360 "o_"
75.6 360 "c_"
82.19999999999999 360 "e_"
88.79999999999998 360 "d_"
95.39999999999998 360 "u_"
101.99999999999997 360 "r_"
108.59999999999997 360 "e INVERT2(n, a, eps, ERROR);"
55.800000000000004 372 "_"
55.800000000000004 372 "v_"
62.4 372 "a_"
69 372 "l_"
75.6 372 "u_"
82.19999999999999 372 "e n, eps;"
55.800000000000004 384 "_"
55.800000000000004 384 "i_"
62.4 384 "n_"
69 384 "t_"
75.6 384 "e_"
82.19999999999999 384 "g_"
88.79999999999998 384 "e_"
95.39999999999998 384 "r n;"
55.800000000000004 396 "_"
55.800000000000004 396 "r_"
62.4 396 "e_"
69 396 "a_"
75.6 396 "l eps;"
55.800000000000004 408 "_"
55.800000000000004 408 "a_"
62.4 408 "r_"
69 408 "r_"
75.6 408 "a_"
82.19999999999999 408 "y a;"
55.800000000000004 420 "_"
55.800000000000004 420 "l_"
62.4 420 "a_"
69 420 "b_"
75.6 420 "e_"
82.19999999999999 420 "l ERROR;"
55.800000000000004 432 "_"
55.800000000000004 432 "b_"
62.4 432 "e_"
69 432 "g_"
75.6 432 "i_"
82.19999999999999 432 "n"
75.6 444 "_"
75.6 444 "i_"
82.19999999999999 444 "n_"
88.79999999999998 444 "t_"
95.39999999999998 444 "e_"
101.99999999999997 444 "g_"
108.59999999999997 444 "e_"
115.19999999999996 444 "r i, j, k;"
75.6 456 "_"
75.6 456 "r_"
82.19999999999999 456 "e_"
88.79999999999998 456 "a_"
95.39999999999998 456 "l pivot, z;"
75.6 468 "_"
75.6 468 "i_"
82.19999999999999 468 "n_"
88.79999999999998 468 "t_"
95.39999999999998 468 "e_"
101.99999999999997 468 "g_"
108.59999999999997 468 "e_"
115.19999999999996 468 "r _"
128.39999999999995 468 "a_"
134.99999999999994 468 "r_"
141.59999999999994 468 "r_"
148.19999999999993 468 "a_"
154.79999999999993 468 "y p, q[1:n];"
75.6 480 "_"
75.6 480 "a_"
82.19999999999999 480 "r_"
88.79999999999998 480 "r_"
95.39999999999998 480 "a_"
101.99999999999997 480 "y b, c[1:n];"
75.6 492 "_"
75.6 492 "f_"
82.19999999999999 492 "o_"
88.79999999999998 492 "r k := 1 _"
148.19999999999993 492 "s_"
154.79999999999993 492 "t_"
161.39999999999992 492 "e_"
167.99999999999991 492 "p 1 _"
194.3999999999999 492 "u_"
200.9999999999999 492 "n_"
207.59999999999988 492 "t_"
214.19999999999987 492 "i_"
220.79999999999987 492 "l n _"
247.19999999999985 492 "d_"
253.79999999999987 492 "o"
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 "pivot := 0;"
95.39999999999998 528 "_"
95.39999999999998 528 "f_"
101.99999999999997 528 "o_"
108.59999999999997 528 "r i := k _"
167.99999999999991 528 "s_"
174.5999999999999 528 "t_"
181.1999999999999 528 "e_"
187.7999999999999 528 "p 1 _"
214.19999999999987 528 "u_"
220.79999999999987 528 "n_"
227.39999999999986 528 "t_"
233.99999999999986 528 "i_"
240.59999999999985 528 "l n"
266.9999999999999 528 "_"
266.9999999999999 528 "d_"
273.5999999999999 528 "o"
95.39999999999998 540 "_"
95.39999999999998 540 "f_"
101.99999999999997 540 "o_"
108.59999999999997 540 "r j := k _"
167.99999999999991 540 "s_"
174.5999999999999 540 "t_"
181.1999999999999 540 "e_"
187.7999999999999 540 "p 1 _"
214.19999999999987 540 "u_"
220.79999999999987 540 "n_"
227.39999999999986 540 "t_"
233.99999999999986 540 "i_"
240.59999999999985 540 "l n"
266.9999999999999 540 "_"
266.9999999999999 540 "d_"
273.5999999999999 540 "o"
95.39999999999998 552 "_"
95.39999999999998 552 "b_"
101.99999999999997 552 "e_"
108.59999999999997 552 "g_"
115.19999999999996 552 "i_"
121.79999999999995 552 "n"
95.39999999999998 564 "_"
95.39999999999998 564 "i_"
101.99999999999997 564 "f abs(a[i,j]) > abs(pivot)"
280.19999999999993 564 "_"
280.19999999999993 564 "t_"
286.79999999999995 564 "h_"
293.4 564 "e_"
300 564 "n"
95.39999999999998 576 "_"
95.39999999999998 576 "b_"
101.99999999999997 576 "e_"
108.59999999999997 576 "g_"
115.19999999999996 576 "i_"
121.79999999999995 576 "n"
115.19999999999996 588 "pivot := a[i,j];"
115.19999999999996 600 "p[k] := i;"
115.19999999999996 612 "q[k] := j"
95.39999999999998 624 "_"
95.39999999999998 624 "e_"
101.99999999999997 624 "n_"
108.59999999999997 624 "d;"
95.39999999999998 636 "_"
95.39999999999998 636 "e_"
101.99999999999997 636 "n_"
108.59999999999997 636 "d _"
121.79999999999995 636 "f_"
128.39999999999995 636 "o_"
134.99999999999994 636 "r;"
95.39999999999998 648 "_"
95.39999999999998 648 "i_"
101.99999999999997 648 "f abs(pivot) _"
187.7999999999999 648 "< eps _"
227.39999999999986 648 "t_"
233.99999999999986 648 "h_"
240.59999999999985 648 "e_"
247.19999999999985 648 "n"
260.39999999999986 648 "_"
260.39999999999986 648 "g_"
266.9999999999999 648 "o_ _"
280.19999999999993 648 "t_"
286.79999999999995 648 "o"
300 648 "ERROR;"
95.39999999999998 660 "_"
95.39999999999998 660 "i_"
101.99999999999997 660 "f p[k] |"
148.19999999999993 660 "= k _"
174.5999999999999 660 "t_"
181.1999999999999 660 "h_"
187.7999999999999 660 "e_"
194.3999999999999 660 "n"
95.39999999999998 672 "_"
95.39999999999998 672 "f_"
101.99999999999997 672 "o_"
108.59999999999997 672 "r j := 1 _"
167.99999999999991 672 "s_"
174.5999999999999 672 "t_"
181.1999999999999 672 "e_"
187.7999999999999 672 "p 1 _"
214.19999999999987 672 "u_"
220.79999999999987 672 "n_"
227.39999999999986 672 "t_"
233.99999999999986 672 "i_"
240.59999999999985 672 "l n"
266.9999999999999 672 "_"
266.9999999999999 672 "d_"
273.5999999999999 672 "o"
95.39999999999998 684 "_"
95.39999999999998 684 "b_"
101.99999999999997 684 "e_"
108.59999999999997 684 "g_"
115.19999999999996 684 "i_"
121.79999999999995 684 "n"
115.19999999999996 696 "z := a[p[k], j];"
115.19999999999996 708 "a[p[k], j] := a[k,j];"
115.19999999999996 720 "a[k,j] := z"
95.39999999999998 732 "_"
95.39999999999998 732 "e_"
101.99999999999997 732 "n_"
108.59999999999997 732 "d _"
121.79999999999995 732 "f_"
128.39999999999995 732 "o_"
134.99999999999994 732 "r;"
95.39999999999998 744 "_"
95.39999999999998 744 "i_"
101.99999999999997 744 "f q[k] |"
148.19999999999993 744 "= k _"
174.5999999999999 744 "t_"
181.1999999999999 744 "h_"
187.7999999999999 744 "e_"
194.3999999999999 744 "n"
95.39999999999998 756 "_"
95.39999999999998 756 "f_"
101.99999999999997 756 "o_"
108.59999999999997 756 "r i := 1 _"
167.99999999999991 756 "s_"
174.5999999999999 756 "t_"
181.1999999999999 756 "e_"
187.7999999999999 756 "p 1 _"
214.19999999999987 756 "u_"
220.79999999999987 756 "n_"
227.39999999999986 756 "t_"
233.99999999999986 756 "i_"
240.59999999999985 756 "l n"
266.9999999999999 756 "_"
266.9999999999999 756 "d_"
273.5999999999999 756 "o"
95.39999999999998 768 "_"
95.39999999999998 768 "b_"
101.99999999999997 768 "e_"
108.59999999999997 768 "g_"
115.19999999999996 768 "i_"
121.79999999999995 768 "n"
115.19999999999996 780 "z := a[i, q[k]];"
115.19999999999996 792 "a[i, q[k]] := a[i,k];"
115.19999999999996 36 "a[i,k] := z"
95.39999999999998 48 "_"
95.39999999999998 48 "e_"
101.99999999999997 48 "n_"
108.59999999999997 48 "d _"
121.79999999999995 48 "f_"
128.39999999999995 48 "o_"
134.99999999999994 48 "r;"
95.39999999999998 60 "_"
95.39999999999998 60 "f_"
101.99999999999997 60 "o_"
108.59999999999997 60 "r j := 1 _"
167.99999999999991 60 "s_"
174.5999999999999 60 "t_"
181.1999999999999 60 "e_"
187.7999999999999 60 "p 1 _"
214.19999999999987 60 "u_"
220.79999999999987 60 "n_"
227.39999999999986 60 "t_"
233.99999999999986 60 "i_"
240.59999999999985 60 "l n"
266.9999999999999 60 "_"
266.9999999999999 60 "d_"
273.5999999999999 60 "o"
95.39999999999998 72 "_"
95.39999999999998 72 "b_"
101.99999999999997 72 "e_"
108.59999999999997 72 "g_"
115.19999999999996 72 "i_"
121.79999999999995 72 "n"
115.19999999999996 84 "_"
115.19999999999996 84 "i_"
121.79999999999995 84 "f j = k _"
174.5999999999999 84 "t_"
181.1999999999999 84 "h_"
187.7999999999999 84 "e_"
194.3999999999999 84 "n"
115.19999999999996 96 "_"
115.19999999999996 96 "b_"
121.79999999999995 96 "e_"
128.39999999999995 96 "g_"
134.99999999999994 96 "i_"
141.59999999999994 96 "n"
134.99999999999994 108 "b[j] := 1/pivot;"
134.99999999999994 120 "c[j] := 1"
115.19999999999996 132 "_"
115.19999999999996 132 "e_"
121.79999999999995 132 "n_"
128.39999999999995 132 "d"
115.19999999999996 144 "_"
115.19999999999996 144 "e_"
121.79999999999995 144 "l_"
128.39999999999995 144 "s_"
134.99999999999994 144 "e"
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 "b[j] := − a[k,j]/pivot;"
134.99999999999994 180 "c[j] := a[j,k]"
115.19999999999996 192 "_"
115.19999999999996 192 "e_"
121.79999999999995 192 "n_"
128.39999999999995 192 "d;"
115.19999999999996 204 "a[k,j] := a[j,k] := 0"
95.39999999999998 216 "_"
95.39999999999998 216 "e_"
101.99999999999997 216 "n_"
108.59999999999997 216 "d _"
121.79999999999995 216 "f_"
128.39999999999995 216 "o_"
134.99999999999994 216 "r;"
95.39999999999998 228 "_"
95.39999999999998 228 "f_"
101.99999999999997 228 "o_"
108.59999999999997 228 "r i := 1 _"
167.99999999999991 228 "s_"
174.5999999999999 228 "t_"
181.1999999999999 228 "e_"
187.7999999999999 228 "p 1 _"
214.19999999999987 228 "u_"
220.79999999999987 228 "n_"
227.39999999999986 228 "t_"
233.99999999999986 228 "i_"
240.59999999999985 228 "l n"
266.9999999999999 228 "_"
266.9999999999999 228 "d_"
273.5999999999999 228 "o"
95.39999999999998 240 "_"
95.39999999999998 240 "f_"
101.99999999999997 240 "o_"
108.59999999999997 240 "r j := 1 _"
167.99999999999991 240 "s_"
174.5999999999999 240 "t_"
181.1999999999999 240 "e_"
187.7999999999999 240 "p 1 _"
214.19999999999987 240 "u_"
220.79999999999987 240 "n_"
227.39999999999986 240 "t_"
233.99999999999986 240 "i_"
240.59999999999985 240 "l n"
266.9999999999999 240 "_"
266.9999999999999 240 "d_"
273.5999999999999 240 "o"
95.39999999999998 252 "_"
95.39999999999998 252 "b_"
101.99999999999997 252 "e_"
108.59999999999997 252 "g_"
115.19999999999996 252 "i_"
121.79999999999995 252 "n"
95.39999999999998 264 "a[i,j] := a[i,j] + c[i]"
247.2 264 "×"
253.79999999999998 264 "b[j]"
95.39999999999995 276 "_"
95.39999999999995 276 "e_"
101.99999999999994 276 "n_"
108.59999999999994 276 "d _"
121.79999999999993 276 "f_"
128.39999999999992 276 "o_"
134.99999999999991 276 "r;"
75.59999999999997 288 "_"
75.59999999999997 288 "e_"
82.19999999999996 288 "n_"
88.79999999999995 288 "d for k;"
75.59999999999997 300 "_"
75.59999999999997 300 "f_"
82.19999999999996 300 "o_"
88.79999999999995 300 "r k := n _"
148.1999999999999 300 "s_"
154.7999999999999 300 "t_"
161.3999999999999 300 "e_"
167.9999999999999 300 "p −1 _"
200.99999999999986 300 "u_"
207.59999999999985 300 "n_"
214.19999999999985 300 "t_"
220.79999999999984 300 "i_"
227.39999999999984 300 "l 1 _"
253.7999999999998 300 "d_"
260.3999999999998 300 "o"
75.59999999999997 312 "_"
75.59999999999997 312 "b_"
82.19999999999996 312 "e_"
88.79999999999995 312 "g_"
95.39999999999995 312 "i_"
101.99999999999994 312 "n"
95.39999999999995 324 "_"
95.39999999999995 324 "i_"
101.99999999999994 324 "f p[k] |"
148.1999999999999 324 "= k _"
174.59999999999988 324 "t_"
181.19999999999987 324 "h_"
187.79999999999987 324 "e_"
194.39999999999986 324 "n"
95.39999999999995 336 "_"
95.39999999999995 336 "f_"
101.99999999999994 336 "o_"
108.59999999999994 336 "r i := 1 _"
167.9999999999999 336 "s_"
174.59999999999988 336 "t_"
181.19999999999987 336 "e_"
187.79999999999987 336 "p 1 _"
214.19999999999985 336 "u_"
220.79999999999984 336 "n_"
227.39999999999984 336 "t_"
233.99999999999983 336 "i_"
240.59999999999982 336 "l n"
266.99999999999983 336 "_"
266.99999999999983 336 "d_"
273.59999999999985 336 "o"
95.39999999999995 348 "_"
95.39999999999995 348 "b_"
101.99999999999994 348 "e_"
108.59999999999994 348 "g_"
115.19999999999993 348 "i_"
121.79999999999993 348 "n"
115.19999999999993 360 "z := a[i, p[k]];"
115.19999999999993 372 "a[i, p[k]] := a[i,k];"
115.19999999999993 384 "a[i,k] := z"
95.39999999999995 396 "_"
95.39999999999995 396 "e_"
101.99999999999994 396 "n_"
108.59999999999994 396 "d _"
121.79999999999993 396 "f_"
128.39999999999992 396 "o_"
134.99999999999991 396 "r;"
95.39999999999995 408 "_"
95.39999999999995 408 "i_"
101.99999999999994 408 "f q[k] |"
148.1999999999999 408 "= k _"
174.59999999999988 408 "t_"
181.19999999999987 408 "h_"
187.79999999999987 408 "e_"
194.39999999999986 408 "n"
95.39999999999995 420 "_"
95.39999999999995 420 "f_"
101.99999999999994 420 "o_"
108.59999999999994 420 "r j := 1 _"
167.9999999999999 420 "s_"
174.59999999999988 420 "t_"
181.19999999999987 420 "e_"
187.79999999999987 420 "p 1 _"
214.19999999999985 420 "u_"
220.79999999999984 420 "n_"
227.39999999999984 420 "t_"
233.99999999999983 420 "i_"
240.59999999999982 420 "l n"
266.99999999999983 420 "_"
266.99999999999983 420 "d_"
273.59999999999985 420 "o"
95.39999999999995 432 "_"
95.39999999999995 432 "b_"
101.99999999999994 432 "e_"
108.59999999999994 432 "g_"
115.19999999999993 432 "i_"
121.79999999999993 432 "n"
115.19999999999993 444 "z := a[q[k], j];"
115.19999999999993 456 "a[q[k], j] := a[k,j];"
115.19999999999993 468 "a[k,j] := z"
95.39999999999995 480 "_"
95.39999999999995 480 "e_"
101.99999999999994 480 "n_"
108.59999999999994 480 "d _"
121.79999999999993 480 "f_"
128.39999999999992 480 "o_"
134.99999999999991 480 "r;"
75.59999999999997 492 "_"
75.59999999999997 492 "e_"
82.19999999999996 492 "n_"
88.79999999999995 492 "d k"
55.799999999999976 504 "_"
55.799999999999976 504 "e_"
62.39999999999997 504 "n_"
68.99999999999997 504 "d INVERT2;"
55.799999999999976 516 "_"
55.799999999999976 516 "r_"
62.39999999999997 516 "e_"
68.99999999999997 516 "a_"
75.59999999999997 516 "l _"
88.79999999999995 516 "p_"
95.39999999999995 516 "r_"
101.99999999999994 516 "o_"
108.59999999999994 516 "c_"
115.19999999999993 516 "e_"
121.79999999999993 516 "d_"
128.39999999999992 516 "u_"
134.99999999999991 516 "r_"
141.5999999999999 516 "e clock count;"
55.799999999999976 528 "_"
55.799999999999976 528 "c_"
62.39999999999997 528 "o_"
68.99999999999997 528 "d_"
75.59999999999997 528 "e clock count;"
55.799999999999976 540 "1, 37;"
68.99999999999997 552 "zl"
134.99999999999991 552 ", grf p−1"
214.19999999999985 552 "; RF:=clock"
293.3999999999999 552 "count;"
339.6000000000001 552 "stack[p−1]:=RF;"
55.799999999999976 564 "_"
55.799999999999976 564 "e;"
55.799999999999976 576 "_"
55.799999999999976 576 "i_"
62.39999999999997 576 "n_"
68.99999999999997 576 "t_"
75.59999999999997 576 "e_"
82.19999999999996 576 "g_"
88.79999999999995 576 "e_"
95.39999999999995 576 "r Nmin,Nmax;"
55.799999999999976 588 "_"
55.799999999999976 588 "i_"
62.39999999999997 588 "n_"
68.99999999999997 588 "t_"
75.59999999999997 588 "e_"
82.19999999999996 588 "g_"
88.79999999999995 588 "e_"
95.39999999999995 588 "r oldrand,N,mod,new;"
55.799999999999976 600 "Nmin := 59;"
55.799999999999976 612 "Nmax := 61;"
55.799999999999976 624 "mod := 2796203;"
55.799999999999976 636 "select(17);"
55.799999999999976 648 "writecr;"
55.799999999999976 660 "writetext(|"
121.79999999999993 660 "<<oldrand: |"
194.39999999999986 660 ">);"
55.799999999999976 672 "oldrand:=read integer;"
55.799999999999976 684 "_"
55.799999999999976 684 "b_"
62.39999999999997 684 "e_"
68.99999999999997 684 "g_"
75.59999999999997 684 "i_"
82.19999999999996 684 "n"
75.59999999999997 696 "_"
75.59999999999997 696 "r_"
82.19999999999996 696 "e_"
88.79999999999995 696 "a_"
95.39999999999995 696 "l time,maxerror,det;"
75.59999999999997 708 "_"
75.59999999999997 708 "a_"
82.19999999999996 708 "r_"
88.79999999999995 708 "r_"
95.39999999999995 708 "a_"
101.99999999999994 708 "y xy[Nmin:Nmax,1:2];"
75.59999999999997 732 "_"
75.59999999999997 732 "f_"
82.19999999999996 732 "o_"
88.79999999999995 732 "r N:=Nmin _"
154.7999999999999 732 "s_"
161.3999999999999 732 "t_"
167.9999999999999 732 "e_"
174.59999999999988 732 "p 1 _"
200.99999999999986 732 "u_"
207.59999999999985 732 "n_"
214.19999999999985 732 "t_"
220.79999999999984 732 "i_"
227.39999999999984 732 "l Nmax"
273.59999999999985 732 "_"
273.59999999999985 732 "d_"
280.1999999999999 732 "o"
75.59999999999997 744 "_"
75.59999999999997 744 "b_"
82.19999999999996 744 "e_"
88.79999999999995 744 "g_"
95.39999999999995 744 "i_"
101.99999999999994 744 "n"
95.39999999999995 756 "_"
95.39999999999995 756 "a_"
101.99999999999994 756 "r_"
108.59999999999994 756 "r_"
115.19999999999993 756 "a_"
121.79999999999993 756 "y A[1:N,1:N];"
95.39999999999995 768 "_"
95.39999999999995 768 "i_"
101.99999999999994 768 "n_"
108.59999999999994 768 "t_"
115.19999999999993 768 "e_"
121.79999999999993 768 "g_"
128.39999999999992 768 "e_"
134.99999999999991 768 "r i,j;"
95.39999999999995 780 "_"
95.39999999999995 780 "r_"
101.99999999999994 780 "e_"
108.59999999999994 780 "a_"
115.19999999999993 780 "l sum;"
95.39999999999995 792 "writecr;"
95.39999999999998 36 "write(|"
134.99999999999994 36 "<dd|"
154.79999999999993 36 ">,N);"
95.39999999999998 48 "_"
95.39999999999998 48 "f_"
101.99999999999997 48 "o_"
108.59999999999997 48 "r i:=1 _"
154.79999999999993 48 "s_"
161.39999999999992 48 "t_"
167.99999999999991 48 "e_"
174.5999999999999 48 "p 1 _"
200.9999999999999 48 "u_"
207.59999999999988 48 "n_"
214.19999999999987 48 "t_"
220.79999999999987 48 "i_"
227.39999999999986 48 "l N _"
253.79999999999987 48 "d_"
260.39999999999986 48 "o"
95.39999999999998 60 "_"
95.39999999999998 60 "b_"
101.99999999999997 60 "e_"
108.59999999999997 60 "g_"
115.19999999999996 60 "i_"
121.79999999999995 60 "n"
115.19999999999996 72 "sum:=0;"
115.19999999999996 84 "_"
115.19999999999996 84 "f_"
121.79999999999995 84 "o_"
128.39999999999995 84 "r j:=1 _"
174.5999999999999 84 "s_"
181.1999999999999 84 "t_"
187.7999999999999 84 "e_"
194.3999999999999 84 "p 1 _"
220.79999999999987 84 "u_"
227.39999999999986 84 "n_"
233.99999999999986 84 "t_"
240.59999999999985 84 "i_"
247.19999999999985 84 "l"
260.39999999999986 84 "N"
273.5999999999999 84 "_"
273.5999999999999 84 "d_"
280.19999999999993 84 "o"
115.19999999999996 96 "_"
115.19999999999996 96 "b_"
121.79999999999995 96 "e_"
128.39999999999995 96 "g_"
134.99999999999994 96 "i_"
141.59999999999994 96 "n"
134.99999999999994 108 "new := 125"
201 108 "×"
207.6 108 "oldrand;"
134.99999999999994 120 "oldrand := new−new_"
253.79999999999987 120 ":mod"
280.2 120 "×"
286.8 120 "mod;"
134.99999999999994 132 "A[i,j] := oldrand/mod−0.5;"
115.19999999999996 144 "_"
115.19999999999996 144 "e_"
121.79999999999995 144 "n_"
128.39999999999995 144 "d _"
141.59999999999994 144 "f_"
148.19999999999993 144 "o_"
154.79999999999993 144 "r;"
95.39999999999998 156 "_"
95.39999999999998 156 "e_"
101.99999999999997 156 "n_"
108.59999999999997 156 "d;"
95.39999999999998 168 "clock count;"
95.39999999999998 180 "INVERT2(N, A, 1"
194.4 182 "10"
201 180 "−12, ERROR);"
95.39999999999998 192 "_"
95.39999999999998 192 "g_"
101.99999999999997 192 "o_"
108.59999999999997 192 "t_"
115.19999999999996 192 "o OK;"
36 204 "ERROR:"
95.39999999999998 204 "writetext(|"
161.39999999999992 204 "<<Error.|"
214.19999999999987 204 ">);"
36 216 "OK:"
95.39999999999998 216 "xy[N,2]:=clock count;"
95.39999999999998 228 "xy[N,1]:=N;"
95.39999999999998 240 "write(|"
134.99999999999994 240 "<dddddd.dd|"
200.9999999999999 240 ">,xy[N,2]);"
75.6 252 "_"
75.6 252 "e_"
82.19999999999999 252 "n_"
88.79999999999998 252 "d for 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 "_"
95.39999999999998 276 "p_"
101.99999999999997 276 "r_"
108.59999999999997 276 "o_"
115.19999999999996 276 "c_"
121.79999999999995 276 "e_"
128.39999999999995 276 "d_"
134.99999999999994 276 "u_"
141.59999999999994 276 "r_"
148.19999999999993 276 "e FIT1(n, meanerror,"
286.79999999999995 276 "a,"
306.6 276 "b,"
326.4000000000001 276 "x,"
346.20000000000016 276 "y);"
95.39999999999998 288 "_"
95.39999999999998 288 "v_"
101.99999999999997 288 "a_"
108.59999999999997 288 "l_"
115.19999999999996 288 "u_"
121.79999999999995 288 "e n;"
95.39999999999998 300 "_"
95.39999999999998 300 "i_"
101.99999999999997 300 "n_"
108.59999999999997 300 "t_"
115.19999999999996 300 "e_"
121.79999999999995 300 "g_"
128.39999999999995 300 "e_"
134.99999999999994 300 "r n;"
95.39999999999998 312 "_"
95.39999999999998 312 "r_"
101.99999999999997 312 "e_"
108.59999999999997 312 "a_"
115.19999999999996 312 "l meanerror, a, b;"
95.39999999999998 324 "_"
95.39999999999998 324 "a_"
101.99999999999997 324 "r_"
108.59999999999997 324 "r_"
115.19999999999996 324 "a_"
121.79999999999995 324 "y x, y;"
95.39999999999998 336 "_"
95.39999999999998 336 "b_"
101.99999999999997 336 "e_"
108.59999999999997 336 "g_"
115.19999999999996 336 "i_"
121.79999999999995 336 "n"
115.19999999999996 348 "_"
115.19999999999996 348 "i_"
121.79999999999995 348 "n_"
128.39999999999995 348 "t_"
134.99999999999994 348 "e_"
141.59999999999994 348 "g_"
148.19999999999993 348 "e_"
154.79999999999993 348 "r j;"
115.19999999999996 360 "_"
115.19999999999996 360 "r_"
121.79999999999995 360 "e_"
128.39999999999995 360 "a_"
134.99999999999994 360 "l SX, SX2, SY, SXY,"
266.9999999999999 360 "SY2,"
300 360 "DEN;"
115.19999999999996 372 "SX := SX2 := SY := SXY"
266.9999999999999 372 ":="
286.79999999999995 372 "SY2"
313.20000000000005 372 ":="
333.0000000000001 372 "0;"
115.19999999999996 384 "_"
115.19999999999996 384 "f_"
121.79999999999995 384 "o_"
128.39999999999995 384 "r j := 1 _"
187.7999999999999 384 "s_"
194.3999999999999 384 "t_"
200.9999999999999 384 "e_"
207.59999999999988 384 "p 1 _"
233.99999999999986 384 "u_"
240.59999999999985 384 "n_"
247.19999999999985 384 "t_"
253.79999999999987 384 "i_"
260.39999999999986 384 "l"
273.5999999999999 384 "n"
286.79999999999995 384 "_"
286.79999999999995 384 "d_"
293.4 384 "o"
115.19999999999996 396 "_"
115.19999999999996 396 "b_"
121.79999999999995 396 "e_"
128.39999999999995 396 "g_"
134.99999999999994 396 "i_"
141.59999999999994 396 "n"
134.99999999999994 408 "SX := SX + x[j];"
134.99999999999994 420 "SX2 := SX2 + x[j]|"
247.2 420 "∧"
253.79999999999998 420 "2;"
134.99999999999991 432 "SY := SY + y[j];"
134.99999999999991 444 "SXY := SXY + x[j]"
247.19999999999996 444 "×"
253.79999999999995 444 "y[j];"
134.9999999999999 456 "SY2 := SY2 + y[j]|"
247.19999999999993 456 "∧"
253.79999999999993 456 "2"
115.19999999999987 468 "_"
115.19999999999987 468 "e_"
121.79999999999987 468 "n_"
128.39999999999986 468 "d;"
115.19999999999987 480 "DEN := n"
167.99999999999991 480 "×"
174.5999999999999 480 "SX2 − SX|"
227.39999999999992 480 "∧"
233.99999999999991 480 "2;"
115.19999999999987 492 "a := (SX2"
174.5999999999999 492 "×"
181.1999999999999 492 "SY−SX"
214.1999999999999 492 "×"
220.7999999999999 492 "SXY)/DEN;"
115.19999999999985 504 "b := (n"
161.3999999999999 504 "×"
167.9999999999999 504 "SXY−SX"
207.59999999999988 504 "×"
214.19999999999987 504 "SY)/DEN;"
115.19999999999985 516 "meanerror := sqrt((SY2+(2"
280.1999999999999 516 "×"
286.7999999999999 516 "SX"
299.9999999999999 516 "×"
306.5999999999999 516 "SY"
319.7999999999999 516 "×"
326.3999999999999 516 "SXY−n"
359.3999999999999 516 "×"
365.99999999999994 516 "SXY|"
385.79999999999995 516 "∧"
392.4 516 "2−SX2"
425.4 516 "×"
432 516 "SY|"
445.2 516 "∧"
451.8 516 "2)/DEN)/(n−1))"
95.39999999999998 528 "_"
95.39999999999998 528 "e_"
101.99999999999997 528 "n_"
108.59999999999997 528 "d of FIT−1;"
95.39999999999998 540 "_"
95.39999999999998 540 "a_"
101.99999999999997 540 "r_"
108.59999999999997 540 "r_"
115.19999999999996 540 "a_"
121.79999999999995 540 "y X,Y[1:Nmax−Nmin+1];"
95.39999999999998 552 "_"
95.39999999999998 552 "r_"
101.99999999999997 552 "e_"
108.59999999999997 552 "a_"
115.19999999999996 552 "l a,b,meanerror,x1,y1,e1,meanerror2;"
95.39999999999998 564 "_"
95.39999999999998 564 "i_"
101.99999999999997 564 "n_"
108.59999999999997 564 "t_"
115.19999999999996 564 "e_"
121.79999999999995 564 "g_"
128.39999999999995 564 "e_"
134.99999999999994 564 "r i;"
95.39999999999998 576 "_"
95.39999999999998 576 "f_"
101.99999999999997 576 "o_"
108.59999999999997 576 "r i:=Nmax−Nmin+1 _"
220.79999999999987 576 "s_"
227.39999999999986 576 "t_"
233.99999999999986 576 "e_"
240.59999999999985 576 "p −1"
273.5999999999999 576 "_"
273.5999999999999 576 "u_"
280.19999999999993 576 "n_"
286.79999999999995 576 "t_"
293.4 576 "i_"
300 576 "l"
313.20000000000005 576 "1"
326.4000000000001 576 "_"
326.4000000000001 576 "d_"
333.0000000000001 576 "o"
95.39999999999998 588 "_"
95.39999999999998 588 "b_"
101.99999999999997 588 "e_"
108.59999999999997 588 "g_"
115.19999999999996 588 "i_"
121.79999999999995 588 "n"
115.19999999999996 600 "X[i]:=ln(xy[i+Nmin−1,1]);"
115.19999999999996 612 "Y[i]:=ln(xy[i+Nmin−1,2])"
95.39999999999998 624 "_"
95.39999999999998 624 "e_"
101.99999999999997 624 "n_"
108.59999999999997 624 "d;"
95.39999999999998 636 "FIT1(Nmax−Nmin+1, meanerror,"
286.79999999999995 636 "a,"
306.6 636 "b,"
326.4000000000001 636 "X,"
346.20000000000016 636 "Y);"
95.39999999999998 648 "writecr;"
95.39999999999998 660 "write(|"
134.99999999999994 660 "<−dddddd.dddddd|"
233.99999999999986 660 ">,meanerror,a,b);"
95.39999999999998 672 "writecr;"
95.39999999999998 684 "writetext(|"
161.39999999999992 684 "<<Time: |"
214.19999999999987 684 ">);"
95.39999999999998 696 "write(|"
134.99999999999994 696 "<−d.ddd"
181.2 698 "10"
187.79999999999998 696 "−d|"
200.99999999999997 696 ">,exp(a));"
95.39999999999995 708 "writetext(|"
161.3999999999999 708 "<<"
174.59999999999997 708 "×"
181.19999999999996 708 "n|"
187.79999999999995 708 "∧"
194.39999999999995 708 "|"
194.39999999999995 708 ">);"
95.39999999999992 720 "write(|"
134.9999999999999 720 "<d.ddd|"
174.59999999999985 720 ">,b);"
95.39999999999992 732 "_"
95.39999999999992 732 "i_"
101.99999999999991 732 "f _"
115.1999999999999 732 "f_"
121.7999999999999 732 "a_"
128.3999999999999 732 "l_"
134.9999999999999 732 "s_"
141.59999999999988 732 "e _"
154.79999999999987 732 "t_"
161.39999999999986 732 "h_"
167.99999999999986 732 "e_"
174.59999999999985 732 "n"
95.39999999999992 744 "_"
95.39999999999992 744 "b_"
101.99999999999991 744 "e_"
108.59999999999991 744 "g_"
115.1999999999999 744 "i_"
121.7999999999999 744 "n"
115.1999999999999 756 "_"
115.1999999999999 756 "f_"
121.7999999999999 756 "o_"
128.3999999999999 756 "r i:=Nmin _"
194.39999999999984 756 "s_"
200.99999999999983 756 "t_"
207.59999999999982 756 "e_"
214.19999999999982 756 "p 1 _"
240.5999999999998 756 "u_"
247.1999999999998 756 "n_"
253.7999999999998 756 "t_"
260.3999999999998 756 "i_"
266.99999999999983 756 "l"
280.1999999999999 756 "Nmax"
313.2 756 "_"
313.2 756 "d_"
319.8 756 "o"
115.1999999999999 768 "_"
115.1999999999999 768 "b_"
121.7999999999999 768 "e_"
128.3999999999999 768 "g_"
134.9999999999999 768 "i_"
141.59999999999988 768 "n"
134.9999999999999 780 "x1 := xy[i,1];"
134.9999999999999 792 "y1 := exp(a)"
214.19999999999993 792 "×"
220.79999999999993 792 "x1|"
233.99999999999991 792 "∧"
240.5999999999999 792 "b;"
134.99999999999994 36 "e1 := y1−xy[i,2];"
134.99999999999994 48 "writecr;"
134.99999999999994 60 "write(|"
174.5999999999999 60 "<ddd|"
200.9999999999999 60 ">,x1);"
134.99999999999994 72 "write(|"
174.5999999999999 72 "<−dddddd.ddd|"
253.79999999999987 72 ">,xy[i,2],y1,e1);"
134.99999999999994 84 "meanerror2:=meanerror2+e1"
300 84 "×"
306.6 84 "e1"
115.19999999999996 96 "_"
115.19999999999996 96 "e_"
121.79999999999995 96 "n_"
128.39999999999995 96 "d;"
115.19999999999996 108 "writecr;"
115.19999999999996 120 "write(|"
154.79999999999993 120 "<−dddddd.ddd|"
233.99999999999986 120 ">,sqrt(meanerror2/(Nmax−Nmin)))"
95.39999999999998 132 "_"
95.39999999999998 132 "e_"
101.99999999999997 132 "n_"
108.59999999999997 132 "d"
75.6 144 "_"
75.6 144 "e_"
82.19999999999999 144 "n_"
88.79999999999998 144 "d fit"
55.800000000000004 156 "_"
55.800000000000004 156 "e_"
62.4 156 "n_"
69 156 "d Nmin max"
36 168 "_"
36 168 "e_"
42.6 168 "n_"
49.2 168 "d;"
36 180 "t<"