36 36 "algol,_"
75.6 36 "n<"
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"
88.79999999999998 84 "no buffer N=20:"
88.79999999999998 96 "Time classic:"
194.3999999999999 96 "14.112"
88.79999999999998 108 "Time turbo:"
194.3999999999999 108 "14.004 0.8pct"
88.79999999999998 132 "buffer N=20:"
88.79999999999998 144 "Time classic:"
194.3999999999999 144 "12.920"
88.79999999999998 156 "Time turbo:"
194.3999999999999 156 "12.783 1.1pct"
88.79999999999998 180 "buffer N=60:"
88.79999999999998 192 "Time classic:"
194.3999999999999 192 "262.368"
88.79999999999998 204 "Time turbo:"
194.3999999999999 204 "261.448 0.4pct"
55.800000000000004 216 ";"
55.800000000000004 228 "_"
55.800000000000004 228 "i_"
62.4 228 "n_"
69 228 "t_"
75.6 228 "e_"
82.19999999999999 228 "g_"
88.79999999999998 228 "e_"
95.39999999999998 228 "r _"
108.59999999999997 228 "p_"
115.19999999999996 228 "r_"
121.79999999999995 228 "o_"
128.39999999999995 228 "c_"
134.99999999999994 228 "e_"
141.59999999999994 228 "d_"
148.19999999999993 228 "u_"
154.79999999999993 228 "r_"
161.39999999999992 228 "e LEQ1(N, M, A,"
266.9999999999999 228 "eps);"
55.800000000000004 240 "_"
55.800000000000004 240 "v_"
62.4 240 "a_"
69 240 "l_"
75.6 240 "u_"
82.19999999999999 240 "e N, M, eps;"
55.800000000000004 252 "_"
55.800000000000004 252 "i_"
62.4 252 "n_"
69 252 "t_"
75.6 252 "e_"
82.19999999999999 252 "g_"
88.79999999999998 252 "e_"
95.39999999999998 252 "r N, M;"
55.800000000000004 264 "_"
55.800000000000004 264 "a_"
62.4 264 "r_"
69 264 "r_"
75.6 264 "a_"
82.19999999999999 264 "y A;"
55.800000000000004 276 "_"
55.800000000000004 276 "r_"
62.4 276 "e_"
69 276 "a_"
75.6 276 "l eps;"
55.800000000000004 288 "_"
55.800000000000004 288 "b_"
62.4 288 "e_"
69 288 "g_"
75.6 288 "i_"
82.19999999999999 288 "n"
75.6 300 "_"
75.6 300 "i_"
82.19999999999999 300 "n_"
88.79999999999998 300 "t_"
95.39999999999998 300 "e_"
101.99999999999997 300 "g_"
108.59999999999997 300 "e_"
115.19999999999996 300 "r i, j, k, i1, j1;"
75.6 312 "_"
75.6 312 "r_"
82.19999999999999 312 "e_"
88.79999999999998 312 "a_"
95.39999999999998 312 "l max, f2, factor;"
75.6 324 "_"
75.6 324 "i_"
82.19999999999999 324 "n_"
88.79999999999998 324 "t_"
95.39999999999998 324 "e_"
101.99999999999997 324 "g_"
108.59999999999997 324 "e_"
115.19999999999996 324 "r _"
128.39999999999995 324 "a_"
134.99999999999994 324 "r_"
141.59999999999994 324 "r_"
148.19999999999993 324 "a_"
154.79999999999993 324 "y p[1:N];"
75.6 336 "M := N + M;"
75.6 348 "LEQ1 := 0;"
75.6 360 "_"
75.6 360 "f_"
82.19999999999999 360 "o_"
88.79999999999998 360 "r i := 1 _"
148.19999999999993 360 "s_"
154.79999999999993 360 "t_"
161.39999999999992 360 "e_"
167.99999999999991 360 "p 1 _"
194.3999999999999 360 "u_"
200.9999999999999 360 "n_"
207.59999999999988 360 "t_"
214.19999999999987 360 "i_"
220.79999999999987 360 "l N _"
247.19999999999985 360 "d_"
253.79999999999987 360 "o"
75.6 372 "_"
75.6 372 "b_"
82.19999999999999 372 "e_"
88.79999999999998 372 "g_"
95.39999999999998 372 "i_"
101.99999999999997 372 "n"
95.39999999999998 384 "max := 0;"
95.39999999999998 396 "_"
95.39999999999998 396 "f_"
101.99999999999997 396 "o_"
108.59999999999997 396 "r j := 1 _"
167.99999999999991 396 "s_"
174.5999999999999 396 "t_"
181.1999999999999 396 "e_"
187.7999999999999 396 "p 1 _"
214.19999999999987 396 "u_"
220.79999999999987 396 "n_"
227.39999999999986 396 "t_"
233.99999999999986 396 "i_"
240.59999999999985 396 "l N"
266.9999999999999 396 "_"
266.9999999999999 396 "d_"
273.5999999999999 396 "o"
95.39999999999998 408 "max := max + A[i,j]|"
220.8 408 "∧"
227.4 408 "2;"
95.39999999999998 420 "_"
95.39999999999998 420 "i_"
101.99999999999997 420 "f max > 1"
168 420 "∨"
181.2 420 "max < 0.25 _"
253.79999999999993 420 "t_"
260.3999999999999 420 "h_"
266.99999999999994 420 "e_"
273.59999999999997 420 "n"
95.39999999999998 432 "_"
95.39999999999998 432 "b_"
101.99999999999997 432 "e_"
108.59999999999997 432 "g_"
115.19999999999996 432 "i_"
121.79999999999995 432 "n"
115.19999999999996 444 "f2 := 2|"
161.4 444 "∧"
168 444 "(−entier(ln(max)/1.3863"
326.40000000000015 444 "+"
339.6000000000002 444 "1));"
115.19999999999996 456 "_"
115.19999999999996 456 "f_"
121.79999999999995 456 "o_"
128.39999999999995 456 "r j := 1 _"
187.7999999999999 456 "s_"
194.3999999999999 456 "t_"
200.9999999999999 456 "e_"
207.59999999999988 456 "p 1 _"
233.99999999999986 456 "u_"
240.59999999999985 456 "n_"
247.19999999999985 456 "t_"
253.79999999999987 456 "i_"
260.39999999999986 456 "l"
273.5999999999999 456 "M"
286.79999999999995 456 "_"
286.79999999999995 456 "d_"
293.4 456 "o"
115.19999999999996 468 "A[i,j] := A[i,j]"
220.8 468 "×"
227.4 468 "f2"
95.39999999999998 480 "_"
95.39999999999998 480 "e_"
101.99999999999997 480 "n_"
108.59999999999997 480 "d if max"
75.6 492 "_"
75.6 492 "e_"
82.19999999999999 492 "n_"
88.79999999999998 492 "d for i: equilibration;"
75.6 504 "_"
75.6 504 "f_"
82.19999999999999 504 "o_"
88.79999999999998 504 "r k := 1 _"
148.19999999999993 504 "s_"
154.79999999999993 504 "t_"
161.39999999999992 504 "e_"
167.99999999999991 504 "p 1 _"
194.3999999999999 504 "u_"
200.9999999999999 504 "n_"
207.59999999999988 504 "t_"
214.19999999999987 504 "i_"
220.79999999999987 504 "l N _"
247.19999999999985 504 "d_"
253.79999999999987 504 "o"
75.6 516 "_"
75.6 516 "b_"
82.19999999999999 516 "e_"
88.79999999999998 516 "g_"
95.39999999999998 516 "i_"
101.99999999999997 516 "n"
95.39999999999998 528 "max := 0;"
95.39999999999998 540 "_"
95.39999999999998 540 "f_"
101.99999999999997 540 "o_"
108.59999999999997 540 "r i := 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 "f_"
101.99999999999997 552 "o_"
108.59999999999997 552 "r j := k _"
167.99999999999991 552 "s_"
174.5999999999999 552 "t_"
181.1999999999999 552 "e_"
187.7999999999999 552 "p 1 _"
214.19999999999987 552 "u_"
220.79999999999987 552 "n_"
227.39999999999986 552 "t_"
233.99999999999986 552 "i_"
240.59999999999985 552 "l N"
266.9999999999999 552 "_"
266.9999999999999 552 "d_"
273.5999999999999 552 "o"
95.39999999999998 564 "_"
95.39999999999998 564 "b_"
101.99999999999997 564 "e_"
108.59999999999997 564 "g_"
115.19999999999996 564 "i_"
121.79999999999995 564 "n"
115.19999999999996 576 "factor := abs(A[i,j]);"
115.19999999999996 588 "_"
115.19999999999996 588 "i_"
121.79999999999995 588 "f max _"
161.39999999999992 588 "< factor _"
220.79999999999987 588 "t_"
227.39999999999986 588 "h_"
233.99999999999986 588 "e_"
240.59999999999985 588 "n"
115.19999999999996 600 "_"
115.19999999999996 600 "b_"
121.79999999999995 600 "e_"
128.39999999999995 600 "g_"
134.99999999999994 600 "i_"
141.59999999999994 600 "n"
134.99999999999994 612 "max := factor;"
134.99999999999994 624 "i1 := i;"
134.99999999999994 636 "j1 := j"
115.19999999999996 648 "_"
115.19999999999996 648 "e_"
121.79999999999995 648 "n_"
128.39999999999995 648 "d if larger"
95.39999999999998 660 "_"
95.39999999999998 660 "e_"
101.99999999999997 660 "n_"
108.59999999999997 660 "d _"
121.79999999999995 660 "f_"
128.39999999999995 660 "o_"
134.99999999999994 660 "r;"
95.39999999999998 672 "_"
95.39999999999998 672 "i_"
101.99999999999997 672 "f max < eps _"
181.1999999999999 672 "t_"
187.7999999999999 672 "h_"
194.3999999999999 672 "e_"
200.9999999999999 672 "n"
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 "LEQ1 := 1;"
115.19999999999996 708 "_"
115.19999999999996 708 "g_"
121.79999999999995 708 "o_ _"
134.99999999999994 708 "t_"
141.59999999999994 708 "o EX"
95.39999999999998 720 "_"
95.39999999999998 720 "e_"
101.99999999999997 720 "n_"
108.59999999999997 720 "d error exit;"
95.39999999999998 732 "max := A[i1,j1];"
95.39999999999998 744 "_"
95.39999999999998 744 "i_"
101.99999999999997 744 "f i1 |"
134.99999999999994 744 "= k _"
161.39999999999992 744 "t_"
167.99999999999991 744 "h_"
174.5999999999999 744 "e_"
181.1999999999999 744 "n"
95.39999999999998 756 "_"
95.39999999999998 756 "f_"
101.99999999999997 756 "o_"
108.59999999999997 756 "r j := k _"
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 M"
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 "factor := A[k,j];"
115.19999999999996 792 "A[k,j] := A[i1,j];"
115.19999999999996 36 "A[i1,j] := factor"
95.39999999999998 48 "_"
95.39999999999998 48 "e_"
101.99999999999997 48 "n_"
108.59999999999997 48 "d for j: row interchange;"
95.39999999999998 60 "p[k] := k;"
95.39999999999998 72 "_"
95.39999999999998 72 "i_"
101.99999999999997 72 "f j1 |"
134.99999999999994 72 "= k _"
161.39999999999992 72 "t_"
167.99999999999991 72 "h_"
174.5999999999999 72 "e_"
181.1999999999999 72 "n"
95.39999999999998 84 "_"
95.39999999999998 84 "b_"
101.99999999999997 84 "e_"
108.59999999999997 84 "g_"
115.19999999999996 84 "i_"
121.79999999999995 84 "n"
115.19999999999996 96 "p[k] := j1;"
115.19999999999996 108 "_"
115.19999999999996 108 "f_"
121.79999999999995 108 "o_"
128.39999999999995 108 "r i := 1 _"
187.7999999999999 108 "s_"
194.3999999999999 108 "t_"
200.9999999999999 108 "e_"
207.59999999999988 108 "p 1 _"
233.99999999999986 108 "u_"
240.59999999999985 108 "n_"
247.19999999999985 108 "t_"
253.79999999999987 108 "i_"
260.39999999999986 108 "l"
273.5999999999999 108 "N"
286.79999999999995 108 "_"
286.79999999999995 108 "d_"
293.4 108 "o"
115.19999999999996 120 "_"
115.19999999999996 120 "b_"
121.79999999999995 120 "e_"
128.39999999999995 120 "g_"
134.99999999999994 120 "i_"
141.59999999999994 120 "n"
134.99999999999994 132 "factor := A[i,k];"
134.99999999999994 144 "A[i,k] := A[i,j1];"
134.99999999999994 156 "A[i,j1] := factor"
115.19999999999996 168 "_"
115.19999999999996 168 "e_"
121.79999999999995 168 "n_"
128.39999999999995 168 "d for i"
95.39999999999998 180 "_"
95.39999999999998 180 "e_"
101.99999999999997 180 "n_"
108.59999999999997 180 "d interchange of columns;"
95.39999999999998 192 "_"
95.39999999999998 192 "f_"
101.99999999999997 192 "o_"
108.59999999999997 192 "r i := k + 1 _"
194.3999999999999 192 "s_"
200.9999999999999 192 "t_"
207.59999999999988 192 "e_"
214.19999999999987 192 "p 1 _"
240.59999999999985 192 "u_"
247.19999999999985 192 "n_"
253.79999999999987 192 "t_"
260.39999999999986 192 "i_"
266.9999999999999 192 "l"
280.19999999999993 192 "N"
293.4 192 "_"
293.4 192 "d_"
300 192 "o"
95.39999999999998 204 "_"
95.39999999999998 204 "b_"
101.99999999999997 204 "e_"
108.59999999999997 204 "g_"
115.19999999999996 204 "i_"
121.79999999999995 204 "n"
115.19999999999996 216 "factor := A[i,k]/max;"
115.19999999999996 228 "_"
115.19999999999996 228 "f_"
121.79999999999995 228 "o_"
128.39999999999995 228 "r j := k + 1 _"
214.19999999999987 228 "s_"
220.79999999999987 228 "t_"
227.39999999999986 228 "e_"
233.99999999999986 228 "p 1"
260.39999999999986 228 "_"
260.39999999999986 228 "u_"
266.9999999999999 228 "n_"
273.5999999999999 228 "t_"
280.19999999999993 228 "i_"
286.79999999999995 228 "l"
300 228 "M"
313.20000000000005 228 "_"
313.20000000000005 228 "d_"
319.80000000000007 228 "o"
115.19999999999996 240 "A[i,j] := A[i,j] − A[k,j]"
280.2 240 "×"
286.8 240 "factor"
95.39999999999998 252 "_"
95.39999999999998 252 "e_"
101.99999999999997 252 "n_"
108.59999999999997 252 "d _"
121.79999999999995 252 "f_"
128.39999999999995 252 "o_"
134.99999999999994 252 "r"
75.6 264 "_"
75.6 264 "e_"
82.19999999999999 264 "n_"
88.79999999999998 264 "d for k;"
75.6 276 "_"
75.6 276 "f_"
82.19999999999999 276 "o_"
88.79999999999998 276 "r k := N + 1 _"
174.5999999999999 276 "s_"
181.1999999999999 276 "t_"
187.7999999999999 276 "e_"
194.3999999999999 276 "p 1 _"
220.79999999999987 276 "u_"
227.39999999999986 276 "n_"
233.99999999999986 276 "t_"
240.59999999999985 276 "i_"
247.19999999999985 276 "l"
260.39999999999986 276 "M"
273.5999999999999 276 "_"
273.5999999999999 276 "d_"
280.19999999999993 276 "o"
75.6 288 "_"
75.6 288 "f_"
82.19999999999999 288 "o_"
88.79999999999998 288 "r i := N _"
148.19999999999993 288 "s_"
154.79999999999993 288 "t_"
161.39999999999992 288 "e_"
167.99999999999991 288 "p −1 _"
200.9999999999999 288 "u_"
207.59999999999988 288 "n_"
214.19999999999987 288 "t_"
220.79999999999987 288 "i_"
227.39999999999986 288 "l 1 _"
253.79999999999987 288 "d_"
260.39999999999986 288 "o"
75.6 300 "_"
75.6 300 "b_"
82.19999999999999 300 "e_"
88.79999999999998 300 "g_"
95.39999999999998 300 "i_"
101.99999999999997 300 "n"
95.39999999999998 312 "factor := A[i,k];"
95.39999999999998 324 "_"
95.39999999999998 324 "f_"
101.99999999999997 324 "o_"
108.59999999999997 324 "r j := i + 1 _"
194.3999999999999 324 "s_"
200.9999999999999 324 "t_"
207.59999999999988 324 "e_"
214.19999999999987 324 "p 1 _"
240.59999999999985 324 "u_"
247.19999999999985 324 "n_"
253.79999999999987 324 "t_"
260.39999999999986 324 "i_"
266.9999999999999 324 "l"
280.19999999999993 324 "N"
293.4 324 "_"
293.4 324 "d_"
300 324 "o"
95.39999999999998 336 "factor := factor − A[i,j]"
260.4 336 "×"
267 336 "A[j,k];"
95.39999999999998 348 "A[i,k] := factor/A[i,i]"
75.6 360 "_"
75.6 360 "e_"
82.19999999999999 360 "n_"
88.79999999999998 360 "d solving;"
75.6 372 "_"
75.6 372 "i_"
82.19999999999999 372 "f M |"
108.59999999999997 372 "= N _"
134.99999999999994 372 "t_"
141.59999999999994 372 "h_"
148.19999999999993 372 "e_"
154.79999999999993 372 "n"
75.6 384 "_"
75.6 384 "f_"
82.19999999999999 384 "o_"
88.79999999999998 384 "r i := N − 1 _"
174.5999999999999 384 "s_"
181.1999999999999 384 "t_"
187.7999999999999 384 "e_"
194.3999999999999 384 "p −1 _"
227.39999999999986 384 "u_"
233.99999999999986 384 "n_"
240.59999999999985 384 "t_"
247.19999999999985 384 "i_"
253.79999999999987 384 "l"
266.9999999999999 384 "1"
280.19999999999993 384 "_"
280.19999999999993 384 "d_"
286.79999999999995 384 "o"
75.6 396 "_"
75.6 396 "b_"
82.19999999999999 396 "e_"
88.79999999999998 396 "g_"
95.39999999999998 396 "i_"
101.99999999999997 396 "n"
95.39999999999998 408 "i1 := p[i];"
95.39999999999998 420 "_"
95.39999999999998 420 "i_"
101.99999999999997 420 "f i1 |"
134.99999999999994 420 "= i _"
161.39999999999992 420 "t_"
167.99999999999991 420 "h_"
174.5999999999999 420 "e_"
181.1999999999999 420 "n"
95.39999999999998 432 "_"
95.39999999999998 432 "f_"
101.99999999999997 432 "o_"
108.59999999999997 432 "r k := N + 1 _"
194.3999999999999 432 "s_"
200.9999999999999 432 "t_"
207.59999999999988 432 "e_"
214.19999999999987 432 "p 1 _"
240.59999999999985 432 "u_"
247.19999999999985 432 "n_"
253.79999999999987 432 "t_"
260.39999999999986 432 "i_"
266.9999999999999 432 "l"
280.19999999999993 432 "M"
293.4 432 "_"
293.4 432 "d_"
300 432 "o"
95.39999999999998 444 "_"
95.39999999999998 444 "b_"
101.99999999999997 444 "e_"
108.59999999999997 444 "g_"
115.19999999999996 444 "i_"
121.79999999999995 444 "n"
115.19999999999996 456 "factor := A[i,k];"
115.19999999999996 468 "A[i,k] := A[i1,k];"
115.19999999999996 480 "A[i1,k] := factor"
95.39999999999998 492 "_"
95.39999999999998 492 "e_"
101.99999999999997 492 "n_"
108.59999999999997 492 "d for k"
75.6 504 "_"
75.6 504 "e_"
82.19999999999999 504 "n_"
88.79999999999998 504 "d for i and solution interchange;"
36 516 "EX:_"
55.800000000000004 516 "e_"
62.4 516 "n_"
69 516 "d LEQ1;"
55.800000000000004 528 "_"
55.800000000000004 528 "r_"
62.4 528 "e_"
69 528 "a_"
75.6 528 "l _"
88.79999999999998 528 "p_"
95.39999999999998 528 "r_"
101.99999999999997 528 "o_"
108.59999999999997 528 "c_"
115.19999999999996 528 "e_"
121.79999999999995 528 "d_"
128.39999999999995 528 "u_"
134.99999999999994 528 "r_"
141.59999999999994 528 "e clock count;"
55.800000000000004 540 "_"
55.800000000000004 540 "c_"
62.4 540 "o_"
69 540 "d_"
75.6 540 "e clock count;"
55.800000000000004 552 "1, 37;"
69 564 "zl"
134.99999999999994 564 ", grf p−1"
214.19999999999987 564 "; RF:=clock"
293.4 564 "count;"
339.60000000000014 564 "stack[p−1]:=RF;"
55.800000000000004 576 "_"
55.800000000000004 576 "e;"
55.800000000000004 588 "_"
55.800000000000004 588 "r_"
62.4 588 "e_"
69 588 "a_"
75.6 588 "l _"
88.79999999999998 588 "p_"
95.39999999999998 588 "r_"
101.99999999999997 588 "o_"
108.59999999999997 588 "c_"
115.19999999999996 588 "e_"
121.79999999999995 588 "d_"
128.39999999999995 588 "u_"
134.99999999999994 588 "r_"
141.59999999999994 588 "e RANDOM;"
55.800000000000004 600 "_"
55.800000000000004 600 "b_"
62.4 600 "e_"
69 600 "g_"
75.6 600 "i_"
82.19999999999999 600 "n"
75.6 612 "_"
75.6 612 "i_"
82.19999999999999 612 "n_"
88.79999999999998 612 "t_"
95.39999999999998 612 "e_"
101.99999999999997 612 "g_"
108.59999999999997 612 "e_"
115.19999999999996 612 "r new,mod;"
75.6 624 "mod := 2796203;"
75.6 636 "new := 125"
141.6 636 "×"
148.2 636 "oldrand;"
75.59999999999998 648 "oldrand"
128.39999999999995 648 ":= new − mod"
207.59999999999997 648 "×"
214.19999999999996 648 "entier(new/mod);"
75.59999999999997 660 "RANDOM := oldrand/mod−0.5"
55.799999999999976 672 "_"
55.799999999999976 672 "e_"
62.39999999999997 672 "n_"
68.99999999999997 672 "d RANDOM;"
55.799999999999976 684 "_"
55.799999999999976 684 "i_"
62.39999999999997 684 "n_"
68.99999999999997 684 "t_"
75.59999999999997 684 "e_"
82.19999999999996 684 "g_"
88.79999999999995 684 "e_"
95.39999999999995 684 "r oldrand,N;"
55.799999999999976 696 "_"
55.799999999999976 696 "r_"
62.39999999999997 696 "e_"
68.99999999999997 696 "a_"
75.59999999999997 696 "l time,maxerror;"
55.799999999999976 720 "select(17);"
55.799999999999976 732 "oldrand:=100001;"
55.799999999999976 744 "writecr;"
55.799999999999976 756 "writetext(|"
121.79999999999993 756 "<<N: |"
154.7999999999999 756 ">);"
55.799999999999976 768 "N:=60;"
55.799999999999976 780 "writeinteger(|"
141.5999999999999 780 "<p|"
154.7999999999999 780 ">,N);"
55.799999999999976 792 "_"
55.799999999999976 792 "b_"
62.39999999999997 792 "e_"
68.99999999999997 792 "g_"
75.59999999999997 792 "i_"
82.19999999999996 792 "n"
75.6 36 "_"
75.6 36 "a_"
82.19999999999999 36 "r_"
88.79999999999998 36 "r_"
95.39999999999998 36 "a_"
101.99999999999997 36 "y A[1:N,1:N+1];"
75.6 48 "_"
75.6 48 "i_"
82.19999999999999 48 "n_"
88.79999999999998 48 "t_"
95.39999999999998 48 "e_"
101.99999999999997 48 "g_"
108.59999999999997 48 "e_"
115.19999999999996 48 "r i,j;"
75.6 60 "_"
75.6 60 "r_"
82.19999999999999 60 "e_"
88.79999999999998 60 "a_"
95.39999999999998 60 "l sum;"
75.6 72 "_"
75.6 72 "f_"
82.19999999999999 72 "o_"
88.79999999999998 72 "r i:=1 _"
134.99999999999994 72 "s_"
141.59999999999994 72 "t_"
148.19999999999993 72 "e_"
154.79999999999993 72 "p 1 _"
181.1999999999999 72 "u_"
187.7999999999999 72 "n_"
194.3999999999999 72 "t_"
200.9999999999999 72 "i_"
207.59999999999988 72 "l N _"
233.99999999999986 72 "d_"
240.59999999999985 72 "o"
75.6 84 "_"
75.6 84 "b_"
82.19999999999999 84 "e_"
88.79999999999998 84 "g_"
95.39999999999998 84 "i_"
101.99999999999997 84 "n"
95.39999999999998 96 "sum:=0;"
95.39999999999998 108 "_"
95.39999999999998 108 "f_"
101.99999999999997 108 "o_"
108.59999999999997 108 "r j:=1 _"
154.79999999999993 108 "s_"
161.39999999999992 108 "t_"
167.99999999999991 108 "e_"
174.5999999999999 108 "p 1 _"
200.9999999999999 108 "u_"
207.59999999999988 108 "n_"
214.19999999999987 108 "t_"
220.79999999999987 108 "i_"
227.39999999999986 108 "l N _"
253.79999999999987 108 "d_"
260.39999999999986 108 "o"
95.39999999999998 120 "_"
95.39999999999998 120 "b_"
101.99999999999997 120 "e_"
108.59999999999997 120 "g_"
115.19999999999996 120 "i_"
121.79999999999995 120 "n"
115.19999999999996 132 "A[i,j]:=RANDOM;"
115.19999999999996 144 "sum:=sum+A[i,j]"
95.39999999999998 156 "_"
95.39999999999998 156 "e_"
101.99999999999997 156 "n_"
108.59999999999997 156 "d;"
95.39999999999998 168 "A[i,N+1]:=sum"
75.6 180 "_"
75.6 180 "e_"
82.19999999999999 180 "n_"
88.79999999999998 180 "d;"
75.6 192 "writecr;"
75.6 204 "clock count;"
75.6 216 "_"
75.6 216 "i_"
82.19999999999999 216 "f LEQ1(N, 1, A, 1"
194.4 218 "10"
201 216 "−12)=1 _"
247.19999999999996 216 "t_"
253.79999999999998 216 "h_"
260.4 216 "e_"
267 216 "n"
75.6 228 "writetext(|"
141.59999999999994 228 "<<Error.|"
194.3999999999999 228 ">);"
75.6 240 "time:=clock count;"
75.6 252 "write(|"
115.19999999999996 252 "<ddddd.ddd|"
181.1999999999999 252 ">,time);"
75.6 264 "writecr;"
75.6 276 "maxerror:=0;"
75.6 288 "_"
75.6 288 "f_"
82.19999999999999 288 "o_"
88.79999999999998 288 "r i:=1 _"
134.99999999999994 288 "s_"
141.59999999999994 288 "t_"
148.19999999999993 288 "e_"
154.79999999999993 288 "p 1 _"
181.1999999999999 288 "u_"
187.7999999999999 288 "n_"
194.3999999999999 288 "t_"
200.9999999999999 288 "i_"
207.59999999999988 288 "l N _"
233.99999999999986 288 "d_"
240.59999999999985 288 "o"
75.6 300 "_"
75.6 300 "b_"
82.19999999999999 300 "e_"
88.79999999999998 300 "g_"
95.39999999999998 300 "i_"
101.99999999999997 300 "n"
95.39999999999998 312 "sum:=abs(A[i,N+1]−1);"
95.39999999999998 324 "_"
95.39999999999998 324 "i_"
101.99999999999997 324 "f sum>maxerror _"
200.9999999999999 324 "t_"
207.59999999999988 324 "h_"
214.19999999999987 324 "e_"
220.79999999999987 324 "n maxerror:=sum"
75.6 336 "_"
75.6 336 "e_"
82.19999999999999 336 "n_"
88.79999999999998 336 "d _"
101.99999999999997 336 "f_"
108.59999999999997 336 "o_"
115.19999999999996 336 "r;"
75.6 348 "write(|"
115.19999999999996 348 "<d.ddddd"
168 350 "10"
174.6 348 "−dd|"
194.39999999999998 348 ">,maxerror)"
55.800000000000004 360 "_"
55.800000000000004 360 "e_"
62.4 360 "n_"
69 360 "d inner block"
36 372 "_"
36 372 "e_"
42.6 372 "n_"
49.2 372 "d"
36 384 "t<"