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221 lines
4.1 KiB
221 lines
4.1 KiB
Evaluating '' |
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'' -> nan |
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Evaluating '1;2' |
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'1;2' -> 2.000000 |
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Evaluating '-20' |
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'-20' -> -20.000000 |
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Evaluating '-PI' |
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'-PI' -> -3.141593 |
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Evaluating '+PI' |
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'+PI' -> 3.141593 |
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Evaluating '1+(5-2)^(3-1)+1/2+sin(PI)-max(-2.2,-3.1)' |
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'1+(5-2)^(3-1)+1/2+sin(PI)-max(-2.2,-3.1)' -> 12.700000 |
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Evaluating '80G/80Gi' |
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'80G/80Gi' -> 0.931323 |
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Evaluating '1k' |
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'1k' -> 1000.000000 |
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Evaluating '1Gi' |
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'1Gi' -> 1073741824.000000 |
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Evaluating '1gi' |
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'1gi' -> nan |
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Evaluating '1GiFoo' |
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'1GiFoo' -> nan |
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Evaluating '1k+1k' |
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'1k+1k' -> 2000.000000 |
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Evaluating '1Gi*3foo' |
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'1Gi*3foo' -> nan |
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Evaluating 'foo' |
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'foo' -> nan |
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Evaluating 'foo(' |
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'foo(' -> nan |
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Evaluating 'foo()' |
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'foo()' -> nan |
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Evaluating 'foo)' |
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'foo)' -> nan |
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Evaluating 'sin' |
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'sin' -> nan |
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Evaluating 'sin(' |
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'sin(' -> nan |
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Evaluating 'sin()' |
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'sin()' -> nan |
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Evaluating 'sin)' |
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'sin)' -> nan |
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Evaluating 'sin 10' |
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'sin 10' -> nan |
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Evaluating 'sin(1,2,3)' |
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'sin(1,2,3)' -> nan |
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Evaluating 'sin(1 )' |
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'sin(1 )' -> 0.841471 |
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Evaluating '1' |
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'1' -> 1.000000 |
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Evaluating '1foo' |
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'1foo' -> nan |
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Evaluating 'bar + PI + E + 100f*2 + foo' |
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'bar + PI + E + 100f*2 + foo' -> nan |
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Evaluating '13k + 12f - foo(1, 2)' |
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'13k + 12f - foo(1, 2)' -> nan |
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Evaluating '1gi' |
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'1gi' -> nan |
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Evaluating '1Gi' |
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'1Gi' -> 1073741824.000000 |
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Evaluating 'st(0, 123)' |
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'st(0, 123)' -> 123.000000 |
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Evaluating 'st(1, 123); ld(1)' |
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'st(1, 123); ld(1)' -> 123.000000 |
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Evaluating 'lte(0, 1)' |
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'lte(0, 1)' -> 1.000000 |
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Evaluating 'lte(1, 1)' |
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'lte(1, 1)' -> 1.000000 |
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Evaluating 'lte(1, 0)' |
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'lte(1, 0)' -> 0.000000 |
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Evaluating 'lt(0, 1)' |
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'lt(0, 1)' -> 1.000000 |
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Evaluating 'lt(1, 1)' |
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'lt(1, 1)' -> 0.000000 |
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Evaluating 'gt(1, 0)' |
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'gt(1, 0)' -> 1.000000 |
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Evaluating 'gt(2, 7)' |
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'gt(2, 7)' -> 0.000000 |
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Evaluating 'gte(122, 122)' |
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'gte(122, 122)' -> 1.000000 |
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Evaluating 'st(0, 1); while(lte(ld(0), 100), st(1, ld(1)+ld(0));st(0, ld(0)+1)); ld(1)' |
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'st(0, 1); while(lte(ld(0), 100), st(1, ld(1)+ld(0));st(0, ld(0)+1)); ld(1)' -> 5050.000000 |
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Evaluating 'st(1, 1); st(2, 2); st(0, 1); while(lte(ld(0),10), st(3, ld(1)+ld(2)); st(1, ld(2)); st(2, ld(3)); st(0, ld(0)+1)); ld(3)' |
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'st(1, 1); st(2, 2); st(0, 1); while(lte(ld(0),10), st(3, ld(1)+ld(2)); st(1, ld(2)); st(2, ld(3)); st(0, ld(0)+1)); ld(3)' -> 233.000000 |
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Evaluating 'while(0, 10)' |
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'while(0, 10)' -> nan |
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Evaluating 'st(0, 1); while(lte(ld(0),100), st(1, ld(1)+ld(0)); st(0, ld(0)+1))' |
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'st(0, 1); while(lte(ld(0),100), st(1, ld(1)+ld(0)); st(0, ld(0)+1))' -> 101.000000 |
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Evaluating 'isnan(1)' |
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'isnan(1)' -> 0.000000 |
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Evaluating 'isnan(NAN)' |
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'isnan(NAN)' -> 1.000000 |
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Evaluating 'isnan(INF)' |
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'isnan(INF)' -> 0.000000 |
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Evaluating 'isinf(1)' |
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'isinf(1)' -> 0.000000 |
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Evaluating 'isinf(NAN)' |
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'isinf(NAN)' -> 0.000000 |
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Evaluating 'isinf(INF)' |
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'isinf(INF)' -> 1.000000 |
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Evaluating 'floor(NAN)' |
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'floor(NAN)' -> nan |
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Evaluating 'floor(123.123)' |
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'floor(123.123)' -> 123.000000 |
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Evaluating 'floor(-123.123)' |
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'floor(-123.123)' -> -124.000000 |
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Evaluating 'trunc(123.123)' |
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'trunc(123.123)' -> 123.000000 |
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Evaluating 'trunc(-123.123)' |
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'trunc(-123.123)' -> -123.000000 |
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Evaluating 'ceil(123.123)' |
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'ceil(123.123)' -> 124.000000 |
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Evaluating 'ceil(-123.123)' |
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'ceil(-123.123)' -> -123.000000 |
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Evaluating 'sqrt(1764)' |
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'sqrt(1764)' -> 42.000000 |
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Evaluating 'isnan(sqrt(-1))' |
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'isnan(sqrt(-1))' -> 1.000000 |
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Evaluating 'not(1)' |
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'not(1)' -> 0.000000 |
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Evaluating 'not(NAN)' |
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'not(NAN)' -> 0.000000 |
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Evaluating 'not(0)' |
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'not(0)' -> 1.000000 |
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Evaluating 'pow(0,1.23)' |
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'pow(0,1.23)' -> 0.000000 |
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Evaluating 'pow(PI,1.23)' |
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'pow(PI,1.23)' -> 4.087844 |
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Evaluating 'PI^1.23' |
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'PI^1.23' -> 4.087844 |
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Evaluating 'pow(-1,1.23)' |
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'pow(-1,1.23)' -> nan |
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Evaluating 'if(1, 2)' |
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'if(1, 2)' -> 2.000000 |
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Evaluating 'ifnot(0, 23)' |
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'ifnot(0, 23)' -> 23.000000 |
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Evaluating 'ifnot(1, NaN) + if(0, 1)' |
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'ifnot(1, NaN) + if(0, 1)' -> 0.000000 |
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Evaluating 'taylor(1, 1)' |
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'taylor(1, 1)' -> 2.718282 |
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Evaluating 'taylor(eq(mod(ld(1),4),1)-eq(mod(ld(1),4),3), PI/2, 1)' |
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'taylor(eq(mod(ld(1),4),1)-eq(mod(ld(1),4),3), PI/2, 1)' -> 1.000000 |
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Evaluating 'root(sin(ld(0))-1, 2)' |
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'root(sin(ld(0))-1, 2)' -> 1.570796 |
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Evaluating 'root(sin(ld(0))+6+sin(ld(0)/12)-log(ld(0)), 100)' |
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'root(sin(ld(0))+6+sin(ld(0)/12)-log(ld(0)), 100)' -> 60.965601 |
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12.700000 == 12.7 |
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0.931323 == 0.931322575
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