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ADD10 = / # A + B = C |
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(?<B0> (?= (?<BC0Rec> [0-9] \g<BC0Rec> [0-9] | \+ .*? 0 ) \= )){0} |
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(?<B1> (?= (?<BC1Rec> [0-9] \g<BC1Rec> [0-9] | \+ .*? 1 ) \= )){0} |
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(?<B2> (?= (?<BC2Rec> [0-9] \g<BC2Rec> [0-9] | \+ .*? 2 ) \= )){0} |
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(?<B3> (?= (?<BC3Rec> [0-9] \g<BC3Rec> [0-9] | \+ .*? 3 ) \= )){0} |
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(?<B4> (?= (?<BC4Rec> [0-9] \g<BC4Rec> [0-9] | \+ .*? 4 ) \= )){0} |
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(?<B5> (?= (?<BC5Rec> [0-9] \g<BC5Rec> [0-9] | \+ .*? 5 ) \= )){0} |
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(?<B6> (?= (?<BC6Rec> [0-9] \g<BC6Rec> [0-9] | \+ .*? 6 ) \= )){0} |
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(?<B7> (?= (?<BC7Rec> [0-9] \g<BC7Rec> [0-9] | \+ .*? 7 ) \= )){0} |
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(?<B8> (?= (?<BC8Rec> [0-9] \g<BC8Rec> [0-9] | \+ .*? 8 ) \= )){0} |
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(?<B9> (?= (?<BC9Rec> [0-9] \g<BC9Rec> [0-9] | \+ .*? 9 ) \= )){0} |
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(?<C0> (?= \g<BC0Rec> $ )){0} |
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(?<C1> (?= \g<BC1Rec> $ )){0} |
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(?<C2> (?= \g<BC2Rec> $ )){0} |
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(?<C3> (?= \g<BC3Rec> $ )){0} |
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(?<C4> (?= \g<BC4Rec> $ )){0} |
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(?<C5> (?= \g<BC5Rec> $ )){0} |
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(?<C6> (?= \g<BC6Rec> $ )){0} |
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(?<C7> (?= \g<BC7Rec> $ )){0} |
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(?<C8> (?= \g<BC8Rec> $ )){0} |
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(?<C9> (?= \g<BC9Rec> $ )){0} |
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(?<S0> 0 \g<B0>){0} |
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(?<S1> 0 \g<B1> | 1 \g<B0>){0} |
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(?<S2> 0 \g<B2> | 1 \g<B1> | 2 \g<B0>){0} |
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(?<S3> 0 \g<B3> | 1 \g<B2> | 2 \g<B1> | 3 \g<B0>){0} |
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(?<S4> 0 \g<B4> | 1 \g<B3> | 2 \g<B2> | 3 \g<B1> | 4 \g<B0>){0} |
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(?<S5> 0 \g<B5> | 1 \g<B4> | 2 \g<B3> | 3 \g<B2> | 4 \g<B1> | 5 \g<B0>){0} |
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(?<S6> 0 \g<B6> | 1 \g<B5> | 2 \g<B4> | 3 \g<B3> | 4 \g<B2> | 5 \g<B1> | 6 \g<B0>){0} |
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(?<S7> 0 \g<B7> | 1 \g<B6> | 2 \g<B5> | 3 \g<B4> | 4 \g<B3> | 5 \g<B2> | 6 \g<B1> | 7 \g<B0>){0} |
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(?<S8> 0 \g<B8> | 1 \g<B7> | 2 \g<B6> | 3 \g<B5> | 4 \g<B4> | 5 \g<B3> | 6 \g<B2> | 7 \g<B1> | 8 \g<B0>){0} |
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(?<S9> 0 \g<B9> | 1 \g<B8> | 2 \g<B7> | 3 \g<B6> | 4 \g<B5> | 5 \g<B4> | 6 \g<B3> | 7 \g<B2> | 8 \g<B1> | 9 \g<B0>){0} |
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(?<S10> 1 \g<B9> | 2 \g<B8> | 3 \g<B7> | 4 \g<B6> | 5 \g<B5> | 6 \g<B4> | 7 \g<B3> | 8 \g<B2> | 9 \g<B1>){0} |
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(?<S11> 2 \g<B9> | 3 \g<B8> | 4 \g<B7> | 5 \g<B6> | 6 \g<B5> | 7 \g<B4> | 8 \g<B3> | 9 \g<B2>){0} |
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(?<S12> 3 \g<B9> | 4 \g<B8> | 5 \g<B7> | 6 \g<B6> | 7 \g<B5> | 8 \g<B4> | 9 \g<B3>){0} |
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(?<S13> 4 \g<B9> | 5 \g<B8> | 6 \g<B7> | 7 \g<B6> | 8 \g<B5> | 9 \g<B4>){0} |
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(?<S14> 5 \g<B9> | 6 \g<B8> | 7 \g<B7> | 8 \g<B6> | 9 \g<B5>){0} |
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(?<S15> 6 \g<B9> | 7 \g<B8> | 8 \g<B7> | 9 \g<B6>){0} |
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(?<S16> 7 \g<B9> | 8 \g<B8> | 9 \g<B7>){0} |
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(?<S17> 8 \g<B9> | 9 \g<B8>){0} |
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(?<S18> 9 \g<B9>){0} |
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(?<Carry0> (?= \g<S9>*+ (?: \g<S0> | \g<S1> | \g<S2> | \g<S3> | \g<S4> | \g<S5> | \g<S6> | \g<S7> | \g<S8> | \+ ))){0} |
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(?<Carry1> (?= \g<S9>*+ (?: \g<S10> | \g<S11> | \g<S12> | \g<S13> | \g<S14> | \g<S15> | \g<S16> | \g<S17> | \g<S18> ))){0} |
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^ |
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\g<Carry0> |
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(?: |
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(?: \g<S0> | \g<S10>) \g<Carry0> \g<C0> |
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| (?: \g<S0> | \g<S10>) \g<Carry1> \g<C1> |
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| (?: \g<S1> | \g<S11>) \g<Carry0> \g<C1> |
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| (?: \g<S1> | \g<S11>) \g<Carry1> \g<C2> |
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| (?: \g<S2> | \g<S12>) \g<Carry0> \g<C2> |
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| (?: \g<S2> | \g<S12>) \g<Carry1> \g<C3> |
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| (?: \g<S3> | \g<S13>) \g<Carry0> \g<C3> |
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| (?: \g<S3> | \g<S13>) \g<Carry1> \g<C4> |
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| (?: \g<S4> | \g<S14>) \g<Carry0> \g<C4> |
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| (?: \g<S4> | \g<S14>) \g<Carry1> \g<C5> |
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| (?: \g<S5> | \g<S15>) \g<Carry0> \g<C5> |
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| (?: \g<S5> | \g<S15>) \g<Carry1> \g<C6> |
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| (?: \g<S6> | \g<S16>) \g<Carry0> \g<C6> |
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| (?: \g<S6> | \g<S16>) \g<Carry1> \g<C7> |
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| (?: \g<S7> | \g<S17>) \g<Carry0> \g<C7> |
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| (?: \g<S7> | \g<S17>) \g<Carry1> \g<C8> |
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| (?: \g<S8> | \g<S18>) \g<Carry0> \g<C8> |
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| (?: \g<S8> | \g<S18>) \g<Carry1> \g<C9> |
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| (?: \g<S9> ) \g<Carry0> \g<C9> |
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| (?: \g<S9> ) \g<Carry1> \g<C0> |
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)++ |
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\+ [0-9]++ \= [0-9]++ $ |
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/x |
/:正規表現で加算(判定).md
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