data:image/png;base64,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

i1bufferleft1

11

i1length

Data2id

1sorted1

1

length0length0

i1qe

i1

CryptotextcryptoIndex1i1lengthi1

resulti1length

rodletterrodlengthrodcolumnsresultflatten

loopslengthrods1lengthresults1Text length by key gives number of loops Text length is increased to multiple of key

lettervalueindex1302665The key is duplicated until the copy is longer than the text

resulti1length

resulti1length

perm functions with a single list as key, which contains a permutation of the alphabet.

resulti1length

withUmlautsÄÖÜßwithoutUmlautsAEOEUESSresulti1length

i1lengthlength21changes for Playfair (set J to I)Double letter resolutionEven text length.

tempresult151ceiling5valueindex

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inputcurrent state