See answers at https://scratch.mit.edu/discuss/topic/4455/?page=193#post-3068746 Brian Harvey said: Sure, that should work. IF NOT EMPTY? KEEP…data:image/png;base64,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 answers at https://scratch.mit.edu/discuss/topic/4455/?page=193#post-3068746 Brian Harvey said: Sure, that should work. IF NOT EMPTY? KEEP…

de:ist _ leer?

de:behalte Elemente, die _ aus _ 1

Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1). If the third input is empty, reports the portion from the first position to the end of the string. If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.

pt:o texto de _ entre as posições _ e _ , inclusive ca:part del text _ des de la posició _ fins _ data:image/png;base64,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intro_donetrue23false9.41176470588235398false1true3223.52941176470588417-25-140false135false364.6427345897019,342.5647239710058,320.6931910184454,299.07343890396055,277.7642658551942,256.842985791505,236.41260065931687,216.61205549713566,197.6307512986602,179.72843839258644,163.26045360462743,148.70408969267083,136.67151607942756,127.8771549556789,123.0174648074588,122.56138450481117,126.55653176270327,368.7673889777132,346.153174441204,323.6694604283684,301.345458715153,279.2194796186093,257.3426053818414,235.78418464122532,214.6401950826706,194.04615790917492,174.19723272625265,155.37923547128867,138.01450712800548,122.72150575965291,110.36484136731639,102.01713032689894,98.70085099037502,100.91326735518525,351.6781672027656,328.7305880312509,305.87143077383627,283.1221136822089,260.5114139229135,238.07882885367155,215.87989056079823,193.99482463389268,172.5431055038522,151.7086713575672,131.78461636029186,113.25244231082384,96.91394484536174,84.05817127203821,76.46244859860921,75.72649714450526,82.03514569893026,359.0503160330777,335.78231407525845,312.5534544426026,289.37316350736273,266.25412685721864,243.2138129603807,220.2769257024901,197.47950682321397,174.87610948704616,152.5530011487717,130.653928703484,109.43375369509711,71.47125632060641,57.751512102700794,51.66817450072264,55.77839902966032,344.7024926354342,321.2570227237954,297.8247929666349,274.4091951773243,251.01488387364768,227.6484216732483,204.31936347426168,181.04216947087218,157.83978712257158,134.7508668137744,111.84569840281983,46.98990635854195,31.44489128109984,29.610429104658298,43.2670806945644350false