Snap! version of the AP CSP Reference Sheet (July 2020 eduction). Enjoy using it to prepare for the CSP exam! BJC (Beauty and Joy of Computing) team Updated 6/16/2020 Tim Matthiesdata:image/png;base64,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Snap! version of the AP CSP Reference Sheet (July 2020 eduction). Enjoy using it to prepare for the CSP exam! BJC (Beauty and Joy of Computing) team Updated 6/16/2020 Tim Matthies
1datamapmany1data lists
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110i
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Draw a grid on the stage. This is an extra block, NOT on the reference sheet.
0X-240Y-24014
000Arrow
forwardleft right forward backwardleftbackward10can move?0,0,0,1
Takes a text string as input, and reports a new text string containing all but the first character of the input.
resulti2Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)
Takes a text string as input, and reports a new text string containing all but the last letter of the input.
resulti1Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)
1 1 11 1Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the first word, with no spaces before or after it.
Takes a text string as input, and reports the last character in the string.
Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the last word of the input, with no spaces before or after it.
1 1 Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.
Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.
row-1^0>90V180-90
mazestring10
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,40,60,7020,40,60400234055