data:image/png;base64,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data:image/png;base64,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Game OverDON'T FORGET TO CONNECT ALL OF YOUR CODE WHEN YOU ARE DONE!

index1completedfalseINCOMPLETE! Fill in the blankd using the blocks below or numbers necessary for the assistant to give the status of the secret word based on the user's guess

i1true

INCOMPLETE! FInish the code so that it reports: TRUE - if the letter is i the secret word FALSE - if it isn't

false

Takes a text string as input, and reports a new text string containing all but the first character of the input.

pt:_ sem o primeiro caractere resulti2

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 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.)

pt:_ sem a primeira palavra

Takes a text string as input, and reports a new text string containing all but the last letter of the input.

pt:_ sem o último caractere resulti1

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 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.)

pt:_ sem a última palavra 1 1 11 1

pt:a primeira palavra de _

Takes a text string as input, and reports the last character in the string.

pt:o último caractere de _

pt:a última palavra de _ 1 1

Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.

pt:a palavra _ está vazia

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.

pt:a frase _ está vazia

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ pt:uma frase com as palavras _ 121

de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _ pt:uma frase com as palavras em _

de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _ pt:uma lista com as palavras da frase _

report a list in which each item is one letter from the input word

de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _ pt:uma lista com os caracteres da palavra _

join all the items of the input list into a single word, and report it

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _ pt:uma palavra com os caracteres em _

cars5food,artist,books,cars,d,b,c,a,r,s,food,artist,books,carsfalse