data:image/png;base64,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

third of the big four-Procedure with paramter Second of big four- For each loop aka. SEARCH ALGO4th of big four- CODE THAT CALLS PROCEDURE

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==the stage/background for this program is taken from googleSprite(s) is drawnFirst of big four- LIST that contains/stores data here is where te block is locatedThird of big four inside what is the answer to 1+2,3what is the answer to 2-1,1what is the answer to 5+3,8what is the answer to 12-7,5what is the answer to 20/2,10what is the answer to 3*3,9what is the answer to 16/8,2what is the answer to 4*5,20what is the answer to 11*8,88what is the answer to 7*7,49what is the answer to 6*7,42what is the answer to 100/10,1000