data:image/png;base64,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13correct113correct113correct1What is divided by 13correct1ABGreat job! 3correct1doneYou got three correct!2You're a spelling genius!2Press A to do spelling again. B to sharpen your math, and C to end our learning sessionaBABCdata:image/png;base64,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1041100104163dog codeA) CATB) KATC) TACcat codeA) PHISHB) FISHC) CATfishie codeA) TURTLEB) TOORTELC) FROGturtle codeA) BYRDB) BOREDC) BIRDbird codeA) SIKEB) SNAKEC) SNEAKsnoike code104160104155B650You got it first try! Good job!,Great you got it right!,You're an math champ!,Terrific work!,You're so smart! Good job!,Nice skills!,Look at you go!,Wow! You're a natural!,Pat yourself on the back!,Luck or pure skill XDThere you go! Now you're starting to understand,Nice improvement!,Now you got it!,We've got a mathematician on our hands000A) PHISH,B) FISH,C) CAT0C,A,B,A,C,B