I made this project for my APCSP Unit 4 Practice Create Task. I could not have done this without the help of my teacher! To start, just click the green flag to play, and the instructions will guide you from there I hope that everyone has fun while playing this game!data:image/png;base64,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 made this project for my APCSP Unit 4 Practice Create Task. I could not have done this without the help of my teacher! To start, just click the green flag to play, and the instructions will guide you from there I hope that everyone has fun while playing this game!

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==StartingDraw12121221blackjack!Money3Betting?1Whose Turn?0AcesHighDealerCardTotal0Dealerplayzcardznaow?0AcesHighPlayerCardTotal0PlayerCardTotal0DealerCardTotal0dshowcardsallall221221212212152515ghost1001mouse-pointerBetting?0New Game?1new game is played10ghost0if the bet button is clicked...1000000000005305501,4840,31,46,372,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,32,33,34,35,36,38,39,41,42,43,44,45,47,49,50,51,520"What is the highest, and winning value of Blackajck?",17,13,1,21,D