data:image/png;base64,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

1AH1AD1AS12H12D12C12S13H13D13C13S14H14D14C14S15H15D15C15S16H16D16C16S17H17D17C17S18H18D18C18S19H19D19C19S110H110D110C110S1JH1JD1JC1JS1QH1QD1QC1QS1KH1KD1KC1KSPLAYER_TOTALCalculates the best total possibleDEALER_TOTAL

2AH2AD2AS22H22D22C22S23H23D23C23S24H24D24C24S25H25D25C25S26H26D26C26S27H27D27C27S28H28D28C28S29H29D29C29S210H210D210C210S2JH2JD2JC2JS2QH2QD2QC2QS2KH2KD2KC2KSdeal_face_down_card

1AH1AD1AS12H12D12C12S13H13D13C13S14H14D14C14S15H15D15C15S16H16D16C16S17H17D17C17S18H18D18C18S19H19D19C19S110H110D110C110S1JH1JD1JC1JS1QH1QD1QC1QS1KH1KD1KC1KS

21J1Q1Kitemitem

3AH3AD3AS32H32D32C32S33H33D33C33S34H34D34C34S35H35D35C35S36H36D36C36S37H37D37C37S38H38D38C38S39H39D39C39S310H310D310C310S3JH3JD3JC3JS3QH3QD3QC3QS3KH3KD3KC3KSPLAYER_TOTALCalculates the best total possible

4AH4AD4AS42H42D42C42S43H43D43C43S44H44D44C44S45H45D45C45S46H46D46C46S47H47D47C47S48H48D48C48S49H49D49C49S410H410D410C410S4JH4JD4JC4JS4QH4QD4QC4QS4KH4KD4KC4KSPLAYER_TOTALCalculates the best total possible

5AH5AD5AS52H52D52C52S53H53D53C53S54H54D54C54S55H55D55C55S56H56D56C56S57H57D57C57S58H58D58C58S59H59D59C59S510H510D510C510S5JH5JD5JC5JS5QH5QD5QC5QS5KH5KD5KC5KSPLAYER_TOTALCalculates the best total possible

6AH6AD6AS62H62D62C62S63H63D63C63S64H64D64C64S65H65D65C65S66H66D66C66S67H67D67C67S68H68D68C68S69H69D69C69S610H610D610C610S6JH6JD6JC6JS6QH6QD6QC6QS6KH6KD6KC6KSPLAYER_TOTALCalculates the best total possible

2AH2AD2AS22H22D22C22S23H23D23C23S24H24D24C24S25H25D25C25S26H26D26C26S27H27D27C27S28H28D28C28S29H29D29C29S210H210D210C210S2JH2JD2JC2JS2QH2QD2QC2QS2KH2KD2KC2KSDEALER_TOTAL

3AH3AD3AS32H32D32C32S33H33D33C33S34H34D34C34S35H35D35C35S36H36D36C36S37H37D37C37S38H38D38C38S39H39D39C39S310H310D310C310S3JH3JD3JC3JS3QH3QD3QC3QS3KH3KD3KC3KSDEALER_TOTAL

4AH4AD4AS42H42D42C42S43H43D43C43S44H44D44C44S45H45D45C45S46H46D46C46S47H47D47C47S48H48D48C48S49H49D49C49S410H410D410C410S4JH4JD4JC4JS4QH4QD4QC4QS4KH4KD4KC4KSDEALER_TOTAL

5AH5AD5AS52H52D52C52S53H53D53C53S54H54D54C54S55H55D55C55S56H56D56C56S57H57D57C57S58H58D58C58S59H59D59C59S510H510D510C510S5JH5JD5JC5JS5QH5QD5QC5QS5KH5KD5KC5KSDEALER_TOTAL

6AH6AD6AS62H62D62C62S63H63D63C63S64H64D64C64S65H65D65C65S66H66D66C66S67H67D67C67S68H68D68C68S69H69D69C69S610H610D610C610S6JH6JD6JC6JS6QH6QD6QC6QS6KH6KD6KC6KSDEALER_TOTALdata:image/png;base64,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Scenerios for the dealer when he reaches 21 or more or when the dealer gets at LEAST 17Scenerios for the dealer when he reaches 21 or more or when the dealer gets at LEAST 17Scenerios for the dealer when he reaches 21 or more or when the dealer gets at LEAST 17Scenerios for the dealer when he reaches 21 or more or when the dealer gets at LEAST 17Scenerios for the dealer when he reaches 21 or more or when the dealer gets at LEAST 17Scenerios for the dealer when he reaches 21 or more or when the dealer gets at LEAST 17KC,6S,2C,9D,QD,3H,7H,2H,9H,QH,JH,9S,8S,5C,3D,4C,AH,7S,4S,8C,3C,4H,AC,JD,7C,KD,JS,KS,6C,7D,AD,5D,8D,2S,KH,10H,3S,AS,5H,QS,6H,10D,10S,QC,10C,2D,4D,6D8H,9C,JC5S275