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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QD,7D,9H,JS,QC,4H,10S,3C,AH,7C,8S,8D,KS,4S,AC,JD,7H,2D,2H,3S,JH,2C,10H,5S,5D,6S,2S,KH,9D,QS,JC,KC,QH,4C,6D,5C,8C,AS,7S,6H,6C,8H,AD,KD,3H,9C,5H,9S,10C4D,3D10D710