卡神：12138卡奴

工银商户之家相关问题求助

准备撸个小微商户，这个收入不会计算到个税里面吧，网上说0费率可以撸2000一天。如果个税要算那还得了:(

卡神：12138卡奴 不会撸出血吧
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

卡神：gaylaba 恩
卡神：爱卡之缘分 不会