1.0FinanceDoneRighthttps://www.financedoneright.comJoseph Waleshttps://www.financedoneright.com/author/joseph/Starting A Bookkeeping Business | FinanceDoneRightrich600338<blockquote class="wp-embedded-content"><a href="https://www.financedoneright.com/2020/12/09/starting-a-bookkeeping-business/">Starting A Bookkeeping Business</a></blockquote>
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