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Sequence Diagrams
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IssueCurrency">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</diagram><diagram id="BtYXtF57GNwTqtRDSJIs" name="0. Get Balance">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</diagram><diagram id="9h1i2zT0Au3wfPCnZDJa" name="0. Get Fiat Balance">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</diagram><diagram id="pTFApzvoQbIqTAeegK2e" name="0. Exchange Rates">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</diagram></mxfile>