/*!
 * transactions-list-ui - v3.4.3 - 2017-04-11
 * Copyright (c) 2017 Intuit Inc. All rights reserved. Unauthorized reproduction is a violation of applicable law. This material contains certain confidential and proprietary information and trade secrets of Intuit Inc.
 * 
 */
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p,.mobile-download .sfc .button-wrapper p{font-size:1.5rem;margin:.7rem 0}.mobile-download .payments .button-wrapper .button,.mobile-download .sfc .button-wrapper .button{text-align:center;width:72%;min-width:20rem;max-width:35rem;margin-bottom:4rem}@media screen and (max-width:330px){.mobile-download .payments .page-title,.mobile-download .sfc .page-title{font-size:2.18rem}.mobile-download .payments p,.mobile-download .sfc p{font-size:1.6rem}.mobile-download .payments .img,.mobile-download .sfc .img{max-width:20rem;max-height:12rem}}.mobile-download .sfc 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)}}.txn-zero-state 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)}}.txn-zero-state 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