[broadcast:[#1695f]] 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CrossFit, reading","isVisible":true},{"id":"location","label":"Location","value":"royal oak, MI","isVisible":true},{"id":"instagram","label":"Instagram","value":"kim__af","isVisible":true},{"id":"1771639855470380","label":"Links","value":"KimFoxFinds","isVisible":true}]},"ac":true,"sk":true,"pt":"buy me coffee☕️","pills":[{"pos":"bottom","t":"song","c":"Refuge\n---\nDermot Kennedy\n---\ndeezer:3841861141\n---\n better\n---\nmargarita\nespresso martini"},{"pos":"right","t":"questionnaire","c":"would you rather…\n---\nnever sleep through the night again\nnever be able to stay awake past 6pm"}]}}}}

[dm:[#49218]|[#1695f]] {"route":{"id":"1773703358113714-58113","from":"[#1695f]","to":"[#49218]","hop":0,"maxHop":3},"encrypted":true,"senderPublicKey":"VwNY2rdwLnjyDNWPPBSI2VTKKfyGoEcS3O3IirRXEWk=","payload":{"encrypted":true,"payload":"{\"cipherText\":\"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[broadcast:[#1695f]] {"route":{"id":"1773538509328818-9328","from":"[#1695f]","to":"broadcast","hop":0,"maxHop":5},"encrypted":false,"payload":{"type":"live_avatar_gone","profile":{"id":"[#1695f]"}}}

[dm:[#49218]|[#1695f]] {"route":{"id":"1773502542192104-42192","from":"[#1695f]","to":"[#49218]","hop":0,"maxHop":3},"encrypted":true,"senderPublicKey":"VwNY2rdwLnjyDNWPPBSI2VTKKfyGoEcS3O3IirRXEWk=","payload":{"encrypted":true,"payload":"{\"cipherText\":\"5OMD2R9PWU7mXaDFoPiBUyJ8BOa1kRlQgwHTKBqqFCqEHix/6XLABPZwPMuOVIFQS47zz6zV+qlYIBGX3D3+aRx2+lMvLQuU2mkiV7EyOHZXCpo04FUeph7S5ppyf+fot+Y3axEAK2BmU5Yi3Nj+IVfAip/xQmdX8WbV6ElYwfxQMvKsi13HcXD7UTVBY0HTT6qBRIqEkBnoQHhFiCPZbnasR8gC2wtmhNCaLNE7qDYs/qvVI/lx\",\"nonce\":\"UPF3IR1pplX3HGOc\",\"mac\":\"g5bBxQplGFyKmMF1VYbf0Q==\"}"}}

{"v":1,"cipherText":"2r9rsll46J+VzGeuUL2eHhqauZs/UXMPGJ7oSugJx7N5cpp2IcryA2eMkm/WJidM6a/onooDEZsqA5x55zo4bmL7wtFVknQIxK0UrIVNK09zociDR8XAIfkVgwjhLaEW2F1v0pRFs55VdtyZ4YUwqB1IfMCRwywThJhDNPSGzJ6sBthH2R5IO//iU/7g9LUZWQsXJCfQ50l4BZVx+ARCP1YpgCmNA3PMS8sKGaZwtpEcFYqe6No5","nonce":"HxmExCFU7q6z0lF3","mac":"SF8KnfknV+35w88UR4Gnqg=="}

[dm:[#49218]|[#1695f]] {"route":{"id":"1773502531860409-31860","from":"[#1695f]","to":"[#49218]","hop":0,"maxHop":7},"encrypted":true,"senderPublicKey":"VwNY2rdwLnjyDNWPPBSI2VTKKfyGoEcS3O3IirRXEWk=","payload":{"encrypted":true,"payload":"{\"cipherText\":\"4CIyr2DFLMsr3PI01XlxsojqmYTOj3X37eGvNG8GltglLQUNBNepNWPQg9NgogFed/raAAw7rrG82j9MiPtNNmWHeilRsZSMrWDjWLJELAv9uc7crGJfA47laF8vubyQTiIyBBvnJEGXXedHjqHdmMyQvOsVfLn+vl6we4emT+ck+tGrCm5PLlA8O+qDEPf2URiGXpA+IP2yERhTZPL2q+KxQ17wXibORoKWAzxNCJ/wYV7T6vBQJ/fR0qdsO0CsXYoF8W0x6S4qn/HF+cGMKG2sJPa5rIHPFex6YO+An7XMebY+pGjIZRcZKfyGuVBU2Ei33Rj/FGJJBCAHl76ZSnAGmkEfAnw7cWU=\",\"nonce\":\"C2ib0VxpZ0vCv3M+\",\"mac\":\"Okpy86OPSoi8JKWsjIbKEA==\"}"}}

[broadcast:[#1695f]] 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[dm:[#49218]|[#1695f]] {"route":{"id":"1773488633023758-33023","from":"[#1695f]","to":"[#49218]","hop":0,"maxHop":7},"encrypted":true,"senderPublicKey":"VwNY2rdwLnjyDNWPPBSI2VTKKfyGoEcS3O3IirRXEWk=","payload":{"encrypted":true,"payload":"{\"cipherText\":\"f9Ghk061rzzEj/XUHQxIaaXii7KxsRz519vl0fNktjzCtNuG5e9E3dc8xf7c1R2ERLI6SCzWEfQiwf6FlgOZP4H85PeSZDf/KWc=\",\"nonce\":\"2oNYTR8U4Z+9IbV5\",\"mac\":\"US58fD/i7gDgJgpchGUSYA==\"}"}}

[broadcast:[#1695f]] 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[broadcast:[#1695f]] 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[broadcast:[#1695f]] 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[broadcast:[#1695f]] 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[broadcast:[#1695f]] 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[broadcast:[#1695f]] 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[broadcast:[#1695f]] 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[broadcast:[#1695f]] 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[broadcast:[#1695f]] 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