{"title":"Blacklight Inspection","page_title":"jeffcovey.net – jeff covey's random bits","uri_ins":"http://jeffcovey.net/","uri_dest":"https://jeffcovey.net/","uri_redirects":["http://jeffcovey.net/"],"secure_connection":{},"host":"jeffcovey.net","config":{"emulateDevice":{"name":"iPhone 12 Pro","userAgent":"Mozilla/5.0 (iPhone; CPU iPhone OS 14_4 like Mac OS X) AppleWebKit/605.1.15 (KHTML, like Gecko) Version/15.4 Mobile/15E148 Safari/604.1","viewport":{"width":390,"height":844,"deviceScaleFactor":3,"isMobile":true,"hasTouch":true,"isLandscape":false}},"cleareCache":true,"captureHar":true,"captureLinks":false,"enableAdBlock":false,"saveBrowserProfile":false,"numPages":2,"defaultTimeout":35000,"defaultWaitUntil":"networkidle2","headless":true,"headers":{},"extraChromiumArgs":["--disable-features=TrackingProtection3pcd","--website-analysis-scan=11fe9c53-b7b7-453d-8aad-8bbae1aa3a90"],"extraPuppeteerOptions":{}},"browser":{"name":"Chromium","version":"Chrome/127.0.6533.88","user_agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/127.0.0.0 Safari/537.36","platform":{"name":"Linux","version":"6.6.87.1-microsoft-standard-WSL2"}},"script":{"host":"aa2e6fc3216c","version":{"npm":"3.11.0","commit":"dev"},"node_version":"v24.20.0"},"start_time":"2026-09-09T11:01:08.626Z","end_time":"2026-09-09T11:01:24.967Z","browsing_history":["https://jeffcovey.net/","https://jeffcovey.net/2017/08/10/language-psa-spanish-and-french/?share=linkedin&nb=1","https://jeffcovey.net/2017/08/30/ancient-aliens/?share=reddit&nb=1"],"hosts":{"requests":{"first_party":["jeffcovey.net"],"third_party":["fonts-api.wp.com","stats.wp.com","fonts.wp.com","widgets.wp.com","pixel.wp.com","api.pinterest.com","r-login.wordpress.com","s0.wp.com","public-api.wordpress.com","secure.gravatar.com","0.gravatar.com","www.linkedin.com","static.licdn.com","www.google.com","li.protechts.net","client.protechts.net","accounts.google.com","tzm.protechts.net","www.gstatic.com","collector-pxdojv695v.protechts.net","fonts.gstatic.com","platform.linkedin.com","reddit.com","www.reddit.com","www.redditstatic.com","w3-reporting.reddit.com","appleid.cdn-apple.com","i.redd.it","pi.reddit.com"]}},"reports":{"behaviour_event_listeners":{"KEYBOARD":{"https://www.redditstatic.com/js/concat?prefix=en-US/&chunks=-xRiBdtdrz,08DTsh7L7S,5i5KkswpgB,B0dSL7UDLi,B5haY1UcNf,BEU0p4_Wm_,BZcunP5gPB,Brv5Tgd8EJ,C2_ISSGihI,C4UsP6cjSg,CJ_0ELMiGi,CTX0OLoV13,CY8-8b7JAm,CmV6RUi64F,CqL1uiFqcg,CtQeU9doEJ,CyFweF_YED,D-_6muGZl2,D65sC-ij_P,DJ2dWsaO99,DLBOz1Cn6i,DRqMapNB1d,DTL6DIBpV8,DWNcPUDt4I,DX0gAuCLd5,D_isBPKx-J,DlcXrlMjR7,DpfpKR9BB1,Dq40Qs0I77,DvjJ4nxXoY,Dx-17xyZxm,DyZxoQC4nZ,DzMd5NDNqV,GcoKXpF4FG,SA5TrfISiW,aRJ6TjS_Ww,ixWeybObdd,lK3pFgXSyG,n-wPGL_CRI,sHJt1MM74D,wnlDd0GaU1":["keyup","keydown"],"https://www.redditstatic.com/js/concat?prefix=en-US/&chunks=28YPyQW8vz,CBqLM3ybFT":["keydown"],"https://client.protechts.net/PXdOjV695v/main.min.js":["keydown"],"https://static.licdn.com/sc/h/2hj83maisbl3g2mui1sjhpxzh":["keydown"],"https://jeffcovey.net/wp-content/js/bilmur.min.js?i=17&m=202637":["keydown"]},"TOUCH":{"https://www.redditstatic.com/js/concat?prefix=en-US/&chunks=-xRiBdtdrz,08DTsh7L7S,5i5KkswpgB,B0dSL7UDLi,B5haY1UcNf,BEU0p4_Wm_,BZcunP5gPB,Brv5Tgd8EJ,C2_ISSGihI,C4UsP6cjSg,CJ_0ELMiGi,CTX0OLoV13,CY8-8b7JAm,CmV6RUi64F,CqL1uiFqcg,CtQeU9doEJ,CyFweF_YED,D-_6muGZl2,D65sC-ij_P,DJ2dWsaO99,DLBOz1Cn6i,DRqMapNB1d,DTL6DIBpV8,DWNcPUDt4I,DX0gAuCLd5,D_isBPKx-J,DlcXrlMjR7,DpfpKR9BB1,Dq40Qs0I77,DvjJ4nxXoY,Dx-17xyZxm,DyZxoQC4nZ,DzMd5NDNqV,GcoKXpF4FG,SA5TrfISiW,aRJ6TjS_Ww,ixWeybObdd,lK3pFgXSyG,n-wPGL_CRI,sHJt1MM74D,wnlDd0GaU1":["touchmove"],"https://www.redditstatic.com/js/concat?prefix=en-US/&chunks=28YPyQW8vz,CBqLM3ybFT":["touchstart"],"https://client.protechts.net/PXdOjV695v/main.min.js":["touchstart"]},"MOUSE":{"https://www.redditstatic.com/js/concat?prefix=en-US/&chunks=-xRiBdtdrz,08DTsh7L7S,5i5KkswpgB,B0dSL7UDLi,B5haY1UcNf,BEU0p4_Wm_,BZcunP5gPB,Brv5Tgd8EJ,C2_ISSGihI,C4UsP6cjSg,CJ_0ELMiGi,CTX0OLoV13,CY8-8b7JAm,CmV6RUi64F,CqL1uiFqcg,CtQeU9doEJ,CyFweF_YED,D-_6muGZl2,D65sC-ij_P,DJ2dWsaO99,DLBOz1Cn6i,DRqMapNB1d,DTL6DIBpV8,DWNcPUDt4I,DX0gAuCLd5,D_isBPKx-J,DlcXrlMjR7,DpfpKR9BB1,Dq40Qs0I77,DvjJ4nxXoY,Dx-17xyZxm,DyZxoQC4nZ,DzMd5NDNqV,GcoKXpF4FG,SA5TrfISiW,aRJ6TjS_Ww,ixWeybObdd,lK3pFgXSyG,n-wPGL_CRI,sHJt1MM74D,wnlDd0GaU1":["mouseup","mousemove"],"https://www.redditstatic.com/js/concat?prefix=en-US/&chunks=28YPyQW8vz,CBqLM3ybFT":["click","mousemove","scroll"],"https://client.protechts.net/PXdOjV695v/main.min.js":["click","scroll","mousedown"],"https://static.licdn.com/sc/h/2hj83maisbl3g2mui1sjhpxzh":["click"],"https://static.licdn.com/sc/h/5ibu4p1rhi2rli6zxl6y59kpi":["scroll"],"https://static.licdn.com/sc/h/d4itswitjt748eamis9jq293r":["scroll"],"https://jeffcovey.net/wp-content/mu-plugins/actionbar/actionbar.js?v=20250204":["scroll","click"],"https://jeffcovey.net/_static/??/wp-content/mu-plugins/jetpack-plugin/moon/_inc/build/sharedaddy/sharing.min.js,/wp-content/mu-plugins/carousel-wpcom/carousel-wpcom.js?m=1787950866j":["click"],"https://jeffcovey.net/_static/??-eJydT0sOgjAQvZB1AsTIxngUU8oA006nlbZ+bi8LcGFcGJfv5X3hHpUJklEy+KIil5EkAZPDBNeCBSctPeO8t2kH38UWc9TGrRh8CAIXEgNdIe6BZCChjCqZOTBv+Ln3JJ+peUK/FMfSLRO6GXMOYBOIvtGoM4VfDclRVEzi1BBMSWqgx/8HjJ5DSchv3UasD87+VB3bQ103TdXaFxZOfog=":["scroll","click"],"https://jeffcovey.net/wp-content/js/bilmur.min.js?i=17&m=202637":["click"]}},"canvas_fingerprinters":{"data_url":{"https://static.licdn.com/sc/h/2hj83maisbl3g2mui1sjhpxzh":["data:image/png;base64,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","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAB9AAAADICAYAAACwGnoBAAAAAXNSR0IArs4c6QAAIABJREFUeF7s3Xd8l/W9///H+zMyyQDCCDJFwIHgQHG1Fe3psruOarWyBO2257Sny5Yu2/7anjp+rTJEHLWt9Hi0y25ta6tYHIgoICg7bEhCQpLPuL55Xflc4ZPkk0kSEn2+byeHms91va/3db8+8M/zer3ejj4+PLxc4GRgEnBi6s9SoBgoSP0MTt3GPqAy9XMQKAPWpv843OHglj28POBU4JTUz2SgCLBr5qT+DP73gNR5h4AawOaxn+B/2/VeBF5K/bk6/Vp43XsfuCP30ccfoZYnAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoF8IuL62ylSo/Sbg4tTPaUCom9aZBHYBVYAF4sO7ad4W01QDf85n50MTOfTXN5O/7T8Y5r2FkH/Vox92H8/bJVI//8Q5u2SHhjcPr0MHvs4Ocovoc9/31xmxbkcCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEAC/VrgmAeKHl4EODsVlr8VOAfI6m+qceBp4C+pRPspoK75TYSB04E3A28BLgQKu+VO7VJPpi5tS3ga5xKtzawAvVvM8Txc9QOjz3ADsi9ykdD4ZMhlk0hWEku8GKpO/iH3I69t7p4raRYJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSKA3BI5ZgO7hjQc+mPqZDv2zOngj8FDqZwV0vrT7DOADwDXAmG555FZdbvn9/9a3pV+Oc1uaz6oA/eidD90/8lTycm5zBdELQ9kOQq7hG+yBl/DgcDJGVfzHtRV7vz5w1kFr768hAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQn0cYFeD9A9vBPqi7O/BFwNRNvz2UYVL3OA0ymhxN+WvHvGbg5jP7lEGE8hL7Lfn3gCRWRjpeJtjw31ZfI3A/cDsVYPte3SrTjctlpvZ+32JM5PBelXpHZiD+aNJWB3ecN/DS+GcIc72tvSbInfw7l1/vnz75ywOvmN9aPZT6Gz7dvfOKO7WrhX3Df2/ZGirP91AyMhFw3h7OsSBuccnufhJcCLe1CbJLG3rjpUVTsx79pt29840rpTCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCfRPgZYB+ryFeXjuw5A8C+c8PC8X5/bhuX+yeN7/dfU2PTxrXv6V+r2739/RPc0fZweLWcvpDPbDcwvR7+MVfuB3eT+6UUY1P2AVf2E7z3Mpj7GDi/gNq7mUyQxqdfLngG8BDwO2EXnbwwqP/wocX3+GbeXeiWFK16a0LEB/eRv8+A9w85UwuKATE/mH2lJtyd9h/qLkcK/8mdv5OZe6Zzs7T788/u9M4G9M5KuLfnvUL4xULh5zUmhI9ouhkmjIKs8TDsI5jlA0NbUHsVoPF7cf8GqTJMtq9+ZVbxzlZvHGemOhX35btGgJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIE3skDTQHH+nRPw3KPAUg7n3sp9H61iwYIQZcNn4LkbWTT/3Z3F8vCGA7cCl3f23HfxKLOYxKUcjwXe6zjIj3iBh3k7oW7o+L6MddzCaj9Aj5MkypJWA/SdwGeAX3T2JvgdMKLzAXpwHavX/7zp1cHnl3U1QA9ms/buy8bO//as73sP9bkAfZ+XT5REt1fG/9I7g18xlfsW3330AfrPx/81PDxrRigvTDwEX/7mPrILk9z8DfuaN4zv3ryXmro4N31mCF6tR/JQkvjW/fMKZ+1a3Omvj06QgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAR6TaBpoHjdnbaN91oWX2+1z03HvIXzWTR/YUdX5uFZn/FP1lebfwMo7Oh56cdN4Of8iPN4N6O7cnq759zLev6HF5oE6Gu4jJMZ2HiulW7fXl/C/VWgot0ZMx1wNAG6FSxba/kRUFoHY5bBL66E0Z2uQG+ysND8bzPLe4hF7lk63Ay+S/feuZPmeVczm39xjnu1QyfGCPuBe0fH0bZw33NXSUHekEF7QyXRrFCuo+xAghs+u4PaWJJf/+84cnJCVFYmuOIjmykZEubu20biHfZIHk4S23ZwfeGVOyZ1dK06TgISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAIS6H2BIwH6nDsmEw6txnnvZOH1v8+4lFlLhxCNWRv28XjJR1h8Q0NF7Sdvy+b2T9Uy+64RROLXD9mfPWbZr99y2oO1m6aUkkclMawd+0jy+U+m8CCv8hS7GEwOD3AxI/w9wo8Mqwb/Pqv4Fs9xAcMZRT43cQZ3s54n2cUfeJd/cBLPD8DXcIAswn4V+Xc4m6Hkciur+TWb+Q7T+R7P+/N8isn8gBdYyR6GkctrVLKNQ00C9HmcxGYq2U8t72YCf2IyT/hX21S/QfnG+u3Ec4FKYDpQDKyp77X+mk/ScIztVT61vlb9pNQNpQfo+4Bn6ovAxwITMxDvBlan9ky3eSw8t6J/e//A9lJfBsVXwnUOxqyEcB1Mnwinj4XVW+DJ9XDWeNh/CF7cCiMHw+Y9kEjCe6fBJKuEt33Qv13fG/55hnqFDGAsb3Ebucu71+/Y/yyj+b73Nga6al71SriDBxjn9jaudZdXyE28lzKKuMKt5GpW8ApD+bF3IVkuwbe8Rygnl8/zQXKIsYtC/pM/cb7byN2cxwPe2ZzutvJlfsevvKk8yil82v2VF7zj+ARX8g7WcIHbwOf4YwufR7ypLHPnMdwrJ0KSeziXLXyRP3ISd7kL+KG3nMluBwu9N/OQO51bvAcZ7A7xP95b2cxgfr54ScP3fd7CpUDUf1ieNwjnBlNVexk//VSb70hU3z32w95xOT8LF0XwA/SDCWbdsNWfMgjQq6oSvP/yTYwojXD3j0c1BOjVSWK7qjj8yqbSoZ/HmhloSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACfVDgSIA+984rCbkHiCfGs/RjrZcA+0G7W0U8Ooqlc3YwZ8kJhON/YNH1liDz7jN/v/gTz51yxduTIwuu5x+UU8fdXEgdCc7nEd5MKd9jOg7H+TzM5YznS9j26C3HSO7nTt7cWIFuwfc5PEyc6/yDrf36r9jMn7nEb+n+HZ7jUbbyd97LNqoYxU+5m7f4e5qvYDcxkjzABp7gfWQRIlML91VcyhQGcScVfIyH8HgLMM4vzG/YyzwLeBKoBS4EqoCf1n/+4VTQvR78yH126obSA/QXUwG8T9VsWHf1+4CLgeNS4flDwNX1TcFzjgToXAkUQP4GmPZ3+O3VkJ8F8SQs/BN8/O2w8yB87UH48VyIhOCZV2HZ4/Cdq2BATkOA7j0K7p8UewOpct/kce9HnOc2chZf5If8kjfzCv/wJjDclTMBC/aPjMe9iVzsbmQjX2Es9lIAzPKu5WvuN/5/X+J9ghms47/cn7BjP8x1bOJL5LgYH+Mq1lDK497/8D33di5gg/9jI+LdwRN8P2MF+krGMIPPspavcRwH2cRgxnEzB7wbKXbVDPBu4/futsa57L//zC3+XL/xpnC9u4rti74QBOhfZtH8b3PhgggThz8N7h8smv/p9v5+Vt437qbwiJxvhArChPJCxMPwmf/ezoTx2dz4qSE41zD9gm/uZOCgMJ+cNxiv2irQPeJ7a6h6ecPUYZ/jhfauo88lIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIFjI5AeoM8h5JaQCI/lrrmb21zOdQufA+8+Fl//P8xb+A08/nvCwYJ3r19+5Yeu4M/zf8bFfqBtAbqNO3mT/+dMHmcg2fyIczP+d/NrthegT+MhrmECn+ZU/9TNHGIsD7CJqwjj/AB9Dx+lxA+g4TR+6e+pHhyfKUBfwaUsZRANveofAyzYvqjZ0p6vL2PeAX4lfBCgfzQVdFsR889TAXoEGvdAtyr7OHByK7TNg3g71gqlLwUGtQzQseby98P4s+DBk8B7FericO7EIwH6T+ZCONWk/fP3wwfObvjcD9AfAvdsw1q8m3kHv+D/3CrO58uc6W3mu/wfg5ytKfM4ja/wdu8lvuce4gB5XO99hF+4xVSTRT638wLf4FS2U+VlM8Ddxirvm0xx2/z/nupu4lxe5WzvNT7pzLhhtBWgf5or2OoN5CF3p3/sUQboURbNjzFv4efB+wSRxMn85OOH2vsreOjesV8MHZd7swXoyXiMUFaScGEOLhpqDM99Ts9C8ziJijpcKALJMLHdVdRteG3y4M/6LQs0JCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBPihwJEC/btE7cZ6VS7+JRfMbupa3Nq6787M4rmTR/LO5buGy3MPR/Pf/asybflBx7lBrqf4DzvHPzBSgF5PFLZznf26Bevp/N79cewF6KfdZvTJXM8E/9TBx8ljKE7yXMRS0CNAHsoyFvMmvereRKUA/lUtZ7QfWNmxLeGtffgnwcio0t3bqu+q3drdguq0AfVaqS7iRWtht+ezQDGF8cNd2zAPg252QutZfwK84tyA+1cI9qEBvXN8OCH0AZvwVHnwzDIpkDtC/9b8wbTy847SMATruQc7heb7tjeVz7iO86I3gClZyu/s5RRxu8U2wduz/5V3KNv6bhe7NnEwZb+Mlv537RL7JHO8JBvhV+nbn2XyePzLRmRs8zGlc6s3nJRY0/s5+31aA/gFuYIR3kB+7n/lzHFWAbhPM/snxRMKr8dwVLJ73m4783axaNuYSV5r7m1BhmFVrz2TUOXMpqPgXXsVzEN+Bc0k8LweXPQ5KzuNg/llE/nUJA8cXULtlb7Jix64hoz7r9+XXkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAE+qDAkQB99l0FRGLb8Pg+i6//Vou1WsC+eN6j/u/nLh5GKLEN3Ccm7SgqvPmP02+YU/f4uC9yOhdzHGdS4h/W0wH6qSznY5zCDamq7p1UU8r9rOcKcom0CNDH8ABf5QzmcKK/vvQA/TWSHM+StIpvO+JvqfDbQm1rrx5UmXekAj09QM8HzgCW17d3f2t9ZfnoVr4KW4DnUkG7BepWrT4wdWymAD2odreAfzMMPw9us1cgUi3c0yvQv/wzuOQMOG9SqwG67Ys+BfiT/9pAKVcxp7HKvPmCa83X+65fqf5rN4WHvDv9PdS3U8xIvldfZr3AD9Wbj7gXYj5X4/BY54bzd+8H/nk22grQZzITO/d+Z1X53RCgX3fnH3FuP4vmW+99+06PZMl129r6O7oAQp/71cSK0OBo/n0P7ePnv6/CuRDnXvh2Jpx0GpFoFjWHD/HSqqd5fsU/cCH4xS2l5GVFqVm/+V8D5xw6vw/+G6AlSUACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACKYEjAbr94ro7r8fxLZLh01qEidfd+QCLr7+qUe66hb8LV7hz9j740apCL2vkaH7KcPJYyQcbD+npAP2/eIq91LDM34scfsYGbmIl67iCMqpbBOhX8ReqiPMIb/ePDwL0X3IpF5Fka5MA3QJsa8Vu7eat6tz2I7dQ3KrBOxugj/AbyONvf70auDxVnZ7+PbSW7XaNC+p3dy8G7NFkpyrd7bhMAbr93ircbR/yd0LqxQXeexBKHoRFqRbueysb9kT/5hUwaECbATrem5ng/s5vgf/lHbxGCQutVXyGcZP3Xu50b+Gr3m+atGIfx7e5in/zbR5ucdbXvPfwQfccJ3h7OJWvciN/bjw32/sxj3I7Fznbb77pWMIFfMV7HxvcV/zK9uYV6MP4PnfwAB/0X0DA3xO91T3Q5975UULcQjJ8Ekuu28VlD4YZeOBzLJr/XeYtvAHn/Y2F17+U6Z4r7x/3i/CI3Mtrw3D9TWXs2WfPrWHkZ0Wpqos1/veH3lnM7A8VkthXQ/XGjZcM/bT/sDQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIE+KtA0QLdFzr/zgyT5uJ8SO2d7oQ8D7ww8wiy+/m3Bfcx4y68/P/jJ7K8vr/sPf4PxL/G0X/V9k19pbQ3PDzKbx/0dxH+Yaun+af7lH2Mt3mtJ8FmeJI8Ii3kzk/zQ+MhYyjo+zT95D2P8Fu3vYjQr2cM5PEyc6/wDD1LHTB5jJAMYTDaPspXbOZ/pDOX7rOLzrOBmzuI6TvL3Qd9EJe/jDxQQ5USKiePxW7aS4GIOUAr8X2q/8YJ6CKuetpbrZ6eq0IMwOKgI311foT4j1c79SWB6fQBu9du2r/gz9funvyVVPW57fBelWrdbG3e7xijw29gPSLtjk/pDfW9xq0IPhj0eC95tXguVraW8+Vpluu2pbmNT6ppHXlwwGQofhG+fASdE4PlNMOMUmD4B1myDW5eDW+VH5HjWzn5maj/0B8H7LLCRAVQwwZ3K/dyfsZLcrlxGEZO9r/EaX6LQ1TSu+p/eeK51s5jk7WSYq/Rbr3/JPcqPvLfyVyZxH3dTQA3z+Qi/Yir/Pz9jpnuSd3if8ivYL2Ytt7gHm3wf6rwIH2E2q9xIzuNVCr3D3O4u4oB3I8Wums95H2Ip53MeG5nKNm51F3G993c+ylPcykUs50wqyLmBXdGfMjz+Kh47cPwDz96I8Cbj3CNU1S4kP2s7uD+zaP4HMv2dPfiTooGRIYNeCg3LHW6vNPzub1WM33Y+YwtLiIRCVMVqeXT3M5z29n1MmZCDdzhJ9cuv/Gb17vgHZizgSNreR/9B0LIkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQk8EYWaBmgBxofua2QnLyBhBNVHBh4gOWXJ4KPPLzj4y75j0NefITtYW7DKrttMgvEe2r8mz3M4NccYnaTS1QTx34sJO/I2EMNA4hQRoQ3pXYbP3KeZZy2d3duWvW3fWoBt+0FHgTXHblSZ46x69qe59bl2yrPbeyoD9r/aP3FUxXpmeazoP8gcFLah/bfD0LObLi5Fj6T31DQHoz5rT92/xCvAOs/PsKr4O/OS+0Yn/le9ngFDHGVGT+0z7KJNQnX2xJJeCF2ukKGexWEnXUAaDkqvRzqCFPjon6r+CBAtyN3U0Cxd5gslzmndouaKGReyvw734PnLmLR/BtbW+uBRcWnRYoH/Do8tHBkKNvheWG86jxIhnDRGC63Bi+RJFFe5dW+tuNPiT11Hxq6AHt7QkMCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEujDAu0kqS1X7uFZP/J/AMf31n3to4YYSZ5nn1/p/iwfOupLWzRt4fmrRz1Td01glefWNfwdaRPaKv9eX33esE33kWEBv73PYGH+X+t/3pxqLR8ckQrQ/eA9BO9PbeEeFLy3F6CnXcnq063ufXB33WY3zdO8hXtHpm03QL9u0Sk471OEkjdx5w3WYqDVseMHlOSVFH8hVJB3bSg/pySUk+W/pODVxUlWHfbi5VVr4vsP3vrjcpYuWEDmtwE6smgdIwEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJ9JpApwJ0zy9NxvqVn9JrKwTWcIAvssKvMr+RKVzC6KO6vNVL287ma45qlu4+2ULxP6f2Mc8Hv2B5f6o1fPP42n5vwbpV/0+GFh4WxD9R//PW1GcRmJSafqS16e/UY/eb2NvK7OH3hZHEcZd3PvPcNfzWu513uRc7tKx2A/QbfjKQO244CM7aDXRoeOD238q5yYT/IAqSHnvCHk+X/Jffc19DAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhLoRwKdSlI9vF/Vb/D9nmNxf1aFXkAWWVZRfZTjvcCvj3KOnjvdgnT7sXb0De3xM4+qVKv3TC3z01uqWxifMhueSsJv69Rj9y//vvrd2INd4Hvu3js2s+c5NrtB/sFZXoIRziru2x/tBujtT6EjJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCB17FAh5NUD+8zwI/6u8UtQKubW/f3m+vI+q2M/EIHpR05uOkx9vDtS9BfhwL0/vrktG4JSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJ9I5AhwJ0D+/MVOv2aO8sq2eu8kyqdXusZ6bvP7OGHFzU+V3s7eH/Ezir/9xpk5UqQO+nD07LloAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkEAvCbQboHt4w4AVwJheWlOPXGZXajfxzT0yez+c1J7894DPdXrtm4DTcR3sm97p6XWCBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggWMj0JEAfRlw7bFZXvdddSZwT/dN9/qZ6VvAlzt9O/fgnJFqSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEnjdCLQZoHt4FwKP9fe7fRyY0d9voifXfx9wdacvcBHO9fvvRqfvWidIoI8IeB6O5YQal/MSnltAso8sT8uQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAv1SoNUA3cPLBlYBk/rlnaUWXQtMBdb155vo6bWHgd8A7+jUhYx0Ks4ZsYYEJNALAt5CokRKcipzs7LD2dGoC0ci5AKHwXN1iWQiKx4vT9QdhJpxszbV9MKSdAkJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQk8LoSaCtAXwB8rb/frd3E1/v7TfTG+nPqy/T/BpzdqYt9Eee+26kzdLAEJNBpgZULiU4sGFEUHRAtCEWiuXHIJhwJEW02VV3c8xLJWCJJTeRQrKq8InFwxPwd1Z2+oE6QgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAm9QgYwBuodnVedWfW5V6P12NJRIg0qkO/gIi+ur0J/qVM+BSuAUnNvawSvoMAlIoJMC3oNDBtQmc4bFi/LyXchFo3mpCZqH5/brmP9/Df+vLu4lDsWrXbJm3wB27neXk+jkpXW4BCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEnjDCbQWoC8Dru3vGjOBe7p0E4csfQIiQGEqgresOCv1312atJtOsrVZZ+Z88Hs327BXBLppfWOA5wEL0zs27sE5o251vPMVsovLKQjFqfvpOVR0bNruO+pYXv+aVeTHY+QWQPWiaagSuPsea4/NtMAjtO4ZBkUTePdOZ1+PXagDE1csHFESKso+zg3MjpAH0SA0zxSeB/P5CTrE7M8YeOWJRKimal/u8B1lbgbxDlxWh0hAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBN6xAiwDdw5sAvJRKj32YJAkOU04th4hTh0cSR5goOeRSRA4D+hzgK8DJ0Mm0KJnaLT3IOW1z8NOAvcBmoAg44Rjf6ybwM73jgOGptdh/2+8t7LfHd5TjbcAfOjyHBXJWhb6+tTM+uoLBWRHGxkNULDsdezS9Oo7l9Wc9zahwmKF1tey89zy29+qN62JdEnjn78g+bhiTvSTJu87iuS5N0g0nlS8ZOShSmD2OkmhDcB782NyNSXrq96nQ3L+sn5ynqtDtD/vn7FDccxWHd+dmbS9TJXo3PBxNIQEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQwOtWIFOAficwP7jjCnZTThnJNqLoLPIZwvFE/ArtvjGuBxZ2eil7gC2pdwdGpv600Nyqvi1Et4rvYZ2etXtP6IUA3Rb87foi/C91eOULcc7IM45jGWDbgo7l9RWgZ/5OzF5LQbKC/GVns7PD37JeOvDCx4iMzWFkOIl31/n+mzO9PnbeOyx/QCRvvBuc3dCyPRWe+0XlMYjmpYXqwepSuXl1eczP1/0i9SBLtxB9fzyZqDq8peDa7fsdeL1+U7qgBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEugHAk0CdA+vFNgY9Abfx2YO+cEx5FFMPoPJIg9HiAR1flV6JXtIEPPr0Ycx0a9KP9ajDBgPHO70Qmwr792pkNwC9L44eilADwF/AS7skIFRn4BzOzIdfSwDbFvPsby+AvTM359rVzLeJSlYdra/YYBGmoC3gFD52FHjooOyi6IDIy698nz12hhPrKjm1DPyuOCCvIaQPGjnHoMtZTH++Mdy8vKiXHZJXkOAnvqxSvTkgfLqvYfLXhs3y98HQkMCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSKCZQPMA/QvAd+wYC8b3+9XYjsGMYQCDM+JZeL6LV4hxmGwGMJxJxxz5u/W7gn+xS6vIFE53aaIePKmXAnS7A3vkazpcdH8jzt2S6caPZYBt6zmW11eAnvmvwtxnmBJPEFKA3tLHu39QYVVW8RhXkpWVXn1eXg4PPFzNihXVEI1x662llBQd2QzdcvLlD5SzYkWMjVuqufU7JYwutRA95ofofmf3vTGSB3ZtKZh9yNptaEhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCTQTaB6gWzXoVA+P7az2K8sLGcZA2q7Gtlr03Wzwq9SLGeGH77VUUchQcihocsk6qjmI1YhbPjvar1xPH1Xsp4oD/lwW2lsL+RoqKWIYEXL8dvKHqfD3Ybdq92JK/eDeRgW7/HPfSoyXiACDOpj+VgCWJ1mf47pUAX42YGXY4/zXCRoq062XshXpp49E6jObw841Umtlb/uRD03NkX68zWPzWSt422PdtsW2Au4xqXPsWNuL3Tpbl6d2cbd7KU7teW4dpdvbA30XcCBVemr3YM/A1t3UumFVtma7d2tTbwmbdXa2e7enEmeBAAAgAElEQVTrDYFzHfw91c3eDo/thmQlRIeBy4P4LkgcJBqvXHf1K9M/GA5TUT6FsuUOg/FHWwH2Ao/QpucZ7SUIZ8PeRdP8m257LCA0810MDTmKwh6RWo9YTpj9i6ax96oXGBitY1CkjgN3ncf+TNeft5K8Wih1YRLLTvc3j8845vyTMfFsIskoO++bStXM5xhr66w+k008SVZ+LsOcR14oQSiRoJZs9iw7nYPpkwUBetJRtvR0yq5+huE5MYrjUSIuRCKTl51vbcQnFjDES1BQ54iGkngexCJQseEw+x6f0caeCjbBAkKzL2FswuGqc9i6fLL/oFuMmU8z3AuR7yU4eO90/4vlj2v+QH64kCFemPxoknAii3g0yaG6wexeNu5I9fJl/yI3L4sR0SjJkVPYvMD5X97GcZlHuGAlY2wdrpLtiUEUZlVR6LIpSnh4yYYvOdXD2LF8VPtNIy57kazCOkpDIQbE4oSiEWpra9lna5+7gnExR151FZuXz/C/0AT319p3a+5qhsVqGZD++YUekTHPMCbs4S09i1eD5zGmwP9L2ua45ze8xoKmBu2d0/zzqp+NGkF+9nAGRtyRvc+jfih+xz3lbNwYo7o6xq0/KOXUU+3fpIZRXQ0/vG0vz66oprw6xqduKOGStxU1Buj2z5tVoSe27T1UOGfvus6uS8dLQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggTeCQGOA7uGdBjxnN20h9F5e9Vu1H8ephP0wuuPDguwDbGMAQ/yQPH0cZIcfgtsoYRz5fsh9ZFg1ew0VDOUEciliH1s4xB4GMspvJ58kQZRsYtT4Ab+tcTgnUsFOv6X8evL8AJ3GjG9EhtC7+b1Y2GxBdhz83Nfu18Jt+zkptf+5Bde2H/oJaSdbF+RXUiG0hdP5qc+qUmG0BdETU4F6cJrNY23xzcVC8iDXPB4YmArPLduyMN+uH7yAYHmgzWct8lsL0G19FphbhmvBmv1vW4tlmhbqn9gsRLfPbP12z/a5zW3H2rXtT7t2/foX1OfqX0utv24LxPdA1miI74NkDYTsWkmm7Fl41dl7bllvEyw5k5eDO241QPdw1z3NBC9CQTzEvrbC7EZ0C8/fzcSII99LkgwlqUqEcJ4j32VxMORRR5xhIY8di6Y1fNFaXN/DzX6OKSGPSPIw65de4L/R0GRYMFyUzckWci9+hBcsFJ25klMjjqy6OJuiIUYnHPFoQ3Ae9RINexfEs9m+bPKRfb3TA3TCFCRryY16VMfChBzkhZ3/xkUTr3f+juzjhvmtHOxLFUsmqfUXFybH1uxFqK0Is761UDzNfWKW2SbYnnGvcQ83899MjYQJ10ZYay8J2LkWKlPHSAu4nef/LuaFyQl75NrvQnVsCl5OsOOtHXvUUZxIsPvus7F9EBrHzCcZG8licPB85z7FyHjEomGy/LnsednLL4fYFITerf1LM/MxckJFTDKDuEddyKMqGSEcjjPAJdiTyKLQ1piVzbqfTG4I0IO11UbYet9U/y2YJmP2vzk+FGJg+ucp/8n2/brrrIZ/Ey97kKziCZycaW1Jezkg4f9lo3wjzy+//MjLI63dS2u/9xYSrR0welSiJG+gX33euP95lLVrq/nhHXvZsqVhY/Nv3FTqt3EPxt5y+OEPyxoq1O3eryrhqsssQE9tnG5V6PbRropkXnjHC+4o1tnZ+9LxEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSKC/CKQH6NZ++9O28P1spZLdfvW47Wve2WHh9g7W+BXjx3FKk9N3so4EcX8PdQvPrT18MKzyfWtqS+SRTCVEqHEtVqluxwfV8Hbsbj9sr/Qr0S1It7V+ljC3+hNaOG2huGWQUzp4C621cLfAO1OAbhmxJVLW69zuI+C08Pm1VJBtlegT0q5vbfGt4tuCLwvI7TwLr23Y+cG6LSwPMlT7zOa0YljLeu1/H5eqSLfPLFC3tdt8dr92vWBOeynAMm2rci9JXS9Yzkup31s1fHqXAcs07d7s3LGQPRjsUMv4Y1sbqtDtOpEBkDW2sco+Et//P9euGXy/hYmHY7zy03OwsvxWK9CD8DLmcfCeaWzsyEO6eiWlOY4RFqBW5bAuCJFnvkYO+5gQaQiko+lBdqYAPwi2a+Psv2+6/7CajNnPMiLkUeo59t51hv/wmbOKyS5OdjzhB6Q700Ppa/7J0OwcRlkovHM3ax59V0PoHVzHD8KjHBp9KpuCKu33rCRvqMckF2rqFYTOIY89i6b5+yg0DA8369+MDIcZmr6u1tyC+24e0AfHz3yO4kiS8S5MzeLT/Gb9zH6CglAuEy08rsjlleWpINq//38xKJnF2JCHV5HLmsDequVPKOTkhAXbUdYFQfzstRSEqpjoB/7reDkIlu1ZRfZzijl2poX7zKeYEIlS6H9fzvTf8LF2CVjgPWwoE60bgVmWV7AuCOO7K0Bv9bvp4eY+67+ZkhevY9+yc1vvaNCR7/eOhSPyBgzMHhUuyR5wpH171P/rtnFLjB/eVuZXoNv4wQ9KOaNFBXoZjz3WEKD7FeiXpAL06oY27n4r973VVO3Ysm7oxxteMtCQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhI4IpAeoFsC66fZe9joN1ovYCiDGNUlr21+C/g6LAgPKtit7foWnvdbswcV5McxuXH+Wg5hAXuO3zi+IXQOwnwL0K0aviEfbRiH2Me+VF5l4bkF/hbn+mmnHzL7xaPWlT6tB3lbt9OZAN2CbAumrVr91Ayt2i2tWp1qiW4vEfgFyvUxpBXoWgBt92HnNW+rbjmmVbbbnTTfdz59zkwBus1vbhbapw+rSLd82gJ2s7Brm8+OVKW8PePmXQa2Walqag1j4WLgz1YwvxXitv4w5Nn6bc7GsW7Os+7dDorSq57bCrDjISqWncaGIAxt78t23fOcYtXedXlsuvekIy3H7byPvEJhbkXDF6e9AD0Icf2g+DVeaF41POffTHYhstMrsxsDdI+qZdNY23ytc5/x2xXkpd97WgV6vPJ0XkxvbW/nz3mGE5p7zX2Sk8giL2N1vIe78hkGxyupaa9i29rjb13JVAuV4xWsWTbjSOt1u3bwAkP6emc+x4RIksL0Cv70+5zzLGOcR0ldmJ33nua/oeKPeSspSjpOSDgO3316Q/eBOSs5JenIys1hfVARbr/vSoA+b6Xt+s2pVrG/vZAXH52QqspPXX/OGga5Gn+/BXozQJ+3ktFJxxD/vn9V/504yvbte+4qKcgpKB4VKonkNgnQ86C8PMZtd+zliSeqKSqKsmxxqf9n+lhyTzkPP7zXb+e+bPFoSkujDcF5swA9sX3LpsJPNP37097fPX0uAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABN4IAn4a7eFZWttYhbuL9al9x0v9Pc27Mvax2W+5XsLx5Putya0GutzfK91at9u+6dZ23ULxSKpa2lq7W4t3a9du+6fbCAJ0qz6389KHVZ/bWq36fDQNm1k3PcK2dLdiYQvpraK7vdGZAN2yQ6sWt3uz0uxMI6hQt/cSrPrbRhCgp9qjNznN1mprtmHhdFBFnn5QMGdrFejWib/5SH+ZwLpQ57YHkaqSt+LntLb1D1u5bypADxdD9vgW85y246sXTNv5zZr0gLV5gB5UkSeTHFr62/oe8h0MHS97kHDRePwbDHm8sGiaHw02GXOfYgrR9ivQ7aTZ/2aS7aUd8ths+6cHE9ke6UnHSbEENfec3VCZbSMI0Mli25JT/bcLml97JFGGJaMcWDqlYe/sxgA9yYFgP+30k4IANt0rqJpO1p8zetqRivUOPLQWh9i+4EQY1DwQD8J1az8ehdW+pVW4P8PpFlKX1/LS8vNa7kkeBOXWPn1Rs5cIgnuxa9VECGUlGN48aLcFdjFA9wN66zywbJr/ZkqTkf7d6K0A3SryXTbj7CWMxCFebv6CQlee177bBhVmjRg0KjQoktM8QLf90C08X/5wOZe8LY8ZM4rw90hPG1vKYixZspfRpVHmzi0hlqo6b2zjbvugl8eofHnj1uGfa9nSvitr1jkSkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlI4PUkEAToM+urz+8ObiyoQLc68KBlemdvOthHPX0fdNsX3fZHt9DcAvQ9bGAwY/2KdBtWfW5V6CM4xW/LbiMI0AsZzkC/bfmREVSsR8jGKtmXWWDZ5IhVqTbk6RXgbd1JZwJ0y0dt7/RSaPUlg+CY4amW63btIEBv3k7dPrM269Yr3caZrSw0mDNTgG5t4a0IOtMILJpXqFvCZhXqdm1r2W5dse3H2rjb79ICdCtUX7MVwrshOgyi6W3fG65ZXPnYf176ykV/I8auJedgZexNWrjXJjiQ7xhjbcMPrmdtZ/aLDvYltzbpd0/j2Ux3OW8l45OO4vYq0Jusq1lFue3TbUE4MbYtOedIUB4E6CGPDYumUd78+rOeZUjYY3Q8bb7GFu5pHunnZfrcAnwv7LdRD1ub85CjwjtM5aFBlLe373nzNQVV+X6F9BmNX66MbfWDYNvmsOA7kmxokZ4+IkkiVnHt7w1/euPbHg2HLCA05xJOthcYknFc2HF4yRmsbd5doCsBemDrv3RxFusyPfvZzzLV9kfvjQD9k6+QXXOIk+wZ1cXZdO/07qnm9u4qKagbXDwqXphWgW43a0G5dXK3xLx504pMGNaq3dLzIEC3Y9JauCc2btlc+F9HXhpp5R8N/VoCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJvOEEggDdsudrg7sPqsdzKWYoLauMO6KUJMFWVtEQbjfsg76Dl7A27hZ2B583VJaPJUnS3//cqtHT27oHAXoRLavhjwToDXut21sA9zRZXE8G6BusWXSzvcibywSBvFXTB63wgwA9PVQPzqsCvzO4PZYzWmHOFPIHe6BnqmoPprGiXQvF7XkWp35pRdRWSW85aShV8W6t3O36lrZZK/m0AN3O+lL9Huhf3g2R4ZDV9IUG+zj78JpfXvPy5O9mCtBtUtsn2yqcrWo37Fi3aJq/iXyHxjWryM+Oc2Jbe2cH+4d3JEC3iuvZzzHFQtf4INYsG9fQ4nzmSk51EH2tkhcen+G/VeCPIEDPymZdekvy4POg0j49rA4C8rpadt573pGW58E5rQXsFtAermaEV0extWBPA6qurmbnA2/y397o0Jj7DFP8feHT7zG1n7hXy2t3ncd+myjw7dCkwJIzeab5sVeupMRekLDfV0d59YEpLdfZlQB95tMMj4Q5Lh6jYtk59V0LMgx7bhFHVo8H6Gn7nndkL/qOetpxO+8dlp+XlzsqPCgnP6hA37sxRl7JBUSj5UTz7N+caohaKXl6Om5n+wm77SIAsTxiMfuziFj1XqLRjUTzGtq5x8rKqX21bMOgL7R8CaQza9WxEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSOD1KBAE6I37n9tNVrKH/WwhRISRTGmy73hnEIKKctsH3cY2VjGAEgY35GvsZC1xYozkVL+h+25eabHvekcDdKtatz701nT8yOjJAN32FLfKbWtxb1XomYZ1xbdsMlMFeqYA3bJka9HeVoDeVgX6AGBSK2t5IRWKn5AKxSvqdw23HNKuNTq11/mR/eXxi1NtN/lmAXr2VnhmN0zIHKCHal/bNnvN8e9vJUC3tVUnEhwKhxnqJakdNY2XFjh/Q/Z2R9Ba3cL3u85q3OC+yXmN+3pns33ZZL/HfsZq6+CkxoA7taf3ZS8yoKiWSTGPg/dM8zeObxxBgJ5xb/KGfcBLko4x6e3NuxqgN150AaHL3k1BUZSCVJju70WQcGy5+wz2tItW//du7ipGEmdY0lG29Ax2XPgYkXEFTDHHZb/jhaCFflDhb3Nu38WLo4a2/Vyat9BPtYU/2fY9tzkiEWoXP1z/hW7Wor8rAfrcpxhGlJEuTuXi6azPdN+zVzA1FOn5CvRgH/hEjMN3//7o9z1PvxfvQbJqk6NGJQbmF/sBeh788bewt+QqThw/mtGleRRFY0QtRI9ZmB6E6EGJup1URCxaxN5yWLtlL7Etf+SC8U+QV2KhOsQ2lXlF1eWr3fyWWyB05PukYyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpDA61nAeXiW5Jal32SCONvqczWrTE5vsd4WxC5e8avNbc/0MFbFbPFyGeXs8PdBt2h2D6/6+5hb1bmNoKX7CCb7+6XbnuhDOYFcP7RtGB0N0MOckiHG7skAva1W7MHqrdP0oVT1ecOe7kdauGcK0K1CPNje2V46aHBsOqxC3SrVM7Vwt2zV9nvPNKzjuVWaW4t3C9mCSvZMreTt/B2pr0WzAN1a0H94N9yTOUCnbiv/sWX+28fse/Sl5i3c/crsXzUEjtetYKIXocD2+c60N3imO7jsRbKKav3N4SnfyPOZ2r/PepaTwx65HapAr+9IH4TGwd7a16xkdLZjSKY27UGAnl61nb7OeSspTTpGeFB+15lYi4LGPdA7W4He2t+1xkrsBIllZzdrod7KScGLBy5BzeKzWRO0Q29ePZ2+j/j2Ql58dAK1ra0j0++DYNmC+lAdIWuDH/LYs2ha0/dauhKgZ6ruT1+DhffbnuV0/7tRwbrlM/y/eAT7yddG2Hrf1JZ7fs9cyYkRR3765+/8HdnHDWNyphc1gn3PrYV97CBru2Pf8/T78Dzc4btHjIyMyBtCfsRZUflvf7uXOx6G0tGjKR093v9zdOl4ikpLKcqzv8s2osRi1ZSX76WsrIyyLRvZW7aFLVs2cmJpOV+YW+RXoNv+5zWbt9YMnle3pjPPVsdKQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggTeKgAXoFwKPNb/hvWyiin1+FXopJ/rheGujnJ0cZLt/rFWCBwF6LVV+lXkBQ/3W7RaSW0V7OLWJ72HK2c0GBjHG/yzGYaxaPb1jdUcD9Fc4hRktFtiTAbpVlluFeWuhtRVV2/XtzyC0tgW21cLdPn/e6ouB5nuV22f2e5vTgvBMAbq9pmD5cvNNktMr209LtWtvqwW9zW/5muWnGQL0yG5YPxzGtWzhbgH6hH1L579ly4LfZdoDfdnpDe23560kGk9wslUMd6aaeubTnBYJE07ms37piVSmP/L0Pbw7GqDb+bNXMSkUZ4C1Zq+pYnwogrfkTP8NkiYjCNBrPfbc1ywUtgODsDY9LO9KBboFuAOKCS0/z9+EvsWY829Ot7buIY8XmleBt/Z3tPHFggrWRPMYbS8vlGezbrm9u5I2guNqa9h63/ktA2cL2QceT6j5deetpCjpOMF/SeJ0XubrONsP3YXIbv4yQlcC9OAlgISHN+ZMnm/etWDmcxRHkg37TaQH6NesYFx2hEFB9X36vdq9FE/gVNvHvCMB+szHyIkWc6Id7+Xw2l2nNLS+7+5RvmTkoPCg6ChXnB2xKvQtZTG+epsF41Zt3rAPel6eBeJ5DXuiN44YseoY1uO/utqq06GoKMrcy4p42wXWzr2hffvhfWU7S25ouZ1Ad9+H5pOABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEAC/VHAAvTrgTuaL972KLc9yxPU+YH3IEaT17h3dsPRVqleThmVfs7mUtXlA5tMFeyDnvS3knaN+6HbQcE+6DZvNQfJoYBhfnB8ZHQ0QP81p3BDiyfQkwG6BeNWLW73Zc3jBze7elDBnQucnPZZewF60Pa9MBWip08bnGu/yxSg2++HpFqyp58XVJunh+HBXPa8jm+2dmvdbi3erSI+Hzix5fo/ORxuyxygj6h49Ovv2jh/SVsBuk34kVcozCrnhJCHVxFjbWuBcfri5q5iHHEGtdgLewGh2ZcwIemRawF7ZwL09Opmq16vS7Vzb/51CgJ024O9Ko+Xlk/2gfxhe5YfKucU29895PFysLd7ZwN0q7IfUMNkzzptV/Jy+h7sdp2gYt6vjp7G8zj/bYp2R1C5bkGyl2R4yKPurrN4sfmJ16xiaHacUVaRn+n6gX/6Sw/WEv6EQk62/e2jsDa494+9yIDDNUwMO+IbKngpuJegwtvC8LvP5LkO30Nqj/P0Z+uvfwGhue9hUsIj1/zTA/SgK0Dco2rZtPruB2nDng0hhtg57QboHm7WCk4KR8nt6L7nqX3s7S8kS6ayrd2HlDrAe4xIZdnYE8KDG/ZBj0XhiWerueOecsrLG0L09FEUzaOaGDF/T/Sm47JLirjq/UX425+Xx6jdsjNWs71qw4gF1gNeQwISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoLmABei31HdT/3Qmmjh17GEjdamsJUwWWeQRIuwH61ZhbpXljpDf6j2fpuG5zbmX16jigF81PYAhDPb32z4yyniZOr/Q1mMgoygkaHXecExHA/Tvcwq3triJngzQ7WK2B7rtSW7DWqHbHuQWrFv4bPccBiamWqYHi2svQDcLy/lsHpsvMLWKUsu8LFi3wtf0vdf3pVqyF6Sqxq2tc3Fqf3Nbo60llNofPWj5bG3grcW8DQv/7VoWwNncdm17KcA+t6r2Uakg3c5NrT93OGw/7sjygtur20px9cp7Ll33wa+0F6DbKXOfYqS1+nZhao6bysvt7Ydu1cvhvZxkFdgGknSUx0O4qGOghcLJJLXOo6QzAboFsDPfxRQL3m1NuYW8eHuG9uWNe6AnORAKMaDGY09BFjUx2/O7jmFWHJyMcmDplMYvRZdauM9byeik89+EiBFhfyLR0Eo9HCY7WcNgq9oPeexYNK3p1gtt/fNmFf8xONVeVkhVr7d6ftBe30L0OOzNzqXWVRLFY5D9A2Ct4I8768izaqy8z/DiQdASv8me8h5uzkpOs3VYu3vPUR1JUrVoGg1l062MK1dSku8YY8F7PMGBSJRDsSSR3AiDqCWGI+qFyUkP0O374vZxsoXk9tJFItFwjXAeReE42YSptO9LewF68AKCv7QI++PVmV9c2Bdl96+nNfyDOXstBaEq/x8AlpzJM23dW/PPKu4pGBzKHTzKleSE/RAdWLG6miUPlPuV6KV5Rbz/xDO4oHQ0edEo1bEYz+7dwsNrV7OxfK/fhOLay0q46pJU5blVn9t+6Lv37igpZ5drti99Z9amYyUgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpDA61nAAvSHgfe1dpMenl9hXsle4tQ0OcwR9qvSiylttcX7Ifaxz99v22qjx7eoYg/2QbfPrf17lJwm1+hogP5xTuGRFjfR0wG6XdDC8u2pcDtYgIXOFmaPtDi22araC9CDObekwvDgdAuvLdS2MNy2rC9Nhej2+Z76uM6OtyDcfm9V7BaQB8PazNuLCxa+pw8L3q0w1qrobdi6rUrdjrXW0EHlun1mLzZYkJ62/m8dB19uNmXdVnJr1/3tIy/9x9UdCdDtojNXMsn2oSbO/iXT/cW3Oa5ZRX60jpGeI9+C0aQjHqpj35LpbJ/zHKP9AD3B9mVns9MmCirM4yEqghbyzS8wazWjwnUMTSY5tPSsxjcLmhwWBOgW0GYXUBBJMiwI3S3U9WLsX/aH+geRFk52tgI9uGCqctpC9Cb9+L0ktckwu+4+w3/onRpBMG5rPZTDi+kV9E0m8nAffZIRkRxKQh6Rxm91iESymgMV57FtufP3E+CjLzM4q5qxsQQ195zFS82ryW1v8k3PcErEkRXy2LxoGnvtvFl/Zwh5jLLnZ/+d/rzauimrkI8mKA3WZfeShPLqM9lUuNJ/sSI7PUC3ueasYZB3iFH24kHjvcSpPLiZTQUn+PdYmn79THugf/RfHJeVzfD2wOMVbFw2w3+z5qgCdDv/wJLiMVkDSwYzMOIsRLexZW+MZ1dEOSN2BiVR+7uaeu8l9S0pi5WzIvYs0y+IMX60lZ2DX5i+u9yLbS8rL4Jt7lOd29u+vXvW5xKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUjg9SRgAfpTwPSO3JS1XI/52Yvn73cebWNf9I7M153HnGMVmt05YZO5LPOztubN9wNPP8hCaOvobXlgVqr6/GgXZNaWU1ruZ3N2ZlhqZj9WVN36/vUNM9p1rOo807rt99Yl3C/ObjosU7c8veXSVuCcPZKeHR7usuWEll/eEObamPMMJzgo6sy+6nbezOcYG0kyuC7OpnunY28WtBiNe6BHWHvfVL/9gpu5ieysfYQOvEpt+jq668atpXvOdqK5g/2HEOvonufddX1rQ15bTnjrbhKPvpO6jrZb78j1/XD9cbI2Qbx5q/p2znczX2twX19JXXBu+gsOy2c03dvdf8avkeOfcyZ1j7vGt0Y6stQuH/ORpyiMhjh+2dk839lJvAWEDpQOHJk1JG+gKy6I+NudN75OESVWngfVqR7v/mfVRIuqIa+64a++fWHKY9Ttr0i6A3vKq3ezU63bO/sUdLwEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAJvNAEL0K1f+KT+fuO2S3fQkLz77yWo8G4rQO/+q/aLGe+xMuQWK12Hc+kbp3fbrVignB8jL7Gb2H1vb1Jmbzm/m7uCU4kSTR5m/dILqOzIhdP2L48vOYPVrYXE7QW0HbmWjuk5gb74fKxynTD5905nfVfu3PNwu5fkD80rKBwUysvKZUCuaxqkZ5jVrzqPWV0+tQcr6rzKqgOD9rPXLWjWQqQrC9I5EpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSOB1LmABurW5tv2b+/Ww3sq7euwOgrblts/5mB67Sr+c+GLgzy1WvhnnrN98tw9r4Z0dZ5S1Mg871qVXZAf7qdve3bcynqMAACAASURBVMum8WKqdL7NNfh7g8eZEI6S217Vel8MaLsduB9P2Neez2Ue4YKnmVyTy5YHpvh7L3RpeOD2/Jj8AQNyiw6Hc4vCudk50eyoIy8KfppupeaWmtuf1cSqYySrDte5mkRlxcGa8ldrqZyxoHcq7rt0gzpJAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCfQhAQvQbb/e1Ga6fWhlnVxKMVDeyXPaP3w3+NsZH0plsccDA9s/7Y10hHWsty3Zm76CsQvn2t0vuktMCwjNvoQJoRADvCRJQlTanw7ybP9r+99eARuWnth29bntMZ5w5CcSDLB9zD0ov+tMNrS1pr4W0HbJ73V8Up97Ph7uwscJd7I9fatPyLuMcNlbyc4PkxP3cvPC0azsUDgZicW8cNS5ZE1tXSLiXG1tbc3h8sPUTCqmxs0Pmrm/jh+8bk0CEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJdKOABeg1Hdgkuxsv2TNT5aR28u7e2bcDFqLbHuSDgRHdO/3rZbYfAp9tcjO1OGePpGfGAkLXfICScIxBEUeWl/Q3aI8RpjIxkF3LxrXfqnruCsZ5IYoTjngoxL6lp1PW3v7ec/7N5KQjKx5lnb8HukafEngjPZ8HLyN8/EBCOSNwpwRPoRSPgSS53H+hxOtTD0eLkYAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAL9REABuv+gDgMvpXZRty3hbTd1K6u26nPbRtt+9qUeqQXpBakfq3svBWy77/Sf3H7y+LtpmWcCK5vM1bMBejctW9NIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISSBd4g+6BXg38A/hL6ud5INlN34wQcBrw1tTP+UBeN83dh6d5BTihcX0918K9DxNoaRKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQQP8WsAB9EzCmf98GjAU2t3oTceDpVFj+Z+ApoK6XbjkLODcVpl8MnA1+x/HX2fhK/W19s/GeNuOcPRINCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAv1GwAJ061k+qd+suJWFWgN1a7zedGwEHkr9rODYbwvsgHOADwGXAaP7O/uR9U8BVjX+5zqcs0eiIQEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSKDfCFiAbuXY0/vNiltZqMXSFpE3jA3AzfU9xe8HYn301qL167y6fv/1/349vL/QYGzbxA/y/9cKnLNHoiEBCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUig3whYgP4w8L5+s+JWFvp+4BGeA75Vvwe53VJ37Wne0zK2Z7qt/ovAtJ6+WM/O/wvgcv8Sj+Cc3ZSGBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggX4jYAH6d1Nl0P1m0S0XupMv8Gm+x4P9+B4cvHcmPH0z7BzeP+/jeuAOf+nfw7kv9M+b0KolIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIE3qoAF6DOBu/sngFWZ315fbf5VllHBrP55E0dWbU/hA4XwpW/BTz4OWHV6PxoTGzein4Vzy/rRyrVUCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAliAfiHwWP+z2ApcBTzhL/1xYEb/u4mmK34SCHYOf+oCuPwB2Dqqf91VGTCcc3Huqf61cK1WAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhJ4owtYgG79wi327EfD9jifDRxoXPNOoLQf3UHGpdrtFKd9Uj4QZi6Fh/vRduL3AVczEOcO9vfHofVLQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAJvLAFnt+vhVQAFff/WDwH/VR+VL8y41LHA5r5/E5lXOAbY1MriF18P834E5PT5uyuZTeXepa6wzy9UC5SABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCTQTCAI0Bsab/fpYQXNbweebnWVtpn7PX36HtpY3LVAW7uGP3MOvPVROJheot73bvZ9p1L2yGo3ou+tTCuSgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQk0LZAEKDvBwb2XSzb7/wSYHWbS7T8eVbfvYm2V3Z3fQW6vQHQ1nhpCsz4E+we2mfv8s4BHLj+kBvUZxeohUlAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhJoRcD2QM8Gavqu0AbgIsBC9LaHdUAf195BffXz1+or0K0HfXvjtQlw8W/B/uyDI3UbOQ5X2weXpyVJQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISaFXAAvSpwPN908gqzt8K7O7w8k4DVnX46D5y4JBO3SKUDYWL/gRrp/SRG2hYRtoX6TSH63ePoU9hajESkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkECvC1iAfjnwi16/crsXfBV4E7Cj3SPTD/gu8MVOndFHDrZ3BCxI7+jYNQLO/Tu8Nr6jZ/T4cd+pb2XwhYarXO5wy3v8grqABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggW4UsAD9JuAb3ThnN0xlobmF5xaid268AkwCvM6dduyPXgRc18llbBwP01fAvsGdPLH7D3fAeuCEhqlvcrhvdf9VNKMEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBnhOwAP0+4Oqeu0RnZ64EzgXWdPbExuPPAVZ0+exjdOK7gV934drPnQ1v+jNUFXTh5O47ZTrw1JHp7nO4j3bf7JpJAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQQM8LWID+p9RG4z1/tQ5d4b1dTJKPTN4v27hnAfbugP3Z2fHI++D9D3f2rG49/kfAZ47M+CeHe1u3XkCTSUACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEuhhAQvQ/5Uq+e7hS3Vk+luAGztyYJvH9Ns27o8A9v5AV8ZnfwQ/SouwuzJHF8+x9u1lwLAj5//T4S7o4nQ6TQISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkMAxEbAAfRUw5ZhcvclFn0nl+LFuWcr1wMJumakXJ/kK8M0uXi8ehfP+Cf8+q4sTdP20+cCdTU9/3uFO7/qMOlMCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpBA7wtYgL4BGN/7l06/4i7AdtHe3G3LWA+cAsS7bcZemGgWsPQorrN9LEx+Dg4WH8UknTs1ArwETGh62nqHm9S5mXS0BCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggWMrYAG6dd8efmyXMRO4p9uX8GHgF90+aw9OaLuG/+Eo5//ptXD1sqOcpOOnXwH8vOXh2xxuVMdn0ZESkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEjr2ABegVQMGxW8rjwIweufxK4GzA65HZe2BSK5l/sRvmveCv8M+eMU1fne19bsZntFzyfocb3A13oikkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJ9JqABejHMF+uBaYC63rshvtVFbp1Xj/QDRRrJ8GUVRDL7obJWp/iWqCVWvdah8vp0YtrcglIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQALdLGABuqXYWd08bwenWwB8vYPHdu2wram90Cu7dnrvnmV9AD7bTSTf+w58/gs9uf5D9fn5WJzb1/wi9d+pLzrcd3ry4ppbAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQQHcLWIBuAeig7p64/fms6tyqzy2/79lxC3Bjz16ie2afBKytn6o73ivIK4C1a2BUj21FfiPOGW2T4eHZ6j/hcCXdg6JZJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCfSOgAXom4AxvXO59KvMBO7plcsmgHOBf/fK1Y7iIm8BbEt4G90Ros++Fu5qpcn6USwTeAaYjnNG2zhS4fnXgE0ON+7oLqGzJSABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCfSugAXoL6a6nPfilV8BTgbivXbNNcDZQHWvXbELF7oSeCDtvKMN0SMR2LwGRkzswmJaPcUIz8K5l9KPSAvP7derHW5Kd15Uc0lAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhLoaQEL0J8EzunpCzWd/3pgYe9esn7DbqvFntXrV+3EBW3/8x82O/5oQ/SPzYcf39mJRbR76Cyca1LW3iw8twn+5XDntzuTDpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCTQhwQsQP9DfeD5tt5bUxkwHjjce5dMu9KHgV8ckyt34KI/B67IcNxRhei5ULYBho/owALaPeQenLPe+40jQ3hun/3e4d7Z7mw6QAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkEAfErAA/SHgA723pu8CX+y9yzW70kHgdNuk+5itoJULZwG2uNxWPj+aEP3/+xF87jNHe8fWst1atzd2wW8lPLfr/NLhLjvaC+p8CUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAr0pYAH6T4Abeu+ip9Xn9at673IZrvQycDFgtfB9Zli99u/aWU1XQ/SpU+H554/mVncC59ZXnze+d9BGeG7Xud3hPnU0F9S5EpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABHpbwAL0TDtv99A6LMS1+u9jP/pciL4IuK4DLl0N0V98Dk6xlxc6PSw8n4Fza4Mz2wnP7bBPO9xtnb6STpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCRwDAUsQH8P8KveWYO1Eb+1dy7VgatYiH4BsL8Dx/b4IbuAoR28SldC9C/8N3zH2ud3anQlPLcLvMvhHu3UlXSwBCQgAQlIQAISkIAE/l97dx6lV1nfAfz7JIEsBoyAICQ1sihbWIoKLSEs2qKnrlhra2kF9bSVnqJt5WhBKghSbV3qWm2rxt3Waq1L7alVMRCoxYVNtpRgIgE0iUBMQtaZ29wwQwNZ5n3f+85k5p3PPWdOzkme3+8+v88Df33n3kuAAAECBAgQIECAAAECBAgQIECAwG4WqAP0I5PU37cegespSZaOwH1av8UPkpy5u0P0P0vy7tb3vHVluyH6kYcntz7yEHkrN6t/r2Bum0+eD/Y9vKQsauUm1hAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGC0CNQB+sQkm4d/Q/Xnsw8e/tt0cIe7kzwryZ0d1DYueVySnyTZp4NO7Ybo9/04eVL9SwxDXouTnJ5Slg2ubOG17YNL+5JMLin1ny4CBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAiMGYFS77RKVT8W/uTh3fXHtzx9/srhvUWD7suT1O+yv65Bj45KL9/y6wsXd1T5cFE7Ifqn5ydnnzvUzb5fv4I9pawYXNhGeF6X3FVSDh3qJv6dAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECo01gMED/1sBD2MO4vzq4/cQw9m/eeu1AiH5l81atdai/eV7/6sKU1pbvdFWrIfqrzkk+Wv8iw06v+rvlL00pDw2uaDM8r8u+UVKe03Ai5QQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEBhxgcEA/UNJXjN8d6+S1K8Or99VPrqvTUnemuSKJMP+DvI6rn5ulzxaCdFnz06W1K/S3+6qR/2rJJenlJpg69VBeF6XfaCknN+lqbQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAiAkMBuj14+Hzh++uP01y4PC1H4bOC5P8bpL6++jDctVx9YVd7txKiL7ivmS/J21743uSvCylXLvtX3YYntctzikpn+zyZNoRIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBg2AUGA/T68fAfD9/dvpPkjOFrP0ydfzHwefIPJunv5j1enORL3Wy4Ta+hQvSFVyZzT68L6pHqNw9clFLqUR+5GoTndY8DSkr9SXkXAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIExpTA1gC9vqpU9fvVf2l4dv/hJOcNT+sR6PrDJH+QpP6z8XXMlte2fzfJtMaddt5gVyH6/PnJuec+PFIp243UMDxfXFIOG8bJtCZAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMCwCWwboH+8fv32sNzppN+5M7f/82FZNSzdR6Rp/bj23w+8db3jMZ6T5ItJHjcCW95BiL53kgte/eolb/7IRw5NKds9VN8wPK+H+lhJefUITOcWBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6LrAtgH68H0Hff5TvpvnL/2VvG3gpeHruj7HiDVcmXQ2xhuSvD3JI+IjsOWBEH1qkj9K8qYk+82bd1+5+uqDHnv3LoTndctXlJRPjcBkbkGAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGuC2wboA/fd9AX7n1z5q6uX16e3JfknWM/SG95jMlJPpvkJV0/uyEbbg3OL03e8JbkwMHVxxyzptx8817bFncpPK9b+v75kKdiAQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECo1XgUc9DV6nuSbLd08mNN/+jKXfl6A2HPKpPnUC/NclHkmxsfIfd1mCnY0xJUr/M/C+2zDhrZLc3+MR5/dD71uB829e5P+2QDWXRXfXutl5dDM99/3xkj9ndCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDossBjA/T3JTm/y/dI7p60IrP6nrjTvlclmZ/kC1s+0r2m63ffdcM9Bv55U/P7bh1jevKF1yRrLqifx27es9UO9WfVX5qkfg//6TsqGgzRZ83aXJYt2zp1F8Pzut27S8rrW92vdQQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEBhtAo8N0J+Z5Lqub/LBCavy+OrxQ/atn0S/cWAH9S7qnzu2Jr3dueppD09y4jY/xw08Af/1JF/c8vf1n+2G+PUL0X9jy97PSvK8ZOP03TPGnkMp1SH6+/fvL/cvn9jl8Ly+8y+XlBuG2oJ/J0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwGgVeFSAXm+ySnX7QMzcvT1XZUOS+mvg7V/rktQ72vanfm/6g0lWD/z8fKDtvknqMLv+mTHw/vI6MD9iYKKjktTvNx/q+kqSa5IsG/hme/1i+/qn1qpfcF+/kr1+N3r957yHQ/Ohrt0xxg739LZJm3PRpiu2HPUlQ+25jX//UUl5+Bv3LgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECIxRgR0F6G8a+Dp590baMGFD9qw6C9C7twudaoGNZUMm93f7LN5YUv4GMAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBMaywI4C9Pq56p8MPG/dndlWTFye/fr3704zXRoJrJiwPPv3dfMs6hfsH1BSVjTal2ICBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAjsZoHtAvR6P1WqBUlO7dreFu+xLIdsroN51+4WWDxpWQ7b1M2z+FZJ+bXdPZb7EyBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoKnAzgL0Vyb5WNPmj9TfMPXHOW79wV3rp1HnAtdP+XFOWNfNs3hFSflU5xtSSYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgdEhsLMAfc8ky5I8sSvbvHLGj3L6qjld6aVJM4FvzLglz3ng6GZNHqlemWRmSdnYpX7aECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYLcJ7DBAr3dTpXpjkrd3ZWf/cPD/5A+WnNSVXpo0E/jwwdflvLtObNbkkeo3lJR3dKmXNgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIENitArsK0PdKck+S+s9m16ufd2U+8vUzmjVR3RWBVz5/QT7+1dO60OvBJL9UUtZ0oZcWBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ2O0COw3Q651Vqa5IclHjXZ5w2YL84JJuhLaNtzLuGxz/loW58c2ndMHhspJySRf6aEGAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFRITBUgF5/A31pkqmNdrvfV27Mihcd16iH4u4IPOGbN+XBZx/bsNm6JAeVlPopdBcBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6QmCXAXo9YZXqfUnObzTtxHuXZ/PM/Rv1UNwdgYn3/zz9T9i3YbO/LSl/3rCHcgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECIwqgVYC9Pop9MWNv4W+bNKyzOybNaqmH2+buWvSshy6qekZrE5ySElZOd74zEuAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAQG8LDBmg1+NXqS5I8o5GFH913NW58KZ5jXoobiZw2XHX5JIb5jZrkj8tKe9t2EM5AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIERp1AqwH6HkluTXJYxxMcd9nC3HDJKR3XK2wucOxbr83Nbzq5QaPbk8wpKX0NeiglQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAqBRoKUCvd16l+vUk3+h4iomLV2TzYfXr4F27S2DSnSvTd+h+DW5/Skm5pkG9UgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECIxagZYD9HqCKtWXk7yw42mum35Hnrn28I7rFXYucM30RTll9dM6b5AvlpSXNqhXSoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgVEt0G6A/uQki5JM7miqF55zZb78yTM6qlXUTOB5r1yQr3/stA6bbEjy1JJyd4f1yggQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIDDqBdoK0OtpqlSXJfnLjiabfOvSrD+6DuHbvm9H91M0KFBl8m33ZuMRMzskeXNJubzDWmUECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAYEwJtB9lVqklJ6u9gn9jRhAv3vjlzVx/TUa2izgT+a8YtOfOBozsrzveSnFxSNndYr4wAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJjQqDtAL2eqko1K8mtSfZqe8rfeNWC/Pv8Tl8l3vbtFCR51p8syJXv78T8wSRzSso9HAkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQINDrAh0F6DVKlerFSb7UNtCk23+WTUfu7zXubct1WlBl0r0r0ndgbd7udVZJ+bd2i6wnQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAWBToOECvh61SfTDJH7c9+MUnLcjl13XyRHTbtxr3BReedFXe/t1TO3B4f0l5bQd1SggQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIDAmBZoG6Hsm+WGS9r6vveety7JuzpMyYev31F3DJdBfNmfqLT/LxiNntnmLG5M8s6RsarPOcgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECIxZgUYBej11leqpSW5IMq0thfcefm1eu+jktmosbk/gXUf8dy647VfbK8rqJMeWlCVt1llOgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBMS3QOECvp69SnbnlieV/T9L6E+XTFi7O2nmH+Bb6sP33U+Vx19yVh04+tI07bEzynJLynTZqLCVAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgEBPCHQlQK8lqlS/meTzSSa0LPOeI67N6+7wFHrLYG0sfNuxV+eiG+e1UdG35U0CLy4pX2ujxlICBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAj0jEDXAvRapEp1bpL5LetMXLI89x8yNXtXe7VcY+HQAqvLmsxYvjH9++0z9OKtK6okZ5eUz7W43jICBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAj0nEBXA/SHk9jqdUne07LUGecvyLc/cFrL6y0cWuDU1y7M1e89ZeiFj6w4r6R8uI31lhIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKDnBLoeoNdCVarLk1zcklbp68t3Z9yWE9fMaWm9RbsWuHqv23LaA0ekmtjq2V5SUi7DSoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgfEu0GrI2rZTleqiJFe0VDj1h3fm/mcclCnVtJbWW7RjgfXlocz44cpsOP7JLRJdXFJaO6MWG1pGgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBsSowbAF6DVKlOifJx5JMGBLoGW/5Tr536elDrrNg5wInLQbU+QAAD4JJREFUXHZ1rv/LeS0Q9Sd5RUn5TAtrLSFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMC4EBjWAL0WrFI9P8kXkkweUvTvnrYw5/1vO9/uHrLluFnw7qMW5PW3tPIt+fVJXlJS/mPc2BiUAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECLQgMe4Be76FKNTfJ15LM2OWeygOrs2j/VTls86wW9m7JoMCtk+/MnPsPSjVtqFfgr0ryayXl+/AIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBA4NECIxKg17esUh2R5NtJDtzlIUy+cWkWP31KZvYd4LBaELh34vLMvn1jNh821C8d/DTJ6SXljha6WkKAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFxJzBiAXotW6WqQ/HPJTljl9J1iL706VNygBB9l04/m7A8s69flw3Hzh7iv9wrk7y8pPxs3P0XbmACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAi0KDCiAXq9pypVfc8Lklyx5WePne5zyg2Ls+zp+2Tf/ie0OMv4WlaH50+5fk3WH3vILgbflOTiJO8oKdX4AjItAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE2hMY8QB9cHtVqmck+UKSnT89Pe2aO7Po1H0zU4j+qGO9d8IDOfT6lVl/7FN3cdx3Jflt3ztv738IqwkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQGL8Cuy1Ar8mrVNOTfDTJy3Z6BJOW3JubjtiUIzcM9Zry8XGKd+y5NHMW7ZnNs3f1LflPJXlNSXlofKCYkgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAs0FdmuAPrj9KtXLk/xtkvob6dtfE3768yx42n05ZfWc5iOP4Q5X7XVrzvjfJ6X/gH12MkX9jfM/KSn1k/0uAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGhDYFQE6PV+B55GvzTJ65JM2m6GsnZtvnTworxoxS+3MV/vLP38gdfld+6ck2ratB0MVX/r/H1b/v7SkrKmd4Y2CQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBEZOYNQE6IMjV6mO2vIk+oeSnLodQ9m0Kb//21dl/r+dngnVxJFj2o136i99Ofushfnnf5qbao/tf7EguSrJH5aUO3bjLt2aAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECY15g1AXog6IDr3V/V5Ltv/W9z3/clJtesG9m9s0c8yewqwHunnhfjvv6yjxw5jE7WHZPkgtKyj/1tIHhCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgMEICozZAr+evUk1Ncl4dFG8XpJdVD+aC51+fv77mtJRqwgh5jcxt+kt/Xn/Kwrz3q8enevzej7lpHZy/M8mHS8r6kdmQuxAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKD3BUZ1gD7IX6WanORVSd6YZPajjmX6tbflm2cmJ609sieO69rpt+XM/5yUtSc/9THzLEny10k+WlLqb567CBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCLAmMiQB+ct0pVfwP895NcmOT/A+bS35d5F1yVr73nhOxVPb6LPiPXalX5RV7wuhuy8F2npJqw7RP19bfN357kUyWlb+Q25E4ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAYXwJjKkDf9miqVC9J8ntJznrk7ycsX5k//L1b8u5vnpipW1//Pvqvh8q6/Omzf5CPfuao9O+/zzYb/nySz5aUL4/+IeyQAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECY19gzAbog/RVtj5x/ltJzk5yWpKSifcsz2vOuSXv+vavZPIoDdLXlXX582d9L//4iaPSN3O/JP1JFmx5sv4zST5fUlaP/f+8TECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGxIzDmA/RtqatUswaC9DpMP2ZrkP7yc3+SS791bA6t9hwVx7Jkwvpc+Nyb8i//cHD6Zj5xyxP0Nyb5XJJPl5R7RsUebYIAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLjUKCnAvTHhOkHDTyRPi/J3Oz3tf6cf/Ga/NlNx2evavqInvXasjbvOO7GfPAt07LyhROTXJ1kYf3EeUm5d0T34mYECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgsEOBng3QHzvtwKve52XKmqfn6H99QuZ+dUaOuPnJ+dWls3P8+oO3vvq9O1eV709dkutmL8kdc36Sa164KrecdX/WT/9BkqtKyi+6cxtdCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCbAt0Kjbu5pxHtVaWakSNvOiRnf2B2Tvj+rDy0/pj85m31d9UPzP2T9smk/unZu79+Yn3frRtbV36eTWVNNk9Yk30235/kvnzpyFWZPPmW/OgZd2f+a5fm9mPuLCmrRnQQNyNAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBRgLjPkBvpKeYAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIiBAb6KnlgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6RkCA3jNHaRACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCIgQG+ip5YAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEekZAgN4zR2kQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgiIEBvoqeWAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIiBAb6KnlgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6RkCA3jNHaRACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCIgQG+ip5YAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEekZAgN4zR2kQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgiIEBvoqeWAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIiBAb6KnlgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6RkCA3jNHaRACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCIgQG+ip5YAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEekZAgN4zR2kQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgiIEBvoqeWAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIiBAb6KnlgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6RkCA3jNHaRACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCIgQG+ip5YAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEekZAgN4zR2kQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgiIEBvoqeWAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIiBAb6KnlgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6RkCA3jNHaRACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCIgQG+ip5YAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEekZAgN4zR2kQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgiIEBvoqeWAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIiBAb6KnlgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6RkCA3jNHaRACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCIgQG+ip5YAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEekZAgN4zR2kQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgiIEBvoqeWAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIiBAb6KnlgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6RkCA3jNHaRACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCIgQG+ip5YAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEekZAgN4zR2kQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgiIEBvoqeWAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIiBAb6KnlgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgR6RkCA3jNHaRACBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQaCIgQG+ip5YAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEekZAgN4zR2kQAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGgiIEBvoqeWAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBHpGQIDeM0dpEAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBoIvB/iBOIfKGpC/MAAAAASUVORK5CYII="],"https://static.licdn.com/sc/h/4j4tc3ht8rv66ud8e6rntol9i":["data:image/png;base64,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","data:image/png;base64,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"]},"fingerprinters":["https://static.licdn.com/sc/h/2hj83maisbl3g2mui1sjhpxzh","https://static.licdn.com/sc/h/4j4tc3ht8rv66ud8e6rntol9i"],"styles":{"https://static.licdn.com/sc/h/2hj83maisbl3g2mui1sjhpxzh":["rgb(255,0,255)","rgb(255,255,0)","rgb(0,255,255)","rgba(102, 204, 0, 0.2)","#069","#f60"],"https://static.licdn.com/sc/h/4j4tc3ht8rv66ud8e6rntol9i":["rgb(255,0,255)","rgb(255,255,0)","rgb(0,255,255)","rgba(102, 204, 0, 0.2)","#069","#f60"]},"texts":{"https://static.licdn.com/sc/h/2hj83maisbl3g2mui1sjhpxzh":["Cwm fjordbank glyphs vext quiz, 😃"],"https://static.licdn.com/sc/h/4j4tc3ht8rv66ud8e6rntol9i":["Cwm fjordbank glyphs vext quiz, 😃"]}},"canvas_font_fingerprinters":{"canvas_font":{},"text_measure":{}},"cookies":[{"name":"_GRECAPTCHA","value":"09AKhCRwj6T2fN_utCSDu72SaUOCS8RwsPZ33ZL0rb4U89nqhowvsfNVtwk65rvhtA39TlEcbYaXRuE7GAu1pzVgw","domain":"www.google.com","path":"/recaptcha","expires":"2027-03-08T11:01:21.936Z","size":100,"httpOnly":true,"secure":true,"session":false,"sameSite":"None","priority":"High","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"wp_sharing_6933101_1338_reddit","value":"1789038079","domain":"jeffcovey.net","path":"/","expires":"2026-09-10T11:01:20.373Z","size":40,"httpOnly":true,"secure":false,"session":false,"priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":false},{"name":"edgebucket","value":"HWalJ24TXhy84MQMFb","domain":"reddit.com","path":"/","expires":"2027-10-14T11:01:20.461Z","size":28,"httpOnly":false,"secure":true,"session":false,"priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"loid","value":"000000002mfrhyg500.2.1788951680233.Z0FBQUFBQnFvVHlBV0tZeGk4ZG9aOWxEQWN1VVg0dnZYb3FlRXdXQmptTnN5aU9aV2ptM3ZlQzhBZThGM2dRT3JBdmhOVkQ5RGlteVZWN3BJVVN1SXpqci1uWjFzMlhSV2V4SzlzTkxyTzhYTnBFWm5OeHJtWGhzRFZlbk8wUFk0MFlPWEdiR3lYdGM","domain":"reddit.com","path":"/","expires":"2027-10-14T11:01:20.605Z","size":226,"httpOnly":false,"secure":true,"session":false,"sameSite":"None","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"csrf_token","value":"2eca6ffee4108a532beb68bfa1fcf02d","domain":"reddit.com","path":"/","expires":-1,"size":42,"httpOnly":false,"secure":true,"session":true,"sameSite":"Strict","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"token_v2","value":"eyJhbGciOiJSUzI1NiIsImtpZCI6IlNIQTI1NjpzS3dsMnlsV0VtMjVmcXhwTU40cWY4MXE2OWFFdWFyMnpLMUdhVGxjdWNZIiwidHlwIjoiSldUIn0.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.Cm1EXSPetq3Li2Hs-ETVCGAX62SaGpxQVwy3Y7FNBmexutBcbhbhwu7_uZ-8YGPHd9oyxGNduBB9edRFVhRK7n4O-MfVBwPac8TVnZSP7rLKqfQw5HqU_ExmMW1ym0gVDem4HW2LOmGuICG_yLJL_ep2YpbvOcuygxjYlqsQJpgZ8kebOv0ubhKh9jcwNjJNp17-xC__9IHxFzm41NKHhx0ilnbGectCF5m1sBvK2SUG8IMi7x_gn9ybQP1V-Qa8vixR2V-ajv7BgqLJaxrKGlJlUZbP5RH-Lgeow3DbNHIsNf4QSGc9BC1Udei6L4kQky4FU3Ymuch8SVnOU4VnEg","domain":"reddit.com","path":"/","expires":"2026-09-10T11:01:20.605Z","size":1207,"httpOnly":true,"secure":true,"session":false,"priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"csv","value":"2","domain":"reddit.com","path":"/","expires":"2027-10-14T11:01:20.605Z","size":4,"httpOnly":false,"secure":true,"session":false,"sameSite":"None","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"lang","value":"v=2&lang=en-us","domain":"linkedin.com","path":"/","expires":-1,"size":18,"httpOnly":false,"secure":true,"session":true,"sameSite":"None","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"bcookie","value":"\"v=2&39a19741-308a-42d4-8bb7-cb0abb27e2fa\"","domain":"linkedin.com","path":"/","expires":"2027-09-09T11:01:20.654Z","size":49,"httpOnly":false,"secure":true,"session":false,"sameSite":"None","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"bscookie","value":"\"v=1&202609091101202078eb95-3de8-4603-8550-ca68b620d467AQGJSyjzRtgcq7fvDtsZ7lYWaLwcVLdK\"","domain":"www.linkedin.com","path":"/","expires":"2027-09-09T11:01:20.654Z","size":96,"httpOnly":true,"secure":true,"session":false,"sameSite":"None","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"li_gc","value":"MTswOzE3ODg5NTE2ODA7MjswMjGsRn2dUXCUkbfL7pNswcFtpO2BCE0HflS+Z791AYxydQ==","domain":"linkedin.com","path":"/","expires":"2027-03-08T11:01:20.654Z","size":77,"httpOnly":false,"secure":true,"session":false,"sameSite":"None","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"lidc","value":"\"b=OGST02:s=O:r=O:a=O:p=O:g=3857:u=1:x=1:i=1788951680:t=1789038080:v=2:sig=AQETCoa3L7MmFbOum3zVR5ptNexBZsMS\"","domain":"linkedin.com","path":"/","expires":"2026-09-10T11:01:20.654Z","size":112,"httpOnly":false,"secure":true,"session":false,"sameSite":"None","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"__cf_bm","value":"xD7uIkAuPcus0mgpcVAu.IOM1SayHrGLm2sG4OKIeIg-1788951680.183884-1.0.1.1-9a.e_UYp_WKpzJm16rTwqeTnRc.1ewdpZ5Ik5sQgRswRtF4pNetPcex0AhaE2yo3ceqNCX9AyK.d03HJzQi7euAjYhTsbZuNtfJuOSs6Doe9TH.b4ipmaH0TSwyBVGqe","domain":"linkedin.com","path":"/","expires":"2026-09-09T11:31:20.654Z","size":205,"httpOnly":true,"secure":true,"session":false,"sameSite":"None","priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"g_state","value":"{\"i_l\":1,\"i_ll\":1788951681318,\"i_b\":\"wQGgiax/0iqL7e1wlYI3FtY83SucJaG+8lC5/KPLK7M\",\"i_e\":{\"enable_itp_optimization\":24},\"i_et\":1788951681318}","domain":"www.reddit.com","path":"/","expires":"2027-03-08T11:01:21.000Z","size":147,"httpOnly":false,"secure":false,"session":false,"priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true},{"name":"session_tracker","value":"nqokerobenicrblaah.0.1788951683847.Z0FBQUFBQnFvVHlEei1Bd0tVNHlYbFlJNXpBd0Y4T2M0S2FnMHRSYzFFcGRDNFBlMnhGLXVPcnVEeUdFamtiMVJVdkktZ0tBMHBCekxPWThTYVNwQ01tbXIxVGQyZ2lUNzJlOElMN0wwQ1NZLXpvaTRhX0luNC15dDNxaTRmN1FEOWNHX3o5VVI0bjk","domain":"reddit.com","path":"/","expires":-1,"size":237,"httpOnly":false,"secure":true,"session":true,"priority":"Medium","sameParty":false,"sourceScheme":"Secure","sourcePort":443,"type":"unknown","third_party":true}],"fb_pixel_events":[],"tiktok_pixel_events":[],"twitter_pixel_events":[],"google_analytics_events":[],"key_logging":{},"session_recorders":{},"third_party_trackers":[{"data":{"body":[{"age":1,"body":{"labels":{"device_type":"mobile","expected_lcp_element":"unknown","hybrid_nav":"false","is_cached":"false","is_logged_in":"false","microapp_name":"monolith","microapp_pool":"logged-out","mt_page_type":"unknown","page_type":"login","route_name":"login-standalone"},"name":"shreddit_largest_contentful_paint_seconds","sampling_fraction":0.99,"type":"histogram","value":0.706},"type":"reddit-w3reporting","url":"","user_agent":"Mozilla/5.0 (iPhone; CPU iPhone OS 14_4 like Mac OS X) AppleWebKit/605.1.15 (KHTML, like Gecko) Version/15.4 Mobile/15E148 Safari/604.1"}],"filter":"||w3-reporting.reddit.com^","listName":"easyprivacy.txt","query":{}},"stack":[{"fileName":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://w3-reporting.reddit.com/reports"},{"data":{"body":[{"age":2878,"body":{"labels":{"auth_state":"logged_out","browser":"mobile_safari","deployment_type":"main","device_type":"mobile","page_type":"login","referrer_type":"reddit"},"name":"shreddit_page_views","sampling_fraction":0.99,"type":"counter","value":1},"type":"reddit-w3reporting","url":"","user_agent":"Mozilla/5.0 (iPhone; CPU iPhone OS 14_4 like Mac OS X) AppleWebKit/605.1.15 (KHTML, like Gecko) Version/15.4 Mobile/15E148 Safari/604.1"}],"filter":"||w3-reporting.reddit.com^","listName":"easyprivacy.txt","query":{}},"stack":[{"fileName":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://w3-reporting.reddit.com/reports"},{"data":{"body":[{"age":1,"body":{"labels":{"device_type":"mobile","hybrid_nav":"false","is_cached":"false","is_logged_in":"false","microapp_name":"monolith","microapp_pool":"logged-out","mt_page_type":"unknown","page_type":"login","route_name":"login-standalone"},"name":"shreddit_time_to_first_byte_seconds","sampling_fraction":0.99,"type":"histogram","value":0.249},"type":"reddit-w3reporting","url":"","user_agent":"Mozilla/5.0 (iPhone; CPU iPhone OS 14_4 like Mac OS X) AppleWebKit/605.1.15 (KHTML, like Gecko) Version/15.4 Mobile/15E148 Safari/604.1"}],"filter":"||w3-reporting.reddit.com^","listName":"easyprivacy.txt","query":{}},"stack":[{"fileName":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://w3-reporting.reddit.com/reports"},{"data":{"body":{"csrf_token":"2eca6ffee4108a532beb68bfa1fcf02d","meta":{"device_type":"mobile","first-contentful-paint":{"fcpEntry":{"duration":0,"entryType":"paint","name":"first-contentful-paint","startTime":705.5},"firstByteToFCP":457,"loadState":"dom-content-loaded","navigationEntry":{"activationStart":0,"connectEnd":125.80000000074506,"connectStart":125.80000000074506,"criticalCHRestart":0,"decodedBodySize":314071,"deliveryType":"","domComplete":0,"domContentLoadedEventEnd":435.6000000014901,"domContentLoadedEventStart":435.5,"domInteractive":423.6000000014901,"domainLookupEnd":125.80000000074506,"domainLookupStart":125.80000000074506,"duration":0,"encodedBodySize":55141,"entryType":"navigation","fetchStart":125.80000000074506,"firstInterimResponseStart":0,"initiatorType":"navigation","loadEventEnd":0,"loadEventStart":0,"name":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","nextHopProtocol":"h2","notRestoredReasons":null,"redirectCount":1,"redirectEnd":125.80000000074506,"redirectStart":4.800000000745058,"renderBlockingStatus":"non-blocking","requestStart":126.5,"responseEnd":410.80000000074506,"responseStart":248.5,"responseStatus":200,"secureConnectionStart":125.80000000074506,"serverTiming":[{"description":"dn=FT,p=PAR,cs=MISS","duration":0,"name":"reddit-ct"}],"startTime":0,"transferSize":55441,"type":"navigate","unloadEventEnd":0,"unloadEventStart":0,"workerStart":0},"timeToFirstByte":248.5},"microapp_name":"monolith","page_not_found":"","page_type":"login","prefetch":"false","route_name":"login-standalone","yearClass":2020},"metrics":{"first-contentful-paint":706}},"filter":"/shreddit/perfMetrics","listName":"easyprivacy.txt","query":{}},"stack":[{"fileName":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://www.reddit.com/svc/shreddit/perfMetrics"},{"data":{"body":[{"age":1,"body":{"labels":{"device_type":"mobile","hybrid_nav":"false","is_cached":"false","is_logged_in":"false","microapp_name":"monolith","microapp_pool":"logged-out","mt_page_type":"unknown","page_type":"login","route_name":"login-standalone"},"name":"shreddit_first_contentful_paint_seconds","sampling_fraction":0.99,"type":"histogram","value":0.706},"type":"reddit-w3reporting","url":"","user_agent":"Mozilla/5.0 (iPhone; CPU iPhone OS 14_4 like Mac OS X) AppleWebKit/605.1.15 (KHTML, like Gecko) Version/15.4 Mobile/15E148 Safari/604.1"}],"filter":"||w3-reporting.reddit.com^","listName":"easyprivacy.txt","query":{}},"stack":[{"fileName":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://w3-reporting.reddit.com/reports"},{"data":{"body":{},"filter":"||w3-reporting.reddit.com^","listName":"easyprivacy.txt","query":{}},"stack":[{"fileName":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://w3-reporting.reddit.com/policy"},{"data":{"body":{},"filter":"/assets/ad/*","listName":"easylist.txt","query":{}},"stack":[{"fileName":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://www.redditstatic.com/shreddit/assets/ad/image/1.png"},{"data":{"body":{},"filter":"/pix/ads/*","listName":"easylist.txt","query":{}},"stack":[{"fileName":"https://www.reddit.com/login/?dest=https%3A%2F%2Fwww.reddit.com%2Fsubmit%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F30%252Fancient-aliens%252F%26title%3DAncient%2BAliens","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://www.redditstatic.com/shreddit/assets/pix/ads/1.png"},{"data":{"body":{"a":"GY6KfVMyQS53xsroxjwTAQ==","b":"SDWZn58bFbRoqqGeS8bg3ccJQWT7WfWgBt/obMo5tF+XcfgvHFnv652gGaW6qgGBL2M3BHpHo5WStBfNu5lzSrMUFMIUwFJTMDvao8xGOheRacE87jP1j+fyPEpP2IxUH2ryX3nGCfXj9GdWZouByV1PM55JkpvK8tM8BZ0jdLuX+UBpoYffTKsl6d0u0E51oAcstLtxo1dDVRf/ahloJBrWJ5gRj4oL0/6dADzkLP+OrEk9dMJPYNpulO2NZat533t4i8nEKRy5T8pWs5thCbS9kn7hm9HxZR9psQPuOOf2Qr2RFkM62QYox0GFfuM9SsIyetoMwcqGTQGGT1D1yg==","c":"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","d":1,"e":2},"filter":"||linkedin.com/platform-telemetry/","listName":"easyprivacy.txt","query":{}},"stack":[{"fileName":"https://www.linkedin.com/uas/login?session_redirect=https%3A%2F%2Fwww.linkedin.com%2FshareArticle%2F%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F10%252Flanguage-psa-spanish-and-french%252F","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://www.linkedin.com/platform-telemetry/li/apfcDf"},{"data":{"body":{"a":"5EWF7a8JusHCQefV0hP69w==","b":"BiOF4aq1/ND5dtqHeTWMTyus3fbLj5SLJdNigFnJasueRpGlBZmvBssaKf+YQBDXp/JxcOzD15eN6oiZPPK28Tj/2lAN6jZ6ypcsSCxdWB7tArDGrjjl5Tl6klmHcaX7a5Wy1faKYCa8888OdSMqVkB8WExzayj1f5u0G2QLzZp0pBADWPTACK1cTbvMJ36ByoJZnoEFVtyR8jgpjn7jcOOlz2DGLzAds/rEhIhZWLoqJO5Xh8FkHIsylofUSPeTh0cJFaNgSnrq8MhQeE+R78IAZn140kqTj4IKor+8xNYfTRHAizsjhUfFYQ30Jd0pC14YbHfK6rI7+TQu3Vlu3g==","c":"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","d":1,"e":2},"filter":"||linkedin.com/platform-telemetry/","listName":"easyprivacy.txt","query":{}},"stack":[{"fileName":"https://www.linkedin.com/uas/login?session_redirect=https%3A%2F%2Fwww.linkedin.com%2FshareArticle%2F%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F10%252Flanguage-psa-spanish-and-french%252F","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://www.linkedin.com/platform-telemetry/li/apfcDf"},{"data":{"body":{},"filter":"||linkedin.com/litms/utag/","listName":"easyprivacy.txt","query":{"cb":1788951600000}},"stack":[{"fileName":"https://www.linkedin.com/uas/login?session_redirect=https%3A%2F%2Fwww.linkedin.com%2FshareArticle%2F%3Furl%3Dhttps%253A%252F%252Fjeffcovey.net%252F2017%252F08%252F10%252Flanguage-psa-spanish-and-french%252F","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://platform.linkedin.com/litms/utag/checkpoint-frontend/utag.js?cb=1788951600000"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"batcache_hit":0,"bilmur":1,"cls":0,"custom_props":{"enq_jquery":"1","logged_in":"0","wptheme":"pub/libretto","wptheme_is_block":"0"},"downlink":10000,"edge_dc":"cdg","edge_dur":621,"edge_status":"MISS","fcp":973,"fcp_raw":973,"fp_raw":917,"full_path":"/","inp":136,"lcp":1110,"lcp_pre":0,"lcp_raw":1110,"lcp_res":"https://jeffcovey.net/wp-content/uploads/2018/04/6a4bcba6-2ead-4db4-9596-4802f0fd91cb.png?w=1024","lcp_sel":"#post-1343>a>img.featured-image.wp-post-image","lcp_type":"img","nav_type":"navigate","nt":"2--____2_l_l_l_16_v_16_il_lf_io_ra_rj_rn_xz_xz_y1--0_0_0_--h2","provider":"wordpress.com","reporter":"fetchLater","rtt":0,"service":"simple","site_host":"jeffcovey.net","site_path":"/","site_tz":"America/New_York","ttfb":669,"version":"4.5.0"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/boom.gif?bilmur=1&batcache_hit=0&provider=wordpress.com&service=simple&site_tz=America%2FNew_York&custom_props=%7B%22enq_jquery%22%3A%221%22%2C%22logged_in%22%3A%220%22%2C%22wptheme%22%3A%22pub%2Flibretto%22%2C%22wptheme_is_block%22%3A%220%22%7D&rtt=0&downlink=10000&site_host=jeffcovey.net&site_path=%2F&full_path=%2F&version=4.5.0&edge_dc=cdg&edge_status=MISS&edge_dur=621&nt=2--____2_l_l_l_16_v_16_il_lf_io_ra_rj_rn_xz_xz_y1--0_0_0_--h2&reporter=fetchLater&fcp=973&fcp_raw=973&fp_raw=917&cls=0&lcp=1110&lcp_raw=1110&lcp_sel=%23post-1343%3Ea%3Eimg.featured-image.wp-post-image&lcp_type=img&lcp_res=https%3A%2F%2Fjeffcovey.net%2Fwp-content%2Fuploads%2F2018%2F04%2F6a4bcba6-2ead-4db4-9596-4802f0fd91cb.png%3Fw%3D1024&lcp_pre=0&ttfb=669&nav_type=navigate&inp=136"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"r":0.3107873989285719,"v":"wpcom-no-pv","x_sharing-count-request":"pinterest"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/g.gif?v=wpcom-no-pv&x_sharing-count-request=pinterest&r=0.3107873989285719"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"r":0.9820332474578377,"v":"wpcom-no-pv","x_sharing-count-request":"pinterest"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/g.gif?v=wpcom-no-pv&x_sharing-count-request=pinterest&r=0.9820332474578377"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"r":0.1166560237807015,"v":"wpcom-no-pv","x_sharing-count-request":"pinterest"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/g.gif?v=wpcom-no-pv&x_sharing-count-request=pinterest&r=0.1166560237807015"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"r":0.07054002167475715,"v":"wpcom-no-pv","x_sharing-count-request":"pinterest"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/g.gif?v=wpcom-no-pv&x_sharing-count-request=pinterest&r=0.07054002167475715"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"r":0.6574993172596115,"v":"wpcom-no-pv","x_sharing-count-request":"pinterest"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/g.gif?v=wpcom-no-pv&x_sharing-count-request=pinterest&r=0.6574993172596115"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"crypt":"UE5tW3cvZGRkb2s0c1lReEpfRX5rWkVQdUhDfjVVejdwa00wRlE2OFJzQ11qYjhEWzZBJlQ5QmQuRV9GaiUxJi9uNDdNbTNROUVSLlM1a2tEYWxqWHJQYV1veEhWTVkyPz03TEhzbGpdbktaLXk4MTdDaFZtelU/UjNaLkImZn5tSi9uSkRhLyVHdVtqXVdmVkFuZFdrWz0/bC4raEJSeD8yXy5lZEFsLkolSGFxTDBZNEc5bmFyXyUlRlgyfF1fc2MtSzVrfmY=","rand":0.7169570857412892,"v":"wpcom-no-pv"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/g.gif?crypt=UE5tW3cvZGRkb2s0c1lReEpfRX5rWkVQdUhDfjVVejdwa00wRlE2OFJzQ11qYjhEWzZBJlQ5QmQuRV9GaiUxJi9uNDdNbTNROUVSLlM1a2tEYWxqWHJQYV1veEhWTVkyPz03TEhzbGpdbktaLXk4MTdDaFZtelU%2FUjNaLkImZn5tSi9uSkRhLyVHdVtqXVdmVkFuZFdrWz0%2FbC4raEJSeD8yXy5lZEFsLkolSGFxTDBZNEc5bmFyXyUlRlgyfF1fc2MtSzVrfmY%3D&v=wpcom-no-pv&rand=0.7169570857412892"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"arch_home":1,"blog":6933101,"host":"jeffcovey.net","rand":0.43050684270034467,"ref":"","subd":"jeffcovey","tz":-4,"user_id":0,"v":"wpcom"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/g.gif?blog=6933101&v=wpcom&tz=-4&user_id=0&arch_home=1&subd=jeffcovey&host=jeffcovey.net&ref=&rand=0.43050684270034467"},{"data":{"body":{},"filter":"||pixel.wp.com^","listName":"easyprivacy.txt","query":{"rand":0.15743387273781773,"v":"wpcom-no-pv","x_stats-initial-visibility":"visible"}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.15743387273781773"},{"data":{"body":{},"filter":"||stats.wp.com^","listName":"easyprivacy.txt","query":{"69":""}},"stack":[{"fileName":"https://jeffcovey.net/","source":"ThirdPartyTracker RequestHandler"}],"type":"TrackingRequest","url":"https://stats.wp.com/w.js?69"}]}}