From 007fa26fd51dd6903656c51ad21220bd7663ad83 Mon Sep 17 00:00:00 2001 From: kaklik Date: Sun, 2 Jun 2024 23:16:00 +0000 Subject: [PATCH] Update actions products --- doc/gen/README.md | 2 +- doc/gen/TFASPDIMU02-schematic.pdf | Bin 295332 -> 295505 bytes doc/gen/TFASPDIMU02-schematic.svg | 1274 +- doc/gen/TFASPDIMU02.brd | 36 +- doc/gen/TFASPDIMU02.step | 105342 +++++++-------- doc/gen/dxf/TFASPDIMU02-B_Courtyard.dxf | 3128 +- doc/gen/dxf/TFASPDIMU02-B_Cu.dxf | 8756 +- doc/gen/dxf/TFASPDIMU02-B_Fab.dxf | 14374 +- doc/gen/dxf/TFASPDIMU02-B_Mask.dxf | 1504 +- doc/gen/dxf/TFASPDIMU02-B_Paste.dxf | 512 +- doc/gen/dxf/TFASPDIMU02-B_Silkscreen.dxf | 7186 +- doc/gen/img/TFASPDIMU02-bottom.png | Bin 116818 -> 117032 bytes doc/gen/img/TFASPDIMU02-bottom.svg | 294 +- hw/cam_profi/TFASPDIMU02-ibom.html | 2 +- hw/cam_profi/TFASPDIMU02.xml | 72 +- .../assembly/PnP/TFASPDIMU02_cpl_both_pos.csv | 4 +- .../assembly/TFASPDIMU02-B_Fab+Edge_Cuts.pdf | Bin 52802 -> 52856 bytes .../assembly/TFASPDIMU02-F_Fab+Edge_Cuts.pdf | Bin 46320 -> 46320 bytes .../assembly/TFASPDIMU02-assembly_page_01.svg | 440 +- .../assembly/TFASPDIMU02-assembly_page_02.svg | 4 +- hw/cam_profi/assembly/TFASPDIMU02-bom.csv | 4 +- .../assembly/TFASPDIMU02-bom_nogroup.csv | 4 +- .../PnP/TFASPDIMU02_cpl_bottom_pos.csv | 4 +- hw/cam_profi/gbr/TFASPDIMU02B-B_Cu.gbr | 599 +- hw/cam_profi/gbr/TFASPDIMU02B-B_Mask.gbr | 40 +- hw/cam_profi/gbr/TFASPDIMU02B-B_Paste.gbr | 38 +- .../gbr/TFASPDIMU02B-B_Silkscreen.gbr | 176 +- hw/cam_profi/gbr/TFASPDIMU02B-Edge_Cuts.gbr | 4 +- hw/cam_profi/gbr/TFASPDIMU02B-F_Cu.gbr | 4 +- hw/cam_profi/gbr/TFASPDIMU02B-F_Mask.gbr | 4 +- hw/cam_profi/gbr/TFASPDIMU02B-F_Paste.gbr | 4 +- .../gbr/TFASPDIMU02B-F_Silkscreen.gbr | 4 +- hw/cam_profi/gbr/TFASPDIMU02B-NPTH_drill.drl | 4 +- hw/cam_profi/gbr/TFASPDIMU02B-PTH_drill.drl | 4 +- hw/cam_profi/gbr/TFASPDIMU02B-job.gbrjob | 2 +- 35 files changed, 72624 insertions(+), 71201 deletions(-) diff --git a/doc/gen/README.md b/doc/gen/README.md index 420c914..4f9b1d5 100644 --- a/doc/gen/README.md +++ b/doc/gen/README.md @@ -115,7 +115,7 @@ The stencil thickness is 0.12 mm. | Side | Pads with paste | Area [mm²] | Paste [g] | |--------|-----------------|------------|-----------| -| Total | 124 | 65.90 | 0.33 | +| Total | 124 | 62.50 | 0.31 | Note: this is just an approximation to the theoretical value. 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("N4IgpgJg5mDOD6AjRB7AHiAXAAlAWwEsA7DHARgCYyA6AVgE4yAabEQogTy23ouoDYqLNgEM0pbGVo0A7ABZmrPGK7kADDOoyZZAL7DIMWNwDaoAC4cADmG4hYYKHjBFzIYbHMiATm5wnKGn5gll4Ben4AXQMiCFMpIJCePn4I6NYAdwIIcwALbjVqKX1cEEsbOwcnFzcPL1946QEksNSomLj/BOb+FjINcPbM7LyCotoSi2tbHHtHZ1d3Vk8fP2wAqh6+gbb08FjGxN7JHbThLJz8nELilimK2aqF2uX6tY2j7c1djvjN4OOrTOw0uY2Kewg3hEWSIUGMOFAsAIABsANawADG3jALm4oAAYqYLLkCBjUUQ4PDsIUAMweABuUCsIlGswAsmQaTRaPx5LQABxMfpyagUGkUGQUfkAGU5fDkFDk/DUzGFovFkv5HK51HoETUFHoQrUtC0Gqlsp1euVhuNIrFEql2pp1AVSrturkMhVcktfF47rV9C9Pu1/sVvX6ppk5plct1EY9Ds1lpd/Bp/MzkbU9tj2pFnMz/OzpppOakMktIv5tC5kuNpfLtBkzt1+ttUbNjrjNJFcnbRrVyYtnJF1oNg5NXc12tNbpLzU5ltN6aLC5j3eXbZtgs7G5TnP4RQzWYbi5plqPVDUXLkZ4F9H5Okvov5ZHkdM7chDZF9h9f75yJ+U5lgozYvtet5nmQ/BLv+hanp2aj8o+z6cqa45SmeKr8t+FBbjoN6/h6wber+W48nyMgek+tACrQW79juNFNpW6GuomarBHBNJzpxOZ0GQuEKox7a7gJNIyHRNYUbycjNh6oEVgR/RQUOsYvmockKepm7/lKgHASKSnNtqR4Bgwk7Rhp/4WXqSY2ZJrpiQ5elOauma0IprGWpohFqRJUn0b5WhvvIFAetIwn4ZyflhQqHr7iOTn+cRaq0cFsUCCeNYkT+f5OUxBriaaOF4S+dlWdQZUKtq/IcfJ9l7o59VupZrkHhmoWARFumdfVmHicZPmcvQx5Fl5arfmRBVjZBaUCQ+T5kJac3xb1AkZTJo0AeF2Eoctq2iqpC2lkF200mNCG5Z2UXlYW27FWe3EXg9MjrWeSU9q1irtc13bamNlWfY5QO/U1AnDlqv6FB5N1Tl9spyLDOWTZDNkKONnlniZbGY3DaO5np+OoyDAO/nwvF1qq6PE5TtbvjTc75Uj8r8aaS1oQqzk2lVL2s9la5kwe3MBuuGMulpVHPbBr1AVjxb3gdXMuvNd5fizv6qyd6u0zOv72idhPqsTxkM/WfUjt+PMTt5YF4yKlHyUN1CSdJDEG4LiGLUJ93W6lxv8iN/tG9BstIyKcMLtNPoR3Q2klXQysrZ7RUdlO/Oe1T74bdZpvHURaN5yLIpS87MtwfLmFVZzKdV+zrqa/LNZ1rnRTh1r1AtznLH20jLpi5FvsiZ31eKedHvW2XAp28pnvzcbUMcvJu1AeP7tI6W5s08Nfe/nOA4dVbprdzoR9xivY9qrjSNHtP1HXxPt8K9mjvDzFSovx6mef/fNFP/vAuAVi5WyPNdcW5MvSrw2mOJumg06Jxqh/TQTsdJTmQqhOu3xSadihkjbBE0zwx3Ir+FB2kH5Tlrvgm2WFOw/00NnM+/0RZHnej1YWoDup7UthfTQBluF6ytvA/iu855QIQevTKUDUEULftFahMjv4d3ES5dKwdhGBk2gAqB/CEpBibqwj6+iZogEmGUEkZIKSwCpDcLyyxGTMlZKwDkFBSrigBMaGgNZkJkHoLKVx1V3EhH6HwHk0gcz+LHN4r0xo+DehkBEFOiou4HTUJOPgQdxSRK0EqegtANoZNoD4vxlBI7SB0LrQpxSXEc2QjWChVS3wlICUUzyFCvGtN8f4k+qTJwdOKd03U0T2ld0fEBOMFA75BOzDQYMypwKUDvkHKUaM+DlkNB7SZ1Vlnwz4L7KQMUtk3kmcEg0ooEmXUGY+IpMSQmuwlGoNJgzMyPjSbE128hBATNqW095kklROkWa6WCYpxKzKVCaNiWzWn1M8aM3CGZ/FHmVMjPJcLvFNKRV3BUvj0WdOaeZf5tCVTwvGVi65OYRlzMhf4zQxyPF3PWXk2lgSTnZj2TSfgtZXpbIpbcs5Ep6CXKBQoTluK7kYq6ZQOl0z3mSvoEsEA2IABm3A9B3DKNMSo8waiKpWA0LoUpAl3hOMZOQ/I9guE6OsSg9Ubwmv0Ra84IwrjUiKBQMx5QZjLB1YsOoqw/jwNwtsF0v4nWsCtX8I8mYHU3iKOavYFwnE3A9Rqr12rqh+teAGw1DDg0nBXAm34hrHb5roUWkEyb3Weq1Y8X1Lx7BvEDUUMtcbvzhv2NajYQbY2horSAJNrqU01oeD6zNDb9XvGlS23tjcO2RsNdG1tfaO2DrBKm0o6a63jr1U2ktSdZ38H7Qum1EpXbLoEP2td1xq1ptrWO54u6c2noHr2bYsD50HENa+2NZrV0uvXSO71IAfAYifQa09DDeyPMUI6mDewoQQAIAAVxseEPU9ls2+BELCZE3qAC0hQ1AdBw1APD3B6BEedaCG9lAgN2FA+BqdZ6aTQZVO+12XoMMIZEEh1DYxUgYaNFhrwuGCOUeqiRsTYxiOVqHbezd96QPeDA/6iDGxI5vtNZ6DtiGUNoeoiJ0j5GcASdk524z3qhJUbk4Bu9o7lOqZE38TTv7OO6d4/psYhnG2rEs9wfD1nJMRtiP5nA+GzPUarXR+zwGrAoGRBwKAKAiCKvi1SAIZYPnm1CPVQ0HawtuvM/FxLyWiAZZMCYfDppSkaEFNgQjwL+TinoOkKrHNJJchYI1pUzXDRteq3QTrihCiSloPJCgA2T43lgnY0briJtTa7jNqQ3XCi9ZawNq8MFcKGZ6/wPrrWWBVe2wdmJDXRu9nTLQJbtX3prbNEqXikQXv0dmCVpLKW0soAy5yWkUk6y5dFI+PYhWbMgA+2VirAQu4SmRnY/bh22s0BgoIVjD2Nv9eOyj4IYo6QXfbtJGkyOOL9GOI1mCt5JvY4EFJU8BOYIaBVCTg7aT+QRTdf0LnxOaeo7xywG4KoVQ85te3NH+P1sHdYyT3CzYz5uo2yLmHsvtAja0At/JbXCgoQ0PJAX6vxua+O9ryjfIHsxiezdmn7P5AmnN1d57r3Yt2Eh194Q6X4hZbdoDngeWQfCDB8FiHCXPvldMJV/DLptAKEVm6sbi3jv4dLkxeQ+v49G/WEn6qKeTWC+5wNkUhFcLHDz8LgvWh+jF7Txr6nmexyq+kNXw3teqv150I3gnFvrvl6L+6TvDurd14r8hPvFOeRkDIOXnMepOUPakLBSfifk9STeQT78ZYZBDFb9n1p+PGsxkeUBAbA80nphNfv8UAo5DH60PIIS5PLvSEmS9yIb3WCu9S+7n7nv/s5d98DgraTG9YrEPKHcPKrbXXkd6PbS7Q/JXRrYscbWfAnR5CgDZAbSAssXKOPGvAbGgNJCUObA3BPTPGgHFO3N1B0egTfPAnJIVfsB7VxYMPUWgqSHOXPE2agrfQLLQcbNXdPFvfDNZCgA0PXHA5vAbYQ0QhHS7S3Wgl5DMYTC/J7Vg+icUe3AFQfKrMgopSjPfQoSZPJZ7RPFHICQg/XXxOiHkWgmGFCGQ0UVId6a/Ew8aaQewmMJ/G7J3RTBzD/b7X7L3AHd8IHfLUHIAorL/UrFLaHAsR5cbDnIQugR5UCNrUuV5CUbreUGsXCI7dYNI1xFCTI10cbd6FvUuYSJ8Io5GbIxfPI6qGMR8RQRI3sJ8KgVI6qWWPfPgCUYIcNEwZPXkYMIo3xS6Ywuom8LSLrBrPZFURJdo4XEJIo1AsULfAeYMJUBHLxCIFYtrAeeQR8brWQGscZXY3USUXkJo2QSUMsVYruIpTUQ4+olCPJU4nQZUSSR4jQI9WsU4l6HMT4qSbQLQtMNA70cnfAzfUFU4hgTJTY+ohJIVaEjFerHgnxXxWokwF0AUSncE7ZHkTlJE8US6T4iIcUFvLEp8BJOEygSSG8aEvJLSS4sXS6X4ylagx4tAw0RE47NMGCSEjk3gQIX4jfTkR4ySUFJXNMJUBQJkgFS6DEtMdMEFR4nkDQH4nkgQdnDQPbI4ZCV4lUfEx47QVIN8fUoOSgR4t8TlSUruaDA46YugfLFg47WIo9esB02sfsRgF/N/YPKIz/d/b/LoQIv/R8AAsIsjb1cHD/GI10TfAUY4CEtHPox2FUcwyQeE50uo6QBUYkjMtE3Cdo8pb0OxfAmsdMGQIsxnTDfA0ktAqsqQPMlHMUb0JXVMhUXkPoZklCdo/sCbfHGgTkvUDEvsdncbYTQcwU98Xsg7AUQzGgcUySXI/o4oqUe7DMuUmsXs3iYIB1eOXXLQvsRmWPXUnQdoy6TfE82/Rw88xgMULsq09MdoyZIpOiFgUJJ05ctYtc4TUJXsYc04vUTMDI7AUJZIk0eY4Xb8d810bI/sSC3kN8GC+SL0dneYsNdc+UZCZsZc0uVxSSerSmc1HQFMwJZZGCno3kQ86qfJQ3GCkY3gSsl0jo4sIY0CooWY6QeY4sEQ386qA0NA5wuo4UdnCc0ZQQes5i0pDZLs96eIkc91JIK4sUDQZ881N0LsurPUaijMcUYifMzfFC7chJTsgyuXKIbw+4OLUAt3QMgI3/H3MM0IgPcI6MmysPfwSrMce4g7Io7lLHOo7Ss/PyjUbk9YUqKQBgj08UaaNrGrc1KgBIj8x8LMkwNxKMc/LxI9Q8OK6qCfd0ngqSN0NstsMsCIR4o9PrJiwKoq2CFUrjBJdovJSjNFBrHQrjBS9Y9Mng2k3iaioVW1BIycwQQQJqkQy6OEsUBQOk5ixgISIVR4oSEoso3ULSE0XEhIZqpqm8D4tq48DydolCKUUfCE78Gauo2CYsUy1E+QZGEqtHNHEkopLldowQBgI9RajQEQoSlc9MQIJQlHTlR5XC7KRgXiRaoOSFV6vswQDkpcsUV62CYMOErAoSe6zfVjIa89YMTkV63gSSWU80ns5i70RolUhJZCLfQvKUS6XEs7A7BS+QaAuEqk8c9oqSVxWGva9nQSkG7QKgPMngoVa0laim4SJY2m3gQ6kfLCB00aCC5i9naUhHbossTbRWy6RUFEymQIeCxW6QYcoo3SuUQ6ka1xKohQEGp8NJLSKo62qSQ6+M/NRI8pCUaqlcp8HGlWobCfAKj2kyt86KoSQsxWlCb8b22sKUSSwKimOq6KlrLw1/Z3d7dy/wn/bLRyv3QAyMmTSI0PaHDmRw8G/Mhkl647Quj8erFHL66w8u+OQS2DfatJXKuiM6xu6zCfPojmb8d8Ac9Ud6b0uuhmN8RujfYENKwSQEjnBcoseQFulUHQRujq4sXK9S81PuuXcO1e7iNeDMg7NAg0Ve3JPvWQXgR5d25mOiKSWSoC2u8KjidMW2jMxgIXDEucOrOOtZKQG5XKy6afQzPZX8G0X+26+Xbok0YW3+5UcsCizMGbX+r0J7GC3idYi+12Tla0ZCoSME3+qUFCY4eUI9MYieoknFZC5gmCXB5CECsCsOpXUsEQzfABpI/GtBrkcbT+obb8Qe++tGm8Qirh/sN+91CmuxP85GM8uujBX2mCyOm8qRo9LlRQP82Yn60qWi/Sj81cZc9Rg0a+9i/JMsSgXKk0d8GMWRmk3kExnkKgAh2CopaOieyYzlMRxuFYtR+o/LDnSmepU0qR3CdnARrkAEExx8Xcii60zMXKifBUDvPZS3eh48dCZR7PBJBUaJ/sMbLs4MBbDxmCMGvc5rSKvJunBajMhJQ0A7X+nCUs+os6jx5sICXgTS26nMH05OwM/0tO4Mhy4I//Zy1gQPEA/06HVWNJwosy5sck+5Mw+c+o5UF4jU3scZPur42KjUr0SUMpiE544E12I9ZGPcyUDu043sfJVqrxMseiU5yZVXbJlBr812NJTkFJmbdh04w0W51xygMJj57Qb0bx46fsRUD574i09iqUV5W4/Cu65B/JIOaF78XkOx5GTkn61WDMdMZC60hgD5zlQVZC/scbPo1Wa8BKAx5ZnhzE7ZFCVPCl7hhUwJDw/HcRjMPZmDK52R1jC5Nrf0d6GbLlhG47f0N08bWRw0c1Zc/0BMj6gxxUUiXl3UHkag1xqKVxd26V1IJ+0JMNVIRVvJYSOxopcUfVr5cx9ir0Ye01lK1xswrMfVipoQdiySQEpXf0SjaSZBifHMaZ5I2COxqauYjUnCVSei3Q4MU4nayUZhtaoOElmi2YxM3UYILSeNqWNAh8s7dF7ZeSDQWS1IXFjUrnQyrsi432U4zugFrsxpzMd20NXiPRrshKzlbNqQHMc1LsiammitxR/RhcxsvUot6PVbDMxUaavZ4Ol1rstG3sRl3xc4sS0cKpjU8ahEzSvUAej5r47QTSzJaXFdym1fJMyEj5vhuZtUsGj5oCGByZ38dpnw6yrpr/eyjOvppy/3QZ1yoPGM8AsBSgGEkKw5lvMBfJBUJQv8qUZu47MBMKCOsqrfMBag9hvyqUbiNrRD2llDzfc6kwRD/Y8Dye1IYDooIVOpKol+p86DltBgfRxI7hupdDooDG9kh00Y0aRjmCZ2AjmKhMjj+4gjsd80jj3iFY4YuiefDjoSTjpY5sASxjtJRopkvJMxjEpZcsTK7FbUpXO+TUDvQqlVwt++uZMdgEs6xJ3kFBuE3XO63KxCykkkiIO+iehmiUFElHRZWzxAzfRanFOeuu1IeSEdng+/RgNB70denU0UeSTlMLnOWPHqxnWCXKmMRnDTi82sLunJAHDT81ZrYh6MSqoSFU1inR0KdQvaoj8sXK5ZXMy0g0PR6rmbc7HgoOPQzLnmo6x4xgRgI/Ou3CUUh00QssFvE+BMoLvZFSo9arvkdnIogWj9ieosZGubvJLfDCH0KK5o3cmguuua5rAj2JqQTL7r+L+UMiag3K3gWiiOmDXrozt2vbHV3iL0S71z8rl2wsKUS7tW8Fl2qgYC778bG8LDnMy7xqCZl2rkCT3bo9VbkKmK4R7S3xJKrh76+Tia2b6K6ad2u+LlG5QD+CyyzVXw1O599O73N9rOiMkzCIzp/O8AwvdnQQGArsQJw6mkxUe3ctxWmm5Ai/A0ShjWgS9wz57QQ61Dul/fSdkqpWxUJo2GQUwzj29gpQ2GaQfod26sZCA0ewmjhmdmiIOwh7fy5rdm/r52yXAXqm2/AXlE2kImn6wvOiMkxghkjMdmy6dnfQ0ULSdMEqyUQ5+wiffexm5CZDlAuHOiPGjZerIjd63G5ixCrkiw2Jr7xPxRpIAw3xJp16wxzHgwmNMK36hQaPfXXsd6YhzTYJ2P12Vbu9xPyZF5fXMD6gzXgQB0LFhXfsDQBSiSmx5v/JZ/Bv2xjndbWTwdi6hbCXYFHvkGs/DUZv67FarlHxafjYjL16y8ogpUPVkmrWe0yXbQfduo+MmPRft8Sjuoop1o8/usR271jgxXaJsd2WyXPL6J3xPJbfl5KWuu4PmU/XPcX/Yf9tSauWsBTWEbChG2bqZsPRC0I1YVQMEQAfjVCYKByWKMFYqV2Qj81DMsMfeiyX8YbJhMCvVFCN22RmNR+WgGDKlVKhMMKC82CQon1C4d4GBJBFcgwHxY18xsvYFap4QzY4F+wIdOojHEqICDWMpFCalwWrysYy6dRXiE4WrwiEhWcgrkKxg4KSg9GJVdhhPjTzWYHazFDfOzn4KNkomBgpnCx1GyjQ/Ocg7AcDzjw7UJQ55OUFzVhhSRrk55EQp6X1x+8ZB55YbuuUKDNgoC55BUK4jAHbtreO5RKs3zhzyRzyOgZpm6m5bSlzyKETkNPzFB3lqKEjOOjcHEGC9hBEofoMQOqhoFGK25eQQkSIyxRrB7Amjs11gI5h7qzBeLpdgKKO8ckY7FnjGC5CH0ieW6OnmVm6Y2oQymdcMi5RzrAE86YBTyhASi48hd6F+AWloTHyDF7cPiFYURlwgaBVe6uZgj9Uaw681y5uSDj9SIz/cdBneSZHpS1w0Vgwu1ffIqBEJb4thjRc/PNnnwYkbgCQa6pYLHJaE8hquXYRUgrC3CpAEQRIfvmebH8TANwLlIaG97xIehtwuHEHBZ4XEwItw8UlkwJyCAJ8Xw4olXgJxX1PetwhmLVzXxxtxsZIl+rLUaya0TQfRFGL0RZ6GgjuLwgQHLj6aNY0C/yDkXJGoZz4MwuZW4fvUb4PZ22h9Y3JqQPrT8TQtzd2q4IzBIDOc7ad6KKIkr0CfeggOIdKOZ6Bcy+o0ZdusECEV8FAzfCfLALJEVht+1BOZLcLOqesYBCQqbtKKpjZVvBl+KDiaKebBga+ePNwSiNVx95XB/QHDgYXUq4DNSDzFEYlVaoK8MwLeG4PQU76jZZiBAn0TBAMglDvQPNZcimg0HqCfmo1aUSPmlK6DsqBI45E010GF8MCgSEJEQQ0Fs1E8guONiXnVzvhTerYn3jbX4JoEve9Yzkgdg7HXEmh9Y5sDWE544FccE4uStOPWxXVx69IygFQBKHmpggy4m4AqGgLN8lx3BLYf2F2qLjZY9YicJ7T3HyQOROEcrouKoCNVSxVhNiutgSRSdbhapLAs3wxqX9YR4wK7DX1za8AORaBLseuNUiuIgxynDgn1V4hMj7kAoWPAX33ocigapCfXJ4PyQoSdAkoSgTiX0E+iMw2pDghr2AZuipxdgojIcy5BYiMU7whsUJCTHnpp8dEsMdiSxHt4n6FOBfASJi4xo58W/AEe5hxE8igOSuWkAUSK4E42RpNFEc1Vo60heJcEl8rOQewE14kKIoxtgR6yMjvwYIoVPGQxwah8Jv4xssJLH4agCRGvAmhjgZoK0fR8ow/Bjn5Z61M81QoARjmay0QzxjnfJB5OuwHjjw42DtpSK5Qr0exXIECbsI3EFt6xEUtcXuM3EBTJxoHBKT8Fcl0B5xdEmMIhWvz9ClMfhMnj01faGZ322dGnm5RGbgFKYMYAeicNI59EzujyA0CcJ1wNS6ARSW2FcKJqKt/WFBR4auC3wpAAWiw+bG7DakVJapneXxAD2Fa8F78D+CvLmx+pxJms8I83BoHFKKs3wDoO3uEC94t4MkyML6g9hHFFMtpWrWVo1l5BsjBpXcF0XRIxHql1g/oJFlyhOm5MbSqBZFsbzOwZjqWOYDgcbziK+tziCkNfDTTQrBttpA3ekUHHOaRsW4I0+5IGwRnlJ7CkyYGp9LjYPCDCTUhPusElgB8wZFOdercV97EU58tzSSJGyh52DDhTEO7iYH9BBxEG+uBeptNmmMBnqUYjaTVK2lwMtMRGO8k+HOmqkOxIlYyVUguQWEYYbrbFAiVwnsitChSLWMRKeEHSu4I1fNNuNSAFCmZKSHYTXwYlhp9WOYPLuhIMjGNOZ4g6CpQWayoFTWB2UQbSFzb18CZ/FTSRaKmq+tywzUhXFrCj7Bt4csrO8WTkjbhQZ4MA9tHO3LDxiBAjyf1hWwRHYFYYXoZFhW1y4ZhvB/XBQD23nzqCfESXItsEEaa6D3oIs4uaFOn7YSWqFbB8AwGrzqcK2KDFUfNk5p1sOK/xAQWuMjbO9A6DAnucGyk7BTWBGefWVdSUZN42BcSQ0GuwVywR18irBgBKyjHzsgIcsokjTQsL40uKs0zec1inljy1kaclOcQSPkJsBWKBASos2ekJt9Khws5pLPuTigD5KBR+crLjKuJOJRGRQkXNvlA98REohQEqSXmMA+sQCz0hiRSBGN0cKBY1tRNmlcp5Au09asWCgXNAnh8vGitkQ/kJCeQKCp8OpUVab5imlM2bBrPLlGF+JxLNqTV0YLWkI2s0lmcdKkmCYi+cSaggtlUm6Uh+t840qxm94TUlyxCsCGUx6zIxUgcsyRVyF2lehCJUrWnNeHsIJUK5t8t0i8w8mG8epE+MBRjmYK79/5R6HXnooOi3SikYYlnuYoW5ndSalivRlYz3k7Tve9xXOY4pfne97UVo2aSaB9ASj35ireURmG6FlhxxeUknk+zsrk8giJUqnhMPKnft3K0OSPCbFGKqSbwCrRPBi1sa7CRC9qd2skrFAHIsFIlCfDfhUrBTDh81IvgUsNA7C2ZrdFyVVlJYeE1cwfMKZnlJaR0ShlOa5pktFDlLiJQqCINwVJZfyjZj4eAqrBNCcoOxUdI6jfnfBzVKBvEEYgcL7THUoxEiq5jfjSQ8hTK62XrEIKaWBJgg8uF8ShT6KJEIgRLTZZRkWWSFdQ6JZAutiGW/9M8GSKmIhOcj3iVhcSSqpsrYQmtE8cSLSN+Ef7hJggDy0KcMotE4RBCKQOMUQWe6zkHly8vBuhOazaBLloSepL5MoKwQYw2KpOIzDVzgwnpVWUJKUQsH9KWqy5F2kVXQE+85kdKylRviIJLUCSwKjKb7W6V0RU2qKgtrAu+FOz8loSEPiUK0hzV4CYqxejzLDHpMuVeylUYcMEDHIBV+SHdgzly5Wz3l8cJpjkvySH4BVHZVkSOOZyKr5kmq5Qt3i5Ury+eshG1bqtnnXLGCjoMXrarCYJI58ZjAUA8q5L4sJR8rdUVypCXIR6ljfUVU8z7EyyRxvyp5vNXZW6y/Guqn7iBSz6LIMSzRHML0XQnTQEFKarSAKAyE6B7xDyrAjk3Qn41dJIazugN1pBpJCVZag5KmPgkNca1QqDsaxgmUHDKYB9c7C7Lgbwr9m2atftqqHXTVy5gA+QXZIpWfyuM3gjBDhxdrcNnxzQCvlCrdo5idFM6xIqzhAlp4lImauJAcmpWErrpDykhb9DTxKgPCDykeoPzTzgDpVdxA1lGLpwVM71j4Z4mnlgjTKHlL9fYj+obWRqO1wtR9UBO4J8sjG6g1UjuslipsW1HNYUQsp74BCuw5ihZY+DFBEFHCRaspQPX7mXpVpghF0C0SYKACawzYG/PDlTaACFOayjiEMsoEbFLq1G+SGRGb5q1lBxyxqNxDL7KcHFHSuMgHLL5X4Yw1Gkel8pkVhIJNpuGvhKEkg/jklRLBTRbMyEkbnIM+cWcz3E19LjWA4tmUKgHE35XyqgtmZQGoYmbJiYrFAl711FCbnqbhOfKFz9rJLXyBrVSWYxe56aIGWmekVQFRZWaX5wIkJYzOSW8TzR/edoWUqJJiLH8HnMJY+1DzDDMsvTGJeMM/aTDaefpenrMO2wlrglGyH6leEUKRalhDALQkeDdi+L+8cBeTkRzEL0iVl7q9YHfF9rkseRyoA2Jd3xKQibgChUrh6yBKUz8siTYsNmt2GTEAu1XKgFfQlGlIqW0YO5X03OFn0wu1020EVksiQz76AOJDmzKcL4yJ6bBRMEViZ7ebdtN6jgg2sprJdaar8gsSsju0mh+1THOpLFwP79Lnea3Kga+IxW1sPGgqkea7HohKhPOTSZZXqGdi2cp6X41cZl13JSwp1hlczrWCPSUD3qCq++gc0o3eCJsum7HcqJHawwmkviWzuINvFUCJG5ndxMXTTFCodtznWpSwIrzNhpy/nRhm9JwI+h4B8cvsv2JCXCNJxH4avEqCkAt1Rigsg3ECvvpEsMGh8sge2mqJN4fEq9bASHPVwSLhGS5OSIoP1510W24pRuT+NLBfI6dFeLgj9sN2+V7B1Bc1ffU5StEoxUueESA1bolCiGkoX+sJDOV0Az6E/EhspymKBCbiQkNXW8Q7Fi6uUiTGPD33405NV6PQvNmdrTnVMX5dE8UI8lMH31DC/ONfGmUkY57/kxMl8ThNK4iFiwDQugACgW41ZmsR4k6am0gFaz0RbO+3RPSAZ9bwgfK3nYeGAonCbwgc3hpjUunzYgKaDdIZMiwUH4cIGTZHoiOCbt6asVc9wkElyoiFg6u0noW7InoRh9tUW9wXXUoryT0NXuuugqCz1b7QtiTNHWkm97r5IWLdCsubQJwU8W6R1AqrSD+xvLnO26uiQUR+2P0qSjBQsFKOx2BduR/W8mbZyB62yuJlosgVyl6K7D582VWzoIDtFz4KyF3fzgPU279awIwjVspdH/0wRihd29XowQFBfFkumoLvVgXY3Vdv6OM/ZmEjQZoKLeHEONsI1aKOgMcOKdpRPW64Khdpr5cKJdzPz3zAh3xAxbh34rJ9cR74H1uj11n2FuI4A+rRNROnXK/aSyFZIiNyVF874+NLSbAQ9bydSOSQC/IWAQ4cVaw389DRdrkNyhkY0+zGuLqo5KGEU9uXwYlpdyk9IlRUinuloGYgYv2wzXLesC8p/jkeGhXrM+Xmry5lCClHonLh8PkrjILZTDEsKKrnkr8kyLnoZXiFK0FpB+VuqkIr1ZTZ5OlL3jZql7BhVKBgkykkZIGNLjIt1bI2r12wrUYu+WE6WGl4UrkXGfR3Efai3IGDmwn44kQKCn15HJioh3xHiJCEPgsFQjHVUMaAibinJf1HSkBBwpOT8k7OlQYg3v0eEh9Qxm7VUM/k3g2+DyWWE5J74dC1xFZGyaSQ6FHcwNa+J2W0eqiUYuUUUs7AHuTyTHlFUuP2lHi4x0TMcjzQlcKIxwb6ydGpDcCBVhncHXiv0MNa/vY1K8o8MEDVWkobV7MKk69RgkdRLHuz4khpKSV6T+lR5hcgtLPq3VuJtA0RzmyKjaQLbhMGcNYPJNm11noksD5zG0mfSGWCmERgFPJC2UFMMdmK8omsMUoOYrVdl5cBnOmDR5SVFQhKrA+hDb4UxHdc+OckXwLAdSCjDOVuvmpXJtsLOBp5Ue8e76Zg58MpXU+2hL1FABj1FQsEFAlGvjHGBYdhnUZ/nbD3jioTqURnPElVg+kptmRIoW4FhvW5VIrK2XHqxEDoRBbXisvaLCgKRpeI7VKRo7izX6HJhQOis5y2NahaYNlmmqbozqKzt4afnib6y/FXEgMygthXs3Ut/WMg9CbNmIZphGR0/Mksj3pJCMkV5ZI5RSVYz6VzJ0qaEjhJW2T1O60JPESzsab/HoSaOxlRJVyMallq850KRIuhKbGvVbqKAk8OhKztNto86Zq4eZ4K7TmwLbzuITQJ7MIpuQzXeXw+YvJCNOEg2n83xJFj1i0LQTKkF0EJVHmhhRZLoOs5/NU2lAwTHJxXZsFCNFxSlJ+d5reDjqVLVWIwC2POjhu8bVNXRrVOPNgmUx9bCEuNHUtWMd+qMWc1C73mLilA5s8S1OY+DulyoR1VRbhn8CiMXyF83aKsM/zZYezMCFOwZxXYnDLoMwiqZ5G9Dczc6ULqpOw1/zqW0pK8RjjJxh6Nm0BTHj1g9alKNmXMzo/HHnzxsHG9x3ESBL1lYkEDu03kGbOmZRRp860r0ns0OP96rhnvRloP3OInCSKNpSOmCpal4adzRa5VWPvLL0krS6wqHb8RTyr7P+jLQiJLzaH9dXir437pdndGnEpx2JDQo0fdm8AUIxdZQicVlMQNO+1qi0+UX3hXGu8R+foRYnJCUgwQdiewA4hZCuoQAy8ebMUiYARB3UwtOWGQRWX/EBrPzARUjG5DaBEk/VsBJvklNTXac6hAa46ClSYwNBTSOa66DbZeglrm13FANfCQrJl4sgCvYdZXDkiP4vVra3kk5FU4kYN1i6+cjXGPWtAv0wUHdffAFtrrXcRnApC+sIjWMb1pZWijus+IKkS1l7Qcn6ulQwoJCTGL+FFOA2hrS1+dsDVhtMcfrS1sdl8kxtrWSkmMXG1hDuvR6KYp19XH1eDCDXJrv4M61TcLzn1YIFNg60aGptgRKUb11m/1aPI3I8YmBb6dTeOvbRkYSrNIXeGpvzJDGUNwtejmpvegviZARVCqjVS+knguqNTFOkujqh6s1BdqUJU7Se56oq4UICgmpFRZ5MMWB9hmkfSa34got8ZKbf4oG2T0AQB21nJ4BHhDmiaADLRg3RWUbbGt5zMGU0AM7Qg5kNpsWhGGh2Pb1N4UD7Zoylm1b9aJjPbbyG63WEkdkLF2hhiuhY7dKLOwOl9tJ2OmcwHdHba6Ci3Cw4dqnZai/Q2p3bGd10IXevQl3rb26W28HZGFAxY7sRF2/Xcyw92m7lGA263eHSl31bWaXzOpgegm2eAUl829nc9xzRY7C90e8XfHvt3BmKmVO8GWNtLlMMA144vBmEB6Z+MN6NhZhmnuiYstkWbO4ViCzmYx7CmAO7MEYwV3u7OtmDDXePv26lUnmc+yeaEzCZr7hWQ4VJlvvg5n7Vt1+9vaczX2jbgsUIMaYNtn2DMmtsB4/Ygc08IsUDjey/eJ7AZ37XdwezreQfjBUHAD9B0ZnCK4Og8VqIZhbcAx7AAAQkSHMSkhmr1iGTPyXsRMhOrdgbULxd9heQhUnIoCTFCyyMlZc/Vk/MHxbB/Z1Q+VNm6RoGq8hLQwjmR2I/+OTJDkY0I6k/lke19gmCjqR+NtnzU2iwiKRR4ewscFgRqwQbUAuQZpdZwbkLCUJaHwISsPqd1tHYxScelC5kEt0qO47Yg6hHdGi3xxgwlBCPbSDAYJ5xmgyvQss7aYq5jd7BJPYnzZ+XW44/3+IgYfJZqbk8YoaPRQ32tmx1iI5QoCn9liKFE6qemIJ7Kdj+27bpTynZWdCcY0vcrsMIs9yBTp4PiLuJ3N7sDsu53YQc9O8S0nE4F7bsmG3JnIS1adsFmeDPoH/twh4HanuTp7b/oFUB6P/zjio7bt0JPcIbkHO7uQz6LOs4GFjOg7Ezhu7s846KA9b3bI5xTD917HhMLz7sbZj9vJ3y7JDrKKXxOBrIYMro7p9HdvyxpuiR3Tlb87bujPJ7E6PdJC5e3bBQXez/uznachouQXx0ItUMEueW3rnSmJF7vchd7GnbJfVaXXexfwJi6Lzq3uveGcEObnZLlpw9G/pUuuxcL+ZyMPqhcueAfCJlwnauf/Pxn2zve7qF2p6hXwHhXIny8ywDQZXY0eJ2gaYd/OmnAL+50q6Y4lS1o8r2l4g7MahBVXQT2okS7sxb3bnWzlF27b7DbEnb2FeBm8+thMQOcR9yReC8teavrX7LwFyvBH5OvvEvL124AiDee3NZHa5l2K61cSu7X8YZUG8VjSDksXnuDJAOP6ckoQWGrhFxs47t3PJXIwlID3w6ckpgQir+MB1yzezJCXaz8V4W4Tfa2OGKDJ2684hekOW4+z75yLh9d5u2XzTwF828txfO7UFzsN9ra7eRawyhz+FyM/zcPpG3z6N23fF3rg3s9lb3+Gu5dBFhRXxLht7a+XekJRk+OMR7u9dervT3O7jd/W7jdLuZ7UCNJzwDhufoc7W709y+73dWvEXg7nVztACYholHNLt55O+CmqQ8q/rGN/u7veHuH30hqunGkKXAeO3ud/BYB72eccv3vrn99q6Ldu2IqA5M5C8kw+uuCPgHkSry9vd+vf3eH+eNsyI9pDvXYb62AiPI9mzKP+DmBwu5tfIuj3vEEHYmQRiyDK34oDioJ4K6rPOPEwGD7x5nv8edy2wDmAq4ndbxxP71yTyy9uDUfcPTb1T+i8EiDOVPAn/TwYr7e2ID3snrW3p7xduEjXwZGYoJ51Yafos0n7T/G748OfFPfuuz8W7E9ef4yWHznK55w/ue5Pnnmzx4ZQ+ieycJnhV9A+C/ceCpgRkYVHimJqg3ZYRrLVg8GHRFwCiRJenGq0xHF5CSbYNbqoK/3sQv975jP6F2pqgSi6rlD2gWlfzlIYd1QzmZ9ZekuaPCbsUOEFa+Ow05ripr2mBY5Dh2vcXzjyS4cz+u/3mMbIvp4RQoMfPbtjpAh9DTPVhvnXrjwO509HvMYbORb+vI6/Mfay638YKCotdUeqvsHqdM3GwqyshbMJFb57FEKiceAjsZ77m/ne7fQvd3ndw95NR3XBUr7+23hVzKAhTQIPwLz9+697eH3UeTvhKmO/KeB7ncDGuR829XepvFn8l27fg2EfDprGE72j/ljJFMfl3mH115m89e+P/bRz8DkJdhvDQ+zBn5Uyp9aebvlnz3PT+2Da4wdIH3n3i/Z/ffxguPjl+E5VEDWTKL3yX4CDywC+53YvmT3j5eauwpfrCCt8z7GgzKa7Mv0X5z+4+zfaPySTfICE19M+0fzXi/nr4rfxfxfgL63yqLuQi+mvheJSgKjt9SeHff7p34J/5+W+c7fv/T67+28Jffv1Xv4Bkg19aAtfVv6P/L6i51vvfpdjEAQBUzkYJfo2KKi86uw8Y+MaGLhUr8N95BOHViNDCO3av8OnE3Vttvch2p0hqbkqzFHX8z0CKeboUaan+CKT7MqSdTscIYVgiyge/T2Z6wJRig9+OLlKTG836lQ9+yIKyGfyaV8TLwdf41OW6VGX+E39HoXOquDa3+r/45KKaiPv8aLb+j/0/pv1v6RhjQF/uUam4lWRY3/Y/8Ixv8NFfF/h+woyb68wGpt9VuUytmACqo5AD760e5qAeihAGEH/KbumgKOCQBybNj6ae03sBjG+CblAhwBz7ggEve6AVph62JChz7IBmztz5dATQIcxtu+apW6kBXcuB5kGBAaAFoBsAbgF+Q0Acx5gItsngHQB13kb60+D7vVBX4HGEBAWuzHowFuYggXQEq+HLjgGiBFAcIHHg0LtlCIBsbm56R+wZBSSky8AXzIgepGrrKPe1kNVTbehAQW63enuGoFLOmAQvSy+2gThZA+EVPoFcBEfsYHBkYCH9SPe1YKj7YuVWuXLIEljpN5IB9AXx7OBwTDYECAQgWj6coHyJmDeBK4IoHQeygY4H8uPvJMiRauCDtoiemgHYStuBaK+C14Bgf4FyeeWAaD7O9XtHRpBoyLWBnOxQTkH2BcPn95RogkP/yAepuC95bI5xGYHgeTQQb6GBi7vEEbAR4OrzTOXEI4JvOLQY3xZukcEMHF+XQTx6q+XUFHTkOQAkx5hBeWJjzy2mbsn5+BEgUO5kIHrqmTJusvtsHkOOEsh65BmwX+5dQJricCyAG5qEHYuArpqpc4jcNdi+BSgVz4zByrq15XBLbDcGIO+ktsBkEI7uIFxBxAZBjno/nkQwk+QfnmjLO9RE86AhrwRy5bIXNHuDgh7gXUFIhWkDCGNeJwUCGq+otntD/4k4tgHfkQOISEG+4fjUEqBDdtn4eu9UADjYB1ISSFleYfnkF3eDIZcGw4oPpXZshDwdHoc+5ITT7w+rIZ0J/BHIUSFtg09CShs8ZISyH22xIf/h0hrrnKFhkpIcX78hKATwH/e4oSKFShKHlXCJCPIU9LMhpdkl7B4v2NzAxcfPj7y9ujDjl4eUURrOoVeIakcyXKWVLJREqFXn4ZGBwIRsB2ofTGohfBzQb6EDePMMt6dBMoYai0h9wZtBNc3wRGG34wYUxChhkweGFUhScF85e2AVJu4z06YYxpwh3AYKFp2aYTXZgcsvrf4TMA1iWFhhpwWAGBC5YaRreim7j4xfO9Yc8GxB8IQG61hzYb6KlhoUF2FlUeYQ4HehD0EoJFBAkOxwge6QUYQVBY4RmLYh7YWcEFBSQbBhxowihOFlBmQeB6rhyYdWFoBqsDyBfA/Smm6V2pcPuEnAfCDm7bhOIZIF7hgnueFHhDzsUS3hh4QOEUhPQZ3Cc0HGPHakeNFIJ592L4QKG1BldjeGfhhdsx7ygp4el4t2OPjuH7e8Hl57DcJHrqFwRWQeUjHB1QQBGUhnbmB4gQIriB76O2ERzA8u6wS8H5hgESl7nIQPn0GF6InmMyURZxDEGtWKYZli0RNdmzqWBtOHRFsR0oTBFyeLETwC3+1ERO5pgdLLK6q4fIUxH/grMpG5cRUXjpycR1Efb48RWtl7YiRVEbGEjCKkXRHUEDEbRhqhRATMGaRprrfjqRmWHJFGRYkdxFXhQ7oZH8RxkbL42RsrgTTiRSdKwDKoIgIgDeApICyAEAX2AiAgAhIP4DEgZfi1a6RDINX5dWHIDBD1ErDMaAbe+SLKBRRnJGki6wUytmIJRXtl1qFE4HkoIt+UUVYQ7isUeMDxRwfPHKgQ2YKGhqkcYFFEr8JcoVFpkPAulGcivvKsiPKhEH+DVRExJogZu80o1H5RGRHcjR4mpo1EQo81O8jnEXyI1GGEOgMBBDSlGE8glRgEJazvIf1MKhRRiyOWTvIRaqriNROwlKZ3IuXNyg7RFTB8R3IoxBsiNR60fuEu+ryAshrRoDC1FfyZKCVFTRopC77FQUqHlF1YYam9FpRJUTVFvSLvjcgZgkUeeG8UKUYkG5RsAY3xXRcaN/QxQ74NFF7RsMZVEJRMqGQbiQksDSQjwCMURCXUY0ScgjgOMcdENICgatFQxs5OyhJwLrCnAIxSUUMR3IaOgciox+zESw0wf5OQrMxI0VlFnIW0WhAIx9xHGzLRqgiUj8xrdP1FnI40YTFm28RBQiYx3sszECx30cjF04nMZlGTgcUfDEMIsPI3jZR70SLGgxyUYVE5RK/p3SKUG0brG/RQkA2J4xNAXRCaxQyJdAQwksJZBD++VA7EYY7yMbH0AkUcq4m2FsblG+xWcj9FNIPsdK5+xsMXbEJR9UP1wUwRsXrFRxTUQyiIe8cabF9RGMUVHwxfAV9HqxHFCrGmxI0TnH1R2Ma1Bda6SOri44VUVnH8sZcStEixfAWLHiQOKtTEJx/0ZTGMxxUVbExxeiDzFioHcYHGNxVMariRRt/kKiGMhUXDEJRY0CaSL+/sR9Gqu2cXHGWxY0MWZs648ZHE6KLMVGbgeEDIkiTxm8b5J3IgxMDR7xK8Uwg8xmKnzHzx1cZtG9x8MVPFYauyENgcxG8RchjxDMRfE0x+ETEwFItOHNEixX8bHEDR4UHtYbxLbFvFEeAXDWAuIBhI4QLQqUS34iEDhNpGVIT8QcjQJSCRUj4xFcf4hf6PQjNGkxzSLSDaxP8bzFJIlvOKg9xz8YglpxN8eQouIKOKAyUxXsf4gMJ00JTGhcwoCwlmxaCM7HWgSSPgTBMFCRrE4JKSE+Cw0s8YQmx+InODFexLiGsjHRA8e3GHI8iSYaLxIcYECJxnZAzG3xXCf9GyxdwrvEaJ08YrC2xxUZsCvxnPBIlcJHasqJqJUqM164xQiRnH+IKiaCjjxlUXIntS8RDnHMJq4l4lgctCWgl+JfUTXHCxLiaVFmym0R/HhJxiW3E6JfiV3H4JSieEk2JSFO/HNxfiWMjLRFNPNHNeWSRImeJ+SWchHxuSZLCCJZcaQn+IoaNDEkxySTSQYJC0OzFMx9SWAm1gUSRkl9ep8T/ElJzSFJb/sFsMnHZiLiNe5iJJCfEl9es9OIlxoSicMmiJ/JOknbR9SUUlNJZiQWCMJgSaskNJKCZUmlI6vnglCxo0NkitJP8ZLETIxkMQl1RWMYcjGQvdOjg0BKMbskvR4MRPG7Ji0d5xWJSycGgfJEybWxTJGsTUhMcbCWvFmJtAqonfJ1YL8kbQ8CfYmF4o8ZYkRxmyXyAesdUS7FJIheI1B24h8TknNIsKdIntJiyckiTJYyVQmgpbidokkpgKWnL4paEAEh0xLUT0mDIdKWNHAJUKOikMAmKRAl+itAACl6Jdic0iXWvvLUm3xPKc9RaJEsQTHfIe0qhwHJwqAEhIpHKU3EEpJ8DKRrw5Kc0kBIqSWzGoJ+SC4hTIWYkbE3RUKJr54p2UYam6pYcYmKexKcWeghJVqb9FnodMW3HRJ06K0lJJzqWegFxWqbXEsoAsV6nYpPqWLFlxg0SAk2pgaZcnyx06L6nuJecR6mlxNMMIkup2scBDQpzSHSjHRPidanmQ2wuximJhyISirgUKbnECgLiH5AYp5UQAQ0otqEkRsIBqXDIKOLPrtHEkWKX/H5O/SrxSUxpya2kvRLUcGnVOeyWoJyokCZsg6+tyeDFFxejg0lowFUTGlzQB9OVS5praZdHpxviUajyp5aSum0hZaXakIJY0I2llxK6VdCgMJMY9HWOLPo6mexhqV2mwJLUWdHMoPzJOnvIB0cDb3p56Qsk0ph6djwypzSLunpp2SS2lVpa6X+nA0LiLf5bp3yaBnspcSXQn3pgGQNESpraRYn0pYSfeldx2ye6k92BaRsmSOP8vqlqpOqYo6tJMiSnFe42sdsnCpBGaRnbpUqF7i3JD0UDE9gRCUSwoJ+WJWkpO/SfgknpDGfvHMZxGYxm8mF6XWkBO3aXymeOD6cHEmxOoMJkLpavm8n6JviVlhjI39h8lZYkycmnOJijqhnRpAoKU6IZ4aQ1GKOumXBnYJGmSqkoJ3qRpm/JbqRkkKZ2aVql1JOoLJlYZomVJnnx1MWGCUpO7HhmSOeyEemFRZzE/7xgS6YVFnUPXH6CIxTaW2ieQz6VaC2ZhUfZleIpmXFnxJOoLBmRZLcDSDuZjmdJmiee6SJlq+qmXlkpZcKVOnqZKWWBnKx2mWr7GJ+ieOmiZ1WVgkTRavqlnQKhyU1nFZ1KSnA6gBWV5lhZuWT1mBZvmW+lkArYLjGFpLyaJ6pJhafJlxI5WSmlhZ/0enHjZJbqBCFxqKfNmdRNcf6mJuoqYonOpons1nap3mRamzc/WaxjWxJCXtmEy+NJtn/pZ2X1kSxLKetkrZg6Vymtgk2YVmvomGeJnex6QsdljZ68WdmaZymWmA7ZH2f4lqZ42ViR1YOgvcl5xZ2QXGFptWb9kI5DWclBQ5bCF6nIZZ2flFWZiyWdkLZTmb9lA5lCc0lnZ72UNn5gf2YVnnJTGXymU5BOcpllIvvAPHyZn3kgR/IV4pvhVgM/LEb7RqKCQi9g3GY+lRZGWexB1gxPgJmsZpurTmAxTQj2BzgpcT/HyZK4A/HHpxGUtoicdGXLlbgxOd0SXp7EN1lnIt6R7D8ehuVkTpZOuYlmHxWOVD6wJ66erlzJWLBImKo9ICIDIgqtmmhNW5fq1ZhRjiBFF028wm3DVEkJDjZFWFCbbnspk8JOTZi2EK5x1wqbgfECQRmlMxo2KrC7CF8tYGjYGgPAjRCdYvYDLZtRueT0Kf+hQHtynIEKXLpvWlepqYkQl+JKBV5fOIghx5XNlqxvIuCAxLFgXNvNw4w6EIqBvWFnHcydgYqFrBvWyUnclTgweYIBvW69DJRfg6ur9YngkKDjAL4QEG9bQYjtkPm95JecDgx57eYEz8Ab1p8xbWQYOaSMAa+VRLp5eeXIAU2R+RQn2g/xiaA42E2IpAr5w1iRx04HoJPkfw1dN7Kf5+JG+AN5FcX/mrgdcB8IRZfYPPn95NUmfHnJMTHLCwwU+onn35kef3mIFMCO6igQF8EqKD5AkHowAFudscwRZA8KfmgFf1kAXtBded/kcUv+RQXqsVBfOwzw7QSQVP5SBaUJsIoebvljh5ShfDR5x+ZDAP53KQHm35OccPmr5Qhc/ngeV4sqJo2XpHVTgeNyIflh5OcTcg35ShZtHSASNIoWcFoSBoUmxRNhIU8xuhYTa8FFCSkC9YCyETZqFEqHnlv5v0D/HJ5XMCjhp57yK8jrWP+TnnbxrnPNGi2F/HjaeF1cV3mjQLhaflQF1MS4V15pBSNQw21hXgmoF5CstHmF/NstY4FOhWQY/Z+hYnlBAqDAflCFVhSSgD0kNrkWcFsyCEXiFiefInxEPBfGh8J7yDSSc2BBa3llxdRSAmi2A+WfEVFIhnEXRF5bqUWtFaBXCgFFCNtgVnxWRWwkt5f8XCiKM9SFXno6/KEECJFINvE6PxzRQo6WFxRcdCBMk8AgXxFDwf9wnWudr4XEog5B3lbFnYhFkMJvvDkWtF0BTTDNkoEEkVRFmRWwWtcXRYnml5ERT1Y75fBV/oicb+efTCgxoD8XS2AeUjazWYYvszfxLBRtBj8q4BwXfFfuqwxwlFCa0ZSQnxY8V1Oy8errx5XxYdaYlYicNm526Jf1b6OeefQWyFv/iSU9CVBXYXElvYdNFIlbNvfHTQUeTiWMl7UujFQltJVIVVFDBZ9Z4lJCqoUx5YZA4WvFdTsq7qsnxYQVs24pRYXDFv/tHE5E0gKKX9WtIbSyVw2xTDZhkUxTyChFdzMqG6FWBe9YTFyoekp6gDJSqVJEjsekWjYjRRaXGsGGLqVnwYZNyXKlYZKIW/WRJU5QnFjpfKUYF2auMUY2M7kVQeORRbdZ2owZasUalvknraWQLZEtaelKCHqAtkaJTcX9WiZYiWEl/RTGWmlhNlGV1ODCL3nwFyRU6V8I3pQQXd5etkoYAggBXjaVl5SnjDuFCUHWX3FqeR/mVlYJMECclLzmWVrFt1gWW/F5pdmVWlXZemXJlZRXU5VahZYOWzO+JdOUIlcZeOXbWAXJawyFNRdL4X6wYAGVvI65WDE+lS5agynFnpX0FJlkkK6UzlJCnuUDWqgsCV4htpatYP52+dXkxI95eynb5zVOaiiOrCBuXX5oZc9aYqmNK6UnwpJZ8WHFn1kBVUlgRcSR3WgxUWVtFv/tGDflgFZegUxSFeJyXUFNovkA2c4P/lLWmFSf6RwB5Z8XCFHfmhXvgWhbdavo6rJeXIFehNRV+lSoJBVs2eFPyyGlC1oGXEFOELmWayboCf6UVFhY2V1OfFQ2Xv5M8GI6uFKEF2XMVcbIOUFg5SlcUmFTFc3ZiJklZaVAUrZaJWfeZBqsUz0daUY7hQyUbhVwMANszKcVkpXeVYUylQcWN5/Vt0QP5RZU+Un+MLoExvlSxaI4+ZzUVnm/5YQFWVco6lZ9ZOVx1F2W2V7KbYVqFYQKIXYlxFWED6VQqORWHWM2bxRFlUVRZVc5uduvlZy4Vb3kL5RlY5UOEIVdPmHYblRsWBVqHnJRy2AVbhCXlwVbRXllQRZlUicv1mxXblKVVcU2lxpQlV36gpbdayAG5bBVZlPVYlUgV1lYwCdCd+oxX9WoxYgyXl8xbOSHl/VeyUEqrpToTYGXVYdZ3FAMktX0VghaLZRV61fJDn5cuRNVvau5Gvk5VR1c0WnF6VZ9YQk8RK1Wsl51eUqXVZ1SNUXVq1WzZZ8zlXFXvVxVbhA35z+RJh7FlVb+XfV15WgSDlgQqaVVFNJRJixlnKH5X9WqcrNWeVOeRJjLl8gDWUk2KJdvlSlCNchWUal5YEInld1Z6UQ1jsYaUk16vg1UE1P1T+V9F8RShCU1g/EtZ7G30gzWg1VBfYY9cTAGzUr52JWPl0gDNZPnxl/RQzX2lj4MLX01U8eYUsl/NdzWgZg1YuVs1WVeaWC16uirVmu+NPJWB5cteEDTQn/k4Uf5DNTFVv5ISDnlG1apb9agVOtYMWNV3eUbW9Ve5QzVo12+USWi1RNcqWq1lldcVhFStQ1V/VvkpmCPhS5CrX1xWlSHWjVsVYrXRxeediWgldVIHUZ5W5UaAJ1ipY7XR12+h7WbpiVZnULVZFYSWplgdVIUJISddzWtQatQcWzF1EIXXl1otu+W5QKdUSxvV3NWbZh1udsRVPguddpXa1HdaRXCV7dd8DS1KtekEx1nJR3XJ5qQPDVj1RNDyXZ5CUIHV4FGgBjWCg89V4VJFONVPU4Q5NQXUx2nNFxWu1w9RnWZl9NQPVI1+dT7Ut1BKk3XFgndUPVbVV9dGgj1bdWoXX1/5VyDT5O5N5zX149VxWc1xEB3UL1SRbLUd1r1WlVnV19T5Xb5V1dzVgIj1V9XQNzxYvVP1MeTWB0llAAdWO2KDc7WnVulZg2D1udjPlooKDbDV3VQDUp6a141bg2n1vZbijX1gNaFXINZDSsQu5buarasO7DqX6WIIUUVgmoVfn7mCOx7lNRJxYCOXy+VAjRsQUIbAacrUIUdDPEYhR3I0zUINxIbFk44wPUif+DCLHriQkjeo7HuLjDbFyNA4lcUMIQJPeQqNCnI/m6NYdOLF3wOZG/WWNOTBI15UbOnjDGNSGmeCG8bOIo1IGRXJ2BdUElbo2aN7jd9TF1ujWtT0xU4JRhqN0jR1xFwq1FE1iNSCkE1sk0jVdinIGEESS/Vx7lnpLRvjdhTo1x7tKhvxETXk3qNx4A43Ggd8D0Rg1BTYQSmNGIQaTYS1CKpDTRFTR7LbS1CO2yjRZjfwxoNWTeNRaNTjY01ZNI+NfRmNVTR/DmQjnI42mMggc/DWgaCH+y7Kk8AXa7YaMMI1pyyzaUL8MrTUAw6NUCJ03cxIHPE3oBNxq9FyN9EPk3oBtTcBDaNLjWU0FRKjaODxkjTlZFzeyKPR5LahnqT7vNhHleA3y23hJGfwkitCHoErrt8D0efzc56W2gLeC2EenzdgE/N/nv83QOMLeEC/NwOF81vusLUi1QtYIJ6he5XDZRK+5AjuyDvOXMrHF4B7TZ3AwYrXGmWciDRASVk+FZMRCUtvTUy0E0EtigiJUAsNcoeIMZdy1ktjsWNYoIxPvgWiw1zXS2G42xDy0JATZSgjxIfeWS2yt+ZfHLvQezeGBuNetmqYYGPLUK2ctl6OYo8tGfL0BatkxmfnUtzLfq1IK8pMvApAVFPeSstH8An67KdLWwgUAtrTkjWYbNnFBstM2V62StArdzBm+q8TGVFqYhUG1g0ctighFMFjdzAX8LrTGW8mxYB62W0I9q61Ut3MPgpUpjrSm0403rd1BOtzkJbQBtvrYJB2EKrUTjhtoSEBCYJMZTG2TwYqrtgmtiZcSz8ALzfOFgBYzKe4x2vbsx5dtTtqMQc+gLf21CuxjtgHdE95KO2DtBvoC0Tt3bdK69tpPiO162kDDO1KROzv0rzt07bqFztTtqu3F++LcFHcOwBDw2wAHVjX7agKCDcYAxZyL7y02TkG4RipayEFKGgIUBqqlyjKNgwC5XLYCS6wsyMwQWND7fPhUoDAOiQhQQjCYnlunyp1nwIrOGjCzIU1KlWFQ31F1gPBc1CnlZQwothJwo6HfXmYdtJAcRodiHTkVOQqgpCw4d0HSFCQs86mh2gd5rU5Bu0H7eW4AdJuXwhAkqeJ+3LQBUHwhh0XqoygvtJSKR3C4Xybe3BAAipe2Okv7bUUtw+BQ+2EEHHQKjRZKCMB2ex+CjB2WlBki74HYhRYVBwdF6a4iKtyHU0JapoEGBwhQl+CMR/I7bK+2YdwncxlXchnTx2kQ+6QizUZbHVJ2AxDNFR3sdPGd1zqd1HXx1nIHKrJ29OhYCgm90acuZ1hCC1HchkGGHaR27YwRLF2zYeHYVDYU4sT5kiN4HSh1apwXep1mEXZm9F+d4HUSSz4nnSF0cQxnZ7GudgnfAjpdx6Q53cd56F6BJdRudZ0KoEke5BluQQBPylBAwSSjKg/6Jp6ddsAd13xynIZC79dJbkN3RYI3c0DyBg3fsHzdIoYt1rtrzbR5OQU3eN1LdXJofG9dKLZ7lHtaGF3K8NJLc4hZQMaAZIvOUuEp3iUnZC84LCNnU5CRNpci86MM37XE2vdsARCKAdk4acp0tZBmB0XdmoM23HghKup05EduHWUNeIUOaSCBAPTqaSOzAc40I9lQiFAkUh3tD2RdWUAFzkdlZZ1gVd9lvOqVlC+PR3fAFzfq2LGHrCFChSX3f0qPGNPeFxeqD3ejq1dMonCbXdeXKLnuQFPXS0rKUjTj2892Zaz3o9GXBaR62uZLsqi9yoiq3OwFXfGTYdEvUzxud8YRJR0tfZKByw9PoK45XtIvRd0LMb5ML1mdF3U22iO8CMjSOdd3Sf5BoU+mz0vdqeBL0IS6nfb36tQStIUXdwytb37MaPSb0bNfPRoW8g7baRGYRWUHRSjtyaiJ5judiHrYR9B3et1NuUfU7YR9E7on2RusfZx5zdYfUfYmRofWIQx9OkZziddqfdn1LdWfdGgF9NwIe2cNx7UF7EtF7QcgOES/MaCh22HPNH5ICJSpIa8ZxNAw/Z7fS7HwwrUEBRz+Jzobxow5vWf7D+E3P+Rj9mmuolNAEct3GD9E/d0AL9G0MPXsM7rSv2xM3ceP0t+8/XcpyFAwCURPR8/dv1r9fumIbD+oxfjTN91epXRX9nQvES39XpHv0DVT/V30VakKByA9+F8WknIQs/XP7a4LrH/279JsT/3ADNMK1BM1dfsLSzExoEv2v9GBUSzwDAAyUhNA/3D0IoDE2BP6DkYnYnll1zsA/3CxZ8fVBlU+mU0DEDkA6UKcCD/Scgict/UVbCo6A9gzj56QWiJoQTQFjFooXfXlzNJPfrAMUJ6/XwNADWKjTBsDoAof4CDk4EIPFRX/lINYDQ/b31EJ4Irf28DxUT369xk4KQPKsrsRoNWCVA9gPD+H1ZgOV4qA0YP1Ec5NmAID61kDAIsQcf/2GDSNgu1wDpg4HzQwX/sVDqsWA9ANf+XA2jDWD5/pQMKDy/V/6kCbeQ4M+Dy8fgrEoBA5Vlf+NyNNAoDZAyPDxD7bPyh2oKxFbBRD+9OJCh2NNOf5hD0gwbKLJX/kEM8Dk5rINXQgbDP1qDH8LulR0aCOINDxYaB30D9Zgy0P99NQxUOb94AZ0PP9ig0jDG2civ8Qf9JxhfB8B1oPDAttlab0OGqpyCghjDgw60Mz9L/etYTDo/bf2f9pkMe4BcAYMEMt+UCLsPwpLfT33UIC/cBBNDXMAfU1p5Qxv1LDng40O2kdwy0N+Dqg+wOMt4LcCy6wUA9U1QIEAlMkBD9ww0MUIgIy8PVD3g78N3B+It8MCehieAEkqC0HlgEqYoEsOvDpg6jgflQI2OQgjbplmBGNsfns4bQArsHSdlOw8wTwp4ZaUirFaaZYP7D61rAGL0iI6uTIIGxSYP/9O5HCOllT4KwOoDzDe7kgBh3dX3HdxwKd319egxeStNC9HdTmDeasDxmNgEDeDf9Bygfg3N/SlU4yjww8BAnwuemxA9+nNDbhngTPP451+WZpohXgOo+YOmjC4EaMxOTg2DTskKjWgTqjdo1YKGjFo04Nvg3I23A2jeMLf6zY3Mcql68z/tcR9kho9sK+jVOokO+NIEqI1f+s5I7HuNEyjqVOD8YxDA2N45Of7hcUY3I3V8mY4Gy6wzgdQRA1X/iQoPgrTYwyZgz/p6Mbg5Y+6NyDro46M6jh/tyg4Qhoyvy/Dqrg2NTgsuCqzP+lrLRBujzo6UN2DFCNqNDjOvmf2GjjUFJDP+pDOE0nw7Y3UNPMYKqOOrUUPBfA6+aQ6uM40AtLOP5jiY81jJj8Q3MPZg5o+OPLj2Y2eOMUQfTc5p+GfrYCSB+jscTQhAMvn5eY5AEHhx9QUUKMyYp7ee3+5XUPa20lF5AL1dQ4nPKTATE+HVC040ZXNDd8d6V1BgQGJVFwtUJua1CalE42+BiFiE4QRIUjkVsyAdrUI7Gw0jkVOKd5D0NKQB8wE5bphOWcffgn+OvjROWgfAQTFsllZuRNgTf9BSUfIzOsxPslEE45HmoI+Q9DgTjALSXysuytBPmKxYAxPt88ogVDG2HNLSWqqoHNBOoss3LK7SQmhSJNRZEtsvERAOnXwG6Tyk0EKB9RfbDjpaOFrL7LBlkwUIAt67VK7HC/+FZMgeNk0ZHDKQ7Q5MJBBo7ZEeTrkxZNA4Lkwe1eTurk5Oyufk1F7RxIFOFOQqa3d+NcOx3X+PhR/DdbDI0jnNtYX8mI57B5Iu4kfYAyYrWOCOEDvawhOypI6lNFTEtl+WX92U8LrbWpNBk5xw9BLbQDWs1c+mpTjYkuXZSVsNWAjUrjsijIjn/tWAQWJ/v1PsEccDNZ9GLU11MXwTvMSxs2yKJRptTheCY7zTVAvQRywhePOzFTOSNVMhwrfJVPvWeI+NMrTGU/lN1w6KbBIHTmU1AnZTFU3S0va2JI1N3TA1nNQB8y8IVP7T21hMrNJe06XwvTRTLIOzTkrF9McC4bYXgVMBxC9MwSG07H4WajfuZD5UioO9PJsn0y85ASqVeVOozsAYIJ6FH039PnhVI+NNbT+rSBJDRnsEFDAzlZdQRPR/sBDOfWDIzQPkzd5MDyVlOMx10hTnsBxYeu8CPzTYBCAlzQS9vM3FPB9b4SvBk43M3GRn6uofzMeuKkVLP2T8fft6RwWkLLOSzOQcx7KzAszzPyzX4yLNDhYsyrPFhQs7qGazqs5sxVBGfYKMJTv43X0ATGSICQLQQQLSyiNonr8k+N+RXs5hO4YAIrAQsgDqYFQL0hUgbQfs/IIBzQyCsgzIVAnySpg/FACCRzUBBxOYx9SLcWci8ODHOdRozQN2gqdjXdn3F8HRlKoa6c0tQjFjpGVQ9g8GnHNwoXpJCxhZD8TDFkERVCE0TZLXd3FkE12Pk0TZeOOPltzoc2FluzYKHGQlEgnfbNs6f7bBSEqP5aJ4Vk+jSHMKN8YM5KZzs8/IDuZpNNP4PB00XPP7ZNtHMXAovc/PMvy9c5po1z883sqnI3ICpTi188yzKLzQ2B1Lc9WRCsgjIluB3PgRI9k/PtzYc3sZkpJKJaxcYYWbmTt+DwcRTCi/89/EDz/QZHWiejsUU3cgTvUdnQLdTUEAzsJHfKBgLkxf8Z0Q/813O+zmpFwQm58oL8UDzZEDo2ieGKTvMbzL87BSPzAxf7NhZoqWfNRzJCzqzJzkxc7P4LQ2JSjxzGC+wvxE9g0gt5cKC9XrfzsC5mC9NonvYZUpDwRAvJOzC6vFAL3I0DXiLlxZHO/zTcw/OwoQCx/M3jr4UOGies2iKFjEInjC6lkkobi20YnXcYvahmLSYH4uVi55OKzvEbYvshhixO6WLzi2YuF9HM2dn6L7IV040RTiw8GGLusxw3WzJ7bbP8N2th+CY06bWIv6OXJPZCmtDLYDDf+abY61HQaQqktctsS7H4RzJbZI5+jrXPq3coj0ztBBQLTTGW8a+SzkgCKFbQq2zQ1S9EtatH9GE63+V9KKRat7iE90FLhsVq2uyR0BUwbRiS/KTpL3XMK30tNrTtBIGfLVktVLNyu0szLR0DMYZV3wEoLmoiy/2Re9qqlrSLLwTWb3ZQujoJ3zxhS3S3fEKoEdBzLjft8BFTsyzlPzLZoHyQtLSRMct4BCwsKjNuuy661OyVS83gfEaS5MuWEDrT61VLipvf7MBwFEdBTLIQC8tEM7Mw4ta2h6dH0MIYVCJ4Ire7cfwKzHbU26oro7fu2buBhC/ort6K8Es6LuIfiuIrY7XhFMc5K9u0Yres6StfaaK4u1vuZKwO3IrwSwS019tiOEuktCmdPjRlwjfqCCdg5ImL3+AqwsxCZIq5+XNAs7EKs62i/qTaSGgnTaW8UojiuCKrsTkTpNl/UzKulOmq3U4YQBk/hle4I9E2VqrOq4o4iGJCpjaL0/DLqsmr+q7wRecuq8T4Ot0YN6zWOxq9/GY2YnZbR2rXq9BUJk2wyz5pytiS1OKrraSGt4TZq5bQgZcZCAVLlR3K2ls6SNEuXhrMGaqpg22q76soZkxnLbIoia/ekj2UZkdYM0EyEDC0UTpSpESsE6ZKYhtMHEcGtpRa/yu/Gn/K2n1I7fgNbtsBNAhkZrqq9uAc0Sa28TPW1oAOv3pka7/6ruNbQSVGoya8OuGrhyHwFDrq0z6smxDadQKY2I62Ym7p660daeCrsUai1rlayEGVZRqO2t5r0q9murpBsN5xhr5q0ahI0biS1MFrM60uvbWandDBnoAILChPrJ68wEqrqa3euh2FaxOsXr9iWO7XxP6xMh2ovJiTZ9Bpa/4gCu17M+VVrOTAhvxo9xdtbYMA4mhvKmsGy2tmlVaZSi0tna+vg0pQG+qzwV/a2Yl/rCbQav2tLKF+sA2k6wTQlpcq6KugbqaWxt9rm65v0Opkq96tprDqTyZjWbq6pATIfCPxsBrTq9Oi+Ilxdavur4m1xsCbgG0ptSbSCuakCKKUreuXrVWi6sHTRorklVaJq/DPZ4U61ijjrG6/OtYojGyf50bo6y0G9r21l2s6AGm3psJrJ6xmGjJAGzps9A361mv2JJU/+uQbWKK1y1tfQXutJI0aA2ostGYZHQ8ogWwm26bWepsj9Ts5CNPZBO/OZtrkJE1eAlGORVsiabnPKtYtEXoACnEmN6/5v8py2MgnubkqWesmbhquPjPIua437RrviHyMe5m6ByvCj3K+d0HrFax35ScyRK2nYUehINtvgyRLGujbLM8ZAesIZQ2nCbjfmsTyiUKNHEwbvFW2ArbLiJullRHfn/QaqaGx+DZqRjnqBbbVaXbEA2s2yttobF2xtunbB21WnsajS8tsPbRqEdKjRTfrsozjVafiw9Ly+Do1GoGTpf7lEQQpsikDmQgkv2OlhPlvg7VpR35riCnGhtA7z5faCSm/jYDsZrEtsZACKQNW9s0tilRy1QbxRFSV7bc26tvtSXg3/5k7rG/cLA7tfNdtVpjMHjFU7Z20aiQojS1duvbdqLmuCVm21zu/GlRR36cL5O+kJjxTfvUiiNRqEztFccdmbKcg2iw5h3jGIJn6O+LE0D72gt2qfZUOaqJ+OWzXW0d0+5fDnw2ktcg4/RDE1NjkwHDQMGbsS2A8CIY2Dmuh7FiV9u+f4zGFLcts0zy8axRjWIOwFmhDmtPf4FgrXAjaMTqOCa3tGrWaUM4WUK2/A8VfYwHuiOjNl6AojTgxuKpLsKXwnP+bu02VuBlQ47uQ7noL9Gm7ZVFjuF76iR4Ma87S6XCESFhQNA27J2yPbWO4ATJODLdu0XvG2s8nv5t7Bw3wFnMDrR7tN7rUN7ul7/DDMNETRVonvHgCdEsNNM8q/aD6GcsEPtaspewTTCoHg0WorWsCO3t52E+x36W77W4C19Ba7tXsTdK7tXqnuY4O7zCzg4biFH7F+9K6n7x7t4YfeD+/YuYr+3pM337eDAi2lU5Dk7Jv7dK5IGf75Drlw/7z++zY3ueu+/sPuwBy/ugHYLcDhf7kB8N0czOiGUwP+G7rIGseL+//vX7JK5IF8I6B6OSP74iMfuwUM3dC2oHhB/fu4HuobAcQHFB3i1UH2KPfv8MP++zkv7bB3gcYRos+kFkHDOtgF8HrB1fvBT+uz+NhLRu2d21+O1a3w3tIrAfNr5p+CTFB6YreJIVgKCVzLVlaVbNoKdGSGAqylvok+13EC8klXZElMX1i02O1SpNyo31FbBZ86+FqlUiirVXbQErXRkjpd2+S8yHeEqLYeGlGvOR3WFXc29Zh8NHUR7j44bURjt4uh9/7TFudj3xMd/oKgZ3VIR4F3SshYKQW7KcJnch1kN06LZ6UTHVMrpHa+Todjp9EEjPaH6h+PFcksg5EeVHNAdUe/W/h9zEVRJh29ZeHhHXGjUMlh9uIhKamYyKqTcR0YQid2FtxBcVKRyIXpdRZfEcKdpGqV1THUR+DHyksR6LbjHwWUkfBHQx+DE7ibOm0fokMXW2gkGGMz0fk+khYcd3VXYth2SF8naQX5HMx6+AtzxR3UcHHpEG22dd5a+d46i9IYSKAenx9wfqhBYVyHfHJwCCT3hbtmPwIeCKlB5MHcK8vZi2JnheEorcJ8Cft8UJ+YuoH4J/CegnO0B5p4uvx6IfxT3uRIeij/uf7A7ich7aR8W40xwwkxStO73+wJctEflyWh/SdIKKCYZTLHTvDer4xPXDDMH4kHSCrcovJ0zj0p9BN1PiO8PYfFvgmvZzMtkbh5qQHIg0xlILMA8ZIqdFnsHbEBHEsdMpLTjpLthBpbImDOCQrJ2NGVUFhW/DGnA0XiNXFjsBsplxtJwVPV6/DCgnEauR+74WnnR5XTnT71u6e1eCp8jPBtdx6gSLW6p3iaBnE4IDMU7mp3yw8nccEELeHZyF/yWHpaJDT4JA1AMfWwGhQUfjAwYrGehnix1SPWnIQVJxTZBpx/CRwtalNmmnDsO3xqSRsVadxw/khmybhcRFzBlI9wvGnq+mpoWckUX/H5kFn402SclZISjsfkz1J3WcTy40wycyJVZ5OfunoaKKczTvBFyc0BbQOtbopqRmvHBiCu/8dkR9rmuP6emTNgEQFhPs5B2BUB4AcBux5wec4GJs83aEeUljee0rN+5IFjgdgpIWPnGs/ud4uh538f6RL53eeAeP57edjbyJ0BdPn3W4bvEnES3wjEs4Q9jNCTbPQti0tjzdHKCd0aISoLN8aAhcvgWKimuPNAYB6usIqHRiEhmrGQtP5CrTS6sIT5F7YkqNqFKTlEXNMFRFdqOF2q0UJyKNeDzR4QQouYXvRI1kMdsF5OD9TPFNDD8eN3SAPZ4BrARDEXdKJwo65GFxQjwXLfvx4/d3AwMAGwyl3+wArt/Q2qSOV4LPw6XibJ1lXggl601/G1xC+DDcIhq01vEZM+EFWXxKMxdvLJl+ajhDRmwacQQBl46NiJSHVpfgJiHIqAerUAahM7NqF/JdssjjRpfUZ1kExckcgV/LnRitFyRdHS2w/J5veAzTyacJo4LDjJkrTZlc5gs4LXxm+2YEpfRXHROvKqjUV4J3LTYg1hfqJguQ2xrz6l2FfZX4InIvNX2F9lfZzPI7pfc5nswtB0oRLOXMJgpCKeOrU10sk47uClzZdZiICYDnTXKjVRcm5A8AFrvJyVy2cxzql2s1xXT0YLndXlVy1eC5SF25d1X1GWbCH4kVwRc9gs28VfljKV2E59gE2PDC6b5zCbmPX8LNte5r1V0VdCNzQCJfc5jV/yisIs1w9dlOrl0JfvWmLCR2lwRDOPklTUN5tdasal8Dc6iYTitejXrTXxdo5d0hFetNX1yNl8kC0GwGdX3i15dyNh1/WFPCAzcjy7XpGh1JA3UXBtfI5T19teJioWcjm8AabSo1fXMc8Cxc3GIbyb6Z8OSzc6XQ1zHMgT8w78apdlN9Zdd9VVzHP4i4CaVeCdmMRiI6Xcl/GBbXot1Jea3q12NeC3I8J3MY3KjbZdzXIrCFcqNeIsfG/Z/VwWMZSLF79mK3ieeFtci4t+ld436rGhBnZEt2Nc83zNx9eY3nFyrffK/NyjeamATlrdy3h19W2BKt/VVfuZx10UPy38YInehXJN/TAXX5Yz5eCL4dLI3uX7N+Ivw4dTV7ZXMrGAE7tzh/cTfKXpeUjfbXyd+E6W6JV6dc/ZWWBXexX+VwVC2Ity3legdBVwZllUEMMre6rjd2nfV35V4AsdXTSB1sCjYh6Eu19kh/X2C5wdIAlxooW17dB7WE+gVFaF0Mabd318JhLJQfpjvDnoYi6XALXAkKih45A8BVowFzdq3ydZJ+FTeKQVLfNe43+97o7DXsuLI2o7xLMtfYoAd+B5r3BJfjmE34MUA8xzdhZB0A+997zdPXr8GRRC3dN3ve4FulIbcy36cDDe6yBUF20aLuBUm1/3kD/A/Nq2N4Q9Jg+DxA/n3ZsB/du3TwpODGQL90g/tXEBTA+/ZDMJ/nAaD90nBYTRkCfeSOvJGrfv3XyNud/nQ7lD5peGcFif8ehSj8eonQXp11iPy4VKSy+uYMuFmF4kV4sqPJnpI+q0qj5ejqPMJ/Z5KOXnosHYuCj8Y+yP5nl4s6PWj7L7WPWQd66KRs94SfcNvW7X6dJ9A0OA1JVSer6jQx9zDCrrUlh4+4FpRNtB9e74KwV1YKyN4/hP6BWYy02YT7RB/9GuyqvRPGGFMmGwYxfUmCUVE549pb3j1PoyTSYF49ZPV1Bg9As2PX15ckOaZDD1cd6X15Q8EE+l5H8z6fU8T4jT8E+bFsyV/Of5jCd4/dP18EwR937j6wXvbvSVSvoFoz/k9YxPD27BqnlTwTQcp511oeVPfZJB2ZGr5bMkxP38M9wjgYT0pNcQpcdE+JPx92djBnYT2k/oFRdC0+ksye7rCM2yCfk/AJLsDhJS9LSb3E8PLz3U+ka5ZJ5kCQtiiQidJwoOAX9e8T1JYDilz4qWHIgT6wUps9idC+XPOzxMhgvcwVxBk4pI4C9NCdD37qbF3j2yxQEkUMJt/g9T+8+RQHhCnuVPTz6S8DlWT5qbwppaK+WpP1oOgUwkUT/UnYMeVqi+XF0T/s8CQ12CIbCPXoar59e0/tpjdczQRSTBhYr7+eCvCIRK8cYUryN5JwrXju6mexKzwdDhwr+diAPpnsz6SwWr0nmIm+Jxee++cr8iesU4r6kyAe5r9fsQXRJ2e3JTJu9yCOu2R2jp7NDc5kKOHvIBTbvUP8XDKvPmMDIK+vPinekBvAatkfqcb+S0QcvCZ5Cyxtzjqfj2FxZuRMBv9SPCnSsMysJWhChTy68ZvzNWnLpwL0raha1EKNU/hgOuCyXJ77T7s5oCb+ZW9iTEqMG/bVTr38k+8Rb0tY+vKKUUK01zb2Nkhloby2/SouFcXkQ5AlE3sLkjRBymEyTNMW8iU5aStu/gAr90H6zPVRCefy2AYOSYm+0TrPnnz5wG4bvq78nvrvPvOd6D8AB7u9zeK74B6nvrrpe/fn27ygcGPDdvu9XvJQad45IJ7yUHsrBu3a//jKU9fcIsJraVC7KsYwPCCYtm6UKkIccHEQqS4NgIqXNeFPsIz+cH4qeFqFejP6rXUHzrgy7Y4JbpxwYYjf0W7GF3h+DU+FQmBo4Xp77QGjPgaYzVn+Hw63VgIhpfNTwWH59bVgsm/41Tw8ImGry2kpiE1TwErObuM8yQlB+oKk+xXz/I/cCjPskPHxqqE2/777wd+aIr7DLwEJgRQd+4n5c1R49o4pUafn/ju4HI3H7CmyfknzbhtPinz3zFjO7roT0f2KJCwXwKr1HSkf5b3nXNwXyBkQW7uKpPBWfBBK1v8Uq3F5+2kdymBUQfLRfp+GqwXw36af71qUxIfwn+j41tEXxh/o+MitfTg2wHwF8JC0n1EiwCGX5/ykfEjnY3ywKXAOMW7b3h/Cqf92NR/lIkn0wxljljmxflff1uF+KfDXyZ9cTrH6Mg0fJn9Z9v+q1OrImfbn/l+6OXIIu/TB14TtauBzQB+ybufSboHtw032q87nIffLDAKwQfkwkHR5HN/rfZ7/geXnE3+rtTfJB7N8Hfm4owdonj73uerf8Adt+uum3yd8mkZ77a8uPC9ySdQ5FpDm8C98sC6xVvmsqsVvfQb7oQBfcvAD/+vqsMWYuFEb5J/4U0b2W/U974f8ZTJhb6hxQ/puGm9Ksub53Aag2bwmeuveMHTcHLLhUm9XF2geYouFsbwF/ff9bwmeQ/mP0fxU/7h4D8qfeVc6+dHGqgjZ7hsEh2eFqoP1FzvfnR6mZ4/vP/9nfWjX9D9/9oaPGTOHqsAj9jZLyLG3YWX1ERltvmP5FRQPrb8j+Y/B9znHB0cP/LDmKiOXdRtT/33HFFvo36gH7eIOSeeHvioW6ZW/977N2oHoaANxbv6s0u22/L7xbMPv0B5qHR6Hv2KG+/d7578O/F353BmfyJ9e+6hlv3782v37/PdQXpLWeg24qS17sqbSfyMOPIO+ahvTo/LLI328noyygbgSceRa/r2UOFDiQi4iptIs4CRX+XrDCOUgLQxf4pugQLreCUngQkCyic0kixn+fMWfw6kLCN6yn8xrQKJ39rXNfwFsWT/N2P8/Z0KDiiTgU/1ijyUbJevQ+bFZNZeyuZtKlUtBsqKJGzaAL9GiCoY1n6ORtZvxqE8+6vmz5x+2LkL7S+Xvpp56RMr0O7X/Fvs0EJ+tvsRGW29/0u9Cvr/8L6X/Z/8Ewh+W/4ueCSLB+SNz6+Jrw//a6Lv/RiKp+dPzK7B8ZDubPxfOCTaK+f+wF+MYBF+I0LWuJXYq7X3xzQZ3wZ/RYxvjQBz4EaV6sAHAEIA33xjgAgHJiQlxoOHXZP2Hd5PfLlYvffhq1gcYDi9e/LhQNAbznURaKVaaga/dgHTSW6yRwdej4FIQGGOeWybGOfwVRWCTqfO8jWOdgF9OHPa2kNpCT9R5S9CUvaeSWI7t9MKBXUeQE0kOMDt9bQCiEUj4fgbSbGAp0Yk2UQGeSFODt9KiiBlPsA4UCxr2AhTQE7Bxy6jSlT33Pba7WIwFZEaLi9fW5jG9dvqKEGSgP+OSA2ddvoSsJfJ/+XwHqAiMCO2P/weA9QHCAw6xOA0RgpAr9RpAwYDxA6UgZVasAngbYZCArIEVOBwjcAzIF8A/GwRAtAaJHTQHerJmwT+PZAlAjdZ2kD2DFAyoF3WJqZ5Ib/pNAjoHIoBoEVA26zvNHIpRAvIGfWTXyGA+IENGJjaqAnQFNhMIFLoN0gjArwF6lQlCooNoHR+NVomtNYGvPJQEhHCcopIJYHD+WQGiVB+pqAxsgcAg4E+mRQG8AoYE5Ai4GpA5dYDAh4GSAvoImgaU5CAwfTjA4nZw/PYH16A4ECA8ia6ArsRQrKrTJAhvo4UVYH7ME5CeA7GgLAnazFQZYHA4eHDpbdjS/A7ohjAt9bvAxVrt9R4FLlBoE9AobCzaFVrXAowG3Aw6x+QBQHQwXEGSAs2x1mdQGIED8p89OIEN9RkGgraVzrAwkEOA7cpDDWwHqAnCS1lWkJUg/kHDSE/zR1c4G6ArlBMgsMhZgbHp/AlGoKlI4EPAr4EWlbQELICQHi9IUGTAh4HNArUoRAY4EkcDoGkDFkG4g3UHGgm5B+Aw0FhlIjTu9UYFEMT6w7bCwF65FEEWlUkHqA0IFg2cUFzA2CgBA1UGFA2EGQgp0pag0FDqA5nhQVR0HD9GCaBlXkG2goaQdSaUrq+C0GEgvQFQrEdIWghkEgg7MCRHQVSEghIF8LeZjBnU0GVA8EqNEQopFg+Epqg2EF5g8v73AkIHAKUf7xyL4iNAvOxYPQErtSekEN9MMFz/JIh2xbvxxIUUFtg18gfAkVhfUYCCBCckSvQJQF0QMEoZ/aBgh5F4F8/BXgjA8kHdgysEGgvEElg1oHrgwxwPBL4iFgk4EDzUpAjnYwEDgh4JHgjgb9g0wFtgroGCFdoF8FWBYdg8sEUJB8FawLkEr4cIYvgsQr2A98FNFX6AubHUHFgoLp/guwG9AvgoTcdjQElDUEkJCcHrg5oGHxfUEAQsCEcg3YEbePn6SwIGyTgg8F1RBazqDeDT/Aqo4QQ9QFg0AEr1HQiGsgzMHYQ7GwN9EwE15Twqo2aiFWAgeI3g0ME/gsaLSAmoHt8BogJFPkEQghJApFRsHzg9vrqUblDqFR8HzAtS46FMSHIgpfJ7dJsG5A+0HcQ2MFWg0wrVLJ0HKQsuKlgkhB2gjfKwxYCHJgiiHyFGCHkQrYGKQXwGEgjcG8vMQEgQ9SFngNcStcb/org2vLrAwYF35ZCHdAzsGsQzsCyg1KqWAj+6SjDCEigq8FmNHCHNgtkF13YCEGg5QEbQGBpkQz4FyA4KFUQqCH+Q+iF3g8PJuQtoGOQ26BGQp8E1wbKGgQtKHeQpEHVg9xrw2PsHSQzC4TgWmwhAo6jI3AsHqDfwEiQhKGFglYFnxSpopQhFRcQ3xqlQliHxgsMZKg78G9QrKF1mae6SAKvpz3FgHx/c7rgBVVT3g9uBsoWcajWMeZZiZk7LxGayH9dzh82LPY1jXcHTSbwpTxc6yrgkKHP+GaHIlLhC/gQ/wnQpooOOK4r7QvqxSLKkEXQg6HooI6EtDS6HPQqiHgBb8RrXI4iMwT/zRxFYxjzEcTY9cAJ/GRqEkoUDqgoE/4AnG1DoDNiidrQSJo+WGFuYG4RkAsb4BuPhDsBHTg59JGE12Hvg7fdV64hDGF0RPGEIHEzjaYFGFGvc95gBImFJ9NogIHZTga8IHAUwp867fObxAbb1jpaZmFYHdgJRTCvpFAVFpkwgZ7YwycjIwumGUw5gHZ4Vx6tgKKB8tBXLIsP+72GLCpxkGSYxzPZTyrA+CQobB5+6YGgJObvibzEEjUGYL6oUEhZSkRJBGw1toxzdQyurPOxRgS2EW4dz6lgevQ5zYSI8CcD7l8IZr45chS+fUNSXzfHJMQGXZQ+SEj+NfHIFEbj5Q+UDhNzLEh/xBJwhmfWHxwPiz42FEFawxWHgfAzp/zVh7zSQD4OEcZCTzMF6uwqoE5w3m4IGXz5pwyOHnoVXAlwpOHi3AyCFEYHxVw37KgQDKrhwzUzB3T5hLRYHz2grWGQcJWF4MEYgQPXSp3WCKTDbX7Jtw1L6lgTZh51eHJUwFawawuOHdw8D56w+QBQw3c6/ZVvjwBZnjsRNeGYBGcyow836OLLeGA2fQKuLM4glSGrATBFmEEwiXx8sU+GcQzeGaqUmznwxb4iPM4LXw677nw4+EHwlcCPwpgGx/IlqsAnlaTlNlDpOECYm5KrR/g9JwaFMJxgg4qB9rHFgdzIzaooBJxwIgqBe2XaHBffnpQIxuBiodBGucEjpe2KwjWw5v6gI4FDhQVOGvLYy4kIgqLA+d7qYI+SB2xXz690TxqSRaQHBfJGzHzcIKW0QWKA2IeaWXbYTm7GrC0Lf8BA0dWG2/TeZgI9jSY2f9jpw+y6LIKFY1YAnqTzYwyeSSRE/dHsBKIpuHe9RphmQbM6pLBATRzfSA9QVOE1cChEqzWWGvgUQhK2eR7GReAJqAWXzRgeXC+OfGFLfN8L8eO5iYBaxZOBaxHuIpxHPwjbqsIBxGlQOxFeI8Gw+Ih/5nBfxHPODmD2RYJGBImP7iHZ76TQ2vxdQHz7qEJCBKCPiagSCGBuBdMCMAaCYhmfm4hOA0B8TfJHp/d3xFIzlwx4GGJlIyRzEjUmh3PW/ASSDJGUoM5qM8d1x8TFJHoFULaGdaDZ44TpG9YEhYCuZpE8PZaA6tTlxKGcJoV5M5YVIpajwPfBjDLYcKooUpHiUCZbPdGtqH9asC2XO3qzkOprVgZeRrLLKCvIfm4MfEcRhOUOxGaeGBDTJRQhQGfDf3arYB8a5GtcJZFOEaVoHI7ZEfPMbAVde4RWrNUDYcJHqjIXMiyId6zlIpyCsUHJp/PD5EQ9WTgTIzvwvIkFHTQFpF3Iy3o+6BFE80W2EXdKFH1I4vAqw/XqkQQOB7InsCThAFH/wLMR29NZHH3EZFPdUOxvImiDbCZ3qPIzFGkkMnqlUW5FTkTPIHI85HGwO3RQEB5HbzEiCC3LZFTiLUb8UUojXIslGx5YFGEopGKFIv5GgozOZAfEVHooupF8opAhs9ZFE8PLlHaAWHrwo9VFUARsiw9DFE0QRlEQ9ALiZzSZEQ9HJgnRLRAko5eEh9MCZ0sTsA5wayYZSNzBqmUJFf/CXyLrF1Ey6UoIpSbTCuo3eGn/EOyOkWNA1YeWYp9Z1FeeR1EBo6GGZYLlpeo1350uYNGRo+36UHJx6EtSWH/wvrb9TOTb73eWHWbMbCAox3QA7TOybFZ+6awrFAbgZRoSQOtJEvEqYsVF/LYoloI4Wd2ZmoDcQhbQfQ7I+5BoorZBSnB5qQwC3B2NHtGRUcWK5gVXBGpZbC/FD0CybJhFNo9GJToiuIEoaL6CxdLw8VRdGVo6FF/YOeYtBahgXI48DlooFDXSNBAFgVdHWbDizl5ChzCic1KhCI9FMSLdFwbGWJlorREioV5RYvGvb5NLZBHiD2LpeK5jvovoJdiJWL2OL5CLovgj6NAsB/xCZD3ovtHJPZIg2ot8JbIHRQcYCwLDBP9gTkH2BnnL37GvE3woYjjDlIZoKwBXFDaYXDHRoleFnoBDHaYJDFNebDHkYo4wXw5xEavfDGoYt+BHwq3wMYxDE0Yr97xIv+GJI6CaICK7qOwPBLJODIYWhIWwLyJ7p2oPqgO9G06jzdpESY0vZWKQibUDe7p9gUY7O9ICjh7Nxju9Z7rYcSfZIbJDp5DBFC/+I8ipvWHqMUYIjs2YuYyowCQdfXTEkddIKJUWuGPXUFDqdPiHE9ZTFI0ZzGUaSTFJEWTasdUKBX0OTEUbJrouY5nqOwUTGqou/TBoIWwCYiTof6MzGbTdzGw9bgz9+cIBOY2HoHYSJod+VnDY9OFG6EDr69EeLpCDBaiS2NLYyoiLGl7LLF6Y2PxM0RSpEcTTFxQfzHqfNIoeYhrHy2EAro9amYhY0KAkKcLEM6UvYIkaU4goycxFYtj4UwVVFWYxT7fxVVHpYwz6x+SUxNdOBjbSdT74lVVGmYswFtYj3pFCMwFNY65HZqDNiS2EwzO9PEzufSODXzWzGegHajqY/LGpdUOye0Q3qRwErHtI/KhvSSWynY9pErEUj61Y2TriYlrHxYoHrJI2THqfdbHJI97FLY7rGPY76xifbSiW9VCC9nSxyTY0VEXYibGjY65FHYswFQ4proj2NXry2ZbEmYzbGA45USwY3RZ3BHYJumDxGQua6TkOS0RuotGFnBb4DukOOyReUoIU47eGM4p+FhIjbrE4676M48NE9wF/ZU44jG2ounEeuARFk43Vy84r6ys4n+GcYjNHcY2ew8vWBYAgWib8TKn4NzaCZATIBba8BCboTJ4rVEV56ITborcgR4yCYjiB04FOYMwOH6ITYibBzavQiGEjolxW55woOiCK4vibSTMVIK40CYsTXHB9IG3Ea/TiZ3KR3FcgC3Gh1dp6G4ipDG40SYpzXXHuQ/XFPFV8RB4naxPFXoh643vb+4g0LSYkSasTdBatcNCaCQN0ADzIjixHMCYUwDtjrzBrw1Ix0he4gYp9+BSZDYVPH5FUZY54/Ej80dFA+sDiYd7SiAjIFmS+442xAxb3Fx4hTEVxa3EzWAbGKTWPFl4vibq4gboT7JXGD4rPHJ4pqI1iNPEVIQnFvBOVz6eYAT+THyaxdCCQC4lxFRTVrwTcUXEPQLfEkoNUjU4veFa2NybshM/H+TJybb4jxaV9Lxb74kUI34yKZr46/H4ScC6/wmXH2vY3Z9bfDEnZbsafIYtFtgJphMwUKAfrAAltwc4ivPHtEzGT6AYyOp7RoeAleQsIRiFHtElkP/rKpe7YhbUShTJBcaGNclDakeFInwYAnjo9YjY/Ugk78cgltAdOAEEjX68oLUjgEnIhw/XlD3CKn7ajWxrkodgngEmAnuQuAmAE4wwc0WtF3EQQnZ4CDF3SRkSxXbPIhgoFDAUFn5taPJrkoDfQcpDCDjaJAkozDAzuNGqQAvOlAnI7cY6Eol6yXDJxVQMJiwE2AKMiNuBAUCp5QE/yEZNFlCd0aKGeMecGkYywmSjFViKtM9B36RfFyNcxqbIPQkyTSK6ckciZeEqWADJGBqEEoFBYaap5gIPwnkoWgkQ3QkyeE8yBTMEvH1NaNhT5KImpEgZoyE09LmQBIkHjCp5ZpDfQlQg3osoBOTN43xqGElfEIhNjrwRZFbM+Ii71E3txs491GO+JolZBGlaNEs0DQhReS74+jHnIXonjuFjGDEzolsrHd6swrDE9EmZxYIvDGjEui4XODjHjQ8YBSwwBCtSHkG5xA4YnwSJrblCwlsIQmy1Ia5Be9DXhbEnaxi6fNrf0Gmam6L3rjUGYalgEYh4TQg6iUSeD3EhnS/+eBAykWQbXEyVoMKTeBnElNZ1tI6QHElhjfrbBBZiC+DbEzXEnLYJiAoa2CB40Na+hAohxwYTF2oG0CxnNnAA2QZH7Ehs6NvC0onEtc5ZcYtaok8pHWwAzH5ta5RwjNwJQkmPqOEFPapTYUQk2OnEBgas69YxklPxNfZUk4jYaNUDqKnMkl0tL+R+7dFJ9+AHrmmRc7zIBNp7Eg4apkI4kA9aHKE2c5LHE0UnIkh4nvEq0Jf9UeAMk+maw4MliSfAFCPrOzFksZGYXYqFZYkg4Z0mBvyyk7EmY/e7qmkvQrMyY/x4kuUkCwVmhBgzYnrWEFQWkmdxok95zwiWtqIkuIY6Fad50tVigWXd5y5YgGxMksmaZtDEk3ErDQhvQMnZtYVw/ogWDiksGywBJUnvOBWwdrSUnukzr5ckt0mE2e0mX+dMlIEez6BIGZSg9W4kWFSWDbSdkFeMEN41k21B7LNHRr7MpIVk6EngknlrjaZ8qRklop6Hakl+QRvhlTD0nZk8uJXUFMm4krVoVMPsntSIMkdLTslhkmMk/EnJEU2X0kstHMnGFFg4UggslLWVklaky4ljvIZAOkxlzJk95w+IeVbck9m7cwW1CZLdkmFk91A64fVqhcfTLcwc8n3+f0kXwNZAyCE0kdEEkmzITUmOkq0kbWLjDRlW0mbktckS2YklUFVMmiOD8ntvRpg3rUOwRdDmoIU0HqDEKMk9dQH6StbNLgUtn5FLX4kB5arHRlINCUkbEp7k9Xq1sLmBfk9skxlAimvk2snNknCkCwG8ljLdCmlbQkqTksClo2SX6N+MCkgVHYkJg/ElcVdYkXEp0m52Mwk9kspxSwLWpvkvZZ0WBGwMJV/x89UeJl3NurYSPfwbkiFaTkzSlxHb8kmtPik7QTbEaU7UlZXLqAuk1Umoovu7a2GZRO7Lik7QY0mg9ISl8TLMly2MCkjQ9VBpozlYrEzNHSHDNxoCZCZO6Kimw4fyltgy6Yi2DhRtLNsFgQRrJBtMVIHKFIYgqGUnglZPYlDE5yRU5KnRsIKkZcWW4Z/MFSFtcMkUIdbDz4K2BZEJsmhUq/DhU2ChlU2VyBUxlr/k3CC2gGqmZUuuDPtLt60lWqnMUpcnhTKCiFtMLqNUsGDDkT/xNA9KkZ/A0gxUido1vNsE/MK8kTUrWDlUgJgNtEjgjUoqk2MT8ntwQqmNwBKkcUJKm5U5qm7kr/hnxF8Ru0MikMk7sF5U3clLk5KnFUqoqiLaVKt/CqkslW6mQdRkwxU2ZCXUwgEPU3cmnUqalckBSltgZakcUUcC9U96l54F8l7IOKmDWGalLU9q62IBakCwBuiqpbv7XUmokdhX75A4VshfHQp4nANMQtElPwh/HwqmUcEoY0m95o09kLE01UKAtLKgfBKgRMrWUKk09ebnULAHe/OmlY0sMjk0vFak0tmmM0xx7M0oCL00j2a00vmms02kLc0vGkEndNEndX/FSHbbYGeS56XFcnbykdp42nGWluECZ7UGOp55YO2J/5bPFobZszMvUeY8oJEam4gl4+Y3WkIkdJ4fOBgmkDSlB0vI/wC9QHYx4MVKaze2mkDAEBlPeJxW0j5B140tCm0n7b2jY+5tLdAmkDf2na0ySZVpPWnfwIayG0spysFCeQA7PgLdFWaaQwkAECuECgOoz/HM+Y2yE0qcDhPc/GBo09BZ01ryhoo/H3rbOmyVB/H8wjmZS7NOlcFEump0oulUrPOkxoqtL/dbTAb4prz10z8I748WHf4p+iy4nwr6SPfxM5EpwHFQemGYs4hyKJIqEKWtoRUGmiW1J3FyIhsSVjKyoOzGfzWfNeqioCL7r0rmzHIe/zpUZemtFBqkaItMh9YfvJKMRSodY08qElc+mZY9elEVI+kfY7en4NJmhV7JqIj0h2xj0xT5oCG8DT5F+m9fHmg7kd+rcQDr57sZCDn5auyWOHahgMtKq70yfYAMo8YF8IlGWOb+lJVG+n1fZghcVF8jZAy+lJFY6hSmcGy2oLJAwMg+ZIfYOjgM4+lP092zAMtekEEJIqIMcpb70w0pHiK1YEMueko0i97Y0GuyB4o96KEUID6fVsLQnXmlPvThnz2P6yohQE4pUPhk7WARnnfIRlgnIZBdhS2g9hSaRiOJRn9EmYJlhHMLcMkmm8MyNzaMymGTErFa9hKRlqMqLyaMrhmGvL/HS4yWm/vHlY9I6JaAPfmgZIgehOxXghdqYB4K+XlGOM1LqeM/m68kHxnxoGZGFRZEYZI8ZHgxDAwlLc4JDI4JmW0TInJI/GipIuNCK47pG/GXpGFRVsjYoqJktdNTIg9MTFumJVHgeO/BTI84KVI8tIA4eZGzBRZHgxcpm5I15GCowqKUkP5FgKL9Gr3Jxke9IlHavBKiJYoJmAPUDhvLdIIGowB4nqM7Fqo9JlIKa7HYobJnBM05RIowZlJM2Jkyok1ElZCJkVdKxqWo/xlNMsVHgeEJl1MopogkA1h0orxnzMxYxNMjlHTM66QY4s5mFM1DiUooZBHMqPDcoJlGj9OpqI+OXCbMxTQdnUQZsokFEWo/RJfM5JzpBJZljMt5n6ogplxoGpkQ9bVHpMm5mwrORkiTe1G4FTMLho0uSgXYmgGMy+FDuT1GAXNFk+o6cSSFHFmtEmnEbdONGIYpFlLBCNHkYzMKEsi/Ge4Elmos8RmQuX1FqgCcCPfXukijKWn19PX5JuQ/qX0d+lYkblm8EouiC/PgiYJLyF1YIhl6/J0ZpNHK4H0qSwq4ZgmNQPt5SWMPiJwHsZKsj5AwIwcayskHSGAw0bisxr7uGKqALWGqSSfQ1lEIRVmrFPlias26AVMK4pWs2RqBjY0ZMtehFEIRvhlkxnDfIhGD/sTcpKtKnCfQb1lyAdhlgBE8JPhGJhHnH8IcYBeRN0leFTwCCK8vDLx9tTkS/hIFjRs5b4g5ZNkBacdqPhDjCZs9RmSBcCKhshNmk+ENkHhMNl5sgNwFsnNlFst9yVss8JumCx6V0zymJTVYkyHY0ixNR3TdHQw6rjHcjG9PI4lHHGDvdSBr9s3BA/dS6pKHWyGk9UgorISDpiPcHqH5aw64IBbBHHcp7EXKHyI9No6uHVcbLCPDpV2XoQdHKHxLs845fUAMb90Ok5bCcvhVQKfRA9FY4LHWyGjs4I63sofKDs4I716QLqqeXtlCybKnL5LnqfFaY66wbCqo4JIp/s56AzsIsq3Hf9n1BdEhBstAIYnUV459bWw4nIMB8wjylwshDmRyJDk9hRDkRNZDmAtWDm+NHPoO2dDkGvVNkuI945eeHhgc0lUz4c1lnS4qMCrE/jzU6KNq9hTrCMQDaSuUgTwRIMXIO9H6B3GLcDQYPlpQDFFBbgOHAWlSVgsc9iAwwATmwUfSTJOWgSQUx8Kcc/jw5gOTbOlUEhaQLcDn0DtbaDITnsQTTlMcgeidYSnLxIUcnlkRTmRwB3oGksEjc5JNyjkgzkxgbnJnUf7qUtGTkA3CznakqznZXfjn3dAZk6chq5scy5YJgXjmec/zl0tFKjichq4SKG0nbIFznZXW3BOcofYxcvzn7JZ0rFWGMDQcvjykaVSK04eDmZcoHyKTZDmf/IllNuXLlA4C4jKPD5BA+KeIKRMWmYYptztGSrnZc6JH/IIyJlcyyKoczwJ0RVrlReErmRuLrlM02rkBBCrktchGEeBIbm9c6rl3/XQCv4EoAgAZVAoAFADmAKwCeRVwAZYUAAq2WYAAAKQAAChQBFUMgB0AHiBTQn8A1CS6j+0NiBkQB7h/AM0QX9DwRCCHsAkQAAAvb1C/UVxiHjanhWYIODVQGbnMgCACrckADIgEQAcAMADeADLD+REAB7AS7kghY6iRs/tCPc57mkAmATvctVCfc8zCwAXIAiARXaoYcwAoAPADfYSqSzCccGPqd8RE80sTXqNYxniRehgybPzk8nsSMMXMRp4OXYBSDUC70BArM0esQX6W8wwCcaiCEF8TUzTtSRNWKbpSIgjd0uYToyTYRxkPnmqSAXkBSDnkomQITc82KRw4b3jM8LyS087UiYmKERCTAKQ98CsDm4BlhViPXk08+yTm4QSSB0ffCJ0YQBsuPABxAYQAoAZVDKoBwDvAGzBEYPYAUgNYAgAAADiAADkAACJpYYgBK2Ge6gAAHlA8kHmmAMHkQ8oMinoE7kw8jtBw8+IDBYbkBI88gAo8jwDo8hzDYgDEANoK3k281gB28h3lgAJ3nBYF3nCAN3l2AL3mF8/DAAACm25FAHwwAAGEAAJRB9EPnA80HmEgSPm/YZJBnYWPn3cggBPchPmyYQITJ8yQCp85YDp84DAYgLHk48vHmRGSrC/iWTD74fXnviSnndCZfnSiOnka8tMRa8rERK896Rs86USy8yxQK8w/kuYhaR/0K6hkiKgxX8ygiCSBqghienaX8w/nPCKsyGqGXS/iZnnT8FXnGSXGQmArgSM8lfmWiN9Tr843lx4EAUL8knlC8psTi8s3mjYQSSL8uAUv4S3mkua3mKofPmO80wDO86qCu8wvnl8yvk18nbn4YFhzN8qbnCASEDQgYgBwgdhyt87wB2AQkBkCqEAwgKACHcm5wmhSHkbAGPl+o/tAP2Mfk5aGYT2hRrC7CeAjrYVSTs8svj1iEoTE4V7CkC1gA0CugVB9dbnOIGkB7c1AASAUADsC15ItAFIAVuc7nsCnghwkQZzx8/wCSwFgCSwEflEYb7m8YP7k0CjLCd8lzBi4UIDaCwlxGC92SyYMwVxKKMhB4NHkY8yflwA3AE3OUYAMClEDIgbwWK7PwWUAyEDBClwX/SUwXYC23n28jAX+ALAW2I0vm4C2YD+8ogCB80aEQgRgWUC2wXCAOQWzAQkBmIRQWe8gABUFQpUFB3L8iGgtGElPAy0SqDAAF3Kj5J2GOgZ2Ee4XDAAoHgH758PJOc9+EUAm/iAoOQSGYlgt+5pgByFFAthA+QtkFgPOB58gpKFQAUEcu3OEA+3LUFR3P3QqOAPCaUkaFzQoyw+gpVIffIH5xguCw7gsy08SjUAowusFswrD5/gDsFGwo984LWcFPQtMAJguwApwsy85wrT5PgrsAFAMVQAQvyAQQuRAIQon5PwvCFiqEiFQIuiFrwveF6ArSFoApL5rADL56QvdwAfNYaDAsmFVAtuFBQuuF8wo1QpQu25SthWFqgsO5tQuVcutlqQqDiaFegt7Uk1E/x0QrKQMFDe5HgoowFgvdwVguoF1wvb54PMKkCQTDsafULs0QoR5w/OZFpmHBwoQsn50/Nx50wly8BPPakkAogFceHgFZPLmoFPKAFyooMs6Uk35//J354Uj35J5lc4xkh6wL/KjEb/J55EvM+Q/GkpoSUnQkMAuv5PYnv55/Ol57PONFxvBP56Uk/5+/NV5movV5W+gAFPYh15rpg6MGooVFS/KN5IYsQF0olgFvBCQFrABz5aAoSFcIoVFCIpAASItYA3vL95KIsyFnW2D5nIvD5HfJ5Furj5FvjgFFzwq6AifLoAI/Lvs9gBBFswEz52fJQFufJAAsIqL5Q/LiFiIrhFIAAr55gGr5BIob5JAo1QNgrzF3IuS8hYt7sPvANsgouL5FYpFFPADFFNYvIBkotn5/Avn5NmFDFKotLEq/MN564p9EWopcsF/F35IukssB/J9ER/NdFaqlP5kvNf0TosjFdop9EwvLv5Z/MtFT/JPFLoq5554oIkeotZ5Xot/Eu4vsEOovskm4rAFYYqwFQYoN5ioonE0AoglJvOJ5neAt5sYobF8YoL5LYrZkOAvd5AAGoyAAAA1fkCmICYVMCq4Wh8+QXoipgUsC/KQBGdYW8i2OwUiysUVSOfkR4UvKiC+0WMS9KTQSCQXiC6QV7AQoWsAYoV4ixYWktKoVrC2oWAYrYU6CqkUtC/YV7UQwWli1wWxClIVnCzwUXCtkVjCwKL/c3MVYikcWtXB4WDAQ4XPc6EVtij4UKSr4VhC+8Z/CpTCBC1gAQi4EXfC2YC/CwEUhC6SUxCt4X6S5sWYCqcVySlMUdijIVZCvQB4SvIXjC7EWESooUKCviXOIGQACSkkUtCzSWAgJwUIYMSV7C7kAHC7oVHCmSVOS9yUjCpSUEStvn+SjSVL3LQXaSpKW6Sk4X6Sm0LVi6yXkAsEXIChzDmSkACWS8UWgikyV2SqEVFS9yUuSpIVuS1CV2ALyVoiiyW5CqYXZS1SWBS7iXBS4AKsAevm0AcKU1CyKXoBCFo74WKW7C0wCCCkqyLiKSXJS5XBRiR87pS9/DsilSWDi/wAgANhx3ChuzA3dFqvjAqWuS08IIFcwVeC+cVKoFADIYWIB1i5Wza7WjA8NOMXxCpCWuS1sXuS1MUgANCW0ATCVdSoPkDSrKV7Sg6UFinYbmsMxr2aewAOS6QwYWK6Wo8m6XeAO6UPSsABZ8p6XoAl6WVSlAKoC96WJC+EX6Sn6Xpi3CXESvyXqS4GW0C2YBsOBYUjSkAAAAJQnwE0tKAGgqDawUi1al/B2FegtLyUYqJYOkoT5YkzdQWZAMlyPNZFW0uUl6wBzFofNB5YMo0l8sAKITtjE6fMralNmlTkI/Oy8pUoz5KMshAaMobQ9ANowxdCN8uMrz5CYuQlRWA6lswC7F1fIAAqvwB8MAABlH3kAAQWIFgMtGhA4rUl6wH2lw4oolxzjIco7UVlZ0uVlHBG9cPArnFZUtul90u1l6Mq12mMs5wBsrelxso+lbUq+l5stYAAAHoHZY7L4ADSBMJcoKZBTVLepZiL1gJxKcRVTLhpXYB6+QqgiRdULmZZFLCoPpRYur11dBeJL3isoo/FpOLnZGcQR+XQ5FJWLLMpTcLPZTLKfZVlA0BCt00+MsBYZfHB4ZTOKHkNdLw5cjLI5Y9KY5e+NVRNjLKgEbKmxSbLPpShLUhe7ziZZmLvJWYhdpYPLvZbUL4EA3Lz4nHzJ5RdL2+CPzZ5YjL55VrKl5awA9ZavL4JTN4N5a1KCZd9KOxRhLsJSTKepRiLphRTK7ANTLeJbTL6+coLq5YJK65ZSDqVha5m5XsLW5R5IVpfDy7pPrgNpeEQzMJcKORVLLw+UPKz5bH5yVg+IJ5atK4ZfqKaJXPLNZYvKdZRjKV5duI15Y8BP5VvLk5TvL2xehLSNADKD5dmKKZdLLT5bAqiFT/Ze3NELyFZdKZxVWK6pbWKn5bQrl5YA4GFe/KcZY2Kv5UmLCZR2LiZfnLyBfhL+pVxKvZTTK6BQABJH3nLC1gCrCiKVmhJ8Y2aKGWDORBULSwci0cOxWoK0wA6FWRiDOUOVfcjKW4KkGUnyw6Vu2CxWxoVdyOKssWyYfAhqy3gWSK8qUNShRXrypRUsK7+WpykACuynyWkyvqXkynRVgK0oClCumWBs6BVmKxBxzaWyI90OaVcypVjKKf5qTigWWl5BVxgObBUeKnaUeykwBeynxUiTMGTClCgIiK6vR46O+XegKhXAYBeWoy6OUvy56VxytqwJyzeVJyuJW7yuwB/ynCXcKoGXHyhpUEKuuX1xfVxKsC1ztKlWV6PGeXdKh+XUK/pW6yoZV5CEZUISvGWJi5IXxKjOVOy+ABYSnCUaKwuXAKtJXly2YD18xmU5KyaVmhXZECzcyDGzTmUty6VxtywJWi4TuWYKyBzuKvuWeKgeULK/hXvK4w4SzdjQ5BdZUdickzCy0UU9KuwB9KqOX7K2OXyKw2UxK8ZUqKn+XoS/6WJKo+X1KxpXgy0kn98SNyZMeFXXyxFXDCrBVhy3ZUYquhVyK+NCMK5YDMKvFVnKyZWzAdRW+SlJXFygKVzCsuV6Kp5X9AJmXqCuuXHqExZBAIpW/K0eIoKpWWAq9aX6BTaUQ4baUSy3hX4KqFXpudUAyqgQBKq38Q3ypFUlS8JURyvZUsqivyvS45WJy/GX4q+JVoSzhXEq92V4K0GU6q1QJLUlbqGq0RW3ymcWMq3pXSKgZVoA+hVsqqJVMK3FV2q7lXsKuwB8q5JVFykwAlywaW6K8BV2AOmVQKkxXEit5WwnEqRXLXtw2Kq7ncy0pUAqmHAVKtsAIynBV1K11XeK8GXa2AjHsy4RXXy4OUG2U1VIywNWYqkNXoQdlX2ATlWRq9qU8q1gCOq12BcK9/CoiuZWkqxZVmhLPgKyjmXrKptUIyoyUBqmhVBq1+WHKrtWwAHtWnKvtXRq2YAXKrOU5yvOX8q+NWJq4VWsAdJVrckKX+RQxWEijNU1yyVVd8tXbkOCvR0AuKW2K85C0i4tXOKgxiuK8IiP2CtWaq+ZVkqjSUzracQP+TXakKtBXBK4qU/qsJU3S2yVhqjlURqzdUpy/tUJK2ZXZCuNX3K0uWnqx5WsAIxUSq4eXTS+/bwHF+Uvqq7kOKk4QfquUUbkb9VZaUWXqq8WVmALVVuqppWfwBvRwHDdztK0cShK/1VoqmRXwa7tWIa02XJin6V/S4dUQ4UdVuy0oAAaidX22ScJEajjWTyrjUzi9WVmq5+U4qxCW9q5DXbqtMW+8gBUFyoBXaKrDXJqjJUXq55XGKkACmKrNWAnND7InUpByqpBV/KxVWBy5VUYK1VUMq0FX0a/uV8KljW4yD44lishVTyihXiKnjVSKpdXtq1lX6UdTUnKoTWqKveW6atDUocpjXVq2WW+arR4Ti2lXTy+SUsi1FWhai1WyKq1VrqjdUxaglVTK65V6azRVkywVUzCpNVnqxoUQK+XavK2uXQqgP7ZHR875q9KQKqykTFqrxAqq7uU1KsFWVqrxWQqljVlIE85EY8DXnSulVdKkLUvyttWWqsEDWqj+WCa7eVmylDWDqnOXOqqTXjq91UN2UbWAXFrQwygLXGq+lVZae+ULqtFVza/LULawrXLa1hWra7TWe83TW3KgzWpKozW1a0oVWy9NUWazNVNamxYpcT8KUi+aVXcvlhwkMciGqjCB2IRUg0amni/q2pX/q7bVNK03JIUWzXCeScVq4ZtXQambWNCoNWjK5RVRqjyXoSsrUJaklVVq4bU1qnpCKPJr6GqlHDN8bjU5akjU46m1VjKzTVsKgnV2ANOVbc+AB2y+vnSgK5X/yknVDawDXDypHXLhZTHdaooC065TUwa+eV8aqLW2qpDWs6n6Uc6rnWXKsrUC6iFVC62oUU6yNGM4tHWS6rLUp8rHVqa3HWxK+1Uoa9RUuqwXUya4MjcgZHUOo3XUOSmnUK4OnU7K3pWy6k3VcqrdVs62YD3SjEApYCkBZ8yADWymkD4YAACiXvPwwW3N4wtAH7FW2tJ1murrltutF1wKHF16Opd152trF7uqZ1eOq91P0stlVfKtlZAHtlTstj1ksqt1O2sywSeqteDutWlTuvWw6evH5MusZ1S2o01Cuvu13utYA+esL19sp51peqS1ZOpylVepR1qev11yKtH5Ruqz1Leui1K2uE1v8qdVz2q0Vr2pq1OGvpl4qsa1d6r+ApGj9CEkEYUJGqB1HWp5lZSsd1jygwVVSvc1vcs814Ku814Mtaekr381z3MCEc6uC19OvNVzKqu1+sqOVU+vl1xWviV+etr5RAub5xOst1Guut1L6D2SVryEEh2of1HSpPMGOpBVruou1YWvm1H+pu1rep/15uqe1h6sw1y+tFVrAAZl+GpZlDc1XeG7Hs1C0sLVeinF1paqFl1Sro1P3K812qpY1RBoPOqiigN50qf1ButAo2yoz1s2qQN7+uGVqBun1d2tn17vK71tsu510oBdlQBrj15esYNysKveBVlYNQcs6VWyqN1l2sGVWKsCkAhu/1M+ti17OvEN2ctzl5WruVhmpwNKaqeVbbXX1BGoHg0zgt200lINBasc1XWup16CsFlbmto1HmroNV+oYN5KsCek3xO43qsC1Yio4Nqht4N6ho7Vi2sUVaBp0NJWtmAoms21ZepANFeqzgLqhf2/huc1Rqqm1fqpf16KrU1K6tDVcuuZ1beuENMaswNGGpMNJ6uM156tpldMvM1lmt+1fNN0o+nhINp9lI1B+qLVzhqoNZ+qy0Pcr/VjGuk1SRq++r8n2iLBtnVyho4NZ2sb1TKtyNBys0N/GvXVt2omVD2vW1YmqsAEmsS1/RpY13z3vO1aQCNGypDl4RAmNGssXVeWrCNEWvjl2etN1+OqV1+hv3VRhpe1VWpAVIqrMNrAEL1BBsilXhJaAqrlQB7Wu3wjWijwhqoGgLAHgQLut6NCRq5FwgFANqWgrwgniyKTwoC1b6gb1Rxvql8ANMlVUoBFPUqiFsGoqlGJshFk8oRNghsWNHeoSV6uvBN2GqaVgLxhN+Uom1bUvxNHBpU1WJsiV3HmqltUoZNKJsaleJrTwewBz1WmqJNLfNJV9ArJNN+tm+rKzhN0BtpNY+vpN4crg1TJvRNBcsxNUpuxNcptxN8Js5NBJrN1D2r5N8eshNijg0KJIVQB0QrWQgAkRNZqqn5ngBn50ortC8/KFFZTloIrYpF5qJFvFMOAQFNppewWhsKN6Boe1+8pHVWYrHVWpqSNfXn9YRkQ4YhqsNNiPKl1WOtNN2PKlFtoWhw1pvtNcZpWECPJ5EWhCTNBhDglBRu5NiurUVT2uAN1+qA1/Dz1NopqcVU4uh1H3IjNi4otNsZqnF8ZurNiZuCwyZpJwzpogkrprmNRWuiN8Sot10hsSN5Js385vmxQRZv8AoZuFFHBokVsGorNMZvAICZttNNounNUkhTN9ZrTNMYozNlxtz1nkpJN3hqA1uPD7NxeBDNJZsoVCBpsl45r4FMovtCU5pcIdprrNTZvnNV5qXNHupZ17ep+lmppkNN+r0J25v1NDkqHN04pHN5ZrNN0ZuPNlpsqwZ5tIItZtnNDZppwN5pbNy5s91PJsfN65uY1N+tRJb5oHNt8lbFpZuy1B5oXFv5qXFJ5qtNIFvPNM5vwtc5sbN1/Mgtd5qKNuhvSFcFuS1w8obSLQGjQ75tWln5rQtKKowtIAEjN5ponNswiAt2hDwtwFpvN4FpItewDItHpt5NVFoH1NFtfNpXIrcHcowVxprHNWFsrN4BAYlCuHF564lUtGOEEkUUnTNwlvbNGBr95YloT1XfMkt2NNr4yFuVwslvDNL+vYtf5p/YsorUtbEpUtDlp6wmlo0tt5ouN0FqzNcWv0tuZo3NwusCEUvi+NZlqYtclqlNR5tstp5t4tPFovNoFsXNAlqItpFvct95uKNvKpzNXZrzNflqNOloWDN6RuCtlltYt1luwtAFqdNBFr4tJVqitjptTNLpqEtiVvItMRp013lrStvlo0FtFrZ8DFue5uVu/NVlrCtiSknNkVodNt/JitNpritDZoStX+vdNuloe1vuv91OsqD1BeqL1+irplAAEUiAJHreMHIA+9RsaELR0RWrUFa9zc/r8rd1b8eRFborYRbYraVaiLcNbFzaNbIjWqarjR2Ku9UXrxDRtaEdS+btrSH42rcWbULfubuDWxbDrXRLirQNbTrUNbzrWBbRcBBbqrWNbMzQ+bszQ1awTU1b3jVub3rbtavrftafrQVbFLVxa+rdxb+raDaAbSNaIbTdbtDUIaKLQOr59T5b4LUBrezUjbdzSjbOrQdaFLZxbjrWVb+rWdbyrRdawbYJa3TVDbkrZ3r8Bd3rM5c9a/TeSaCzSZbsrdSaULUaa8rWja/rcuLALVjb5bfxaObfFaCbdEqojcTa6rZ2L8Bf/qm+XcbF9Q8aHlbgaQABtzr1d9rb1QRro4rbJwSkQCWjfvrt8GbgGsJ0pDVfpMWAPgi+tbQaNVX0aXrbLLJmnlyu0QEbSvNNrsjWobg1RFrP9YTbxreraHVUSqpDXDaKbQRqfbUGbqIpxrZKIHbWLTkbZdXkbK/DpbI7ShqM5TzqDDXnLybdRaWZQnaTLUYJ/bSnaVDUHbQjSHaK/GHbVbbdbVze7zd1QXanzd2byVaXbGUEnbFNZXbxjVwbJjcca39aca67VzaVzTBaYbW3b0rRoKe/NnwjZmsrj9bJg4kKnafrenbl1TMaX9FBakrSTbHtbDb+9YZbGgMmJZ0IKRnDYvatAMvaB7YgaTjbXaMAfXbw1WrbCTUTLSjYAq9bQmqhVZTLsNYbb6+bUaftRvqPVZsx4Ai6x7DR1qlpfYxnDUCq3DTDqUeaCa97dqayci0qzoPoEEVZlqJTdLqpjRnaZjZFrs7Q/bf5UTrvTYfKi7eJbahe6wb4YA70jT6qTVZjrq7VfbM7REaG7UTbsHV5bdbZVrX7dVqKje9rTNdkqb1TAqAiFeAAkcDaflQ5rOtT1h25cfrwHeWq4dZ7ahbeTrYZvAFu6Yoa7xZkbgjVQ6h7dfasZa2aFjeqaiTV3q6+XTLQ9R7yAAPJWygAAqgBrwdPCs2tOUtYQHeGB8xavIdJ2s+FF9ty1Kjpodo9o8t0NsYdC+uYdx6vftlRrq1qapmVXDtyVUrmcsorzAMAjrINJSooNHRrVw1BsodF+s8Ng2vbtOUvrijGL6+uxvYNKDpCN1Dowd5xshtY9s8tpWv/lMdpgdSRofaTZCTyYTtGNsBpCtaDrXtGhs7V6jvvtmjqV1nOszlfOpuVWBvKNPjvYd9WreNXfPzWqTtuYQDrmEQjuWlYDt61WRvidHttjtxdoRtZTRzZgmnkdGRuQdLasflNdpcdjTsbt49o4VQ6viNJTvJNsl0GdizqQdQWqUdaduDtGzs3ttVo7NT9v01L9u8doCpX19fICdptu4dtLMC5f+0ZxPxsWl/yvGdrmrdtHhumd+zprVeQxJx6EF2NijrH1hxtU1FzowdtDrvtWzoKdsRtwd4mp9NkmpmdhDoEVvAGFxAuwhdKzoON/dqRNTjumN9TvhdCGqadd1o8dnTqX1bDpX1dMvGllhtJFs5K9VNtuKVvZzXwR+tr1J+sFlXRpp4/Wsv1iTqntSyuZdeLg1FSzsf1YxrH1o5rWd2TvqduTvDt3Nu3t0yr2dFjuF1yypfxCriqdqstRtjjp4Nsro7V8rrodEdoYdehvztauupd+tre1dLosNgTqs1IIWCV2HN0wrRpGdh+soNMTt5d4mHdtDGoxd+9tzQifInyvXS1dmyr7tWTucdOTtvt5LsRd7jqmVTquKdqruatdKF6J48vFdMBu1dIbuUdJLoNdEboE1FLqbteAu7Fc1uL1jspIFFrpYdjxo/tzxpAANsr6dG7QtCJlvGowzquU9ithwxaoh1sQpLk4joG18OqkdKWuOg1NK7EzhrT1kzpXtk+oVd+TujdyLqKdZjt9Nz5t7d94iytybr11zuuHdurux19Yrydbjp5tIADztvOrV1BDt9dqYXndtkSfAV8q5dQ7rOdI7ub1Y7s3d29pbte7satcdpZlWfBWVxmnSNdetdA86tXdxupqtIlsftu9vjdU0qYxRkVfd4tphw57rH1E+qvdRrsVdGtqmtRAAD15gFmtNsrD1Eeqj1EABj1k9vht0KvKQRkRPdg7tH1qzoz5o7ug947q3dohqLdLsoMt2pozO2+vl5p7rQV4HsI9buqg9CLvodzTvutfNrENPOso9+7uo9QHvZCA7rfdEuuXdF7q/dxHtY9xrvY9Ozo21njoFVZboNtlbrplYUsZd7xuDpwYWE83zvINHLrddp+v3N0DoA996qKukaLMtEruqdOrqJderrDdcruzd8xtzd2zpjduzrjdXtpotanoB16TsldhWGldtTvC1FfkNdEnpg9v+r5tj1t71TDrk9DzqeNJmtplVsoZdtrvqNqYTLGL+2tee+upFFgyNIcjvpF3lIXsIJokdPruo9Z1i50YlUsZk4svw3ghqdg9szdodtcdW9o1tcRqc9PboI1+Xuj6PU01dx+pK9J5jK9l9qs9Haps9bZpztnptStuXoGNjXvgCTSGcNbXthgHXuJd6DvqdPXo0dlLqmVRKqo9pTqiGI7Duso3qE943oNVUtq/dsLpm9VXuudKGrg9CHqQ9tAHwwXvPr5q1ogA61sw9j7rrlK3uj61hpa9XLs29hLjcV5zvWdGDtm9dnqRdA6vNdZRppd3TrpdVcti9v9oSCITsKZHXk09kTu090Tt09eVv09znqZd04MA8gYjIdqbuDdmTozd03qzd+3t/dODqndqLvwdD7tmdARBFaqGIeZT3ugNexrgNkDtDdFXt89X3qjdW7uV1+hr+9z9q8db9sedhtqtlnDtedQTobswEXse3rm+dFRTS9xauNMsQuhlb3oR99XpZls22LoPyIy8xXpf0E3u29Fntf19PsguWDqk9C3pWNaxqW9I2uMcJizVW6Wue9Kvq29dJtQd5Xux9lXs2dbHvm9KVv/diPsA9RvuhCUbI295vte9cTpXtu3u69uPomtRJriNBvvJVgDGwIltyV9rXs99k3ss9mvtCidvsk9DvtYAR3pmtEAGtlcgDO9F3rQ913uD9sstD9Ji02mpvrQVL3uj9Gvpt9I9vj9AXrW18+tLd4XordkXorlynpB9BGtS1WQS28UPtGdoDqE9YjpnFPRpy9wLrndm7yTyDaqO1kLsKw0LtbVH3tJd/vr69gftjd07vRd/fub9x7y88OLJOdQRqhdhLphdk/vCN0/pNdjvtC9R6s59EXqqNdgCtl39rNtQkrukvtsZgjbtF9g3DpFDkol92AGNMnboFd3btndwup65srhv9aPsI09jsMlO3u39rKooIVzrx97vOT9getT9Berr553su9ZAFMdhPvMdzvoCIcnJrsfXPWVwvPPt6vtXtPnpkwjPvt9ebotlfNp0dejsMdJjpu9JPs9wc4Cy56AevlmAart73v1dwAfwDCfsID9VooDmLpQDV/rQD3dqO19AfTdjAa69zAd39Ovp91RAD918HpT91srr5+iq95RjqL1aHsoAgto/9tQo65Tth/9oHsJ5lBE/d2Ad99wgYr9pHqVdZNuJ9nAc9wagdHaMkRTdf/p0DW/qYDx3RYDlfsmt4gemtkAekDGfrgD2ft49pTvMDK7V4DVPv4DEHqx9dTpDVIAe19ifpAAEAcQ9UAbP97gcUDGHpz9wup8DpAz8D50oCDTHs69sfq20IgfCDkQaQ9MAcz9vGBggygaSdiQbG5bNJSDysrSD4Rh99QAfsD2QbYDEQecDkgdcD0AdiDhQZkAxQaFdPDrKDh6XntfAfQkNgYn9dgbwD9Qfs9+/oSDWuu4DtkVoD/Qe0DDAZqDwweAIDgcMDsHqaDx3uiDJAbtlmErgD9AE6DWHpsWzXPlCFQbvFVQfcNggcyDcfFGDP3saDEgfWDbgdgDaHooAewdu9XAaki6/2ODRqtODNPHH9MrqEDdQYMDN7o1tnZsG9iOtQD0wY+DWgYMIWAdsDfwZGDAIeq95ytadquv51XgcR15nIa5Mwf8DAwfmDgAcWDWQfhDB3qWN97pBDNavtAIkSq5fQaxDcwYEDCwdhDSwauDE7vTlrPpRDJgYPdzESmD7wcpDqQexDNIdxDdIfxDoAYD91xuRDNytRDNaq/9yQa5DlQZ5DgQfODZfrhDgoZn9P0tyDGwbaDEABpAzwcoDHqsODvgalDJwZlD6Qam9wQf0Diob39SfrWDUgdaDDwbWtmodMD2oZEi8rT1DnwYND1Qb5DFwZooDIa3dKofuDBQfQ9tobZDDcIdDTHCdDkIdFAgwd+D7odCDP7qFDHYu9DVod9D/AH9DsDqmunXIhDVGqhDOId0DtQYVDYQYaDLPrNdLIZJDOUrJDqYZDD6YbDDmYZhDkYeWDgIYdVxIcX9l/t1043LLD1gcrDQwf5DlwYJDYAfzdPYq25Rep1tsnsP9rDsB9+cucAXgAgALIBEALAoIA5gBp4IACMd+IEdldsq25PvP0VbICtlKoEdlgAXpABACRAvkVYAiqD91eAGZAnADsARjtyAkcuB5+IESw2AFgA1AG8A1ABQA1AHBFLIGAwSgjr5GgCEIsKws1M/L8iqACcQ8/JAAzyqWAZYDawQEeMVEwQaVkCqWA/QDAj9fM4d48qgjwPuXIQEbX1kgB+oqEeMVWlk9lzyvTVZOjawUEZi97tCAjNru40QEcb9f0iAjATuokBEdQj16txotEayVMEZbw9Mpi97/PplNrphE9MoojWhHplATr9o9MuB91MkYjEEYwjaapgjvEYZlagCWAbREYj16scYq+uvVFqFojeGr6AlZFojn2pkjckoaV1btMFuUmOwOkfkjXhAMjVbuMVyMBbNlWCrdnDvd4GkbYjFlBMjHICWAvEbZAxiqVw3VjwjYEbZAjfvsjURkvVPvPojW+D8jWEcnwtEYJFSwAwjtfKWAtiNCj8kYso93NRABACsANgC7QOQWVQBACaF4stAA0kb2ldsoSwEAGB5G3OQwx4eB52cvgALDk8i0AEgAlAEVQuUeRA+Ue8AhUeKj3gEjw8AD7DrsDwAeADKjFUZgAEAEoA8ADplWssgAigeqgaAG5AHUcVQ3sqyFDSoAAEvo7pQKHr4AAuHwRen4RANnLxo8IBvZcoK9pbNH5o4tGBTTVKVo2tG/zd7LA2TlG8owVGiozYBvAKVHyo9kAeo9VHhALVH6o41Groy1G2ozSAOo11G7o1VGKAP1HBoxABho2oBRo3QB1oweG9gONLto3NGFo0tGyBYdGPo8dG9gG21IY7tGYYxZK4Y6DGElXsAwpXtKyAMhh9o/Xz4AMpzfo6xI2QIXzPIvA5f1BiB7ebQAwALah3wXiYRABEB7eQqg9gDhK9pVJA6ZYqg6ZYTHUWFcq4iKTHzAOTHFUL+oIAAaAwAPZj6Y1yhGYyWQlbHsAFUDjHHkEQB8YzzGDQHzGTQALGhY8IBaABiBSaAEw6Y/xxEAIwBlUPyBEABABEAJNHso57KwxErHFUATGiY2rHuUmTHSQIqhtY7rGhJmuQDY0bGTY2bHJo1NH/ItkBkMGn4WGsIB8QAHGg48iArlZ9G2QCIBYAKiAKABjHJo7tyFY6iAuYyrHiY/zGnY/A5XY2zhAuB7GdhIbGyAMbHgwGBg9gPLsFY3jHbY2nGHYxrHnY8IARY/1c843s5aANLG0yJNHTo1bHFY8rH7YyTHM4y7GdYznHaySvgEkAXHjY6bHzY6XGIY57KKAKiBG/fTKq4z3HBY7XHWAPXHIOPrGwXM3G7dDSAS48IAYIHmKw4wQBg49xL9427lI451Ho47HH44wjGd49jHB5QAAtAAAa9ECIF/0r/YMXpAAPvK51+jp951WDFAwsewE9AHVDg8Z8o9ABxAAoDAA5qEmjbMY7jagBtjwgDtjvMYXjmsdYA2cbGQQCfzjXsbHjk0flj0CdgTo0vnjGccXjWcf7jqCbXjw8YwTPsb2AIhHD5W3Pr5jssSQMgC3DwgCMddsrtl+jq25+GH5A2crQA8MdajavAxj9cZpAhQcbjDMbt0m+G9lVAHD508dnj3Me7jBCaQTIABXj5pGETUsc3j28dYAaBHD5HMdTjsifVjvcbrj/QFFjFAHFja8abjLcekA4ia2jVsYrjcCfwTuicITwsf6AVMeVQNMZMTIif4AzMfET7cYaVUie0TCCbkTS8YUTBieKgJ9MljG8dbIaiZAAriHD5Dsq25NIAwAj0Z95sSfiTyCbAA4oFpj+IjzjFABEA3LFFjiAGQg4iaRjnsrtlbIBzALDnwwHvOmjdsvwwRjrYcwgA25dsqMd8AAqTXOpKTcgDKTFSaqTNSauVaABzAgWDZAnOrajriE+j00ZQAnkQe5KWC8A7uS1jGIB4oMYF6jjccQAcgDAAwScQAtgEoTN8YaV1sa7jfibsT8iZQTesbzjZCcLj3sfHjwgClA4fK2TlcZ0TjsfsT0ybdjaCaOTo8YoTZyewTmybUAKceEAMiZ2TNyb2TxCdlwpCfoAI8bDoESbLAFyc7jVye+TNcaIT9yYBTQKcwTewBG+OMesTeCeuTUKYcTagCcTLieUTG8fcTyqBZjwgHFAYKY+TeBtsTPyYCT+ydzjtEHQTxyeLjm0csTbyeJTc8dRTeieQTfycpTQ8cBTXsdpTCKa8TIABoTdCYJUjCdYAzCdYT7Cc4TcSZ4TW3L4Tf5oETQiapTpidETbbQRTk8YZTvidVjiCfJTbKafwVKceTwKc2jhSYaVbIH0VY0puQLXAAAmmyBTvUY7OY49H9HUY6hCCHq3467H25Ggm1AIsn0k0YnEAFOGEUxsmQAP0BGU18n1U/4noUznHtUxymgU9ymCU1AnDU8am+VOn7SNBamrUzanWAKwn7U2KBqsH3GxsDTHXU+6nfaGAARALtyEU68m/U8imgI6Sm0U/omMU9THaY9inGY7in8U6wBkYOHzjU2yAhCMlEXnfoqiAPSAXAHbKXAA4B4AItb8QBHrFQFwnJU+tgMY86nm44IEFk0sm8084nweTNyAovaFa/E5HPI65HPIx5HjsN1ZvIxZGGlWFGWABFGduVFGlzWw5ZhKhGQI9pHwIzJHiI9BHtgHBGEI30QgI8hG4I2hGd9JhGYI4+ncIzBHWsLRGxpUsAb06RG3I/XyKIyhHnnSBGQoyZHnlfRGpBSZGmI30AWI/S6QIwhnOI25GlPSBHJI/xGUI3TKhI+pHYM6JGwI+JG+gJJG0I7JHYM/JGEMy8rsAMpGTI6pHJALhnfI5pH3yJendI28L9IwxmjI7unTI+FHooyZGefSBHqMwxm7I5xn8QFeqYI4FGRM7RnSlDFGZI3FGZuXNzXAPAAJw14A8QDNy3eaDzFUMq7hAMsaNM9Hb05a06Cwy86WfSKHFUDu72nSZmbjYYbhAHe6CfS3bbjcIAvTZraC3b2KdbcIA/9YQLJDbzanM4QKXM55nrZcF7pQAgGHrUW7As8QH8MLo6DHcY6QswW7kPeIaPM45nrZWIanZXFm4w93qFrctbLvdd7hAClmZA3IGFA0ImEA9lm1Q/AHFUIVnrQ71HMs+aHbg5aGYg2VmpAAVmLQy0Gas76GigyVmGs1EGfQ3AGOg61mqs41n8g5d6ng91mXA+1n4w5d6NQ4Nnmg8Nmmsxln6sz1nJs31m0PRh6ss21m8g2qHEw+Nm7g60HdHVsGdgzNmhs0h6Q9eHrLvYtnKs3tnog+n6ysxVmbg6dnrZad6Ls7tmJs0h7bZYdmFs83y9gAQBUAJ1Hu0yDyfIqlhZgPSB/QNVBTEEAAA==")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/hw/cam_profi/TFASPDIMU02.xml b/hw/cam_profi/TFASPDIMU02.xml index 452e371..4eff009 100644 --- a/hw/cam_profi/TFASPDIMU02.xml +++ b/hw/cam_profi/TFASPDIMU02.xml @@ -2,7 +2,7 @@ /github/workspace/hw/sch_pcb/TFASPDIMU02.kicad_sch - Sun Jun 2 16:06:12 2024 + Sun Jun 2 23:15:18 2024 Eeschema 7.0.11+1 @@ -529,17 +529,17 @@ 00000000-0000-0000-0000-00005c5c5b62 - TCA9617A - Package_SO:VSSOP-8_3.0x3.0mm_P0.65mm - http://www.ti.com/lit/ds/symlink/tca9800.pdf + PCA9617A + Package_SO:TSSOP-8_3x3mm_P0.65mm + https://www.nxp.com/docs/en/data-sheet/PCA9617A.pdf 610d03ad1287500165a97076 - + - + b8d22c5d-e3cf-4f8c-a30f-26a07a427ba9 @@ -577,17 +577,17 @@ 00000000-0000-0000-0000-00005c6128ed - TCA9617A - Package_SO:VSSOP-8_3.0x3.0mm_P0.65mm - http://www.ti.com/lit/ds/symlink/tca9800.pdf + PCA9617A + Package_SO:TSSOP-8_3x3mm_P0.65mm + https://www.nxp.com/docs/en/data-sheet/PCA9617A.pdf 610d03ad1287500165a97076 - + - + 3946a5b6-009e-4cd2-915a-6468d11bb9f6 @@ -626,29 +626,6 @@ - - Level-Translating I2C Bus Buffer/Repeater 0.54mA Current Source, VSSOP-8 - http://www.ti.com/lit/ds/symlink/tca9800.pdf - - VSSOP*3.0x3.0mm*P0.65mm* - - - U - TCA9800 - Package_SO:VSSOP-8_3.0x3.0mm_P0.65mm - http://www.ti.com/lit/ds/symlink/tca9800.pdf - - - - - - - - - - - - 3-pole Solder Jumper, pins 1+2 closed/bridged ~ @@ -696,6 +673,30 @@ + + Level-Translating I2C Bus Buffer/Repeater, TSSOP-8 + https://www.nxp.com/docs/en/data-sheet/PCA9617A.pdf + + VSSOP*3.0x3.0mm*P0.65mm* + + + U3 + PCA9617A + Package_SO:TSSOP-8_3x3mm_P0.65mm + https://www.nxp.com/docs/en/data-sheet/PCA9617A.pdf + 610d03ad1287500165a97076 + + + + + + + + + + + + U @@ -820,9 +821,6 @@ /usr/share/kicad/symbols//Device.kicad_sym - - /usr/share/kicad/symbols//Interface.kicad_sym - /usr/share/kicad/symbols//Jumper.kicad_sym diff --git a/hw/cam_profi/assembly/PnP/TFASPDIMU02_cpl_both_pos.csv b/hw/cam_profi/assembly/PnP/TFASPDIMU02_cpl_both_pos.csv index 18f5869..456b6b6 100644 --- a/hw/cam_profi/assembly/PnP/TFASPDIMU02_cpl_both_pos.csv +++ b/hw/cam_profi/assembly/PnP/TFASPDIMU02_cpl_both_pos.csv @@ -33,7 +33,7 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer "R11","75R","R_0402_1005Metric",142.7480,-97.6630,180.0000,bottom "U1","SDP3x","SDP3x",127.0660,-99.5460,180.0000,bottom "U2","ICM-20948","InvenSense_QFN-24_3x3mm_P0.4mm",134.8740,-98.1710,0.0000,bottom -"U3","TCA9617A","VSSOP-8_3.0x3.0mm_P0.65mm",133.7310,-104.1400,180.0000,bottom +"U3","PCA9617A","TSSOP-8_3x3mm_P0.65mm",133.7310,-104.1400,180.0000,bottom "U4","MIC5504-3.3YM5-TR","SOT-23-5",143.2560,-105.6640,180.0000,bottom "U5","MIC5504-1.8YM5-TR","SOT-23-5",140.5890,-94.8690,180.0000,bottom -"U6","TCA9617A","VSSOP-8_3.0x3.0mm_P0.65mm",142.3670,-100.2030,0.0000,bottom +"U6","PCA9617A","TSSOP-8_3x3mm_P0.65mm",142.3670,-100.2030,0.0000,bottom diff --git a/hw/cam_profi/assembly/TFASPDIMU02-B_Fab+Edge_Cuts.pdf 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b/hw/cam_profi/assembly/TFASPDIMU02-F_Fab+Edge_Cuts.pdf index 21749722ff9464dd8fb337a509b3a4cd6fd6e7bf..216002c645dba772bc238822a6a30840b96b4497 100644 GIT binary patch delta 21 dcmezHlIg=srVWXk*^G=0O${tJr*H0L1ORde2@C)L delta 21 dcmezHlIg=srVWXk*$mAL%nXb-r*H0L1ORdM2?ziH diff --git a/hw/cam_profi/assembly/TFASPDIMU02-assembly_page_01.svg b/hw/cam_profi/assembly/TFASPDIMU02-assembly_page_01.svg index e6cb293..bc940c9 100644 --- a/hw/cam_profi/assembly/TFASPDIMU02-assembly_page_01.svg +++ b/hw/cam_profi/assembly/TFASPDIMU02-assembly_page_01.svg @@ -1,6 +1,6 @@ -SVG Image created as TFASPDIMU02-B_Fab.svg date 2024/06/02 16:06:07 +SVG Image created as TFASPDIMU02-B_Fab.svg date 2024/06/02 23:15:13 Image generated by PCBNEW @@ -539,106 +539,112 @@ -TCA9617A -TCA9617A - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -U3 +PCA9617A +PCA9617A + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +U3 U3 - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + @@ -1157,114 +1163,120 @@ -TCA9617A -TCA9617A - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -U6 +PCA9617A +PCA9617A + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +U6 U6 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + @@ -1464,11 +1476,15 @@ + + - + + + @@ -1530,11 +1546,15 @@ + + - + + + @@ -1653,7 +1673,7 @@ -SVG Image created as TFASPDIMU02-Edge_Cuts.svg date 2024/06/02 16:06:07 +SVG Image created as TFASPDIMU02-Edge_Cuts.svg date 2024/06/02 23:15:13 Image generated by PCBNEW diff --git a/hw/cam_profi/assembly/TFASPDIMU02-assembly_page_02.svg b/hw/cam_profi/assembly/TFASPDIMU02-assembly_page_02.svg index 9428a99..45fd0f0 100644 --- a/hw/cam_profi/assembly/TFASPDIMU02-assembly_page_02.svg +++ b/hw/cam_profi/assembly/TFASPDIMU02-assembly_page_02.svg @@ -1,6 +1,6 @@ -SVG Image created as TFASPDIMU02-F_Fab.svg date 2024/06/02 16:06:07 +SVG Image created as TFASPDIMU02-F_Fab.svg date 2024/06/02 23:15:13 Image generated by PCBNEW @@ -568,7 +568,7 @@ -SVG Image created as TFASPDIMU02-Edge_Cuts.svg date 2024/06/02 16:06:07 +SVG Image created as TFASPDIMU02-Edge_Cuts.svg date 2024/06/02 23:15:13 Image generated by PCBNEW diff --git a/hw/cam_profi/assembly/TFASPDIMU02-bom.csv b/hw/cam_profi/assembly/TFASPDIMU02-bom.csv index 3969470..33cbbdc 100644 --- a/hw/cam_profi/assembly/TFASPDIMU02-bom.csv +++ b/hw/cam_profi/assembly/TFASPDIMU02-bom.csv @@ -11,5 +11,5 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet 10,"InvenSense 9-Axis Motion Sensor, Accelerometer, Gyroscope, Compass, I2C/SPI, QFN-24",ICM-20948,U2,ICM-20948,InvenSense_QFN-24_3x3mm_P0.4mm,1,http://www.invensense.com/wp-content/uploads/2016/06/DS-000189-ICM-20948-v1.3.pdf,5c725a431287500b4e112ef5 11,"300mA Low-dropout Voltage Regulator, Vout 1.8V, Vin up to 5.5V, SOT-23",MIC5504-1.8YM5,U5,MIC5504-1.8YM5-TR,SOT-23-5,1,http://ww1.microchip.com/downloads/en/DeviceDoc/MIC550X.pdf,5c7256781287500b4e112eba 12,"300mA Low-dropout Voltage Regulator, Vout 3.3V, Vin up to 5.5V, SOT-23",MIC5504-3.3YM5,U4,MIC5504-3.3YM5-TR,SOT-23-5,1,http://ww1.microchip.com/downloads/en/DeviceDoc/MIC550X.pdf,5c7255e81287500b4e112ea2 -13,,SDP3x,U1,SDP3x,SDP3x,1,https://docs.rs-online.com/3cff/0900766b81643b7b.pdf,5e32e1111287502a337d0b08 -14,"Level-Translating I2C Bus Buffer/Repeater 0.54mA Current Source, VSSOP-8",TCA9800,U3U6,TCA9617A,VSSOP-8_3.0x3.0mm_P0.65mm,2,http://www.ti.com/lit/ds/symlink/tca9800.pdf,610d03ad1287500165a97076 +13,"Level-Translating I2C Bus Buffer/Repeater, TSSOP-8",PCA9617A,U3U6,PCA9617A,TSSOP-8_3x3mm_P0.65mm,2,https://www.nxp.com/docs/en/data-sheet/PCA9617A.pdf,610d03ad1287500165a97076 +14,,SDP3x,U1,SDP3x,SDP3x,1,https://docs.rs-online.com/3cff/0900766b81643b7b.pdf,5e32e1111287502a337d0b08 diff --git a/hw/cam_profi/assembly/TFASPDIMU02-bom_nogroup.csv b/hw/cam_profi/assembly/TFASPDIMU02-bom_nogroup.csv index 3969470..33cbbdc 100644 --- a/hw/cam_profi/assembly/TFASPDIMU02-bom_nogroup.csv +++ b/hw/cam_profi/assembly/TFASPDIMU02-bom_nogroup.csv @@ -11,5 +11,5 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet 10,"InvenSense 9-Axis Motion Sensor, Accelerometer, Gyroscope, Compass, I2C/SPI, QFN-24",ICM-20948,U2,ICM-20948,InvenSense_QFN-24_3x3mm_P0.4mm,1,http://www.invensense.com/wp-content/uploads/2016/06/DS-000189-ICM-20948-v1.3.pdf,5c725a431287500b4e112ef5 11,"300mA Low-dropout Voltage Regulator, Vout 1.8V, Vin up to 5.5V, SOT-23",MIC5504-1.8YM5,U5,MIC5504-1.8YM5-TR,SOT-23-5,1,http://ww1.microchip.com/downloads/en/DeviceDoc/MIC550X.pdf,5c7256781287500b4e112eba 12,"300mA Low-dropout Voltage Regulator, Vout 3.3V, Vin up to 5.5V, SOT-23",MIC5504-3.3YM5,U4,MIC5504-3.3YM5-TR,SOT-23-5,1,http://ww1.microchip.com/downloads/en/DeviceDoc/MIC550X.pdf,5c7255e81287500b4e112ea2 -13,,SDP3x,U1,SDP3x,SDP3x,1,https://docs.rs-online.com/3cff/0900766b81643b7b.pdf,5e32e1111287502a337d0b08 -14,"Level-Translating I2C Bus Buffer/Repeater 0.54mA Current Source, VSSOP-8",TCA9800,U3U6,TCA9617A,VSSOP-8_3.0x3.0mm_P0.65mm,2,http://www.ti.com/lit/ds/symlink/tca9800.pdf,610d03ad1287500165a97076 +13,"Level-Translating I2C Bus Buffer/Repeater, TSSOP-8",PCA9617A,U3U6,PCA9617A,TSSOP-8_3x3mm_P0.65mm,2,https://www.nxp.com/docs/en/data-sheet/PCA9617A.pdf,610d03ad1287500165a97076 +14,,SDP3x,U1,SDP3x,SDP3x,1,https://docs.rs-online.com/3cff/0900766b81643b7b.pdf,5e32e1111287502a337d0b08 diff --git a/hw/cam_profi/assembly/gerbers/PnP/TFASPDIMU02_cpl_bottom_pos.csv b/hw/cam_profi/assembly/gerbers/PnP/TFASPDIMU02_cpl_bottom_pos.csv index cfa8d53..0560cb1 100644 --- a/hw/cam_profi/assembly/gerbers/PnP/TFASPDIMU02_cpl_bottom_pos.csv +++ b/hw/cam_profi/assembly/gerbers/PnP/TFASPDIMU02_cpl_bottom_pos.csv @@ -29,7 +29,7 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer "R11","75R","R_0402_1005Metric",142.7480,-97.6630,180.0000,bottom "U1","SDP3x","SDP3x",127.0660,-99.5460,180.0000,bottom "U2","ICM-20948","InvenSense_QFN-24_3x3mm_P0.4mm",134.8740,-98.1710,0.0000,bottom -"U3","TCA9617A","VSSOP-8_3.0x3.0mm_P0.65mm",133.7310,-104.1400,180.0000,bottom +"U3","PCA9617A","TSSOP-8_3x3mm_P0.65mm",133.7310,-104.1400,180.0000,bottom "U4","MIC5504-3.3YM5-TR","SOT-23-5",143.2560,-105.6640,180.0000,bottom "U5","MIC5504-1.8YM5-TR","SOT-23-5",140.5890,-94.8690,180.0000,bottom -"U6","TCA9617A","VSSOP-8_3.0x3.0mm_P0.65mm",142.3670,-100.2030,0.0000,bottom +"U6","PCA9617A","TSSOP-8_3x3mm_P0.65mm",142.3670,-100.2030,0.0000,bottom diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-B_Cu.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-B_Cu.gbr index 171b5d2..44718a5 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-B_Cu.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-B_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L2,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* @@ -62,7 +62,7 @@ G04 Aperture macros list end* %ADD17R,0.600000X0.700000*% %TD*% %TA.AperFunction,SMDPad,CuDef*% -%ADD18R,1.450000X0.450000*% +%ADD18R,1.100000X0.400000*% %TD*% %TA.AperFunction,SMDPad,CuDef*% %ADD19RoundRect,0.135000X0.185000X-0.135000X0.185000X0.135000X-0.185000X0.135000X-0.185000X-0.135000X0*% @@ -211,28 +211,28 @@ X144653000Y-103477000D03* D18* %TO.P,U3,1,VCCA*% %TO.N,+1V8*% -X135931000Y-103165000D03* +X135881000Y-103165000D03* %TO.P,U3,2,SCLA*% %TO.N,/P_SCL_1V8*% -X135931000Y-103815000D03* +X135881000Y-103815000D03* %TO.P,U3,3,SDAA*% %TO.N,/P_SDA_1V8*% -X135931000Y-104465000D03* +X135881000Y-104465000D03* %TO.P,U3,4,GND*% %TO.N,GND*% -X135931000Y-105115000D03* +X135881000Y-105115000D03* %TO.P,U3,5,EN*% %TO.N,unconnected-(U3-EN-Pad5)*% -X131531000Y-105115000D03* +X131581000Y-105115000D03* %TO.P,U3,6,SDAB*% %TO.N,Net-(U1-SDA)*% -X131531000Y-104465000D03* +X131581000Y-104465000D03* %TO.P,U3,7,SCLB*% %TO.N,Net-(U1-SCL)*% -X131531000Y-103815000D03* +X131581000Y-103815000D03* %TO.P,U3,8,VCCB*% %TO.N,+3.3V*% -X131531000Y-103165000D03* +X131581000Y-103165000D03* %TD*% D19* %TO.P,R10,1*% @@ -395,28 +395,28 @@ X127000000Y-106428000D03* D18* %TO.P,U6,1,VCCA*% %TO.N,+1V8*% -X140167000Y-101178000D03* +X140217000Y-101178000D03* %TO.P,U6,2,SCLA*% %TO.N,/SCL_1V8*% -X140167000Y-100528000D03* +X140217000Y-100528000D03* %TO.P,U6,3,SDAA*% %TO.N,/SDA_1V8*% -X140167000Y-99878000D03* +X140217000Y-99878000D03* %TO.P,U6,4,GND*% %TO.N,GND*% -X140167000Y-99228000D03* +X140217000Y-99228000D03* %TO.P,U6,5,EN*% %TO.N,unconnected-(U6-EN-Pad5)*% -X144567000Y-99228000D03* +X144517000Y-99228000D03* %TO.P,U6,6,SDAB*% %TO.N,Net-(U6-SDAB)*% -X144567000Y-99878000D03* +X144517000Y-99878000D03* %TO.P,U6,7,SCLB*% %TO.N,Net-(U6-SCLB)*% -X144567000Y-100528000D03* +X144517000Y-100528000D03* %TO.P,U6,8,VCCB*% %TO.N,+3.3V*% -X144567000Y-101178000D03* +X144517000Y-101178000D03* %TD*% D19* %TO.P,R7,1*% @@ -1200,10 +1200,8 @@ X150871425Y-105848873D01* X150871424Y-105848870D01* X150871424Y-105848868D01* X150814214Y-105660273D01* -X150801822Y-105637090D01* -X150772544Y-105582314D01* X150721310Y-105486462D01* 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+X145256651Y-100251664D01* +X145255867Y-100249773D01* +X145255867Y-100249769D01* +X145255864Y-100249765D01* +X145252186Y-100240884D01* +X145247387Y-100179887D01* +X145252187Y-100165113D01* +X145255863Y-100156236D01* +X145255867Y-100156231D01* +X145267500Y-100097748D01* +X145267500Y-99658252D01* +X145255867Y-99599769D01* +X145255864Y-99599765D01* +X145252187Y-99590887D01* +X145247386Y-99529890D01* +X145252187Y-99515113D01* +X145255863Y-99506236D01* +X145255867Y-99506231D01* +X145267500Y-99447748D01* +X145267500Y-99008252D01* +X145266068Y-99001055D01* +X145260759Y-98974364D01* +X145255867Y-98949769D01* +X145211552Y-98883448D01* +X145202326Y-98877283D01* +X145145233Y-98839134D01* +X145145231Y-98839133D01* +X145145228Y-98839132D01* +X145145227Y-98839132D01* +X145086758Y-98827501D01* +X145086748Y-98827500D01* +X143947252Y-98827500D01* +X143947251Y-98827500D01* +X143947241Y-98827501D01* +X143888772Y-98839132D01* +X143888766Y-98839134D01* +X143822451Y-98883445D01* +X143822447Y-98883449D01* +X143789815Y-98932286D01* +X143741764Y-98970164D01* +X143680626Y-98972566D01* +X143629753Y-98938572D01* +X143608576Y-98881168D01* +X143608500Y-98877283D01* X143608500Y-98147976D01* X143627407Y-98089785D01* X143637490Y-98077978D01* @@ -4592,7 +4633,8 @@ G37* G36* X142896593Y-99476892D02* G01* -X142914740Y-99522837D01* +X142914739Y-99522835D01* +X142916266Y-99535083D01* X142917427Y-99544393D01* X142919527Y-99551448D01* X142921907Y-99558380D01* @@ -4710,17 +4752,20 @@ X140568602Y-102151100D01* X140569617Y-102142954D01* X140567585Y-102093824D01* X140567500Y-102089733D01* -X140567500Y-101702500D01* -X140586407Y-101644309D01* -X140635907Y-101608345D01* -X140666500Y-101603500D01* -X140911747Y-101603500D01* -X140911748Y-101603500D01* -X140970231Y-101591867D01* -X141036241Y-101547759D01* -X141078998Y-101531835D01* -X141090403Y-101530414D01* -X141099666Y-101529260D01* +X140567500Y-101677500D01* +X140586407Y-101619309D01* +X140635907Y-101583345D01* +X140666500Y-101578500D01* +X140786747Y-101578500D01* +X140786748Y-101578500D01* +X140845231Y-101566867D01* +X140877680Y-101545185D01* +X140932682Y-101528500D01* +X141037381Y-101528500D01* +X141057696Y-101530607D01* +X141059606Y-101531007D01* +X141069315Y-101533043D01* +X141099662Y-101529259D01* X141111907Y-101528500D01* X141113043Y-101528500D01* X141132521Y-101525249D01* @@ -4832,7 +4877,7 @@ X138052739Y-99337069D01* X137997286Y-99362927D01* X137937225Y-99351252D01* X137924954Y-99343207D01* -X137885005Y-99312553D01* +X137866477Y-99298336D01* X137843841Y-99280967D01* X137843840Y-99280966D01* X137843838Y-99280965D01* @@ -4892,7 +4937,7 @@ X137286414Y-100465019D01* X137243092Y-100569607D01* X137225907Y-100611096D01* X137225905Y-100611101D01* -X137207672Y-100749596D01* +X137207916Y-100747748D01* X137205268Y-100767860D01* X137225658Y-100922742D01* X137225906Y-100924621D01* @@ -4948,19 +4993,26 @@ X136910028Y-102358511D01* X136910028Y-102358513D01* X136903997Y-102404328D01* X136903500Y-102408100D01* -X136903500Y-102561809D01* -X136884593Y-102620000D01* -X136874503Y-102631813D01* -X136789124Y-102717191D01* -X136734607Y-102744968D01* -X136699808Y-102744285D01* -X136675753Y-102739500D01* -X136675748Y-102739500D01* -X136115286Y-102739500D01* -X136057095Y-102720593D01* -X136021131Y-102671093D01* -X136021131Y-102609907D01* -X136023822Y-102602614D01* +X136903500Y-102561810D01* +X136884593Y-102620001D01* +X136874504Y-102631813D01* +X136720815Y-102785503D01* +X136666298Y-102813281D01* +X136650811Y-102814500D01* +X136596682Y-102814500D01* +X136541680Y-102797815D01* +X136509233Y-102776134D01* +X136509231Y-102776133D01* +X136509228Y-102776132D01* +X136509227Y-102776132D01* +X136450758Y-102764501D01* +X136450748Y-102764500D01* +X136450747Y-102764500D01* +X136104931Y-102764500D01* +X136046740Y-102745593D01* +X136010776Y-102696093D01* +X136010776Y-102634907D01* +X136013467Y-102627614D01* X136025128Y-102599462D01* X136058555Y-102518762D01* X136079193Y-102362000D01* @@ -5098,8 +5150,36 @@ G37* %TD.AperFunction*% %TA.AperFunction,Conductor*% G36* -X141969575Y-99046183D02* +X139356804Y-98794407D02* G01* +X139392768Y-98843907D01* +X139392768Y-98905093D01* +X139389178Y-98914488D01* +X139369909Y-98958127D01* +X139367000Y-98983202D01* +X139367000Y-99077999D01* +X139367001Y-99078000D01* +X140989924Y-99078000D01* +X141048115Y-99096907D01* +X141050157Y-99098432D01* +X141115101Y-99148265D01* +X141115102Y-99148265D01* +X141115103Y-99148266D01* +X141217777Y-99190795D01* +X141261180Y-99208773D01* +X141367924Y-99222826D01* +X141417941Y-99229411D01* +X141417942Y-99229411D01* +X141417943Y-99229411D01* +X141467960Y-99222826D01* +X141574704Y-99208773D01* +X141720783Y-99148265D01* +X141739331Y-99134031D01* +X141763608Y-99120347D01* +X141786897Y-99111261D01* +X141853516Y-99054836D01* +X141910139Y-99031655D01* +X141969575Y-99046183D01* X142009119Y-99092873D01* X142016500Y-99130381D01* X142016500Y-99648853D01* @@ -5117,39 +5197,62 @@ X141336133Y-100374830D01* X141333690Y-100378107D01* X141303482Y-100416918D01* X141299981Y-100423387D01* -X141296757Y-100429982D01* +X141296758Y-100429981D01* X141287132Y-100462311D01* -X141262299Y-100504017D01* -X141261550Y-100504767D01* -X141207052Y-100532581D01* -X141146614Y-100523050D01* -X141103320Y-100479814D01* -X141092500Y-100434810D01* -X141092500Y-100283253D01* -X141092498Y-100283241D01* -X141080379Y-100222315D01* -X141080379Y-100183685D01* -X141092498Y-100122758D01* -X141092500Y-100122746D01* -X141092500Y-99717772D01* -X141111407Y-99659581D01* -X141121496Y-99647768D01* -X141143786Y-99625477D01* -X141189090Y-99522872D01* -X141191999Y-99497797D01* -X141191999Y-99312553D01* -X141210906Y-99254362D01* -X141260406Y-99218398D01* -X141303917Y-99214399D01* -X141417942Y-99229411D01* -X141574704Y-99208773D01* -X141720783Y-99148265D01* -X141739331Y-99134031D01* -X141763608Y-99120347D01* -X141786897Y-99111261D01* -X141853516Y-99054836D01* -X141910139Y-99031655D01* -X141969575Y-99046183D01* +X141262253Y-100504062D01* +X141136504Y-100629812D01* +X141081987Y-100657590D01* +X141021555Y-100648019D01* +X140978291Y-100604754D01* +X140967500Y-100559809D01* +X140967500Y-100308253D01* +X140967500Y-100308252D01* +X140955867Y-100249769D01* +X140955864Y-100249765D01* +X140952187Y-100240887D01* +X140947386Y-100179890D01* +X140952187Y-100165113D01* +X140955863Y-100156236D01* +X140955867Y-100156231D01* +X140967500Y-100097748D01* +X140967500Y-99692771D01* +X140986407Y-99634580D01* +X140996498Y-99622766D01* +X141018786Y-99600478D01* +X141064090Y-99497872D01* +X141066999Y-99472797D01* +X141067000Y-99472795D01* +X141067000Y-99378001D01* +X141066999Y-99378000D01* +X139367002Y-99378000D01* +X139367001Y-99378001D01* +X139367001Y-99472789D01* +X139369008Y-99490095D01* +X139356930Y-99550076D01* +X139311903Y-99591503D01* +X139270667Y-99600500D01* +X139041977Y-99600500D01* +X138983786Y-99581593D01* +X138971974Y-99571504D01* +X138937404Y-99536935D01* +X138929926Y-99533448D01* +X138924085Y-99530724D01* +X138879337Y-99488997D01* +X138867662Y-99428936D01* +X138893519Y-99373483D01* +X138924084Y-99351275D01* +X138937404Y-99345065D01* +X139021065Y-99261404D01* +X139071068Y-99154173D01* +X139077500Y-99105316D01* +X139077500Y-98947190D01* +X139096407Y-98888999D01* +X139106496Y-98877186D01* +X139179186Y-98804496D01* +X139233703Y-98776719D01* +X139249190Y-98775500D01* +X139298613Y-98775500D01* +X139356804Y-98794407D01* G37* %TD.AperFunction*% %TD*% diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-B_Mask.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-B_Mask.gbr index 06ae491..164bca1 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-B_Mask.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-B_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Soldermask,Bot*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* @@ -44,7 +44,7 @@ G04 Aperture macros list end* %ADD16RoundRect,0.235000X-0.285000X0.235000X-0.285000X-0.235000X0.285000X-0.235000X0.285000X0.235000X0*% %ADD17RoundRect,0.235000X-0.235000X-0.285000X0.235000X-0.285000X0.235000X0.285000X-0.235000X0.285000X0*% %ADD18RoundRect,0.200000X0.300000X0.350000X-0.300000X0.350000X-0.300000X-0.350000X0.300000X-0.350000X0*% -%ADD19RoundRect,0.200000X-0.725000X0.225000X-0.725000X-0.225000X0.725000X-0.225000X0.725000X0.225000X0*% +%ADD19RoundRect,0.200000X0.550000X0.200000X-0.550000X0.200000X-0.550000X-0.200000X0.550000X-0.200000X0*% %ADD20RoundRect,0.235000X0.285000X-0.235000X0.285000X0.235000X-0.285000X0.235000X-0.285000X-0.235000X0*% %ADD21C,1.100000*% %ADD22FreePoly0,180.000000*% @@ -53,7 +53,7 @@ G04 Aperture macros list end* %ADD25RoundRect,0.250000X-0.800000X0.250000X-0.800000X-0.250000X0.800000X-0.250000X0.800000X0.250000X0*% %ADD26RoundRect,0.350000X-1.200000X0.350000X-1.200000X-0.350000X1.200000X-0.350000X1.200000X0.350000X0*% %ADD27RoundRect,0.240000X0.240000X0.270000X-0.240000X0.270000X-0.240000X-0.270000X0.240000X-0.270000X0*% -%ADD28RoundRect,0.200000X0.725000X-0.225000X0.725000X0.225000X-0.725000X0.225000X-0.725000X-0.225000X0*% +%ADD28RoundRect,0.200000X-0.550000X-0.200000X0.550000X-0.200000X0.550000X0.200000X-0.550000X0.200000X0*% %ADD29RoundRect,0.250000X0.612500X0.250000X-0.612500X0.250000X-0.612500X-0.250000X0.612500X-0.250000X0*% %ADD30RoundRect,0.150000X-0.325000X-0.150000X0.325000X-0.150000X0.325000X0.150000X-0.325000X0.150000X0*% %ADD31RoundRect,0.150000X-0.150000X0.325000X-0.150000X-0.325000X0.150000X-0.325000X0.150000X0.325000X0*% @@ -136,14 +136,14 @@ X144653000Y-103477000D03* %TD*% D19* %TO.C,U3*% -X135931000Y-103165000D03* -X135931000Y-103815000D03* -X135931000Y-104465000D03* -X135931000Y-105115000D03* -X131531000Y-105115000D03* -X131531000Y-104465000D03* -X131531000Y-103815000D03* -X131531000Y-103165000D03* +X135881000Y-103165000D03* +X135881000Y-103815000D03* +X135881000Y-104465000D03* +X135881000Y-105115000D03* +X131581000Y-105115000D03* +X131581000Y-104465000D03* +X131581000Y-103815000D03* +X131581000Y-103165000D03* %TD*% D20* %TO.C,R10*% @@ -241,14 +241,14 @@ X127000000Y-106428000D03* %TD*% D28* %TO.C,U6*% -X140167000Y-101178000D03* -X140167000Y-100528000D03* -X140167000Y-99878000D03* -X140167000Y-99228000D03* -X144567000Y-99228000D03* -X144567000Y-99878000D03* -X144567000Y-100528000D03* -X144567000Y-101178000D03* +X140217000Y-101178000D03* +X140217000Y-100528000D03* +X140217000Y-99878000D03* +X140217000Y-99228000D03* +X144517000Y-99228000D03* +X144517000Y-99878000D03* +X144517000Y-100528000D03* +X144517000Y-101178000D03* %TD*% D20* %TO.C,R7*% diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-B_Paste.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-B_Paste.gbr index b65aef6..5955f1a 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-B_Paste.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-B_Paste.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Paste,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* @@ -44,7 +44,7 @@ G04 Aperture macros list end* %ADD14RoundRect,0.135000X-0.185000X0.135000X-0.185000X-0.135000X0.185000X-0.135000X0.185000X0.135000X0*% %ADD15RoundRect,0.135000X-0.135000X-0.185000X0.135000X-0.185000X0.135000X0.185000X-0.135000X0.185000X0*% %ADD16R,0.600000X0.700000*% -%ADD17R,1.450000X0.450000*% +%ADD17R,1.100000X0.400000*% %ADD18RoundRect,0.135000X0.185000X-0.135000X0.185000X0.135000X-0.185000X0.135000X-0.185000X-0.135000X0*% %ADD19Outline4P,-1.000000X-0.250000X1.000000X-0.250000X1.000000X0.250000X-1.000000X0.250000X180.000000*% %ADD20Outline4P,-1.000000X-0.250000X1.000000X-0.250000X1.000000X0.250000X-1.000000X0.250000X90.000000*% @@ -113,14 +113,14 @@ X144653000Y-103477000D03* %TD*% D17* %TO.C,U3*% -X135931000Y-103165000D03* -X135931000Y-103815000D03* -X135931000Y-104465000D03* -X135931000Y-105115000D03* -X131531000Y-105115000D03* -X131531000Y-104465000D03* -X131531000Y-103815000D03* -X131531000Y-103165000D03* +X135881000Y-103165000D03* +X135881000Y-103815000D03* +X135881000Y-104465000D03* +X135881000Y-105115000D03* +X131581000Y-105115000D03* +X131581000Y-104465000D03* +X131581000Y-103815000D03* +X131581000Y-103165000D03* %TD*% D18* %TO.C,R10*% @@ -214,14 +214,14 @@ X127000000Y-106428000D03* %TD*% D17* %TO.C,U6*% -X140167000Y-101178000D03* -X140167000Y-100528000D03* -X140167000Y-99878000D03* -X140167000Y-99228000D03* -X144567000Y-99228000D03* -X144567000Y-99878000D03* -X144567000Y-100528000D03* -X144567000Y-101178000D03* +X140217000Y-101178000D03* +X140217000Y-100528000D03* +X140217000Y-99878000D03* +X140217000Y-99228000D03* +X144517000Y-99228000D03* +X144517000Y-99878000D03* +X144517000Y-100528000D03* +X144517000Y-101178000D03* %TD*% D18* %TO.C,R7*% diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-B_Silkscreen.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-B_Silkscreen.gbr index 270fe82..36138be 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-B_Silkscreen.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-B_Silkscreen.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Legend,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* @@ -37,50 +37,6 @@ X130255369Y-95536927D01* X130255369Y-95536927D02* X129916702Y-95536927D01* D11* -X134492904Y-101094819D02* -X134492904Y-101904342D01* -X134492904Y-101904342D02* -X134445285Y-101999580D01* -X134445285Y-101999580D02* -X134397666Y-102047200D01* -X134397666Y-102047200D02* -X134302428Y-102094819D01* -X134302428Y-102094819D02* -X134111952Y-102094819D01* -X134111952Y-102094819D02* -X134016714Y-102047200D01* -X134016714Y-102047200D02* -X133969095Y-101999580D01* -X133969095Y-101999580D02* -X133921476Y-101904342D01* -X133921476Y-101904342D02* -X133921476Y-101094819D01* -X133540523Y-101094819D02* -X132921476Y-101094819D01* -X132921476Y-101094819D02* -X133254809Y-101475771D01* -X133254809Y-101475771D02* -X133111952Y-101475771D01* -X133111952Y-101475771D02* -X133016714Y-101523390D01* -X133016714Y-101523390D02* -X132969095Y-101571009D01* -X132969095Y-101571009D02* -X132921476Y-101666247D01* -X132921476Y-101666247D02* -X132921476Y-101904342D01* -X132921476Y-101904342D02* -X132969095Y-101999580D01* -X132969095Y-101999580D02* -X133016714Y-102047200D01* -X133016714Y-102047200D02* -X133111952Y-102094819D01* -X133111952Y-102094819D02* -X133397666Y-102094819D01* -X133397666Y-102094819D02* -X133492904Y-102047200D01* -X133492904Y-102047200D02* -X133540523Y-101999580D01* X150320333Y-94069819D02* X150320333Y-94784104D01* X150320333Y-94784104D02* @@ -101,66 +57,6 @@ X149701285Y-94212676D02* X149796523Y-94307914D01* X149796523Y-94307914D02* X149891761Y-94355533D01* -X143128904Y-102157819D02* -X143128904Y-102967342D01* -X143128904Y-102967342D02* -X143081285Y-103062580D01* -X143081285Y-103062580D02* -X143033666Y-103110200D01* -X143033666Y-103110200D02* -X142938428Y-103157819D01* -X142938428Y-103157819D02* -X142747952Y-103157819D01* -X142747952Y-103157819D02* -X142652714Y-103110200D01* -X142652714Y-103110200D02* -X142605095Y-103062580D01* -X142605095Y-103062580D02* -X142557476Y-102967342D01* -X142557476Y-102967342D02* -X142557476Y-102157819D01* -X141652714Y-102157819D02* -X141843190Y-102157819D01* -X141843190Y-102157819D02* -X141938428Y-102205438D01* -X141938428Y-102205438D02* -X141986047Y-102253057D01* -X141986047Y-102253057D02* -X142081285Y-102395914D01* -X142081285Y-102395914D02* -X142128904Y-102586390D01* -X142128904Y-102586390D02* -X142128904Y-102967342D01* -X142128904Y-102967342D02* -X142081285Y-103062580D01* -X142081285Y-103062580D02* -X142033666Y-103110200D01* -X142033666Y-103110200D02* -X141938428Y-103157819D01* -X141938428Y-103157819D02* -X141747952Y-103157819D01* -X141747952Y-103157819D02* -X141652714Y-103110200D01* -X141652714Y-103110200D02* -X141605095Y-103062580D01* -X141605095Y-103062580D02* -X141557476Y-102967342D01* -X141557476Y-102967342D02* -X141557476Y-102729247D01* -X141557476Y-102729247D02* -X141605095Y-102634009D01* -X141605095Y-102634009D02* -X141652714Y-102586390D01* -X141652714Y-102586390D02* -X141747952Y-102538771D01* -X141747952Y-102538771D02* -X141938428Y-102538771D01* -X141938428Y-102538771D02* -X142033666Y-102586390D01* -X142033666Y-102586390D02* -X142081285Y-102634009D01* -X142081285Y-102634009D02* -X142128904Y-102729247D01* D12* %TO.C,C5*% X147085164Y-105685000D02* @@ -219,21 +115,31 @@ X145013000Y-102889164D02* X145013000Y-103104836D01* X144293000Y-102889164D02* X144293000Y-103104836D01* +D11* %TO.C,U3*% -X132231000Y-105760000D02* -X135231000Y-105760000D01* -X132231000Y-102520000D02* -X135231000Y-102520000D01* -X135731000Y-102690000D02* -X135491000Y-102360000D01* -X135971000Y-102360000D01* -X135731000Y-102690000D01* +X135356000Y-105765000D02* +X132106000Y-105765000D01* +X135356000Y-105590000D02* +X135356000Y-105765000D01* +X135356000Y-102515000D02* +X135356000Y-102690000D01* +X135356000Y-102515000D02* +X132106000Y-102515000D01* +X132106000Y-105590000D02* +X132106000Y-105765000D01* +X132106000Y-102515000D02* +X132106000Y-102690000D01* +D12* +X135831000Y-102690000D02* +X135591000Y-102360000D01* +X136071000Y-102360000D01* +X135831000Y-102690000D01* G36* -X135731000Y-102690000D02* +X135831000Y-102690000D02* G01* -X135491000Y-102360000D01* -X135971000Y-102360000D01* -X135731000Y-102690000D01* +X135591000Y-102360000D01* +X136071000Y-102360000D01* +X135831000Y-102690000D01* G37* %TO.C,R10*% X122937000Y-104547641D02* @@ -332,21 +238,31 @@ X127380000Y-105764359D02* X127380000Y-106071641D01* X126620000Y-105764359D02* X126620000Y-106071641D01* +D11* %TO.C,U6*% -X143867000Y-98583000D02* -X140867000Y-98583000D01* -X143867000Y-101823000D02* -X140867000Y-101823000D01* -X140607000Y-101983000D02* -X140127000Y-101983000D01* -X140367000Y-101653000D01* -X140607000Y-101983000D01* +X140742000Y-98578000D02* +X143992000Y-98578000D01* +X140742000Y-98753000D02* +X140742000Y-98578000D01* +X140742000Y-101828000D02* +X140742000Y-101653000D01* +X140742000Y-101828000D02* +X143992000Y-101828000D01* +X143992000Y-98753000D02* +X143992000Y-98578000D01* +X143992000Y-101828000D02* +X143992000Y-101653000D01* +D12* +X140507000Y-101983000D02* +X140027000Y-101983000D01* +X140267000Y-101653000D01* +X140507000Y-101983000D01* G36* -X140607000Y-101983000D02* +X140507000Y-101983000D02* G01* -X140127000Y-101983000D01* -X140367000Y-101653000D01* -X140607000Y-101983000D01* +X140027000Y-101983000D01* +X140267000Y-101653000D01* +X140507000Y-101983000D01* G37* %TO.C,R7*% X128017000Y-104803641D02* diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-Edge_Cuts.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-Edge_Cuts.gbr index 799c6f4..7b53ccf 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-Edge_Cuts.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-Edge_Cuts.gbr @@ -1,11 +1,11 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Profile,NP*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-F_Cu.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-F_Cu.gbr index 6f4f8b1..9d1884f 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-F_Cu.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-F_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L1,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-F_Mask.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-F_Mask.gbr index 5ae4c0e..2599d00 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-F_Mask.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-F_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Soldermask,Top*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-F_Paste.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-F_Paste.gbr index 707fc75..c959713 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-F_Paste.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-F_Paste.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Paste,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-F_Silkscreen.gbr b/hw/cam_profi/gbr/TFASPDIMU02B-F_Silkscreen.gbr index 2d45762..4fc6c45 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-F_Silkscreen.gbr +++ b/hw/cam_profi/gbr/TFASPDIMU02B-F_Silkscreen.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.11+1*% -%TF.CreationDate,2024-06-02T16:05:35+00:00*% +%TF.CreationDate,2024-06-02T23:14:27+00:00*% %TF.ProjectId,TFASPDIMU02,54464153-5044-4494-9d55-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Legend,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 16:05:35* +G04 Created by KiCad (PCBNEW 7.0.11+1) date 2024-06-02 23:14:27* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-NPTH_drill.drl b/hw/cam_profi/gbr/TFASPDIMU02B-NPTH_drill.drl index 2b51911..e53b5e9 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-NPTH_drill.drl +++ b/hw/cam_profi/gbr/TFASPDIMU02B-NPTH_drill.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 7.0.11+1} date Sun Jun 2 16:05:35 2024 +; DRILL file {KiCad 7.0.11+1} date Sun Jun 2 23:14:27 2024 ; FORMAT={3:3/ absolute / metric / suppress leading zeros} -; #@! TF.CreationDate,2024-06-02T16:05:35+00:00 +; #@! TF.CreationDate,2024-06-02T23:14:27+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,7.0.11+1 ; #@! TF.FileFunction,NonPlated,1,2,NPTH FMAT,2 diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-PTH_drill.drl b/hw/cam_profi/gbr/TFASPDIMU02B-PTH_drill.drl index 4e9d659..bae0dc4 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-PTH_drill.drl +++ b/hw/cam_profi/gbr/TFASPDIMU02B-PTH_drill.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 7.0.11+1} date Sun Jun 2 16:05:35 2024 +; DRILL file {KiCad 7.0.11+1} date Sun Jun 2 23:14:27 2024 ; FORMAT={3:3/ absolute / metric / suppress leading zeros} -; #@! TF.CreationDate,2024-06-02T16:05:35+00:00 +; #@! TF.CreationDate,2024-06-02T23:14:27+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,7.0.11+1 ; #@! TF.FileFunction,Plated,1,2,PTH FMAT,2 diff --git a/hw/cam_profi/gbr/TFASPDIMU02B-job.gbrjob b/hw/cam_profi/gbr/TFASPDIMU02B-job.gbrjob index 73419d7..45b1ab6 100644 --- a/hw/cam_profi/gbr/TFASPDIMU02B-job.gbrjob +++ b/hw/cam_profi/gbr/TFASPDIMU02B-job.gbrjob @@ -5,7 +5,7 @@ "Application": "Pcbnew", "Version": "7.0.11+1" }, - "CreationDate": "2024-06-02T16:05:35+00:00" + "CreationDate": "2024-06-02T23:14:27+00:00" }, "GeneralSpecs": { "ProjectId": {