diff --git a/doc/gen/README.md b/doc/gen/README.md
index 1b5d9c7..c92efad 100644
--- a/doc/gen/README.md
+++ b/doc/gen/README.md
@@ -50,7 +50,7 @@ Via: 0.8/0.4 mm (31/16 mils)
- By design rules: 0.4/0.3 mm (16/12 mils)
- Micro via: yes [0.2/0.1 mm (8/4 mils)]
- Buried/blind via: yes
-- Total: 235 (thru: 235 buried/blind: 0 micro: 0)
+- Total: 236 (thru: 236 buried/blind: 0 micro: 0)
Outer Annular Ring: 0.1 mm (4 mils)
@@ -79,10 +79,10 @@ Defined tracks:
Used tracks:
-- 0.2 mm (8 mils) (88) defined: yes
-- 0.3 mm (12 mils) (62) defined: yes
-- 0.4 mm (16 mils) (47) defined: yes
-- 0.5 mm (20 mils) (29) defined: yes
+- 0.2 mm (8 mils) (87) defined: yes
+- 0.3 mm (12 mils) (59) defined: yes
+- 0.4 mm (16 mils) (44) defined: yes
+- 0.5 mm (20 mils) (30) defined: yes
- 0.6 mm (24 mils) (22) defined: yes
- 0.86 mm (34 mils) (51) defined: yes
@@ -91,7 +91,7 @@ Defined vias:
Used vias:
-- 0.8/0.4 mm (31/16 mils) (Count: 235, Aspect: 2.0 A) defined: no
+- 0.8/0.4 mm (31/16 mils) (Count: 236, Aspect: 2.0 A) defined: no
Holes (excluding vias):
@@ -104,7 +104,7 @@ Oval holes:
Drill tools (including vias and computing adjusts and rounding):
- 0.3 mm (12 mils) (15)
-- 0.5 mm (20 mils) (235)
+- 0.5 mm (20 mils) (236)
- 3.0 mm (118 mils) (10)
diff --git a/doc/gen/TFSIK01-RFSWITCH.svg b/doc/gen/TFSIK01-RFSWITCH.svg
index 2ef8468..364a90c 100644
--- a/doc/gen/TFSIK01-RFSWITCH.svg
+++ b/doc/gen/TFSIK01-RFSWITCH.svg
@@ -7,7 +7,7 @@
xmlns:xlink="http://www.w3.org/1999/xlink"
version="1.1"
width="297.0022mm" height="210.0072mm" viewBox="0.0000 0.0000 297.0022 210.0072">
-
SVG Image created as TFSIK01-RFSWITCH.svg date 2023/10/05 15:24:08
+SVG Image created as TFSIK01-RFSWITCH.svg date 2023/10/05 17:54:00
Image generated by Eeschema-SVG
-SVG Image created as TFSIK01.svg date 2023/10/05 15:24:08
+SVG Image created as TFSIK01.svg date 2023/10/05 17:54:00
Image generated by Eeschema-SVG
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diff --git a/doc/gen/img/TFSIK01-top.png b/doc/gen/img/TFSIK01-top.png
index a73ae23..bdacc84 100644
Binary files a/doc/gen/img/TFSIK01-top.png and b/doc/gen/img/TFSIK01-top.png differ
diff --git a/doc/gen/img/TFSIK01-top.svg b/doc/gen/img/TFSIK01-top.svg
index 3f03d4e..2b11f73 100644
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+++ b/doc/gen/img/TFSIK01-top.svg
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diff --git a/hw/cam_profi/TFSIK01-ibom.html b/hw/cam_profi/TFSIK01-ibom.html
index 6622edc..4161ee7 100644
--- a/hw/cam_profi/TFSIK01-ibom.html
+++ b/hw/cam_profi/TFSIK01-ibom.html
@@ -919,7 +919,7 @@
///////////////////////////////////////////////
///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("N4IgpgJg5mDOD6AjRB7AHiAXAAlAWwEsA7DHARgCYBWAOgGYA2ADgBpsRCiBPLbAdgAsNJgIZsOAQzSlsZPrSplW7PFJ7kADEICc2hgF9xkGLF4BtUABcuABzC8QsMFDxgilkONiWJAJw84ZpS0AgJ0bII02hRkALpGRBDmwTSh4bJaUTHx7ADuBBCWABa8GjRkVIa4INZ2Dk4ubh5ePv7J8qlhEdpRojngie0hXfw62eL5hSU4ZRVVVrb2OI7Oru6e7N5+AdhBHWlsusJ6/W5JgXLD6WSZ0XETBcWl5ZVsC3XLDWvNm607QdROtdbuN2GchkC2Dcxvc8o9pthZq9qrUlptVk0No4/hCDthtDo+glzrtLpDsCJjgx+pMnjMXvMaot6hj1i1triRpE7qdBhdAXjuaCQLSEUjGaiWY02b8ORd9iNKUwTsTkswotp0kqVXCps8yBLmZ9WT9sXLSerdFqhMrqaqLpbNd1enbdXTEeVDR90dLTVs2g6mBr0nwegTXQMSXsrs7wzT4fqvWiVr6sf7/mS8Udbbyo2RHelszqRQn6Qa3kzvSnvmmcYHg4cejn7Rag1bDoSI6LExXJcbU+yA62G/jO7nOYWxw89WX9P0IL4JPkiFBTDhQLACAAbADWsAAxr4wG5eKAAGLmd7Jr6YwcZuhkGjyKEaR/UccXB9PqiHOg0KjxjOHpzL2RrsH4+61uaQR0GUz4ZG+AHiIuEAEAArmusg0Bod4SCuW5omUOFgokeFQARvDaER07uuKoFVjeMpmkOAIMDQ1CHBQ/4fqSsHfpx3E0WKDL0cmEFQSxZB8fBmqCewKHoZhj7EcxPj4WiAC0VHYcSZEUfSKndmWyJXlKNZ3skFBsRxGRce+LYwXBP62exSFusJIEomB1a3rKkl0EIzlMFxGg8UEAhlEFIWAbR7FJmZvmqckAX/mwwXYWFUmIWlQjyDFwkaEwEpFAQ+47kQcCYWU6SOAAblANgSO6IAALL5nw7FMHw8h8CwSoCNoVB8AAMu1nXdUNfVCFJVAUEwVBtQwHV8PmdBzVNGoUAIFAjfm1mretlIDVtO2jUtT4HawTB/roJ18Ity2XX1f7HdtTBnftDBrVdL3RG9Z2PV9h1cV9s3zR97FPeloNzQte2Q0DV1cTNc0CBDMSI31b58EwZDbQ9F2Y7jT4aEtUno1Dj58KTK10ATK2Y6Gm3bbt50M99fVlCIg33WN7OHWU20aLo2gU0TgsUMLugQ2EpN45z/5ffNDAQ0NAUrQr1Nk3QEMMKE2gK9zQ0gMVpXlZV+pePVjXNW1KWiG9YhMGxa16wwKszexVlkNoZB9S7VmiAwds2gIs10FdbHU4IPujSlIjh1dtAElQigCHbbFyPNGvzSTMei571MUBHfu59HAix57DBUAIfAMBQ/vlNdDDC3HtBFyXjczdLhfaHXPuN4V10rXHbEaHQQ3y872FMMPZCj+UsGDQ30/dwXjDlDjk9d83rdSdZ3sG9PO2z7XC8UIfjeKAwBIUAvWfb9PDCUEo99L7NjfV9o7379hE8rQIRu5dK4TyfH3Z+R8o4aHzm3EmxdcafyoN/WB1da710/i/JgGd/xkB9hoH8ZdoEV3XmxBO8CgFEJAR1B+Od26UO0CbXsJUyoVVgFVcoVsGpNQRK1KSQY6DyAfCvWguCYg/wjvQHaN9wi5wqMgvhTcBDNz6rQSWMCFGFUGt/FR7F6Fxw6uGGOOi5HiI6vNCo48dGkzDs/fRwhx6nw2noTUxc7HyHrtXDa3VT67QEd+DxBChCgx7n4pgDiRAbVCKnPGdjzFUEsZSCeGgpF2MMRXDa1B4kRzjkGTRSCrpCDUcQnJijlGUiKSA/hUinTlNTg4kpAiqBCI2rBKyQ07ZBncW0lpyTq6+KDGEiOETalZPEQM3QlAV6FL0VJHoUk+AxF6uUmZdAejFy2qnDJdTsmzM6hoIhPS2m+J6GtOuNShCrJxoNOOJzqkyKEANB8dAda7LmvswQG1gnr06YVN2OiKnr1uWcmRqj6F2x6F0zxucAU3P8d05Z6jVkajCE7aZ6iIqLwWXILZozRoYvWWHQJ9B4kpLxmUN5ByjqEpiWSyRwLPkTx7hi050ivE4xELtfFYTKU6Gka42lBLNm52sVQWxtL5mLOMfk2FugUX/JWRC0V8LQX50YSiZh5s2HPBqrAa23CHBtXif+RgQ0G592EHXb6o1FD0E1CtH85quqI0NWUPQadwhHAEYja1rrq54w9WYy1c1DVcVWQI+W39/xUWfmjCoj5lThsAZGpBct05xuOImlgnqg0/xtQmgBWbA3eoqCDQqhaLXOoqH+G4rBPVaALk0yRF9nZZpOTm61f4lq31rW24tjbgrNrEHWgaHaM0FqOMXdW88q1RD9V0I4wtU2jrdf6rNbZa49VHfmiNAz61bovnNIdnTnm12nY2rtb0100HdpLbao6w3jqDCmmNo7qCFUmsmn2SgqCjrkN2q9oQJq7UbTWq9sER0ztA5G/Mt676QdDJeyNr5fbgxnW+7O5aCRAfvXaiNRarUzvkO+3qjr20zpXfOgxG72kVCCdAkWrb6BkZrte+juhy1Ou+oa2ga1m0Ot7QR1OTbYYcZzYazOCH1rZr7QoE1GtP0obhqKze/7SMyeE/NK9fAT0rUNdQstanBMdXQx+/Dc1rUdQfXh3o2GKgdVEO6q9yHv0WeNX0v20H65aDg0NVjtagyAc3XZvzV6wkQd8009zjHF0vuCw51dE6dNnss7hpNJy93BZMyRgT5ngtQZy7mtiFGPXpfC6Q1LjHJ2nutaQg9mmF3RppcpojGHI1hYbVHeJrWAvUeA7VvjV6YPeZq2Ond2Ev2oeU8VzDvXXNQbM1guRf8ovScE0GP9iGCuGqDC3UM7HVu5aoDttjBtDOHYC3Os1uTGuxqOxph1QYqsjwqOtyT/n6D1sWrMSTJGn03bOtVXDHqdtebvfmQWl2tNJYB25j9AyyMt1h9l7C/3wepEh4lqdMOrMlY+xBxHJmh0FetT0C9O1GNesE6Tn7oni2I42+Ts7P9Ee8ZE+arDQWWdA6cxNn9aP4vbUG6DuDiOBdXbxwXLn4bgedFsyzurD2cGKZhwz37Ual1LbJ2r59eM1VWA1aw9hftNh6ttlJP8kKiU12gbNOODzqZCsChFeQFAQ7YWIaGDaojX7m7hVCnjfdlRwxSo05plJnFrRec869z9klLN5S4umUkhB5O0bnS5Qe7dMaaZQL3mC7Y8cEbn6FKzaBaB9p7yk2nJmLfjuEwBJfEU2nrxk0vpTGCt8Rao7lHyRn1M9iy85H2jmwND8Xi5gfrkD6L1M/8zvbcD7uQypB69u/vIb0E3eq/2+oqfEI3Ldehkb73zXgvfuCEiOlZ7ZUvsL7ysRZnARkrG/FN/oKi/Lx5Ebwpb3kRmCF6D4grjY3xg4byAFOKLJaDnw97H7BRuwezf5rSEpso+JvxYrx4n7NqwJpKlyb6MB7ygJxIJJBKMrb6DKOKUhHZzywKW6RKajm40FKpQoT5XJ86EEt6JK9JDSwJEH3KuS4qew4Gd6v4bxKBKId4IoiEBz0p94RzYLPwBRlqSFUI77CE+zYI36TL35SHHC36z4Ap641AG4WxlicI2w8Jn7QIyFcTyACEpTfwbIEI2ErI2irL5J9TOFN7Xp6BGLpS2H94pQtwWIyJcTzRx4IGBRNIUFcQpxpxZ7xIBLPSLwr7xGkzwp/gnwcrxFRHDIvR8pR50bBFJGio2LTqBE+HpLXTXpX7xxuFp4W4uFRABRlINFd7YTdSspVFfziIiLUBh6dr/6ezBD9HsTspnzJ5NHiFOwZFjG8ygKpxH5JHALb4LHRF5w6HDHF6tEbF9HF6eHELyGvhZJLErJsRBHHF+GnHCB1FIzrEgJFbBTIF+HbKmLtHWHCAkp1x2KbErwxHUqxp+JyAUD0FJFrzfELIglVGZHjGAm7Erx5GJ52JWGdF/glGiplEPGOFJHdELzXRaI/R3EkKsZFFVHLGGHFBmyG6Wwm5cJm4SLgHPF2GPZIFCr7GVIzz4keGEmpKiC+E2EvGxKKAXGhGfEIFmIcF/HRIAnLRMEELVqkFuKylJHQm+LimLFVGiCInzIfEkmol6zok8lLSVGdo1G5JB71HckKJiEtGWn0lL5dGmnZ4jHPxiINIz7KmzElLWkSEzE+IdL2LqnbHsnkHDJsmApOlbG2lto56/GEngo6kXFBnhm8FcnLF4pETmm3FpkCoslOHfgCHMr2kinhHpkRmxmxE0oYrbTAkPigkKm0rVmQm+lZG0pj7wno5amFkyF6mlGlnv7YlX4Yqp4EnZlIopmkn0LknGFarGRmH6rLBtTAm6LBTQJZoXIPjOwexLlSSSzYoEjsTfxNIvJLmvjdS1n7nAnzTPKjRzRRDjxRJrn0Abnuw3kDI7SZKPmrJXnHmdLKj5iPkOZwa3nyA3B6yPn5JHmvnfigVJpBKHnXmUC/m+xDquFKAvmIXCDvmbL7nKjflQVUQBRhyPlupAU9CnnV7EXwXHlkWajRBmo6BUU3lrKFRqLEXVykXsSiCwQeo6DPlblrJcWWL7k3x4WUA0WrJ37CVUWLk9BHbIWUWiVLlyX/kXmMVSRESCU8UaiiV8RaBfRCWFLSXqWpBYUOoMU6USwLLYWGUWXXpyAUWqW2Xaa7kkbrloUIFcwsWrn7lfmQXGUiD6X0Xo4L58SnxfngVqWhUiDhVSW2UBWtKPnXTuVxyeUrmuXHBOVrSnlsUhVlDPxnkebmV+V8Qswfn7m6DfkyWcX6UepjxUHoVLmSxpVZpjx0VMUo4SVmqZyZIIUnn2XnndULE/l3mEUOqtUXxQXBRWVjXYQ9XDVXIqXJz1VbmdKKDWJZq0DBRDVQUgXrWDRPhzU7V/lDoKBtUYVTVlUKCHUYUEUPn7VhyzwNVkX9UeYhDXUnm0WSVvXbViXLmsX3XLXtVbQ1UbWpB0VVW1xKIfL3XvVhhZV7nfVHlVXUyjUtXlCw0kyo0w1DV2yzAtxUFo3CwTXGU7RQ1JqDXFUQ5NIzXBCU1z60YebjVwZ8RDR6Ad56DYSA3GX5UOXJxnV8Q83nnJzXUs2hhfQnUfGPUeX001yvWYU/UlXVwTyg2hjE18RCLOIq1c18TFxLSe77XTUIV8Q+zOwRL7U3xq1434Kzyg31wK1W0E37WpxS0pXlDfzMBJohD83kqMDdSnYhDa3VRiU3yg3bT23/j3miCh0i15UvWh3LVVXA3cXlrUB9HDV9xs1DpFY+yu4YULVDrGazR+XAXHVo2pxp3tXCydVl1F29VzLUyiJl3zSblA1eUkZnE51A2aVo3MBHZPXVXJ0c1bwt2/VNX/WkK13UWbyvi54c2zx938UdV0Vo2+zRBHXyUc2r251LmQ1dTk3/iT3tUuLZUc3l1I2/Uo13WF0V0X2R0zVn3PK43lD4023moxBr0k2CB70p2H3GUObK1v2/0s0Vyy0p2d3GWs3i3lrfoj0C1x3mq4If1wMFXlr4I32i2Z0r3N3oXAMM0r1ANU0APZ1INB3Akh1z3YPS261+1o3zToOzDu1m2kLgPG0v21qdb0PP3W3sPXqUOu0m0e090sM+162nZsRHYL2u0a3kPiMEMR2EVZ0H2cOC2M3/iUOLk7Zf3Q0dRdrF1zLw0kY6Ohjn23m3VEWRoCKDS9Vth33lq6OP2/W8aPJ2PGN10fFHaM78KuNJ5LnzQeOGPXrePtVONOgWPeOJ3d1HAJHF1thi3s311rQaNPil1ROkwxPJMb27pK1T1V3L1tZpNuNyAz3i54kj2NVt2hbOVd0g2Rq0VlMCU1NkVfn91j3eVzIFNT1FON1HCzL1NL2SUJNAVIUqWDNVWKBkOnZZN016WD2yUdNP0zNCVTNuPjOa2pPZNJP50sA3DVTux9PNMRI7P0B7PuxVW5N35HNfQTxuPnMNxHM7O52sPcOMaajXNT1+1QNHCvN6NPggOAJHNWTMD90fMd4AvPI/N+NwHbP7K6LJKu2LN3MwuSxwvGWTLONgtvP8NsPQvkonPS0CPXQ4tPmYuouMPhBHPxIotPME0Ut4v8MXzoswstxUsaWBVEtXMQvO1WTsvgtuMgtiCXP7IcUxw1xEuipAvBx/2mUvO8tR55WfWIt5Wyuu16DPNfOytTmUkmHARzl0lVIyHtwCkKL9mEKIpmmcmmsiFUZGmlyGt2FmJCkJKbWimxIcHJz/GKmJGrz1l+K0HHyenakhkN5sSamR6CkkniP6lip+JCFPyOnDkUJmuqHTyjn6udFnGOltkYKukKJZv+uoFWkiBlLWSzH+lBuJsiG7rql0KIrRlh5QK1tlk6LLHxnjkNsiFNiOtAHZlDmZnNszL4q5nNtGtdmdHOslmtnum5wVmxpVkXyQmP4pENnzu1n5stnMpTshv5GlkMmRu9k5lYlxvyK9sWvtsgKdsRuEmassLauzC6sWETFkyXrEwVy4LcGPsAICw4Jvu+Jl54wiZhLft2awKlyRTW40qgL/sYaAdILMDPaQfZxTx5VbWoYIeTwN5cy4LAdDFvSTSAe2hdRlEiIKy0ULI9Hja4ckcodsFBKftXSurUdn7oeHSPivvYfzF0eGxYc0YcdQdUfUCoe0AxoAdcx6CEcoLocyJczgcAnty4dLKYc/s8Gww5yKd2bYLUAAIyKsfce+ISZ8fEyMDXT3wqelyPhrQ1ygFjyIcN5viXIH7Wfof8cSMmeIeGxifwf6fPvScRQQfWSSdcdKe/wRxOf4e6cLynrecfG+cAniNQdOyidwcYkH1afOeoeyOpfEzFx9wOc4KOxYySKWfM0huceGfMBR4uw2cFdsfvvf4Bcvu6d2yWYqcrxqe1fNfZwryPhNI5evGme2fXrUChDM3GbycFd7NR7UL1dUzhfanJKdcFcrRBcbzdp4ePgTdNeSILdlfGfaknTQc6fLcdTQL/tHyHfscPGhfmflcLyrdLLmdDdWdRAFfZdke3dpdsFFZjf4cefJeHkFr4cydImftHxteqmcUqeBfscdemqGwyfXuarsINw0nmEGqUDlZFsU4Tyww3nLSzw8xY9gx847SjanZrI4z/u48ugeZrIxBU8VVKKMagUAL0/fyM9tYU9g4k/hgeadJKzvsk/bqTMkxPtU/soE+Rp6w8zTpWQZXs87YDSTyLk6MiA+yK4oyoYk8e1q/lqiohe8zc9s/vZbTS83kY/s9mKK/PaG+Y/mr6xK+UAGJG9o2MD69U+Q1kxo2WrZzK/aUW/u6m/o9y+1rHdW8y/m88NIL7dm9RBdbPxo21y4xhBU/7JIFdUmUy/6bcr72u/ZxU9tJ4zt3HNu+O/HO6DCwJ90+l/VnAkJ+c/Hn2aCCe+n1/S5Yk8e/yah/S+LkR+E1V+y+4Xs88bY/Oy+8M+1pCf18x+D8T+BNJ90AI9Un0g6qm4PsgYxCw/lXbQuaQahM2jRzvuNrgvN2Pl7aCadp79gIuK5p/jXQSO1r7827AY3TQKHrEXb+TY3Q4z2qg3vrDbkbf8KgoNC+KGGXSv8W091D/nzkbT4JXw86ayFaEOxf9COM1YEtf0NQ6BwBKFK/oJjLzxIEsuURAbmhESX8uoT/a1Koj1jbRTshIMRNAOH4SMSMZeMImDiEzO43++1AROQIqAhAsBKtHaA2gYGtYx4+8JrJQOG5iMXgesZ7EJh9i1UvYoAngZzTgHyC0BgmTAWR0UZqDDsuUKgbXw5ogCG0cFeQRUGkFnogkG/eTCIMYBNZIiKg/gYoJYx1IEshebgSxnrh2Y5af/VgcYPf50DrUugiQYlQP7AYNBHAwgegKUGB5x0tAnfsplgH/tghbgzOJfzP6HZZGcAoKmkMKzeEtKZAoLM1j0EP9eg/g0wdcUYG/8WBPmUhBPFayqIBBI2OuMN1n7Dc4hyccAagKIEjY7+wgg8pEN8zH9RUp/LoS9nYhFDhh1/VzE0MQyuCChBiQAR6lmGH91slguWq0MmzrZogDGJ2qINuyPZxh5tEojIP2HNDCauw61JsLQGSDTB1WUYS/G3gGCGhwWaIVJDRraDc0HUZwYLgMEjDfM7A+rAfEcGWZahQwjmjcJWiL9b29Ae9mj3OhzQgMjGI2KzGMxdQeoTPEfnDDZhPQvmrfVmJ9A5hHBXop0PmNiLbC4j6YpIsGtH3hgYwCRAWVvszkBgEidGGIsWMyOvQYjFo+IqTNQhH6xp3YCMAkSWyT650sRmMIejTHJg0jsRUCbWFyOJSKZQaSI9GKiI/TtxOeIubkbPxhioYBRtIqTKog1EqiER+1DXnzgFGMpv0v/fnh7AFEkpvMlFO6LrH1iOiWYEMeaIqP2qkwQutopkQaKyBSxJcfo4obdBZiQiZyHofBDCIXKl9gSRde7r0FgEFwSe+yQaF0GJgEgkxvvEtAN0zHxJkxU3LaNVwij5iqe0ICngV0UByCf4KYyeOgmJipxBoAvY7sLBrjac1Gzyd2OSW8iMQ/QdYUkLL1wQtoKQdkZPJlC/ACM0oo4gKPlH1AmRKw14E0BJAzCDi0KaUJsCekyirjhx6UGIDOKEhzj4o/YcyH5HvCPhJxI4yGPuJIh5gJx7tdcdcWvElggIdELyAxCXEWRPw54+8RSA3FPjwQ/ITOGuN/GPiBAs44yHOHEAAAhS8AuIShMR0wyQc9DuWR5Mw+EmUftASAjjOh0JB4ssBQCPE+gTxSUC4MhN4xpQkQTADCbfywnKBAOL2cCcBAImiR4JfY6CGUIWTDc0oZxB8BhJbHO1uJHI2EM+NiiUBCJPkBCf2KCDNYtoguCkDo0UB8TsI+CI7GlAUnCSjITE8Sb2OXFqgbCCyQ4KtUuAUBMo9cJ8AZPxCPZgSW0KiXhK0ksTjxiURCQ6GmjRBDJ0FF3KZNcnI9I087GyYxNmDMT1UWrCMUiGjHsAzmzRAeMTGpjXRrGB9Z2Cx2zyRSlE0U88YwCojE9ckUUs7ovBvj4IoK95XGLlMUBbxdot5FimECujrd1KU+W8upXwQJj3YJ3WNLeQvizRBoi3QqM8mGpGcS0XUuKcNS4qrJxuu2GlLeSrGpjxutUrKQlPrjVScEZUqCs7XmkFd94mUpJkVOikhQK47scqdlNSlHxnCg0yujlK5ICC64FALEEeAABmvAcsG+MXEDhTxlkM4jtCijlBJkR2LcW9PgjEwvo3UbaAFPRraSPxL0/kEYxsjpRREAnLcZDKCjrcBEggEyXZMCmgznpJE0kEgmSY+SFAs8DCRCmCgdgm4tk9yPqCCmmRHJkk9iWZJuA+Tpo+MhyDBnKDJJDg1nUmSJI8gUy4JVMtiZJBYx7i1JT4euEDKZkCzXhFIXJGEG+moyQZDkoiU5Kkm78tQy0EWSjJvFITq0ToSWe7lqHAyxJ8siSXzIzBhBUgxubSGHFviZRTZ6SfEHBBLEczNJaMw2TpM/GkhtotqQ4ILCQSiyNZFwD2SNLtm/Nra+s7mX2AVnUz/IhSVGB/BcjD1xxDRH2coDpnJMZZZM/CejOInOTeI0cshC+HM4MSmZ0eB3ASGTmvh6Ahc9OfZOCk3tQpLwcKbwlmiuQlAA8DmhXFngIUm51AFuf7RKF6wXkNqbucVNBq3x+5hqRCD3JTpzR/41qCecPKHqzR2os8g6tykkHUww4SiZecwHHhrzF5S0LeacisHCBIaBU9NEDG6geZjufjLeYMlOzUIwk2mXNFTApR3yvYd/YDPGgJQBN3p4Ca1CFAULfDjM8gX+SWikGqS3608w/nZAdEIMH5OyLuYoHnlXzU4f85ufPNIQnzoB0C74RwyXmgLTB4CqBBvKYDXSwAd08gJnMVnsSBoqQARGzOPlLRZo1snoGEF6j4gA420JRKHMoWRyMwRqDDOwoYWeSxZ0nNhRzTT5cLZZBsx6axN0mfgbCdtNKOtwqLqzIwyUBRVDORgrRYZUisOT2LBmYyYIM3P6coqNKqKAJvEYxR9LkDBBHZpYauZTIjnGzko3kgTocGTjfoE5F0QGbjKiCeLdFPC5xZ+FcWqTRwFqCeF4pWg+LiZXUCJQEqYQhSjczkOqLSQfYpQ+EyoQBHXH/A4wIEWeDJQSBYAdAhozsEBC/zYxFKFAuSspd+EkyVLBu9cHZNHhvTrz6lWKNBHHAGJdYfwHQXGKL19yiom+YgbJe8hqWDKg4RSzOJSxhJdL30ky+gCWP5TNL64rS7JdLP7idLalt8eZTnk2VUQKl2SkpXkomIFKsl4japdoDtjVpnYigcIB0CWgl9o8py+pR4ngSbKtAJqYZVUtKXrxQiKk+PsUouVxwbCNwSPC8qshvKdyMeHaFoBeWPzauIMCxJpg6BnJWxwKuyt0vqXOwwgRtEGCsthUjKTu68DIgFB3I7KgVUK5+JisOUXLSF5C2QIErkWWKI6dE2YP+3HHdcy0/ABSb7M5nkzGVbsmCDERxgUTPpvKixUYpZWircEvKp2XLJkW8ymVQqqICKu5XVFxVfIXiMKtZVirVFcq6RY4qNlKr/UxKY3LuLDjWzQidcKcZxTch8qM5LsgxdnPCh/gJ4ZqmwuYs1UurTVNqjZNwsdUYznV2pLKDaoWTjjeR7q21f6oVVOLjVpst1YJN0DWzXVigIWQ5mjWGrXZ4M3iBGsTXaBw1i8M1fZmrgZqeZsawVSaoTXyTgqlqitGmpLXxKY1RqitYCVrLVr01RcnRqTHrV2r9Vei98YGqVmiBhAgjCkOeKCIcyJVeMUhKOvw6hhkkpa8Oc2uzXhQzEjiMdVwyUDWy11ESCkFzHnV6r7FzsptVmsMVKDSYNuHyW+EnVeraMxqR4soF9idRF1+iwdexKEwXqXcD452BhMCgRwbJ36rsEevlWZqnVSssyTl0Ekli05aih0MKuR6rxZJh6l8SBrLXLqz1X0TaFBpUk3q8wmG26IJMoDDcX1A6rOUOvJQCQKg1sijUHItVSL5xS609UGvxRezUgdqqdRIk2S0be1wGzyKBrfX+Qn0zkaIC8Go3sRKNPGlDXxrQ1MalZfiLjRbPY23rQEBsbjfrIY2vqyN7ElTRJoLUKbkYkm0SRptI1UL/IycVjXRr9m8RzN+IAzepoFUrqTlc0NxfiAhSwwvFStZGY2BXmGauZDms9ekuc2hLJed/DzU0i82WTeGcSqucev41abJINCt2O/Sg1WQ+4zC4+ccQpBvSSlGk3jf2qenxaTZbYE3mwq6jlAlE79dLZQAEQIJq16sceIuunJJKG53GDqntF17zdK4QmUVJqFBGfDOtggxWL1sUYkpipGA9xt5XEYDaAh7EfAsXDLrTa71PWieIow7kXyZt20KXpILW0yC3K3sFek8iMGdRGAOClVfsqO261kkAadopwtCGzaW48281EIgCg+ZCkzcQBakBty5o9t8fO3uXQ22Bx9s/WuaF1tyiTJXh5qUbaDvsSCBU1f2hfCxj8beV7MX2ulfdP81BrZBqonySwsKi/qY8s0Rnq5s+12KpN+W2RRWqx0TQfJBiRmVZuklBJ2KRO9nHTvtUOKZNYG7TfbnalXrN4uG5KDdAGhf1Dg54nGCRoK2mb7w3O1Og+NileKCQfcIncqBJik7RJ5OxVRWtrh/xhN1UWeF/W3Xa7WNvsYIMhrV0Y6h1CgTxEHKGT66mZYcRWDrr8Um7xdFOxzfbtfAWafZnqvMO7vNn2yQ5jauLZLuSCmz2M3Gq2XbpuiqbtIggAPTFtQ2MbOd/M4tQFAEg2DU6SkrioAnxDxoI4tu+PQao50Ca+FAya6NnpE3p6mFYs0vanpz3XE96quvzQktrnNaUe85CKVCu6k9Ss0rHGuMVPRVd7nkWaZGDfGhDoqZpZqUNIg2jZ2RL4Im9geioylaASMXEYhSAlX16w2cq+vveoSygzwepHqbfYdLjjrca4/cYfWxsOl2xruVEWuBfrX3rwb9y+nvZfv7176HYbObruAi+J77Gx4cF/RbV9gAlT9aCDzFTBLHPI0dFCgNYVssjrps9Kc6NOOMBwIHkkd5IDWTvN3aaUDL4GIqTGQO2pUD54/A4HqL2wHAJ6NIgxyIjBTrBxRY/EBkRIMF71d5axzerUKUIQWZNB5TeZ13U3BiDGBs3TAeD38h4DIupotwdvE4G69moQQ03pPVJ77w0hp9bIYIOrJy9FuRgI1sSVziWtpfQGcPJinjwep+fd2klIES+8DDaUwtZlJj5WHcpWUWw0H3sOVjEKAvfrFVPG6FQ0VQfMgY1PG6pwWeQfEip1KMMH6yxhUfqWEZMOxjjDuU6uOh3z5rUK+/07w3VOMxmGFp4zPPrGMyNrSHwG05w1/W2mKxl9W5KOMUaOlMZp+DLbCbuMECXTp+1Mfw7uJ2j+oU+YlKeMjAKOnySeksZ5FUcKiOwqeR2MIILnShDHD0VPXRrcUcO9Hlo75Lkn+kJ1i9Kj50ho/XFWOHSuSgFHZCTwWQGT0ooqMo9MeMa3EW4YSdI2ozGOxkEjQRkngFBFlLIQYgR8aYXR2ZVGLjPhvo3Ea5LHGOlpfHgRfJ2PsU9jU3IaDnDsgbGgKxmX49DOMZbQkjHxpYz0eJ6WZRAW0Z4zPEdhQGGVwh3hZZHJ5QzEZpNb3YSdGKaKWZVlRvfyvxNBKBxVkkxRyNJNbjGT1i1/jBr7VYH+ZUcJDWlEezBQlJ+yASTrOc0u6NdjmmSVxJAmtIhTOGh8bKdIMUkW9uhtvXSTfBDdClNKi+CAg1M1wtTVSnU+vAY7aZ2MgKo067REAbyG49yk2k0vtmagCV7cCxD/ukivhe6WK0FRBzyrW53Y8y/ZPRldqoJSYwyzOCihhJwR3TyKl2KSqWUOnwM8y6gTYMtNRJBchy4Giq1iVmnzlFpvfe1IGhnKclRpp+llWcr1LTU79dqg3Q9PmnKzxlcePgNYAdArGNi9qsqAxh+xmzOea3hCmcTzbCVgZi+o8gJVjwlEEUZMRCijM9KwzJ28qZOfzDRn6AuMZGVWeHOFm0E8iJcmLWiB3LxGGZ36u2fzCdmczdZ42t4mfDanTz5KavK8PTOiApGaiNaImbOQkLkIZC9HXSeNVKUuV9E9lUzO/PKBuo6q03fIaD0EnPwrqVVb+Y1V5gAL0qv88we5NKGVVgFnlWSYgsoX4LsqvLUhZcVu12pj6sxMXCU23iLc9lOSY6mIvinWDAWkJY+oqPzRIl5FnyQxd820mFDxekPTGdCV+F5kki+ndOqfI8WSVdtEC+xbAv0nwoOgF7KGr4v87/Z0l4S/doz1KmmtqplJajxjGhBlJ75AVuXP6M7J3dsEYKH7H4O6JnkP8e3XGjPLQs3w/PTlKoi+m2XJEOKl5PbvfILI9LrHMODjzxiGjdLzlpLgXHctOWzLYSEUXikvz9VnLptY5UZZYqmXy5Wwnw9paFaeXnLyVwaG1HcsHHuWoKt2lRCnw5WArKc2uBZeyv+X0rKc5uMXE5Qp448eVtAzVYER4oGZfzaFiCqJ6tWPsa1XqCnJ9kxHtLJqI7OSzQNlWI43YkzeBfdmdo2F1V5UOONkZlzQiC1+jbhf9mzXvNqvZNYE1wPCBVrBe4zRLumveqlo9C0MHQB2tnXBF48XLVJqOuu6z1ps66xzVuu1rp1v4X5mxYgmfnNdyMSWGIAYPmStA443JOK0+vdQQba1362wbNI+SLclm2DbxCWv0K3r0Nji+QeRsJS9r+PRa9jeJ3bX0bEl41RvBFOvXeJRclG4Iouv2aYbZ6ljKIHNkXJ5LWMh5PH1s1Ln9Z61rGRvvNmhoWb0k3m8TIjhc3DZ+4AgL4H3AURKdNodm/uVsL9AFIGEcmckrlXUBub4UWSrYuJmZJ0txcRIWEt1tKnNNIh92VrZc2yQqLdutZA+Aoskrvr7OxPZxeCXjYT+WW/a/mqLmaGIt08XG8bamuSWJir4N27nGdie2BLxcgRHJNDs3xqL6GzHW2BuDBbmKAt0YfXG2XE6mqcd2Te+sTvW13JSgVO3dnTsUX1srOrk3Tcx1cQlU3m55CdAwnV30ExOhQpyZwuV2lZNqGuDjqfL12xZ3XCi6Thmg0mHVGN021JZZm179ySieeuhfdnTR7yn1vQF9H4ts7YtZBse35ZyWT2Hks8OhtbKqWT2bo7sZotncUNIT9MXd9xYQaUkRxq4j6gPGBP9vHXA7vmJOxRZDZ4wb7Ny+i2bMfuIXm9iPdS7qlSWwi7IptaKXBEYCb6zoYD5gBA7GFaAF8z8TqHA9B4IOfLi0WB4Ya/01bzRWD6w8kmIu8wzJh6bBx9gfnTpkHpD6w8ZZO5nRWOZDa1Vl0QoIVkHhOoA2tMuBT42HVlIfcTEIf/xMHKDww9XcZvoUSH4D3KYrsflCPqHVRqyIg5FzXrUH50luD5focmUfCTsEfYvP5HdcTeXR7CDfBAU8O06BXaRxNbfP0qHpxNitXrHwtKLPpD6ryQ443V6xL1p952xaH0kIbzxSgfyUzLMndRfH16efGJZHu2O2DXMdqY46ubIyCDA6dkyh08eY2AQEKCaLE+eTxP/z6Tv6cjBYqt3MDADpfsBGSXAPNLHeo1BFG2PK7xCg1sMIekOhzIlMgsLQIYcTt4I+cNC6p+06d1OHunbT6KWsmiA5HunhOuoyclngpW5mwppZCwv/iVlZKy8UIywsGluWIUJcD+LU7Wd4o/xI02pws9nZNhcYU05XUMmmdZBEpV0YZyp12eXPVps8Pp/gmyt7PTsREM/ZsbxiEyITpcMMEghWNfO98uMLZ2GEQanzEt1AqeE2E33Ow7n/zuMX1GhfDHAXlLFo6C86d3OfLnh5XVogBcDPtj2kfBGgjgz4v555KHy4ZZYXjPa01Uapz/poWouP0uuy4106WcdSHUgsQ53c830cOLZXLwF4/P6naRznRV758CeFd0uPYNCwaW89tWQrpXPU2V0S8aOAvZ4yJnF/C6Of3OmnTz6AURHgR+nld2KqYxYkhg3HEXI65F0anfjXPdXPqYlIcb+fLxbsrTgl+8+Jf2uenrc8l4nHtf/wzUtLk46a5tdZpmXPho1DEHNd8vEjprq7ZuVDe0KY3NCkZ6tOFdTPRX+15ExK6DcKuBjCbjZPAlxM2P17J1wvg7u/WQ29YBu0VEFBYUrs5D4lkt4HZoUNmK3WsP+0jc1uG6QJjZLQ0/cetBqQ8CcNKKiTQYwaONzNoihSD/DjwiE4Tx2ybdLegJqBQUUd0XVTvLuEX07v+HO5Scb2K4wgP3bw2I12740R7t1IU6EOj3S3GKT3EHI9owWQ9cEaPb6mdp7vS3+GtyUDZuAR6BLn7+G7ajj2r2E9i7wOxBosmyQf3j7uDSqoA+rIgPFdmuYA9nJqmH29j9WIYc7RepxHZeDwbCq6LYfbRoKAaPHyqIppl9Z0HjEKySIFnLjlHhZRTyPgpq1eIuHjIn2ikZFBleMRaBcnY9HwU8aFSuOh748Mo644j3KPCJzgXIPlrDiT6iNwKy4hPuUS1Px7nzUj7HjxU54FH2XjF7HW9O/ZSABnuwiPLwbTOMZIJieTPqdVSZQR0+swqPrMygpwtyzVwGPhhh5KeklxsfGPXuGND/tc+wRHPKeG9Dslc/WeCkrtiBEW41uZhFQo5yQ2qCE5xf3cDbiJ02+NUKgQwnSYsFOtc/9yIg2X1Lwu4DvGq8vyXvSqZKS9ZewERXte07dSf5hVEioeNCtEq+cUtQwqu61e/1w6GUPGl9vY3NDQ77ZX2mcI6AonhuvXIWnZeRN7JdTf/U484lJN77incZvw3gAxHHDdDeCXb4VsVtGi/t3qFslcveOud3W258rGpWPnuA+F76vG9o1HoHENHmVLAlh74De0hXeV7iHyJ7Rdds8WQcfASJVHYQ0A/33gdlKMHZ4s6Na4QPn29D8B/9uJT9Nlhf+R1kPaRbYslH4DcedrRJkYP0r5y+x/HZ4Epkwn/yckR4/EfNFoNZhoUJG7ropk6cfT8utU/474Gpn2j6+guPcEWoEHCz//vXuX7QnSxBSB4xDQMJwvrUN13F+6K+AMXvNCL4bEy/Xv8aRX2L4R/MG5fYtiW1LfsCU71RqmsuBXEVsSBUIyt/CbLK2gxf0ldFYLdNBLFMXolYSslA7bq+geSbdFz662JIsC7vFEW2SN7+0Mqm+v5Tgb4tCj0+f9q8I4z2dDB0xBYVUfp1OJ+i56A5aW0fZLp50AkpQaeMJRHvD0+B5W5ZeZDEg4YqR/MBT7Hj0+Tfbp8c6/0fMGX/QX4W3o4f2PqzP2ppiYj9j92KEHqzOnGlzORnb35mrgtYYB3wXxl5jCcGKvgTqr/nJS/4+K1mXiGzl9vVlfCwFuYsN9/S92O5/0/okH+73+yQxai/xzWF5GBz1Wvs/9r4cHmFdfQLRhXr6U70MeyetA8XpcXHr+v/R9BsbJWgIgTZWeBqnR3KqiLoBxWjdqvRYqn/rlgeyxFhhgdA//rvoHug0JkL1K6hqM6PgVEMAFoBtcPK6q+ZHD0qgBqfsFbdcP/vUqIBJAakCmmH8B0DqweASZRXMIAYQYYBTGIRxZKXtKmJdO5nIALsBajEeRuWDDowFtKIOpQG6AHRMeZ9CcVtwFsB8yhQHj+P3sxrC+qPjjCx847reruW7pgV6qBw9sV7P2caqCjKBbYG+526BgYDYqBPAjoFu+JXprovQmgXurEoagT7q2BqPjByDQlgSB7WBbus4FmBnWI4Eh663HYHZKthO4G3e7vproBBLgdVDGBAljbJ2BgHBPCXuD/nd5LuTYIEHrY0QZ267IYSIYHaBp/k9bHom+iO6SI4dpkEtulwHRKuqwJHkHMaBQdHa8eJQVOplB8gHRL1B1QRbpb25estD/wK9o0EH25eo9geMVegL4KBQ6vPaT2XQUNA9B6gWMH9BrkFtTzuVgXoGa6p1ELKNOQwaUErB7tpajXe2/skHNux3EWooOL3qUEHBgktsFfebdhP6U6XMFk53uxMDWhPIGEhDhhAEsi+zdQftG0FHemFB5zSq3mMKCNBLCg9oxAoqmVZwcnwfzJa21qjIYOyBMotLvep+r+43eLBmz40ykUF6jiGeYqnaI44WvCHVEiIbsFhBkpv5wyQM7gDLQeWMsSHCaqJP+qJBjbnsHGqQmDEA2QAfmSGz20ko5bMh1Ick4BKsQFUAgAN0hICIAvgKVBNQBACgBEAp4CAAXggQP0AwSgQD17B+kYoDb9eZuP2i3ofpkzChgSgGtBbobhPLBMwJzrPBboS9kMIGhaAsSKNomoLXA0BTYOaHP8GoEoCdSBoTWjfas1AxiahBxiIAza9aOPC9QmoY8bKg3odvLIqpOKMY9wLGKTDhWPSqTivgK2t6EDQvoUUqyU3ctXDehVwkmGpA+QsugoYToSwpKIfcNAI3Q6sDaGaO0QPaG2g1cMMp1ut0OWF6hWSnmHKg8gPuh6UVYejhhIF8IaidowYdGFthhDqOhS8iYUzC9+BYf2FQeNptWFlho6EKSrKE4RaEvQHRBXxDh+YU2EzoD1OiQZhogO2E+YL0HWEZhCREOKjoYQIND6hx3tvwDyL0BIwAqMYTNAew56IRxD6ZoTWGHhu4Y+Flhk1ksGSmMRFETOgATq95fh2EvYFtOotlcGfhsfABGAcQEWLKRE4ERpQhB8vtBGAWAlEXb/hiEZxRwRh3vzIIRoqpBGveWEfwBIRwEQqHIeSoXoav2OpuMYoi4hD5jUIr7EfCWY4SHNjfwddn1DNc1ksBjGYJ2odCsRk4Zli9aOcPRFDIrmM8h7QTsMZh9IXocFhJItMCxEKCzAA2iWYN8OfplacaANDyRZfEpHHcWEqKhCR8SNJFlawdo15CRD4MZ6Nw38O8iuYNZI/BfcFeNAIcRMLqZF+S7EW7RxSK8EViORc2LRGmRHuLZHo0kbq5GzodMrnRTYu9ikZuRbEY0KeR08HRQ8RymHvT/6+kYIiFQ3QnIB1Gx3IlE5CftAByaR0sreFRw6PksjUIyeOPARRiDDJEqR4YVHCRRo3A8p9YwsldoFRnUFRGNCqtJphla3FEaFlCy5qlFNoMUUVjGRhrtxEWhRWIpGkeAkR1HBR6bjJGow10EFHiMIUZAgBRfYWUI9aSkdZEjhy0f1FOwYUb1G0K9kVFHuRZQl+Td6UUd5EjYljABzDRgUWdHo+kcBqDG6OQnNrdRvoXuJnRLUQQjZRcYWUK7Y0HING1Rj0VdC/R74QO4d2Y8FbopsxvmLKgxQUJ8IQxBevL5QxQsrLRKS7sNDH00hETv6SmOjGDGVRwklOrxC2Mb8z3+PYCBH02WMajFIxYsmTFnBsMTd6mwioRmR6GmGtTBAGwvPmBUQz2EzHCwXzphhLw/nowYsxPMcLB1wrfszHcxyaOAjJ8q0CTACxFjIgzAkIsVzEDQAGGfqwuUsZLAyxAWCrG2iGRGEglKAGCdz7yUsd9AV4YGP86byRsbND7IR6BXI50lymrGDKzAFphquQniSpxiwvLjA50zOPzFixAyGbGsw3sUrG1MW8Nw6uxWiNFgQqNKJhrUAS0I7ELolLPyiYa4GHnrRYj8qw4pqyLETjtEEcGnEmUAUAAxkU8cS8icxGscLKywkuA0QyxZFKnEL8MXmZKzw3dgmE++LkjPANxmUujH0hdjinhEyxOo3EuOLFLf5g0+CO3GEhGGitY06g8U3HeO+1q3FDxUirXFdx48b3GBOY8QPFLxcMcU5QiQAqh5o8gIBdbxu/0jNI3kcnE8ajSLUkfHeEVzotx/6QFO3Cag+8ZgEf6NYsfGYmXJOXgx+KQCJQPOIUO2bzQWILVASAW4B+ZIeJTkRDKhofmbgPGBRuTjEw4VjEYk8eMH5ZmcgTHDCQJOdAmKs0KrrLz0EZYZWKhgmCX1FoJi3Lj6SxWCfmLPgMUh3A1iRWM0Z34MUj/Fomykh7ELSsCb1THc7FE7Cq+J0oCbGGQwnQkjODCWiwJIVMJQlliFcGHBIJzlO0aAmYiamoNieCfXA98TRIQkZiu0g1QEJOCbuKD6VPMJEaJIUEvoCAQMUj5BqsvNph5OyCXDKKwlJowrDxngWeok8SqB9LWJ/5p8KKKG6jbg2JH4XYlRwjSI47uJ/5t4lmJTievEkxxiS4nEm7RJPGsQe+EyZ+JwSUREgJESYzEPccYkFRUq45ho68Yy8L/wuUlDm+ATI3wrh5+0Gju9Ld6XoshTFJO0OOh/41uJLjpSmJhLRvs6SUebYmdQijj5gGjnLDP6XoqIwdJT+NhJeiOSb0kLI/SUEi0YwsF9jmSR5GajVJTSYjjbywsJ7SfSNSTDhAw1ob/zlJaOBcYmR3SUUlo46JF0kMU4tJQ5ohwyelRUQoiEXEnJtVqfwwUrMJFCx4d+sJSBUzOJFBFsoIiQR3AkuEqyYmZlBiqzJcEJUkQ6oycslo4E0MxHCUElEJ7PuQBqknPJMOAOjHhNydYh3JmFHGKFU3wTfDmi0KYkI4UBVPyJwQgiE+blUxTJckHUF8lpR/QrzCslIEz4OVQm8rDq8lKI7yXeQXJMOPsmPJ+/NXj4pxqKcmJUEzFQCGJ1PuBr92vinrywhIgKKlc+c8RhEZgZkg6L4guHvz6ZBbDhRaW6Sqfqry+TYBRaFIUkOKmqpisOqm8atcTtL0yV4oz7u4vit6IeJwMTTImpOtrqmY+x8qal7i7cWpYGQYCavxo8/aJuFPmZWvqQ5G/aHfYAxDSnR4zop8BokuJS9uWHcw0CZ8IPgk8FuhBpMkZDT1+aod4gN49mK7ydyFuARx0RZspoKjotMKpEyRX5JCrnoevLwkpYwUPAqok2QVCj2YQJKrGNoXdquRlaKKDEbNpO8uQmN8zQoeExpDUTngJpq4f2kyRPWntJThXae9Ehpe8M2nFwhDjJH+pNGI2hjmEaeZKr0facdBLIuSFZChp56AIjGWMkQmgAme6dphKEBiPuENoJpKDCiRUQHrpNYs1tbgyIuSMiTbhF0AFDsYjzr0i7pt/IVCmJfUNunbyl6QwozR/6cpIdEr6d/bBp38GwFboI6WVooBxyv2hwZZiFmnnhI6gTRlaoYNWk38wGb6nLQWoXbHISULDj43w78UhmbpoGRlLGenYcFQ20jzqTSppFuEKSFKjzn+hdaTGXIgN4AWDunCwgqSiGYRE9kLKgq1Eh9gqyE9talGJHdq6qK++mEql4x0mbz6Y0EmUKnvqYweT4o0+OqCpCZDWtKkhJUmaJnqZOmbhGCZOshpm6Z8SVCLdq28VpYzuVUkSm0utziappEr9NVDwIe8KbKRGOCdpCAs46U5nFSjOOSimceKKSFzQNLpvBQcwWbNSJ8SaLMAH6bljESbkyoAm4yqJrh7K+w9aEq7LwhliKTgsQ6ERBZZllvpIMwHLrqqqxHsqabeUsWWN7lZqYrSnfYEWf+y8MhCd5lBZjWag4BZYwsZ6cozhELElZkeKGnlZyLJJQOZPvH5nNZAKZt7BWM7v5kkYgsAVnZW02eNmsYzrniggwM2Qm4twK2Y1kVZs2TkoNZ5WRfKeI2kPwEIU5WXoCCyFsvNljZXma6hQcXTotk3ZGoDm4hZr9MpCtZHmXZlmoykKAbBWCWXsynYykDZyrZfihlkv65YmKjlZR2EOJg5ZRtOiDZQrF9kzwSbj1kFhL+iGbvxHsu1kkYb2YhzA5WOQm4FZwOc0ao52kDCmoY8OfOnaQQePK78kTCQm5OolcB7LfkoIvurgBxwIgn05hOY1npZxaaTl3ZwOVsI1weWbHw05WQGmJDoOOUOlpZ0IPtjKQxnuhRM5QBnDqA5yOR8S5ZMOaAZ8ZOdglquq36rWq1uwgMpn8ZJstXZ65duqbl16HbhqkypIerrmW5O1lqBNgRudrkm5qUPbmR60Iu7lxJj/vTEzwehhD7xIR5B1azaxhlnhEIL2sHlDcEHPb4/OkeX7QQYNvnm4pylSQrpZ4gcLjCsAyebLQAkFyERp0KyeWkzM065CfEpyL2OclZ4+BPgh6W/8lA4FExzMKZeWm0MRYV5jAC/FhWziH3AV5eeX1bly3MDVpp5esBnkxWp5Egj5KrzAbBmW7wanknKYcMCaT58eevAp4ggBHlhWI+YvnKCQeWFaZIzAFco5K5rsnkL5mys7AN5ceQhh2xxcjYrsYB+WfmbKUSj7AT55clPkJ5FuIPlKAMVo8g4wR+d3kxWHeb4i38zLEMJmW0QN4YMAWuWfYu2PhMjwpyjChu68oFkmZZh06EXplc6s6PAXlyiBeOIxES0FAXoFOit7kdxbBlgVoFIMM0HjicBTgUkFtIbOA258iqgU4FDDn4G0FkBXtYwFrqU/4Mx1mZU7VQMcIHFTaGMLeHcFYiZIKBwdDqq48Fwhe466YYhUIUr0pMCM53Oe9GLFnEzAHFL2uMMqEA90YcMkguuM8NFQzUezKoWxuSWjNQMw6jkYUYmM1Hfx6uuhdLK0MSVF1psqDLPvTRo8haa4mIX0AdrQI8CteZ/kqjI6aPyfrm0jyCLhYdhRBC9hQwPgDhUxgyFc9AkF+u4hV7wN+COmEWp6HNAYWdyrmUrSaFJKAYkxeDLnfr4gnwn4xPBvzGIpFFqcM7ngFWMvbJlFfAZEmmuDRlfYSMrvp6A0FZtnPhiKeMhUXneZ+gPHNFlRV47SSNRU0XFFPRQUVO0oxfgVupJEZwW8Ia0BnwaJ63HXA5G8xfrbiJlYtLJbQdsKvrv00Cd5bBQqsfMXJIyifsUmuRxbsVNSVsYbFHF45uQmIyTqMzT/yCOQEY4wBBCFDfw0Of9LLFCKi8CzQHCYEy90viMjDfM/xeJFvFkMOn7tiV3p86rFttrIkBBIZkCWzaHOS+wVao/J3rMstCZ/I7m4iDtK9ZBXEWxnFIUBcUElzsCXAD6JJRmJ9K6+u7j4lExhXgQcTxfOkTGeejCXvFdORMYlK4JfvCCynJa8W/KbtOrkslDxeirb8ixYe7IYopZSUhQXJeflMltCaOKSlnercV5kfkk0rElyiXZAPKuKrNSalxzJpxlEeJajnpQEUOjkD6mJbGQe4jJSjgclq+qyWGleUryV2lDOePoglOxgyUAkOxXqVfolPFCpil0Cc6X9wYBYMWUqRdI45jiRcp/JMmEZfgUjxg7lGUIyi8B24caCZaGpPi1ucgX+QLxpSZmemBdUThJMZbTFtFkqlNQfSuZUXLZlZZemVGpG8XXJWZKoWkop4/BRLQQmPEekr6m+2DxhxRZAG7hvo1yU7SZRviIUgkodCqaKDlYeYHigiIiOOVB2SCOfqmiziCuEQ+zuBGiOWQIWHnNlwArLQ+4EPpuWcCoiBES0lVSQsrDaYeXOW/aPGB7TFRQdpOUS0eeuIlp5I5UwJLmsOj2W+4u9qUnTlqtH/mhOLUjn4zlxcrHqPJw/LO7iIZFvlKLJzyKBWbKS0JNGcCjyNpG+4X8POWXlIgNeXNKK5YskRQW2jBWYVoNPgKmJMFeeVy0PXDNEwV7KBXxO0VBGBWEwt+vhUAVt/JEW9yrZcSLR4YdmzgKA1FUfkdyQ+k7RHRV0tb65QCmptTvoZBfmTEyTES0XFuBBb962EElaFpe2vxfJXRaRZZmX3g1aMJX2IjFkXJCVwmiJXaVsZbYmDuGlcJo6AClRHYmVV9lGFsFvufWXgJaSjsUUZ5gXJRslUWTgnOVtoI8VuV5OCoFDcXlR8qo5KgZEV5xA+s1RBVBZuqXo07pj0r8IHtKhzAl16UUr8IXUMVR2QTSMWlBVKVTqVrQYnL/6xVbyYvp60ESOFW0Sopc8xBVPPpLHzFnCu5UDBoBI5W1VLwJ5XbFRjq0g2mT6KshAGA+keEXmQmp5UUlTlX9gO4SJdoWNVFtHGLdVlyDFV74O8uaVtVSVb8ylVUKvwbQ5KgcsVMp4+pCl3KfPAVXLVbNKaGdIEVbiUmUg1f+BNUODA1U+VO1UynBlDXl+DRUP4V3Ycqx8iGBoWAxXdWhoXIGshPVkZS9WPV2FlJrW+IMFyBGB5Icqp5x/1QsGtFalclDxoXIG9UVloTq9XAW71RvbzF+XmqqoIbIZSog1sfADWiSdMcRFhSsxfGSYp7nh1QpWkUPggR5lIFXSU1rGPnaUgZKEEYYog+bPiF2g1vKxQ5qnpArPYrNW4HRS9uHS6lkbNRtA9avlqzXCmEXs/AQVpZIHk01Q/uHCwoZNYLUx4FLvGRahLRmXiOmU+EijL52LiIiYVytQLVHwqiIyghUpOCbU6IJ8jCQQoYxnUaW6/CbCia1eHEJxsxUBFkGJSoRkJz6kSymGDAufDj7UUupZHnmm1dlLLW0oKtWHWIOAJvzXc1OiD37hwt1fu4ZEtsulAJBoNpxSRqGdeZkYxAWo9hp1Q3vUV+IW0GaopqUldb6jcZdQ4EFqpdULI51hlZ4nMaqdYcEN1pQS3U2qbdRmUjB2mlXX113RTEEd1dWgPWqVFmXWUepIDlpafCB6L6lwQIsu+xa6stF+z617mS4njw0CchweInKGvWnICsK/l81MMYhQKwSCHTKWW/WhuQYcSjFSlluDmJojH1FlmVmWYu9h+mRQeMNdBn11fu4jH1b9YZaF0qcFChohQyFK7GYcgAZ5gcNZG5bUIF1uQmRQ6WTAHUILcLvWAc+9XDkIN69Qpy8MW9XihQNdqAQj2yihMFbUIbPLQlz1GyLzCL1iDXsXlaBDdg2lGSDbdniEi2BQ3oNBXMki34s7Gg1INb2ew20NiyGA0Oh83Lw2pwNbiRwdSp2UAqM2UnH4qMN2Vpw1UNUiCuZlu4OFw1nVKKKg0VyMKgtKrIp9bQ1CIsUsWLLm6jcJFf1L7IlIK5lmF1hCJEdDngcNS5vjwlSW0MmY31qvHQoNijjRDnT1F8L6mcqNjbQ1L1C0kogeIwDXQ1UNvfq2Zluxxio09S89H40VwSUnGKKCi9TPVdcoxGYrJ1N7tQm7qMCT7AJe/svhlZNZ7lv41lMNXk3mSBTYe6r+Puvk3Z6gHO/S1e0NT3UJamTTU3koOTdbLNNjjsVL1N0lXGVDq1TaKp1N7TShYtNkMEU2A1tZewhcqDZV6m9ERNGFl4JXzhQIKiV2gm4LN4WGL5YBHqOSgreA0ONoW0K2qs07NR2oHiVZYCAAiEZrhIvJbNZzYs13qd/BdnbN5zTNr1xIGcK6AlroY6brFFskead5d6ic27ZoQAGaSsAsgDL1Yjzbc0sYjKCs3eZRzRtohm3wq5mtiR2rLA+WCboRTLFG2q8XyYgsD813ajZmFlVi0sjNr4tqzc5jmCVARQ6rNivAPIPIXdr9oEpJ6HC09+Abjc3hYueWSgxZrLRdqgtJWWeQBQM2tlzgIVLVYwCtR5n6Yx6ZLaK0y1wuR4xklArZ1XWqx2djyhAArTy0JuhLRPAzakRdU4JuUNHbRMthQRbIPF0ArS2baHmK/X+oJrRS0nc6rcq23YgUMHYEtBxV9DpNQvlfzCaouhL7utD4mlq51MlZjq3xnUiBK+tr3pv5BtOLhr6j1edZjphtHrZvBete2HG1yAqNaW6NoibT62Rt8md6116ybX63TFoCYzGdoAnL6ljw0CDka0+vfknC3p6bmdBdhElEsjJw/Uf7Ex49bTogJoQ6RW3T2bbZxFexrGLBUN4t8VwmYaoqKbRh1mUarGYar0B+ntwN0bW2JuBzWXCztFschQf447drEU+raYO1d+OscCTkJm1D21ztVkK22h2fEZQ4ZEX0BomNte0M23OaxpcnDzRc7a0jMlpbWVKt+T7bQmZwS7VHHBQxpRJgpuh7Re3QJ+0IK4Adx7S7Do8LsZ1C7tBCC7C6RkcdJmSwH7epGfOicb5xv508EMihpicTjC8llXDW1Sx0sgu0uwI0SLh1tGiWGaIMc7cfbkddjZcat+R7TR3V478VHGAdSyBmwfOh7T+3kJHdAEVGxySM+1RoQ7SmortV8F+07h1NFtH00kHUdhnkbHVJ3lxg3CNb+RxxpCqdtdGecpO1UsdR1AddlLx20+rHZ/CntVHZW1AIm0VR3Ft/kURhBGw7aiKuNeUeAhntVIsWkpsI0Y50byEUDIidYZ8QR3XMvCd4kiRc7btIHpT8EZ0Edq0EoQ8doXuJ1EdOSpp2TtlnAkiRscboF2UpC0duUMItcdNkIabCfUWYa9cULJpMKbWB6383cfpENqf7iV0IaIQOV1Rt/reBpZdaUNV25dDXdWqFdfrb000ylXY101qgTi125wHalMXsF9ciTW5sT+B+jrc3MGMhLmerS/rOUCBE+iVJvFVTDth7JPXC7tYBskzHF3yMLKyts3a7AlIpSiGYbe2mNGw2MptA6gip1WiUiDQ+lEmjmc18DCRGBt3S/pNUighIhUQ53WjnahEHAMix44ra6hzprpnzy7dVOSfBNKO2POzYtm3aeYLdfLas0rd23RHAzdoPTjDg9T5FZS7ZKVbPmbcN3QmZU58gLPmpIvyGC2YUqPa8S4w6LfD1bddiENDU0LLa8Wnm9mNkERo0TmT12IYQCbwlZWPe1zTdTqATlawutU/XI9cuUghG0maZz0vdv6dt2p8O5rN0I9diEj189T6gz276G8Bz2K8cvdT1zcO8o9rLdW3dggrQK5ADnQ99xBdBG9VPaebMMlPaTmA9CBEVjE9F3a7a22SJDr0eoIva8yutcahmQ+S/8tjW9sPkmiEhBD1pJnUK3vaxpREeNsHbh9GPodbW+Igo+q+9Ymv3Ec2aRLTYlNWNlH1ByEfZTau2AkKn1E2PuUTVGO/uTdBDQ2yZM7flE5YGJM8iuooBu4aFP2UV9bZQzKNKauN/CV9QdhZagibYF1BtlUemX008ykopFsEX/E+zhx65b7g8w5fUY6vsNFVP3itcyEyEIEo/eOjNOp5ZP1T9g/VnAedYeV32ZxFeA+UnKiUqOVzItfW+XR4Zfav0vlfffYhE8FOL307Qu+flLbCTfaxUX81fbUwP9P5RCSti0WFoXf9ZMGTz76hke+VoM9WO0w6mNccWWPsvsN5rPwBlZkHlE5stl4qV3ddG1yacFMgNgIKlRxozusA5FoXWFddAPR4XMXAP+KEdpgNkDCA2gN1d2mngNYDhA14qkDzduQO1d+bcX0jd3Tn6i0JUDdTUkugIeMwrwRDU3zBWLCsAVIIU0bcoqtKLo6F9wU0Th24wcLmRz8RPVnWaJaVkE3wlpaDIzmk4ZMFs4ZGlwHc5meJHpIPJ4WroDJYBU0T+6Uuh7k0hnp1DT7IKFkng1FemHUdK7ODMkfWhPIChcHb7ORWJ36WW6TgmH+RYnPgJGD8fjp0EgNwty6ZiC0VEMlELzs/RquDkSy53OUFbYX6RjYUgECU52TIgtiyoNAhwuSBFCi8mLcHrBwusg3J0XWEUIEM4IN+HJ0co08kUPA0MHftbLFdsUoi6ErCoghdQVfC25/dpcLVj3kkrJ0NmRJvKZ1WM6zmMJLw/kTYij6dzibyNKV8JCVauiw/NrTwrZe5lrI+lG5JPw33QKl5FEA3ZiCSDiLgHWyHVdIIIaZxOXjK+tXR10JaFw7gGCSajnZjpae0g9XVq2mOXRIFjTXwo+0I/EJkiUYQFVrHFk0O7anDYau11GVQ6roM4wioBMFgwJRZOhgwgI2zyGp4zcAmWZygNM0xiH6sLBxSV6NEBpwg2piYjOhI93LrNnFC1EAYFIxc3HAZbYrhh0ELYFC4w+2pGhMjbLaUVkjkvKYLUAM2jHG85O2LyNWt80q/Q7Y6hpq13q+NDa2S8qyfa1qMEHVpg1oX0MS2sjv2m+QTI5LdKPyY8OIIj8joWe9jnJ/LVKNNC+2MVrEjzzXILd9WQBaN3N7sCTk2MyeM83sx9WLqNNInvfr5ZAVuhOjfwXrdEDej12D8PoD76sLQBjNpSJn+jwmoGNFdDITdDdImdr6NiyoY8JrDOQY7QP8ycY2GP4jEY/GM+jaY+wNTN9lWjwpQTSPtwbZ7UnXn/1/ZXlRZ6WeCsrbJeVA3QJ5tHHf0feTY+vlN80kR961jExAhjgpsDb0NZ4GeTilgcuCK+BDjxCHDreyfdHXmq8iKWm5pANHIe4ii+bn+S/NKUH2P2ZWdSUpZ4nYxDoMMdRHWMu4JPV0zNjg3JZ7JZ7Y9kSt9yWbRSj5ExKWOIYrTR0S14KeEqijljY3ALr5pKvOOfjXzvX3l8hSm2NfjY+YVactp4+vnA0XY+S52Y4iIZQ4qLLXNCr0Q5Qspq85rRXKBekrIBVoM1zUj1Et75S3IIt9efq3vlk4yy2difSkfl9I9LZ1DITVEwP35uStF1BH5ZE/m72UzAF/krj2kHIJaIt+Q7iPa32CBNIVx4yVkQTMFVIj/dgpbxNIVDiEy6QwL45spHYGfrtlBFzEwMrZ8Kk2uM/liDa1jVQfUsv3njDY8RN8jwk62O66i43xM4TaLVaaSjbFYRMstNQ7JIsTLHrq1ZUNcPRPzlgsGLTaYHkzROTBxus5NZJH3hWOcTI46E7L2lk//rATtzc0oiTG2VeNIVEk8Lluwxo80qyTu2Wt1NIikxpPqtggAFPqTyk7q3eTUeJ2jpTrk5LDuTiUxeMWylUgCQPpbOOZPSyHo2waOW5snLkburU9+pbqUI03VyanUyBIZ5XijEBmqTYN1ON1Nqf5AZEuCOIaRh44v1NPqs0z1MTT6lZDAjTy40NPTTdeotODdtldiNFjWliVxWMaLe9lTaJ6Gi1lGJLnubnN+bnFl4oV02LGzAQOYJZZIqRWyrIuw6oSgGShLvLmcoIbJEYe6hLvJx3TGjWSUJuyGG07AzpdbYWEueCObHDq06ibGAzjmcOr4jesd9NdZwM0mISD3E/FyYzbRoHGPTSbmPD4zsrpOiDWdVEi3nTHroJZEIyxcdOIc2VmPAbGBLbDOWWFM2HHHZQMzTMkz6rbfr0uxM9dMStW2SjP5i2M05DTeNM8zNU9y8MDOTIycVTkXTss80bdqCs9TPDqUMwAxwQLLpdNnVgs3Nm+uz0zzOqzl0ozOzUgs3464ceM+bPP0sM5jOizxverFK1ks2gi1odnNVndU8CNjnzeYOOrNyAiik+pvIMs4JadiDyi93azwMy8HG6L3cxwRzrjC923Tz08YZ3duiFlnAzs0NbM/NHtcOrpzYsRbMS1p06kVy58ubHNHTC01zMfTBRtNMLTsM79NPke0tc26ABs77OXSJWY3PyuHs/LPKQNc5jNSzZc8jPsz2M0XMY5As7nOlZBw9APDqRIw+I1dvQcgnTzRA+n3hQk/Abkzz6gcvPiGNXTQP3DJsm5Fxtq8z7q7z88zGPLBc83Xr7zXFjaMbzC82PWTNE9RU68I2lv3KvNI2QvWM6oWcdOTZ3VvjneZP01/PrZLWbjm5+0Ki5nhZX/hYLRZyWQnPaWC9Elk4z704FAy5mWU3O0t6uYS5c5Q1odmiTuM0AsDGpzebiDW0nviXcTdHN1YiBHWXxh81b2ktk+ZhsUNa1ZfWW5nBWFyENnkT8nNlab4S2cMkDZHC49mK88COwtNZj2Ztl4uVC0It7es7OuTsxuU/tkXImC7a3VZE+B4LXNfC3IRALZC17PEYlZKIsdZ1OYZbc6HnfTn9wTC2xqoLonMgu0KssGFmvMBCxYsHpC0+9koLBzQtPy5UrvotCUKuSzUILoOU+rg5cOXRhqwXs74tfzn2WjlPTj86KNo5Li3/PNZkuZQuCLHWdYunZb8yAu6LllkEghL+PVF55FOgGbkxB00Lkt3D0I9Qr5LA09bIlLT6lbnFNvwyHo5LXuaUG1LRrsfNu65S6xxlLz3HUs0DBY3tOepuIwFjCmgccImALd2KaX6mL+tbjHpBiP0vG94y8LGjCIy4HHQKEs8MtTLL+ncDUC22J9pEup2P/JWuky1ssX61iCa6+YK3oHgHLIkcBi5IavHIMqGEFbmhSyihBLlZAp3Hph3k+yxXqPyM6XsujLImuVwdp12HTIOo1diJG3h/y8kiArajKkN3CP9eCugwQRndh8IVAhfpfwTs/CtmNh+lFp/LPVpEVIrOzqMLY8oTC8apzeK3XDQ0IMPy7LLby9Xbpu0An0uUrnQAbN3YXqKSu2oRixcLEoNZBfr7plxs1OkxHQZ9a4xt6ndhnkGhuUBNL9Np0hme/KxhISrk9ueJirmOp8KSrObUpJqwIq0THUFi86MLCrT3iqtKrPizZVF9W8TiMd6gIF+iI5RIsmJm1arsb06iW5FavzyLXhZYy8JArPSYBQLJXCmr0srWghQMGHsZl44hN8I15ORltBgR0IAcv2WN5DaBHKQ6D6sD+kaxKUvxNyz8rxrl0qm6Or5JURoXQlLDas/tvRozqmmYy0n7lSoyX3DyY/dhn41igUBshLdTncCTxr1Agi4VLrfMmLrkJYl7PW4EM5muHonhk+oydvmSGvwIDq7wzAkea7NrWrqy/3xvaT8+Gv68i5Pautyq+s2vxrg6wuu1rLa6GsJ+oRJpyfOA60MityGlYVbE8866dgHrrYouSFIe6yevy0mCRevjrskHcDLr2KiMnAEkKiGsno/hvuTeiwaw8jWSnUvuRYcAJiGsQI4rtNApodUlGu5K2AnIjfG/q2XpBUAGz/qertQo+RfrAvC6tBU7pq+vHrWaHGPOrY6/PK3826zfFu0s9JoZoMrUobXIbskMwAjrR6+7hwbOGxyJgwW5BBvxuskH2uGxQGxXjyYtaWJ7Frmjo2tYezG/GvvrH6J2i5rxPFOs9rZGwC67rd64Rtl929Levzyf7HGtdrl63ymKbj69Ovy2sELJutrH65vi0b9a2cgRoLI3xvxr9czQJz4Fa+fFtOEefuQdr5sUhvgK5m/2vobj5LavnxK69Zunpsm9ht0peG2au/8vq0/EODs/KhvlSsGw5t/4hfCxsJrwFZ9JxbKaxYiUViqd+sx4Ba16Khblm9xvopD65mvAb8mLlB6biJoVsPK1m15uZr9qFNKObRa/GsnOia07gVr561mu1bm1KN6KD1W68o8MmG3sY2gdMo8mgxJfCGuZSTKWjQIbdq/RsObQEslspAlrb1sRr827fhnCam4CA+bI8v3wBbCgKaXObym0X42bna3Jsqb4ShmsDrT67Pxicxym+uKEH6CIJrbP64LmE0S2yGuE6Qea9YvbJa+K73br6/msjSHfu6vrrNW2lunbXWyGvA7zFbtuLYIa9nBsb4jFDsNb0a+WiwQavD4xSb/Sfwgl+QFPtvC8ANvcY47TmJ9soOPawYiTrS5u1AF016zuv24o+kmj5NUiUBsVb5aH5tlbMO4NsBMLOxRvKSr/NdreIDO9rWwcl8lTvEbwW+zhbb+G63K5IL2wFvpBh6+fGi7mOyx7y7Xq2Bhh8DW+zuq7gfGzvaFauNBtZWKQBtuRofOyQkE7Ru/XytbEO1phT81W6ltAD76Q7zrbGm56hq76m3esnIYfHOskbZqOk7z83m07sNOeGxtv3MYG3RvBbALG2K9UlG6pJHMKO0HOAg9m4Lgx7Lu6Ns54sKknta7rG36Yx7WO+rs67RLENxwJughCqZ5MLHruSbbW5RVhggO5ZtM72YJ1sy8X2/Ji2hWm5mtvbvFT7sM7j242sd7Ju0+RtriIkRvabPa02D17y6/7uzoya67vDyALJKKtS6OyXu0u3fJmuw7WezCzG7x5JnuN5Tm9DsE7YVqPtT7A8KVa9+4yQbsabpeSHtj746+fuHrFu7bvQs1aDKqIbRe6tL5WBe71QDbee/lax7C+KNtEummF/vJ70W4nvjwJ5UOkubJe9JlK7y27niv7Ee8eTYb+VmXt+7V+2gbr7l+9PuoH1u8duH7IB5NtD72Eq/uz7Im7ds95nHq5b1rv6z+Bf7Oe63vVro1pAdx7je4lZkHhe5lsjShB/0rg7d+4geP78W5bspy6+3/EAJQCTfNAOPSyavrYTu1fKWek1Knt07M8DIc3UWiL9qh8yk5XQrbm9MfsTmi8HeukINB9uRO7sogAhVUGSpLsKH78QYd3rnwqFsmHUh/YhQH9UnYfZBcewKYU7zO0QcYUXqLy46MvB1BScK729YcD+PK8YnWQtegIeVNr0rNrl6O0t03W+5KHwaoHERxQaf+e1if5LTIff5DxHqBjYRJHvEFkd59B/oUu9T2Bo1Hz+M/gJZKU7Q8CCRQhR1vNFLkkJUdyR1R3Pi5NeR6UcZArLPKtya+Ryn2FHtBqEfRHC/nm1DddleIe8IpjFAkJigyHAmHVKJUsVJM2CVQ2TBmCR1UnFe+SsfGoaxwcYM7QmnSVUwoJjWJPoNCSk1wjvlreQXGnxar5je5x+wkElxhvFIo0C7ct2WzedAyxWNdcAbPAUMiRIn4z81N8e4JxLkkw54uieVrXbqxyCeFDGFHUjGleibbNQnxx6/FuG+0ueONe5jtCY7UPCf8VNi9xr7EBL5jq8atS4yNnEpN0jjuuJ278xmJ3xe8BMd6lt1rfr4Ukx0sZpGs0rfh0ZyMIzbJiRJyBnQyBx7Id4n0MhKma8fPKDkCnLx8BRvHIRM/SfHPyEKXsnYJ8e7Bd+TpCvnH0VEoSwn9J3nSYn5jlSecnB1JCVon1M8BRqOH6ZgEEnwR0rLbkrifw6Ztt6reRZOiZdAhdH7Enac+JbiTaewW/CK6fQwkbXUfFHDR3MhWnJBVuIBn4SY6fpHKmQ0eengSe6fkmMGI4k+nVS4X0JJox5PWVO1CORErwbYLUI6heWJFGg140UQ0uRoGX3D1tFkT23FnpphaEZGCzsWd96HwtX4mRjzshRwjOkSdxPpFqKO1CRrnaBnthqkV2cOdoGbDqfRAwnB3tn9oyAMDCm0aBlfQNwE5GWROcH9jQdZZ3tFHHpZ3lhMRvqaucxRNEaVGPOUfOtFkRfkdOeUAhDuJjVtlxqBlqwO0THDRSW50NEWoFLoOdHtSUZ1EpRV0J0jPnGUW9GDnYcMOd5R9UYOdUC15c1h5n9iCbwdYhMbefHAsnY0L5RxZ9mfVCa6QBz5nOQl1HvnKqmudTYU502eVntUYuWkeKFyNjQZF502cIXZ599F4cd539E3Rl57hcjYCFQucHU+lDkLhmh0B+fMXZ0RuftnQ54hXKY50a1F88gLQPLEdcbj2ejVEF/9E9npay1aHR356RdKdnF4NK1n09vRflnOF5hcZCAPLEwaXEKyReEXX0QyNbpTREp3mn76gjE6yElBhLmXyujnROnPJkY4G5tl5TEE6D4k5fjTGR3wpUxFl9EBWXDl+T6WX4Z8bnn2LlyBJuXmQb5gox/lz5fDHtlXfNh+UrKdVl5MJfq6JXLlczQpXjVX5XwsPVdNXBVVVd72rkJVVVL0s0VQtVGcG1aSyJVmVYSmu0fRBlXJVNV8ZQ5VckWVdxVbBLszppZV0dWu0Dsk2b8IlVXKwnVmV13Y9XJvFdVNV52QsxjXfoQt2/I0tKNXjX61ahzfYp6X1dMbJaPwxnkZaCoHjVutQwxVXx6LNUk0YydtWLVxVyTTpVZptdXLXCyrEozXwsrtXq0ptE+ZrV3V3/TlVh16sijXp1btftXQ1+NdclBBK04E0KgT1xdVTV89ftVZ1XNemX/p39X4RrkGDUHm8NSjWBXLuclC0uIYN9VI3vjF9WI3UNT031HyFhjUqBaYtjXq0eN35V2XK4lqnI1WNQQYk3CNe5cRnxNyjf03RcjWPVeZNwavJncV3SRNlIkeWgVazfS8CqRr8tZLiJvZU+VC3P7axXDlAF+agsUIt0LHKwqDLLcoT+CAOcIMyGEuUp4eFQgwRDRebqXbJU3PdEblgt2/QwYh5VoB/lgDDlFnlWt0AqKEdeSrd9aB5BshlE8t/2UZGHt7vnsV9WOmdXR75dLfa3NkV/lHnit+re357tfIdK3b/XPwXnod+tHNKxFdAyG3uFbbem3B4UhX63wgy9FIVqd3befRbFTxXXawt/HeSF1mOXd8AsN1LriVhRW+nF1ulfQq72188GNRy9dxQwIDuA0pWCKrd9Te++PAgPG0wTd53ePQqA4mfpjK00Pd9389F4oz35qCPc83WIy/7OswJErHQw1NHzVr3Cuu6Ucdm9visb3q+rRizL9unQy73VRAlaSxZ9x1JH3NXusub2593fefUZWWL7r3VRi/dSub1Kwq3Ex1LQshAK0GIFckVpp2v26ivGEjaO99/LEH3t90x62oAXTA/v3NHhJTk5heIwpwPgTRqdgPDeQSS9WlZMMAZ5SyNSHB1m9m2Jh0xRCNanZPtZiYyIqJJQ9uWhrBfKlwxD07Nn31NbQ84I3nWffAkU8C9Bh2Wczvcb3O4Zp033SD1UTaNGOZtQ8PDeK6qAt4xGw9B54j4h2GWjD0tzKkegF/7UPZVh6SHwkVnPgvacpBSZxWBD0oBEPB5DC56PIy47FKPyXQfckrEg+I9yPDluysX3rqshRdieRQfA8WmAXlAmBs1N48qqbd1Pch6ZeC5oZivjzEGhPSlgWED3/sl48VBgT0M0EWjjjE9o3VRUvP+PCT6k8xB8T0UHZPbA0N1Gr+0x3oYoKVXRWK3+I4zn7qKaPIfFSL2qWQHFbOAYh+WlllrPo5mGGt0i180IhjPpHxcFZzZfC05iVP/T7ag7NHT8TTMolsX+vNPD1DuxaAaCBxhyCPs9VDzPirS2J9P8ZOBgLPSGMM+woZTwn69PY2rsgpoZh6mJv6SKCc+vyZz+ey8MXdiHwvAGgwgSEy7T2/S1w4N2OTAKCfhkZDU8ge3cmym1i5B+2EdlTbzWJQfqrB9LN7bm7WBNjTGNBAL6C9p91SxtbQvQ9JqBXWYimPAU2sfRPMAv5NgKs+6cpxDaI24L3kWEvQNrDqZ1yfcf7EvvGhC9BXn4HDZEvxdVTZ4viL38/JQIL01YHWiAyy9ap6q6U5x9+Nqy859ZNlHBovBfcqZF9Q3KRGhEZVm/lPJFllugE9QKS201pGoOLS/JXC4fxvjHtFkLRUnctNApR8r5gJdWd6rgjV4s/IXzQ6VeRKnACcDqwJR6Gr6DTfQiGbfzKviwkuZy7oChygbkzrwUP67Tcj6/yvHWyOu3Ysrxa890F+zOjCRjvG8L/wYqEfyRFjOB/aAPOGMo1l0JcA69saTVGXTu0PuM2mnpRKRmxev/aO6+RvJb468moub6UquhNr6dpREvpSxjmvvr23KX5M2s2/yvdVOQd3qdb9MlNEir+RiZ0DqCG+36td0hJC2YSjH3hXbNkzac2aTyGWWhctszb46jNp9bl2k99vNISM78LZF227xzZTvvp8tPjv6OHzZzvf4Se87vsT6zYXv+78hE3vFevmOFPZTmMdn4Nyp7hDh/tzwR9Iv/lXtMV2CPfnVaC1WzSUd1+N+8bhn757CPjk0KTcznqvS2O22GYcB8gITXmYqIfsH+fm8op9Wh9MVWeKn7zcQH+h+wIVeYCwZhSdiAqQcjrPWG6IL8LJzVUXmkzA2ScUr8/BPn4IVF+m/ABKv4vyUGx/Y+15vy+viSLzmqfS7H2tVX+FlX4oifnH2y8sfvEDdDta9gW0YFquCOx+1NYnzd50v6N5+ByfKn3x/y68n6J/8fIkJiPj1L/vM6bkQ6CV0dy/A2xoXySaC/zsoFQ0ykWfXozxEMu7LmaiZjrn4PacBjGy6O1Dr+Veth2LZ4C57S/ZYxULmog5g1s4TGR2XcuVzg6gX8d/FK6wjYX4NwYwrLqE4Eb1xpCeJaHxgl9z4c5Rl/l0QU6iSpaxIgy5v1oIqV8W0nKFS62fjGzXCFfmLrfbitepCSi50NCjZL7rLn+V/109+Vev+jXn4vDwedn3eQOfgLjKqq3skLvZkVgLtAgxxHmOF9yRdzo1LjoMX32dzfPzqN+IN2dy24krv2m19LRLbm4GUVqJJbIrhNCubjlP1X0N/x+v/extlftX2hHdfjX+tGdf2BaOWHfEz2sjxfjGzt8+4nX79/Ubklcl9jCvKcf4naigAsMEu630yhrIeX4xuAyQuXc5XfCfhbiw695nN8nfV67YQbfe3wt+I/kP3DkFx9X8D9JfY76RLfYpqX5YlFQJJ9YBQQT5u+U/m8HB6I2jQUces/jP0Tch6HP8TI0/Iiiz98/NLxiOCf4ULz9A2DP+cNFmQv0E8FjfN42XJEiQhsPNoOZ+2XEIV8O3JwTq08xEbDm2XLecU/6Lr9E0KE7BBRYGw5r8V5oQI2enTwXyHgAyrwtPAOYy3xMT/qq0Z68bfQ7lIiDDPdsXcXI9v552uQMtUuMKMhrvtAPyFeWkw5wf7cneFIBZodCftxv2nk8+JbVwwi3DNAtF/oMf4r/jGKQlgGPMTGer9G/N/Q4Ru/xxmWF+3HtNx2lGN/abRrJq8Hr8/l0aFZGQw4f5P1W/of4H8gD0eCX+keJbFc275r7MdEICm2psqD/fDkl3l/AypH/e/CCR1FpTSgKFEmUwCnVNLe0UiGw/yuRcQO0cdEhUYNBymtv/ddGdFe8wQB/6L5naTA1BbJwoYMf++4ZbWcHX/OlXPz3/YLxu/c/Wn+0R0SV/3v+kWH/8//L3JnyN07sM3BtkgMh25DmcgAQSdQsBcY7ln4pYYNbFe+jFEjAnt5KmE+ElsPsgWXFACh4CTgUvGYcB0MF9sZIXlRyr+RNwg2gyKIKdFcLFINvgQDyAVeg/UMOcyKKCZtcCBRUwmgCOTlehwtJCcCAcycAMN/ADzkgCgpgFg9sBaFyTlN9BAagCIAU5x2RrwCVwkACoHOK0n0Av8OwnMsdTrQCdyCCswaJNkUAZP87sHJQukhdgsAWnYaAUbsHMASA2ViigQAb8wv4Jv9NVtjIwRg1gi7LJQxFI9hExszd6XljJHAe5JLyEpI5BpFovAfO8GvMcsxFDRQHATkpvNNmN/Afd55hJ4CXAeFcogcTpwgTtMi+imd75iGg3aEp1GMNhUO0qOIu2p6hehpNg7IAMZGcCcgUdpLEu5IUDkcNZIKPKApI3K/QbbAmEw3pvB+2jX1AMqgoEVrAt66OBlUFGkRecs04YMqAphTE4tegXCtMAjw8jsh0CVXHmh0ssjgcmrul40B1JaUnUCNTnmhygZVhgCuMRlga21PUCUCB5HMDoOvf0CAsvJehpTlcdIwFFvHFIvMrJRVkGRlc9JsDUgowFUFJOgLgRyJ6gRT8ebNm93JA8oMJKfofJJox0RgTVoBjah2KB8DtMF8D8yi+BrzH8CPIPL5t9DgUIQQ3Z3gZFpPgREDU2t8DwQaMQ5MoKsYQWiCdoJCDiYqIcDIN0tUzg/M/2BdZHyLn5AWHo9y8NDRpoLegF6rh5U4IHE9blgFLLPSDvlvVYyUMFZ/VqA1fPmgIuttpZZUKRtp4q3lurOGB8BIxtm6P9ogFuYgj2uKD1YNfdlPJJVZQZDQ3LJvhzvuKDmiiS4SCIpFa0JV1hQUAs5KIygeQRVQ/Fg7o2QcpIOQd1Ya3GaCfQjAEWRr1prNiedCekAsFCAuYyQcNxTmPqCEjIyCK5FXQVQaaDvQaDhX5v4gwVgBRwtMYt3ECGDHNqnRGcgqC7+OBQyOHosAyIitHNkvZ5HlGt0eFpRAwXVYVVLdZ0UlmDKQX+gtKLBxpBJSCK4NSCizO/VKQV6DrNkXQ1BqyDvQf+o9Qe7oywbBQ+9svkCwaSCfKNYMoBpqttLHuJy9PUI64PvZ0cJPZBwbEcJ5tV1RwbJFhwVnpPrCAJxwb2CdUofZpwXbolwQOCVwa4DNPu7JJwSKt5wW0t+wXOCpEP/9b5qRFz6jilRzKj1qImdVktB9sVCq5hWaOClHONuddOohgnwVWdAmLPlVGCGYCzhdAfMn3wuoBJFfMNXguxnzRIwmpErOheVpGlQCZSPN85aNnBhzl0EbFB68KeBOdHoH+CDaLLAnIkaQHhHQghdD5F8qDMJbns+CHwUSkhOB6J3wbNAbwbhCDzmeCCkgdQIoEoCBhCJQQdr3RnweDpe5KxD3wZkgopvu1roC+dX7ExFZ+O/VjLHNgHtH34PiF8Nbwjud+yh1t3HAPJ0zlRCoIeGEFIa3JS2iWcnIggl+yheDZvq/YxITNRvwfWc7TL1tyIU5EhENsk3waZDdIr9pQYneDJIsxDJBMvoZomecY4OQhXrCZCiLvZDCaCZCzzn4wophZDuhMI1HtGRCo+LVEE0BAgVaJhCiLg+BjyihCWAVNhPIftRuUHuJXgdJIQ2FHQFUhHRkyoKs0oe94XYFDZNwek8yhFb96FOBhpVil4SoflCijke9SJFLJ3vAoBKoXjEcoU0VKoYe8PLkhJaoRVCsoXmA7sHpRmoZUsRfkmcV7iN1i4tzF+HEpMOYhXFRoZhwxAuu11YlNCKmuAgFYgLFTGj34i4pNCN7rt4iaHbERoRtCFlDVpZoYrFcpHnFclJx1GpAtIyGHgpE4iIEExDZI+9I+1LYt2osuKmJoHjtCpHPNIc4qLFdoXrREGEtDRoYU0THAHFcpMVIAYXsg9YhQkiHI+1roYtwaHr21seFbFxuEw8MutAN7HMn14gsYxzUvl17ApYwufn6dZUivEsYejDl4tPFO6oTCCoSGUUYaV1Q0KTDlUgvFRVNjCb/nXFKYUxhBoH3EmYfTCYrkkD5fsWNBYOtkD4o8ptmnMdMwuRsn6IdIqGiFwzihmQ1juLDDipLDxSjiFrirMB6FrgkW9sbQWFpWJS5EDcmqpcc7KPzDIYH8VppLrC06Lwkv9Hn5jTBSYDFnIkVYQLD1ig2JsPL4hrYfCUlzMxsn6CedmSvsc1NsbQlYXQlhNvWZeYZ/InVvCw/YX4pJ9p7C9jrHx+lKrDniuE8rYVrD0OpgENYWbCcmryV44abDarkeRjYYE8VXCVQg4Q0YQEDzC1jrKg6Or7DvSiDpQCLLCAytngNlCTQ84mqcIePX4daDXDbiGgIh0jrR04ZA8snO/EdaJxIEkEN4I4UHQRTlTCB+j1dGpK41B4VXCSqCEt06lx4ASBDgKTqGhCPD1deYXZBG5vBx84SCdv0L5ZFaHPDytKm8/6JPD/rCKIUocZRtFA6c1PrQZjnDEk1Pq1DIXvyAL4afCuPrfC2hvGdDPoTdcYRjdfwc/CCDCfDfElfDX/m/DH4XrpP4RzcP4TaoyYMeCxDkSDTZtCBDDBAMM1vDNBnEfBT+qytBLDmIJnO7dRnNZAAzHhx3djm4EBOy4LXCK4unCGxs4DnB5nETMDqC18LXOspKyNnRzXGc5qVrQ1OAra5FCLHVjuLDxldNZJRnPpganEgi4rNwiYESzJ4EOo1GpCvAyKC1JIGspI3ArWdhZrQiaah05+nLyZKEY85jXGVliEbHllETC4pXHgiEXE2cwXEQjYWC0YjAjIiHnti4xERLN4ETwjBESXBZGizJJvNQjZ2G9JL4txM43G+UtdNAihnJa5UspnAEERa4VEVojbEXN4C3IZYplI40wsiwj+ZgYi5JoQjIZss4SsvYiI5ps4HJvy5s5oq5rJpCts5ic5KKoG5Y6o4jU3D6525oNxL4ka5NEUIdAEtAZjPpM1CQSkC36rrNRobJQoljUikJkS4qEdlZYenUi9kEHNOhnHh2kYHMF8F0ieZrU4SFjUisZogilcFUCukVLNldHc8F6isJPZha5xWBjlNhCXAnYPUji5o0ixEsrQpkeXN9hIToG8FrY+ZnigBTGNsqEUMjOhk0jRWBwjtZq0is6hkNO2EIjDkfJNFFEa5FZjUjqxP+RldPyU+ketgOTnM5alFIlOhnLMuoBa4eoP8jckJMjnnp0iwbJTNnkWrNt0tdMjXInA4cnCj2kVhg4rFCiw4ji50FmCiXZmDNu5q8ivGkCikZqM5vkcBswZtsjBSn0pcUQcjGkX7MOIJiim5gXVLWha5UUYzlGUbciPiPcjGkUzo9kfYhYUbRNmkR8jw5jUiQ5tphgUZJwHkZHNpph8jxUTUi3nk0hgUUKjOhi9MeUWFgVXEqiBkXci4EW0iN7mGAfsg8jlUcyisUVQFS5kRA8UZ0NJUehNvMMSi65qHMiUTMj+UaKwYZtSizkdyjDUQyibkZsjdUUYsj4VrpGFJd56iqMNmQj6Yb/oGjHdOfN/ZOaNyfJvM/4dVD3ZEYwgoDtgA0fGj/USGjI0Wj4k0afNHnNGiBoZK9ebv7lmBO2YzHq+BiMEOM2eLIkrVC7g00KAgh4CCccOmcVN8IWjUyAOhDig2iQTlaFfMhuN6MOQl4NFnCJPEXByyChgCCLoIqxASRi0SsUbQAehpiONgS0RMRj8gu0YiIOj18r30LYT2iYSjaAy0aXAYiI8ZriuuiE4JuicZIeg3cAcZmStWggYE0pcoF2jDHv4560bwxG0VCR+jF1tAiPjxoEq6pTBCAgL0XglDHtcwgjBuMYVLQlXVAcY10Tt1Pim48F/kuj16g79QMaGl44Ig1eEgBipEMzQC0Rolq0KEBkProVkMfA8i4U+i70Vh5u0HWNn0WY89aE7NO0Z+iliG+iOxn+j2yGZ5O4cOiQMd+BE0BON1KCORAMZ7cJDELkliCxiiPo7xXGkxkGMZ7BYBNydNDEHAECLh5oMmRj0SNvga0S+jAmC7go8EhjpMRe164aJi6MqVN8FkR8usL6la0nxguMTiCzHnrxIVPYQTUFHQyPKhil0RXBgumd8RCLRj0OnqR+sruNKMcURm0UuNo4MaVVMTEZsMRhjFMXNAj4fbAU4DlAjHB1MK5OG1gvGmMmftZogsUFAQsXNMIsTapNwjf9fMVO4TSswAxKgWZIsQFj4sTxgdeJeI4sY/9UsbFjksRzC80ZwNvLMSd1WrBUF6qxwIlpzN8Oge5RYQC13HpyhWOP/NvZAs48UJVj35sK4NHjAEGHBAthXPQ82sUuZ/smi0UHlK4C5N4tEWvQEjYcLksqPQF7KKidhXCNiBsbMhTmtmdTssQYiFoDgLHggkZ4EtlfzlLlAcrtiGsUtilYdViBsueI1YcdlyseQ0msUtlS5GdjMwpwtlHkw0bsY9ky9Hi4Dsa9iGfmVsD3MtjdsmLQv/KLpisqs1+sdtik4fuMDqHG5srB9jGcIDk/IgNjPMjDjbrvdi6sWDkzyCQo8ilTBWNGCsxNC+5/HiGjXUFjj7IDEECcWfMicVVC2of7JMcaTiA0VTjCXGTjr4W4DwoCTin1HbRrZLTj1uPTjJ7nL9C2op1XmgujHMmp1vVhhcsOmR1GcDERzllR0DOiJoAIR21O0CZ1pcX5Fe2mUM4RhfpUetu1FYKO1VcZoiUuuBdVcRS5e2oR1QRDYR9cfdCROiJomhCa4robOdVcbitv2nsCFcQ1kWOpsCrVIAsncV5lxcRjM1Ylx1wViWcRccPhKcvzjRsonF+OpJQUMQbM7cSTlT0ci43cYzhGDJyiY8SRgMiA50FOre1aUq6p+XMHjEOh58lvCq5UOjPQdQUxhP5kbEcOhDoAMUXjJ2r51nPhN5c8aLjE8ejRjlPp1NgWXii4QniGvi1JSOtMMvMuj9y8bXi/vnG4j4Xl1u4vPpmui3EBIML9/gZqtMNFS9t9KZIWup+scYbGiggIPjTUrPEKusTCObOPioQcjC58W+NZ8evj58eAiQ/C+8gSAwFjoi15uaqNAFkKfi+HNXZzkh7Ur8WVYskn4RmrtOgr8W/4qjI09L8SCpb0FiYUqm/or8Q/IAOFapuam1Ar8Yg46jOfj/8YIEz8RagL8TYpvwEvZIHtHF1tPASZaiRc0qt9DL8fo5PBFyQk4gXAVoFQE3CLGQ4YXvACCZtpjoqvpcAuMQyCUe0b8bc96nvATH8Vs4bCLrEf4AQTF5I/At1sFAsCeHV0CbASoCXeRsAulA/8ZXACCWIElIlwS4MGATfzlmRWCUfDl/OCM+jmv49/NPByjuTib4aSAFCWtVcjtGByQKoTajjGiKcZoSp/NoTWjkvi9/KYSGYQfBI1Nvw2vFigbVDyBkQWB5rCbFj/gsoSDqGaoRgS/Da4ioT4vG14SboV5D8ZGIqkfFcqnLZ9ZXH0oyMl5M9ZjkpAFsm5wiblMGZoC5S1g9NjLizUwwAkSA5hBVgMNETR5sq564D6jQwhiESippgZDDf9+FHG1v/khJpOD60Q0UUTg2m8NKieUSaiQ0TzvGDEwwEESC2iN10lG6pxjJjtupEbd0/pRkTaFr9hpjr9PToWi08nH90LhZYRbqb9H4P1doMpb9hMaBkQdLb8/ftLhViSihAwi78pqARdn6HlNvxnsTS4OthQVIhU7fpsTP0qSoWASHh2/jekwApCcQ8NP8ZIjzAs/ibxn2AYgI4CLcxiXhkmiJMSTlLLQ80q8Tdbtn8hBiqp+0bvllXkfAJicX9jiZRkviY/13ypX8CEDCT47rX9u0n8Ti/s8T4MqqxG/ncTQMveQu/jdA4SZ+lSxlJAB/sn88hpiT47lDR4op8T/iRf1o4tFJz0p+jFJviT4MpDY1aFpilIgdIiScSQ9Lp9IGzAZMJ1CkZ9hLpjspl79KMugDVfrZitLkFi5/qV8JMfCSGSS9BpicqSb+mP92zgUYFSbagBsDj5pSczQy8eQh6MisoZLtHh90saT1sEaQQkG489SSsJMxCVMzZPgtQMmONi7qqTDfv8sRIQMomSdCS2kl6SL+vb8uMoKS3SWoxJSaxl17uhVVMQKT2oKpEfMaf89zrcMJ3E/9PhrcMGcVuCT/smTMMomTlNDO4oLDKQEzjmiwsTBBcyXRIhNDGcXbLBVyfIEZ4sSWShZD1AL/qWSUuJ0SOBsateEIjg5CtydHsHpR32O2SZvi6TlYPn5FYd+UXSajBDYvTh6MNAlrsL6FjkroU6MtlJeMC8llBCricSbcpSUq+Ad0kCS64L8hsAbIZnOiyT+8NjJe+gu19yfApUgsZEp0uAhtyUtgPjq2kneKuTsAZ5ZjSvOSsCNeSJyUZdF0OGgHyW+SRyQFRgMG5ph+v2Sy/g+TRAMyUuyQ5heYNjIm+KBSHXAeT/yU+SmMFskvycOTHnGIkW5EhSNEk+gFkl1o4KeQkn0NaEmsHbUgQpecUYp85IKarx0Ok+gByaQDUUryVKKUBSlsEeTeEk+gSKSLghyRhT0ej3BxychS6KZtlDUCPthtD2dZ/tgC50UoQJVhcZoBHy9uWI84eoLBSAyKidpKZYxqKXCNPiseg9sMBSiKdJShoLJTHybhTzJOJT0KZOTD3O3IDKUZcChp+TryalpdKSM4g4OpToKVhg4iNeTyKehcTQgm8zyfJS2wCRSz0JJSnYOugQKLdhoXKBVizqOTbwvxSF2uMhpycJTCBj5SjKfm8mwGzwEkGJT30DuTQGrIlVqCjRc0H84GQdFTTEpxSiINFDXGqpTcqUY4mIpmdalP3heybvZBzluTdRGxTDKUnwfcFxT2KWZSOYhmRKqU2dgqTDgOyZucbMA5T2yflSjLi5SvKaoF2MU2dPKclTXysWd8Kf5S5eAlTLnDZSGKVFSpLtOSj4bYDuWCBJvYFiFMig+INqQzCtqetT4BqT5JENj4sYmNN1CYzilsPrDq1O7BTqXjFkwtj5thqdS0yYVD5cMdSY8DdTBVndShZNdTH3rZV4IK2ShHO45xzFQihYLp5bMqVJfnJ0Af8XO1jfqMiHMOW0H9oa5VnIgS52hy0UjJcCDgVLFUaaMigYE7NMNMp8VkbwxMhNDSywqMiUaEHMp8eIlSEWSkq4WZJAaWjTqac/AAadU56aShhVOsDUbbqTNpwo50saWDMn8M7AB8bWk6JLTwMQXhpBaUbpi4AzDpso2ThknviCaOtSJaU4TSvAUDH1AD0RaWqAxaUHIdzAzDlaepkFaWvih4LrTcQRqtRfszJyEKZk9acqkdaZrSLaZ0sn3qREsPKaUqjIb0lgQ7TTnPzZXjONpYJiUYQuEOkQMDloqjD7SZBBpUfPMIT8qIzSzXv7SyMQUN5Rl7S4HndB70qZ5MPBDxjDhHSQ6YFAtyesDQNmnTlJBydPaZHTykARRs0onTVaiOsO0tJkaYLvg1eOG43HifVj8FLAA0qqS3mBtAM/FksAQVcduuv/AvWog0O6amS8tFr4bAZL4e6eWSsZIPSN1NWTZfPL526WPTsyd1Cp6enhe6WTp+6SbShMN3Tp6cPTpJHPTpfAWS1dEvTBoQAD/qUHY9ymG00/h2Ur1ptlJbhMQ+yp98r+N8SQ7m49UARD5byoxtOqsrdC7i9BHQiCSbbmt9aFFuFzbtsl5ws/AdygLd/6cah9ukHZ9bqiQR7tbc36ergd+jeUt4M59z6VD9L6XfTlshfTYpnBVqQmAyMGYndj6YiTAKnS5n6eFYaKv7d8vsZ5HBolMLbl2ErAXGTO7ing9NmJU5KkDYKpgvijCRmSmGZbYVJPPcFNIwYR6k9SQyk8oFNPQzV8YgNm7mEpZ3KwyNCcWTe7pwyR6j3cF7sIzZfnbSRug/jaCfIIRCfgSdikIFIdHfjY0A/jqAmagughdCv8UNpW5ERZuCSfjtFF0lA0HASACR0JRMCAT4CRwTO+CnMNrk4zVhA4yjngQTgFOZDMKBYyxCaWsVDmp4KrgQSatOOgYYrdD5CVP4zLGoTcvHv4YmQYTCyW/9jCeSBj/DoTYvMCBvsguCTaQoS0mWYTGvEjUV/Nkz2Xg6AXCQ3dbCdf57CQ3dHCWTCGvHqJgQuUy3CXhp24A0zN6MKB+GXUz4meXJYme4SMankzmyUU9j8Wlkp8gtV0ql/5hVDQwmYMWiAApWosOP2ZLlnLBfsuCT33h1Ve0m1lQgLPkFqtMykAkN496FDck7KM4p9BcktmR4xssnrD56FszQKIzkfHpMyFmVIFp4uXQTmdhkBsWXpXmAtUDmRVjkmFykFqruQUrMt1vmb5U2aGtjriI8hTrkeFGcqvpvRFeFp0fczv+Ah8pmVcykYb2Di/MoFMqanZ3dIEFwTKFjkmRk99kKizfiuiz2Qbx8CWSGiUWWYEsWW0s60hEAisBkEOmfu5m8JEESWX488WWYE0WSGiGWT4FcgnbpyUIEEaWVQVgIHkUeWYyyLApSy4gkiB+WbMBBWdR9OWU2J0WURBMWUyzamfu55WfizZWWJpdyMSyRWYrTNdCqzyWYqzSgrqzYwLSyucSMcuYVpZ9GGIl2yA4RZvpd9gTs3THWgsNQVL6kmyon9AXDZJn2C6yhvnptH4OyC3Bu7s5AUkQ2aMF8aFK3k9InGMR2pF8S4EpFb+AWY4fuTto2WAhiLKD9Q2ZBjCYCAMQ2eYCp0bBUcvulhXjNiQFWhl93WYdAi2q6zOvk6z2yF5ghvlWgOPByIxAhl9k8Er8TSHn9rkUXhVPPx1XPj30/Zgp522YiTOhs7AGjESge2ZyhfugOzsSOrFyvjYw82V0QsWg8isJI2dwKumzO2QmyvhnuJrkcywSLk2yjvpRSu2fmy62fqjM2WOzS2T1hBToeyO2WbJ7jruy3vvwhWToY8v4FuymMASjsSCt4Afl4xH2aSRseFKJOhto0AOJv4k2Q8iIENBxPWROyH2caSgOTXc8imCjStMI8pflYR/MdlxU0W8Q4Oasg3ht1AkOS/8kmf/D2inrQigkeEYOahzt3LhztWW7pqcKVoL1lUT/ZCRycOchzCsUNCD6b7pOwc085AaWDuQY6hcKHSCHLt8szEGIQYAvWDX5JDYBslyDtGN4Q74iaCBQYYzqiLSiRQbfUhdispOkemCZQeagXhvKC10nGDFOeXhlOR7Q5ynYwBBH0itQactFOaVJPnNAt22q/JjHHAjAoNWDmdrFJ3MhZyGQa/IM8mAs1GPaCOMGxzswS6DY4oxzqMp6C7OWBhmpGmD/QazEdOZqCkwRoVoMOpy/QX7RVOSsIETN1YIwRxBoMLYQ4lnFzFcOvc4rLGCAGPwhqyImDBkMmDYqmo5swdKCPChYxXOSKCUaFXNkqv9wOwaEw8ueMjBOUmhMuQSiqwT5zfJDzxOQRxzA4q9hXjMxzoaNFzOkSSDqubYj/UD6idwfQoxAvuDk8KNyQ2mdT0yWosJuYIoxuauCrxLMEFuUqyb3CNzItCtyNgiODy9P4Nt6VvjFwUtz3JJtzZ5rOCNuVNzbabtMX/PdMN7tZFh5rUibuZjQpciPMHuSjQHeOrMNkVOk/0GqjgOk8jeRJG43LCkJlkWVEtEigifkZ4MyEA4jfIsnFMhli4e5jijlIiDyRZtCi/uf8jnuXmkvuUZy0efIN9ESMiS0hfA4rEzN4eeiYtsfDMCUQ1EuBAUiEZnIM2oiIkUESJyb0o8Yv/D9y6UaxECeR6ip0u9JIZh9yyovIkdZm0hZJGVFiEgDyHURmkWZFwlh1CKiqSUMY8XCGxK5qXAr5LDzBLHKiqSQ8FTsgXNReTuRUefdz0ebzy05gMigFPoiDUW1F8eYzlDpvKi2oo/EEkT6US0rTyJeVA5RUTTzbHurMChhcjieUzyxhLsi8ebo9BLBrMOefIBhuU+ByfNji7dEVgg+ZziMOYvjBLIb5t0gGjQ+eCNw+RPiTafbpStMTMA0e3Aw+ZIzzqZPMThmTjZ5iny8cTRy6yiETVQrsxUEJfV2zNIh7XJdcEkACkcVDoUW5O+kFYFwIKeC6hkSgdwzZt4Vn6OIl2xAslOJGoUyUI9C/HDwIG0BmQk5pw5h+Xc4wAkPd+HFhhvsei5jSt9lt+KD93ghSdXUHt5IvhnStnNJwsAsT86oqi18OH0QMvivy6MgSkxzNZ8rTEDBNYEQhj2HFTblGg58pMfZJ+aFkpUfKwQzFMMM6AUYr+XlNc0KAl30vRwwEO1Af+TPAx+fhwoBPa5vDGdM51IwJwBcvY08AD0NXpPzU/EKhXUHagXzsm4bEAZ4u5kS4tXMboF+dOjLOAoUY0NY8UBVwJ0cW3TRiHPBRVF1hXhgL9qBB8MmYF/B07M0TNHPQLQwudlyOe0UjiOnYf4Uj0jaQKyJ5ki5jhhuo6KOGhQQWD0NYPYFqBQvTE+SUzOBbyNDfMpBH5MCNzvNiohBRmIvGr/Cc0dzjhofVkOemMsuZvThb9K7MzquXieWcvAvZsJixyWYL05i/p5ODOTWZi/pE0C54kQPAhk5nFlSUillYFgXJo8XlTLjA7MuctjIzIjd0XugEKwwGUZHerbYjltC49pI4KE5oeSVOBEKhkYeS9vBYLWsskLzBbYLf5gxSEhWMtGFsJTiXIjlpkRBStUpdJEcpiky0raFs4I706OCFT7EBkLleoijhKSkKX9ByhEMpULaei0KnpoeSChassXkYeTEOMYKcSjOkGnCXA3elkAi8YEKWXI8s+Zih1rBYjiFvl8kU5jYKVDIwsJko7MxcWPMYcOsKV9G7Qg3IYK2nBfoKFvYKtOJPoqRg3i3pkhNDhU9M+qX4LOVrDlhKQMK7haAZ8haUKrhTG54hVULDhQ0j0hcsLZ9EMtUgvUKDNBUK/GR0KRNJ4KJKcfJXhSJo9vKeT9rJPAhcbBDqKUEKjce0RzheNhMpB5h3iuHjfBVLAL9OCLOqehwY1g89QvO84AEESKjhZ1TJststOssx1TURiK3hXCt/aq2IiReBggypqlDJgJB8maLgpEJyLdqUv93vCDBDqSzBcQqFAiOcj4ORVtNYQvWNeRWKKafJZQRRVKKeRZKLC+SeDAAR4oavoxtP/B2kWmfqRFvizI3ykJhkKF3jlJC3tutGzFY8SaKJgQoBzRXXiXsFIlutIyg08W7Q1Nt1o6kKHi9Yb5ZutPQR5XiSpu3ivSSUM58tRZ3IyIUl9NRSWhJsDWwDFpB5chsQImLl80NKr7slBJ5Z4xZaKFEkoJr4MaLYOGWlrRRqLZIG2tSKZGKhKK6p+2WIJb0U4tbAqaKfao6YC8WkAA0lWK7FtSES3iGLyxTkpd4UJhy4EWKo0C6K5OB2U/vuGL6BMfIvCnXiqVJ6KOtlZ8GvjGKlmo2FX6JAy2xeqLMxfB4p8IaKbRYxtaxYfxNqIHgaxY1ICxR2dXmsWKn2CtSwzDJBq7K+AvWrxhhNCeLvCQCCeMDE4ObPgIzxbeL/1qeLZRSDEd4aZV9Rb5dC+BeKI6FeKB6U2h3xfwZPxWslnfM+K4YryE+QjdIUACgBLADYBhQu4BMIBYAQALdIDUAYlxAMgB0AJKEbACgAEJWW4sJBEAYQIrYwAFuAsJQhKNIN1w2AGRK5II4ACAAAAvNEBmAGdxsAGdz9APSCEQbCB8hRqAQABCWgALcASALgBgAXwAIS/oAkSkPRUYEMAESrwC0S+iWMS7ADMS8QCsS54AqQWABFACQBVgcWyS2aWzsAJdRPAcQALgbcBbgZSWqS5MDqS3XxYgPSVbgAyVSS8wAySuSXsAFAA3SG6ROAf4DUQSMT9ACqA7AEABYgGwDEAMgDo6ecCLgZcCrgcwD9AXiX8S3wAOAC8CMgZCXLAAABSV0jQlqABkAoABElohmqIO4mJmT4iPAxEuwl5gA0giKmcgGkBK6dqk3AdEvMAZtQiA5khYl6kEUlHEtN83EpAAoUoElCEqlCIAGElOUohkdjWx8fDyfEJUvol+jgQMqjSql5EDYlSkpUlVYCPA+4FNAjGjwASQHEA9ksclYAGclOkFcl4gHclDgAAA4gAA5AAAiXkp8lIhwalfEqal5gBalbUpwlS5BTcOHLL0/QF6lyQFUaUIEGl8kuqlBkC8AY0uTAE0qmlPYhmlWIHmlTkvMALkqIgbksWlG0p2lhhEalgkpOlF4DOllkCfq6UtmoPUqslFwHulWEEJ0Q0v0gkYlelRkocAH0qxA00tmldkoclf0sCAAMoygq0uBlywAAA9AABiAABKAAGUAACrwAAADCFAGZlAAGkwZUdKIZYEBTpeIAUpQOIGnHDKrtB25bpUjLCdA9LUZU9LhpYpLMZeNKwAJNLcZV9L8ZSABfpeTLdgCTLRRewA1pZTLWZbtLGQODLmpVDL+Ze1KBxLDKifAalRZYjLSQMjL+pWjKRpXLL3pQrLPpQxBvpXNLCZerKzAJrKgZR5KAANRUAAABqXMrClRstalJsvOlQsotlevCtlpUvFl9Bjtl0svRlLkscAb0uxlzsqVlrspVlasqWlxEEBlZMo8lW0v1l/kqXAxACClMoXEA4MoilhhGilEUgX4CUowl64BAAAsoBAYkvwlTy0Il2UtIl5EuwAlEuKl1soYly0tslIAAUlBkFqlXEtgkhsuCl4cphlvQHEl7csklsct2ANktJl4EGelGMs2AqcuWAJks0laGh0l7AHMlBks3l7AG3levn3lwoQslYsqXlg8pXlqso9lOcrYAecu1l6ss8l/Mv2lFCmLlgUqElFcu5lVcqil75hjEWIHQlSUqblpspggrctGA88vkgREublvcool3XBul/cuXlWsuHla8qIgY8vqlk8vLl7AGbl2pDwlECpqZ1EsXlA8uIgQ8pHl68pTlWMq3lOvh3l2kpKAukvPlh8soVx8uoVp8pAAB8svlxCqYlN8uzl/0uWlj8pAAOsvYAe0qIAvkvfl9CpLlK4C/l7AErlywEilFYBrlrUFAK9cuAVOCvOgeCuhAkCqQl0CtAVsCp7l8CoXl0kuvlyCrIVaCv5ldUonl3MqkVICpwlaipGAGioIVHCqQV9stllG8qYVIABPlGcuTAe8rYVDCsMlakpYVZkt8ViCqMV/QB4VxMr4VN8sEVL8uwVb8oZUH8tLlVipkV7ADkV1QAUVLUBruyiswloCueEdipBAwkiylMCu7lvcoQVRCqcVicpGl6CosVIcqnl2CuyVxy1yVEks2AwSpIVN8pMVy0ooV/io0lrCtoVgSv0lfiuMlASvoVfSuaVXCuQVYSo1lESuQVUSuEVoiriV4is/lNSsOlYUt/l8iv/l7AE2lDMt8lmSsblOCvhmzkCCqdqgKVOiqcgFEvJQfcqIV3csigzivIAEEUqV8oSWVx0t5lxstqVOEuHUVugOVJSvolkUAflVErIVC/3aV/SocAHivEAeMp+ld8t4VucsiVz8sLldMpmVB0swVuwD5lLypCe1RC0CKlQ4V3yo9Adqj+VEEUdlQKsGVWkuVlYKoWl98pWlT8oLloMsgkZ8okVZct2APEp/lsisCVNKslCS6iwlW4C4AUAHFCXkuyVeyrRV2KrXl/ypUgbKo5V4oQQlZgDMAGkExVkqtcgOQC9lbuWlVROLlVzkDOVsqulVyqplVsQHAlIUoZVySurlaytagAqW2V1QF2V4CvsVwoCOVXcvlV+iqaVpSpCV5SpqlZivHl9yoRVZgGhlpTXUVeSs+V1krtVq8pllL0tcVnStMlIKu8g3ivYVR8vcVBKp8VwyttVLSrGV4KvCVkKqmVz8rhVYiupVCyqwVDyvCljKr/l9Klagr5nYAQCqyV50tNVnqrfMnctylRSutVhCsMVsauuVkYjuVdKszVVipwV3PAaVmiscVPqpQVfqvIVgKqoVXSs8VDgFDVvivDVwKrPl0aprVoytCV8aomViap9lDgBTVcyrTVCSsWVSSpalOarR4GgEAViUqLVaoHAVQoHyV2istVBUqrVHatrV9qtHljqowVlisWVqir3VjSurV3qrPVvqqTlAKpHVkap6VQyovlb6v7Vn6sslMasnV7spJVEKp+VSao8lC6oNA8SskVK6p1Va6tWVuapag8UoLV26p2VdSrvVmiotVFaqtVVEtPVAGufVFSsvVVSseVuwDdVWMjQ1DipGVsktaVqCtfVbitHVu8roVY6q/VtGsjV7Coo1Q8vGVcqtnV+cvnVr8pEVfkvmVy6ozVq6pSVoADSVDCCNVyUuyVMbDbVBCow1gQF0VxSoMVj6tw1XapfVGgAbViEpdVJGrAVs8pfA96pw1lGuMV1GtGlzGp/VhKqrAQ6r6V36qDVjGr/VE6sM1U6qA1CapA1c6uWA4GqpVPippViSpg1Imq0VuatZlW6oblxqrqVvGNQig+Q7lhSusapyvzIXqsCAM7mNw3XGEkbSvU1BGudV16t5lMEm01oCk3FzoHC1SmvCVqmldQ/Ku7Vyct7V8kBQAaEESAOMuQgpvkUgzwFvFMmjdlBMqc1M6pc13GuWAm0sWlGkAAAFMzLKABpAAAAqm+CgAAASnc1FYBdVIAEy108tIkVaxtoCNzy1Nqq+V7SyK1datK14at8AFWqq16cpq1ZviR4NkEa1WcunVnGra15KocANMoAAGibBINbSrXVd/LllcsAYJOurlgMzK1oIFqVFXUqZ1KjEEEhFqdFT41otQrZ8tVfKPdCjKktcZqNNfSrqlRlqw5cirSJK1QhMjTEMVStrY+GtqaNeNKttQuAdtfJBateb4PQA1rQVYBqiZa1qyVQIrn5b7K6AAHK65TEq+NeUjIdURqzAFNqYddYrgrmBRq1D9qgdXKrCtSjrz1T2qNtRjrqtdjq9tfVqDtQTrmtUTqTtSTqolTCrrtQJqoNUJqYNU9q4NQ4AbyO9qd1Q6A+Hj8CJ4r9rLVSlVotfk8O1fBBTTnWrCXBDqm1SdLptbDqLQBrrvNEKRzlX1Lhuq0sedYS48VcsBNtZVrMdYrLdtXVr6QCLqiVYTrPZd7L2tewBpdbxrZlcW5JtRbrmderrMwovEEjLFqbZVvFHdXhrKIOtq3FW7rttZ7rBdd7q8dckpRdbfKWtRLr+FVEqKZTTKzwHTKAAOoAASQZlzMoAAEiXqLtcABYALxLlJfoAGZRdr4AAJUbtd5qHtewBFdakr9VTTKMlUhqgtZJri1cN0YEhE8tFeWr5Nf9qe5U5A7dY+qEtTghjdaYrsFeYq0tVDrEVZHqW1VNxQ1PHq5VcoBVtU7rU9ejr3dQLqkJTjqkeMGrM5cSrxdYHqztcsB/ZUHLQ9fCr0tdvqmdbvqJ9cpBF9eEqj9dzrk9TgBndQGr3pfzqsdZfqhdT7qb9deAmtfnr79ZMrXNesqutd1rtpWQANIAABBMgBjajzULgLzXQa3vWM657XsAAACq4mpH1H2psVrqG1S+1g5kcmt2AlEtcSlErDoB+s48bABFIq+vYlqWsbVEes/12SrYcX7kShU7yR1VukFgHBpM18ssz1h2rv1AeoQNQepAA7evG11QB4NWWsRwGdkENHMmEN6qo7cZCuANHSqdlkhrz1HGof1pOopV20thVBsvf1DOp31fBu2avinfqB+p9MPyu0Na8t0NZWq0VBhr91YupkNXGsf1SBssAPWtINGkFL1o2uDl9OsZ1KhtsNi9iEN/cscNHoGcN3atcNG2vANhhuO1xhql1A2sr1AAHlfJRYat9VYbeDZQaShFEaNDTEbUVXEaxDS7qoFR4bb9f7rSVUXrn5Z1r/Dd1rAjaXrmZdgaJtZYbwjTNqLQF/oAPHfEHDWUbRDSfq0dfoaXZTAajtQXq0jWTqKdTXFu9fgaBJQ4B+9aJr9Va9rUJeQa1dVjIGiGJkCKNrrMNYHkAdSPVT1cvrFJDzqtIGvqm5RvruDZ0brDThK02jJl0aCUaiFSTjj9YAbsADCoRjdjKwDZIalbPtrc9Z4a4Dd4bTtSYaHAI0aetWeBRoBpBK9ZtKxta/radWbrodVlq7jYplYKgMaudSzCede8bxDaAbz9eAafjcLq/jTUavDXUaoVR5LQTb1qAoINrhtdga5jfLqCDUsa/NQ4A+tWQaQAIWqUNa8qYiJd5djbPqotfPqYtRzr4tZLKwdd2qzjZwb19U6qrjXkaujZbrwoByaBpmTikdWibitejLMTZUakJV8bTQHiafdb7rCTQCbiTaBqHABTKZjdgAFDbCa8TEobrjQUaQ9LKan1I0hUTT8r0Ta8aVTSAbPjTibvjVfr8TdAb6gLAajDbIbfDSABpdTgaApYJriNfdqFjY9q9Vf5qtlesa2Tb75mCi5ABMVyb6Dc/Jj1SaKWDWxo2DeNg61YKrTdcobujRmTfYMQVlBI8b7dcRBe9FmbcVc6bXdeqbrpO6afdQSbxjdIa9TYgaQAM/rFDXTqeZR/qstSQM6fvGausAfrlIA9LEbDirT9diaM9RqbazTnrPTZ8BvTakbfTcCblgIXKZdUuq5dSGbpFQrqIzcrrDVdGbgtbcbZgOMU5oiPU6DRKrz8Xrqp9QbrnIEbrhjSlqxTVerJTTcbqiTvCB4rHhf9QnqLzakAKjZWbyta6bxzZAbJzeZqGzbUbgNZLqGjcgbmZXwBKTRAAsDW2b4TZ2a8zW4VxipboRGRwrzxG+b4jejLEjWnrqzV7rcdWcqpzZsAZzZMa5zVEqyTczLtABBaoLYGa8DbSawzX3qNzcsAaZRfBVdTGbaCvQYMxJlLD1XsaoxLybAdUtql9YKa61SKbrzRcbxTZpqLTV2a7IDU1iDCUEkdf/qHTapq0QE6a9DS6axzTWbfzTRopDYBbnNcBbSTcgbtpRQANIOzKYTdTqw9bkawjfeaWLTU1+SNJbSjbJalTQpbqYB8aqzd+bVLdnr1LSkbCLT4b5zcHrKVTSbVzZmrFjXRb2ADTKqdSybkNTubYzZpUrgYmbjzTybpVTxaH1XFrxsPxaeddmauDaJa7zZaaXbKqpOBMWAZLfaa7LfdIKzUpanLSpbsLdfr/zV6aJjfAbPLcXraZQzLYVaabw9WJa4LU8pCwAHgIwHlaPQHJbhzY5avzaVas9ThbxNBVbpzVVbATdpaQTcgaYpWgahtRAABANSbZdbdrtVXSbArSAA9LUxbwrRZbqvNaZorZRKLJHFa5LR2q3CJLKSgjobzjZxLbzWZbMrVqob/AjccqqopkLZzR8rR+birX1aPdT+bXLbNo/qe5bqrUCbiLbpb9LYZboLbmbpTVCpHGhEBFVtFdeLUjKuLS8b5LSnrerWqbnLWVb6ta6cNLUSagLfUaPJRTKBtaxwlzZ5r01X5bV1fSaFFcQbENaFbR9VHr3ZDBN/MZMVp9TAqw8RRK5cS+azAAgIKpVUFTjSbq0re2bm1TyrvLGaou4v2bCDKTQHpdbQqVHWrFLW4b09W9aXLYNbtTQBb0bVpbMbfOrTLR2a7tSDb8UGnUBbRzrzOLfAPkFhBRbVRoMTQ5asTcpbpbcja6zXhbHAARafreNa3NSraebThKkUOXh/MXjptbULa9bT/rSlAVacABLa+dUjaBrUjx6zZVbGzRjaSTcraOjXkastbVi06kJwlUg9b1DMLb9bX3RDbY6bjbaqapbRfrNTX+a0bbqbQ7fqa7bRHb6dVHbqbWf8pUlDabZQnaPbZzQvbeLa07Z+bEbf1aIDR9a5bcHbNLcTqlbQXbzTZHaWrWRQY7RyJBbZXaBpQbbvbW8a67S9aG7WbaA7fVqg7SNaQ7Yraw7Z3bubebqrrTpqJkLFikLTZb1VWTiyFb7bMLf7am7YNa0iDPb8LaNamzXIaKZXrKgbc1b1bYusbCRvanjR8Qfldva15bvaz9Y3as7aAkW7bPa27YXqF7cHqMjZkaBKoXbVbVKbKbd6ov0EUEk7AMabINJxa7SObTbZnaJzZ/bj7VbbT7XnbmzZVr9wOKEKoJNLIAAEb9LetKAHXQByLRRbgHc1LzLTNYSNkUF8aNA71VQgMd7WPbJbVhap7e6kv7Sfa57e3a/7SAAyTaTagjRdqBte0au7Zdao7VrJ+bSzJmbbhaPQPQ6X7Yw6/be/akHUY42Hag6OHb/b87X4b8HXw7oTaEaQHRQ7wHfgNDPPfbltTA6PiHA6EbRnbcTQo6j7ZbbYANbaxrR3bvLWYbtHeQ6V7SaoIHWf8oHRzrJHbA6jbfA6SrZPaD7bfMlHTY60HfPa1Hf6adpeYayHcvaRHVQ7S7YY7eFcY7pHd2rX7aOb/HR/bFHSg7gnSo6pjTpamjbw729YI6l7Qia4LabI3HavB4neErEnSPaUnQg6LHWpaMndY7bHWfa/TQGaoncU71baI7nhhU6JlVU7THSba/HYg76nVY7hrew6f7Tk6DTUaaFDfbbonSU7b7fXVunYfqt7dU7ZHXvb5HUM7XEjnafTTVbn5Zg7sHc7K8Hc0b9Le3qaZegaWoANryLdoBCnTBb8jV2b6RHfaJHY/ac9X0707cw6AnYpKNnd9a7HVw6eHfpaLtQzL0DcNA5rU46Znerb44a3UFnS0SVVT46zHa870ncM7NnbObtnVjbJnVdrpne06wHdtiBoOC6HnaUSoXanbfHa9bBnR9b4XZ87mnV5b/TQA7N1Wi7YLeraUBdi6Bjbi6ZVdC7+nYS66ncS6Pnf8atnb9boVQA6cjW06aXRi6qyPo76Iji6lnc8767eY63Tes6gnU070HXIafnRpAqZZXqaZQABFK53A2jF1IoNe11aCF2POvF1w2n20rOt+1pOyx0cunU1cu223sAXZ1EAHB2WAA528OgbV5UJvUt6ooD6AZmWbSgOWMymmUQWraDqu6+2ausQb0uzx16upl34umF372uF1mu+W2520J3NmhvXwANCDAu9F04K97rCunqwMusV3Mul50Ru010yukJ2cOsJ0Uy9vUJupN0CulN13O+Z2iup+3LOgl0T2ol2H2qN2t2hW0FuuN11WyJ1COnR0uOmNhpuhhnBuxl3P25J1Gu1J31uwJ2ZO2V2xu8+1Uy5mX1W0t03Olq0GDLp0PO3p1ZuiV2wu3N1ju/N2qO5s0KupV2quv10ZW250Ohde1Vup50ru8e2Su960NuvN3ZOoi0gWvJ2/O/53DQOgD7u4R3zug8hmqbxFLuuh01u8N1rO9l3XusZ23ujyXWu2132u/S2Ou7CDOuiQCt6gOU0ygACiZ4AgtsEBfdnbq7NC7ridX7p+VSTuVNQ7tqdUrv/dG7pvdSLpBl+sv5dc7pBtJdX0dIiF1dy7rDdLLrrdbLqvdhHsA9xHuWAIHv2dEAA0dm0uZlSHpCN1LvI9mrvQ9Bjsw9Ujp/d9HovdMttHdjTs3d4zqf1MxtndoDpTdQnvnsInu8ddHuzdf7qY90nqI93LuA9RACwdNro49XHp49M1oCgKHucdaHvfd1Dpo937vFd57rXd0ruY9zbq3dchvY9uDs49hzo0g3HqQ9VAHM9ILsE9Vnu3cHjvLtcqto9BrtHttbok95tqVCAHuc9snvYA1MvplTMtZlHMoU9F4GgkLjo9kztu3cvbpC9mKquVZ7rcNdGo/VtmqK9LGqCVD9uR45KEc1Ntvsd4Tscd/HpalGXuLtx8mrquXoStEyvVVYntVNxXpDVDGqjVTGsDVO8tY1lXqftNXq+dYTtadHbtDlzXp7toTja9urq69dnrK9Zmvo1vSsG9AytW9I3qMdY3pY9unpI97bqKdiKvS9tFsPdqGKKC7XqR1S3sK91mpoVfXvW9jCqG9rCu29CTt29cXqA9B3rS9WIF0djWWy9SoEONpRuu96nvrtvXos1/XrDVpmps1A3rs1r3rx143rJdUuoidX3tm9tLta9NNoB9D9qB94Xpqdfaqh9JXuh9K3qh9L3sqdb3pjdLbrkNU3qO9DOueVgrpLt/3uZtnaDYA00GW9SRuqN0botddXsp91zsU9PKrp9UawZ916CZ9oqxu9aeuSNnLsRd+3oXNSPsa9J3p59jttJwmtvcYAxqx9DDtrdoPq8V4PuHVkPuG9FXp29cPr29lrvq9h3u59svp+9EiHO9FIH59yvp+V3XpB976vu9v6sJ9OvvHVsPuq9Bvs590vrI9TXtO9szvdwH7s+0DzpV9MjrV99vrB9D3qd9z3t19rvvYg8PrldLTs9903shl33sy9XMDTqf00D9NvpZ92vu6VDvtK9t3sj9LvpJ9+vve9rHocdxvsm1pvq7dCvv99DvmDdQfsHdIftW9+Poh9T3vD9pRqq9Mfvd9XDq59FfuT9Z3rT9Afut9WKqz9rfsttlmo29+Kq29UfqL9bvpL9kvrL9CnrN9gbuPdGburdI/uHdjHqk9IzuUdXfsLdONuvQi/qr9R7uyxurv7dtvvs9Obsc92nt39cbv39480T9ybt59YNHudq/tPdwPov9mnq39CLo8t8/pAA2NtxtjXp+9GKG1dJpVP9mbvf9TDsv9BHuv9c/sN9Crou1mRuINDMr89j/teVrHH0dkLJPd+rtV9v7pNdV/u39WTpv98ruQNvDou1UJpQDZbt5tx/tADWAdDd2Ptw9Azs397zti9ZPpc98foa9vlrVt/lvDNRBpAAfWpCtrJo2tcaNYCklvRFEYCPNvcq4tcVox9NauONQpvQtZ1suN6Vtfd6tsswKuI3UCGA6tpRsVNz1sgDn/o9NBAfHd5Pr9NCrsu1AjqvtB7pKdagaya5LkKOCpqetV5o09eAebtLAY593ful9nAaWtNFsINSuuWAZ0HWtY+q3e2bWOykbQkDJ5t5N+uuCVhuoAN4XtStN5sI1qHrgtQmEeIjuluGD1sT175pStRVr0DzgdltTntYD8XpbN8nsatgAZcdabVh04fUja6QdQt5Zsi9Dnubt+QbcDYTpItFJpmtfHs8DoZqzVtFt4DrMqUV25sCD0eoq0gkjaQO1rn10gYF9IOsS1YhpzN/rtUV1uta6McuW1OgccDq7qgDsttcDEvrgDJAfAtpeqgtJQa99P3snapXS9odpq6tI9owtxrpHdBge/9tXq4dJerL1Vepr19esu1UHtb1xbpyNHQbXNy1p6DMQACDmrrBs4hiVSEgdn0KZuZttLRU1PVqEt51oSDFnrm9J3noAA9slltQbMdYvvNdmwbq9hpsp1xpqu1+wYf9lAcdtAIbr0cdtKNbClIVAquyDrPrGNTboKDH3ql9pHrxDAnpTdUcEBDiIZRlyIfE9qIfZ96Ia4d5Osp1eNtwNBNq4DRNpWtNMqjN5NooNvvj/I3mgBsowditC+rTNkwZX1WQcUDIlqp9cvrwsDMGlDTBg69h+ocDrxsFVTgauDUBsMDMntpDCXsu1JbtxDaobN9pIXe8zFC0DD9tst7IcNDTAeNDNwYm927smt01qpN/IaDNK5qFD65p6DuCD+DuysmcQUFIQXUFlD+xu4tMgb4toOoEt7uhmDlgfVtAyAykX7gw6XxMhtOoeeNMQbIV8aVwDRobx1GwZ/9WwfvdGkAKdFgZUDgrrhogXjokmaUpYxZt4VywdeN+YfE99QfWDjQe5DzQdAtuCB9d81uXNi1s6DAVt4DT7pDDdSrGAYYxEosod11EQbPNUQbfN3VvJDKoYutiQZBthoqFIHwJiB1QcHNzodWD+gYttJoZ09pYZ61zMoEAfYcrDq4YxdloSOIm4cbDSMoyDaFrRABob3DuQcDtMAZpDpfu4doFvAtM1ootnwe4D3Qd8D7AD61+avFDGxozJw0ws0ygqgVM+qTNB1BTNwpjTNU7h9W7IaTDVYZTdIiDlsgsGgjOoYHNWECHNS4YLDroeztpLrj95Lt5DIVu8lNOrNN1oa7d57SPcaQEFtpZrY0u4Y/9r4ent74aaDzZsXNlFsFDXga6DPgYH1/mslgY4deVLsBTRZasi1VlDgVqZv5N6ZreNmZo5ty4ZhD/nt2V4kZAkVQf7leEbLNIvsuDxEckd7oYR9z8sxDdAGxDF4dhD6tvUjLOKYjg5vP9OQcLDBkdIjE7vYD5hv/DwoaDDW5rAjzFrnsbuQ+8UYakD8obkjioZONrxsEtaEcvDuysCg36nlN2gb1D9AbqDawd+NnEa7DcbpRd5kdUjPKqijRIbnDD9ubD8UaIj+Ho7DyUZLDHvo4DC1p713geJt+qrjgokfahm8EnsyMGnD8EGlVkQdtV0QcXDCRuUjm+vQjdStewy4OCAgtofDugbkd7EYPDhkbIjf1rydZFtaNRlqblsSqatyYavDfUfhDsSVwjDusyDrxouDG/sKjb4cPDRAZMD2waCNZ4DaNvoaothNsDDQEZAAU1tqjqUtHUdvHNVHFvk1pbQKlGRBijFyp9WbABDY5wa6jEpp6jjtrRCqBhqODoeW1gNipgw0dWdo0ef8e0dgDdXtbNVoe59ZvoBj0odytpRtBjT4HBjekZ2j6licjxgfJdZJqmt54dKDXZqRjkWjUJwhoelkbVOtBUcvdrenGjzkbxjXoaQ9FAcZDUmpJjqL2BjvCrRjlMZcNCUf3DUMbpjuMcmjPWoJjM1qBdRMZatbMZ22HMfCVXMYxj20Zpj2MfF9JUe+djMZmtvnsP9xMeNQ5ekMo0sYmVssZWDbEYcjw3QFjbAfJdPEYODLjsgS2R1tQusaCAy0psIcsbw9CsbGjOMdNjiPvpDtEay1VsbHxdga0j9sfRjBsfsj+kdcgxUduDk3p8t5UfmNAkaqjuapplfQa8jQgYBAq1E6aoQcejcEejD4wYVDcgYEtnNviD3UYij2SuAoDp0RsnVthtOAbbDiUfq1ocY9DxAaaNqBoMtIRvhjGrpbVyccvEmKQZdcUfLjLoaxjboddjhQZ4jbkYujQkcZNkBgk1V4a+16mSzDYQblDfJpC9ApvjDPOp+jygYLjtxvh1pmSzD9gbODqOorjfMcCynYeVjYTooj6UdQDLOpqa2XnutsUa3ji8epjknuuDfcbNDRvtOjfEaHDPAcuj20oEDYVoGDbRzBtHH0v0qimnje1ufcAvqOtKMpOtPMdFNwlpXDFkc1d5LixuxQQvjFysetV8c2jvMchjPtC+tSsbDjnobrjxDsBtTcdmDrMZutQFlZoCCZLN6qo6jCgZvj0XvQT+8awT59rv9T8eDNAYe+Dl0YYtN0dk+qgQHiKO38jBUsCjc8aStC8f1Dtyq5tCMa7duUEIsH2GEkpcdzDhEZ3jaCaGtJscKDRbo71ibvwTi0ZTd8pC4ToEuzDwgE7jsie7jzsbx11caMjuTuFj3oYgAz7sYT/of4jw4cujo0E3VY8d2VQnDCewqkOVacZitM4ZajOUcMV7UZHtYUZETzcZ5VziYCeB1r9jQ0d0j8sdvjLscwTNcYOjZYbMDs0aojJlotjUduCTLQRvl24fwj6/qdjUSZIjMSZMTE1viTF2q0dvEaYTNidfjw8eWAxBrFDgga/jTOLFU7kmihO1qw8xuA0g6S00jRCrEiPkgPIj4cKtS8c9jvvqoMECCYjqPj0SqikhD6ds5D1Ia4jFPtBlaib+jT7gaTnBmGTbtrsCYydYjktqmT39phjPIfk94sYo95jPn8KyZC9Xc0Bs6yeVDKIbZ90yZSjchtbN+ydp9Syey2AvuomGZvXqGycpDA6u2TH4d/9R8dKT1iZfjgEcqTJBo/jFNpwVy6TlsxYtlDVukolxIdtV6QC/C0wYCTBCduNOqVne0Roft6QCcg28cmTVya+TMybiTPWpplVAHPD8yZXjmsgugaKbvDEysxT34GxTErq2Tozp2T3YaaNr2vMTpDoZD6odIkU00pTAxppTU+uS1OKapDeKZuTLkY1jSQZBUPKeDdfKZHtkXoZTO/qZT3EYT9AybXDEqbT0VKblV0qbpT57rlThAYVTsyYa9KSaSD3KbVTvKZ+V/KeM1gqc+TjKe+ThvsIdWRqAdHKZ+9abU2mD71NTHoHNTJWsuTQqetT+KYZjLKdaDPofuTYKdRTJqalTZqZlTXqatT8qZtTpUfL9nRsr9iJtCIEKbPeOiZpTSqSpj9HvV9g6s19Vmuz9bftG9xfpjT7gYNTHKYTTRqfvekKbDTHoHTT4CczTofo194fvz9+ab19s/qLT4cZLTyqavDeRHNklaby9jztP0jsdd1OqaMDbsehVSqZN9ffqSDwXh7TKaaR1aacHTzCqb9ufoJ9Tacd97ftJ9vqfdjrkcjj1FujjK1oAAmjUnP45q6cxayyzqgerYIzFbmo66g0zW+aOZJCHwo9AmU3YUgTIgjdF5DZGsIPen9E/SncUz6mRU36mNHX86AXUC7SU0+mpNXlERPsmEpE37HmI1+nu1c+HtU7+no05um73YBnH3ZYm/k4OGvg5VGVraRb2E124n8Ey8eEwcaJg9nGLk1CGlA52mwU3uaxFAjYHnXlGJky+GjY/jr8kxNHUM71qyLb+HEk/NGg0zyqhqkRng3Qxnv04bHg4yxm0QwfHFU2VGBwxVG900GG1jQnG6k++UoLC7AH/jBHItRnG+EzqH541MHyM4+mMo47agkPKj3bJYxTg2XHhM0HGe40WHaE7EnyI8UHjLW/r1E1Jrq0Ir4VM9Zbco3on4MxSGIY8xniw3Qn2A1YmsMwBHBI8sb/NfJnak0tHzJLeHiMzGHSM8lahE/0nRE4ibjvFGML4qZmZE55nUEz5nrMwUnlgCab7M3CbAk7ca7yVFnBMx5n0ZQhmLM4Ym948Ym2M6YnetWeG2g/2H8bWUmAU8FmGTS9rh9QpmrwzKUG4iCDJI39qZ4/FajjXFnwvf4m8479GyU6RIesyVm+00JmG/VQmWHVZmas/TGhY71qfw6b49g/lmaI4lnxU5zRYQWhE0sxQn7LZlnRM75mbM1umAszJnbE0Cm+AyCmJQwpZ69NrGNwXTaBs9JG9FbJH+E8hHFIygmIE9CH842BnXla4Rd1GOUhwasnbIwumGPZZnHI6xmVs9Ma+Q6Bn9MzUtHs3OCOiB+mdIz9m5E8xnss7VmSPZdmo49dmQsyPGj06CnUNdVQr7Lfpos5nGgo2RnXjQlnCs0hISuObJ2hIsGmw2VmHZUxnTs9jnYc3VnWU+RbuM9RGFowsmaobqVyc5VDN42ZnPU5jnOc8tnBY+xmWjWeB2gzunzoywmbs6NBic/dmrdTHrHHOzC1MwNnPE5BYBfb4mc43TnkU+rStc1jDGvoNGagxEmck9QmQ49DG205JmGrVtnBc5NnNc0MGT/SXGwk9bmIAyNGsczLnR01jbS9RXrq9XXqG9a8HXXe8G8c7umCc+1mgrcXB8M01cU4xen1MwFHZ41pmBEzpnQo7nHIEypGT4xhYpfEMc+006Gbc4wGocwon745+GyTe/GDLfznkk46mu3dVBQESjHHQ2zneADj7WXeXnkeIomH4wPGlc8wmcM7wGaZaBHws7sr+EEfN+s5aqHcKeaBfbbJLzRjm9M/nn3ZOPms+qzjVkzZAk9eF6to7bnFs9DnxM35nyXSZGzIwjml82L9PcgpTvE3dKQwVknA437nRM1znZc3VnhoEwA+c9Hnlc4PnWEyJHHE1JqNBEUEd0pTnNM8NnBE1vmTc45mDM2N8XbeK9i823mgDSdmu8wHnCg0fGT8/iG8LFItssThHpE0dn4bVLn4Cw7mUM1jbaZYzKWZWzLOZZhmrsxUnCcy9q5AInmD3IWBonG4nL05IHeE+nmgC1nnRsznm/sxNmAc/4FPcoS56MzAWIvQtm3nVqaH84HmJnViG8s3NGBc7xm0A7wX1uIdm7I3fmu82dmcswv6yC/jmKC3Hm+AztBE80cGAPGTjp4xpmWC80qac+wXQC0Ln3c0PjV9JfmCtQIWO85Dmqs17BRC4UGeHTsGFc3XmHMxYWl8fMHP1m9Glg3YWGA53nHC2JmuQxJnz7cHnHg2HmXg83roPZHmO9V3r+8+UnAU5QX2ADFK7s+BGimPo9XCSnmdFdR6CpV3E3M31K4IG/kKQHzpUI0imwC7uqs6tkW0zeMN8IyPaKsx8mECw/H7gyHmng+HmYi28GO9WKGkk54W3c0viFIp/9zHmmblaGyHr45mmMIJYAUAHgBuVeyrOVUQAxVXbG/UbybotGYAVhMwXVi+sXw07KqliuqqInjFbli1im2AAcXr07Snji7sWDjZqr+gJXnf/T37Tcw6BBi86AhciMW3zQ0WvM2pLJi9MXZiyKqFi+YBxVRcX3U25ATi3sWgSxpAti4CXVVeCXpVasWGDacWYSwCXpAzsXT5oiXNVc0XPwwGbB4yrmUiyABhoJ1nR83UrJHaTkmo8wXWoz4mFw99Hfs5Rmds2uHCSyMDmbShadw7fnvM/fm0S7/6SLZxmNsx4WCs/cXqivbmjXDYXXzYyWMcwYnck3vnQiwfnVs31rzE4rnpMxoXki1oW+tfHH8S47a3Xo2SaBbrmj1WnmhsyYWRsw+mKi14XH2EZnWMmkHL4xLnys+8XIk3bmQi9cmwi36akCy7mZC4PdFfOkEOk/4XkE7EGLSzvnhC0tm8C/+n3Y2/mB87JnLo6zKR88emwUw04LZYzZaDe4mmCyRms47qXa04vmUC6RIIy9tSjOAoWIc1F7d804XWS8eHmjW4WTo8gWWY7cbUy1dTTaBmWmS5jHgiyoWcc3SHt07KWY85oWSbXiWwy3wbxcY7lMKECGYyxziUzcwa5IzZB2Dbpn9S/0WpYqDNQrn1m+0yIaNox6XZU0hndU47na4wEa3C5tmpC/XmqM3wb/8h2Xq0gMapy70mblbOXvU8hm/S2OmO09SWMXXl0PCrRoJyzondy+8nRfXOWR0y4XDo8EbmY5ymejbOg6C4QSdy1oa7yxIbDy/OX8CxtLKXWKmQbcg42aNFHYUyDGfy+RnLU7mW6va4WjoydHHSw6A3Vh2WUot+WnDb+XRjVGmAK8eW/ZXsnMSx/mbs+Cb1cxkWkTThzbhsCHy3D3KZSq6WypYvAhffulEU+Nnl49wXZtRhduurOdBbeqqIwBmnYK76XbS2bGkfUWW3y9JItjZxWwzicm3cnlRMy8OnTQ1XnkDSRXITSUnDUyqnaFFqBqPXRXxZT8reK7Wn+Kz3n0S+On6c1Nn1K501JK2tGeK7JWHy/JXbi0ZWeS2JXMaGZWtKzbLLK5WXsK3BWuHZdqQK1eGdAKKiN1A/JuKzpWrK/+XHy73mPA4kXWszHHztWFnWyyqXOE0DYDqZPnOLcwXtSzGrTC3qWWK+uXwC9laBiOqmuYAIXGi8yXcCwZXf/dTLp3c7nVy30W2KxwmJZNRtTqZgW3i3AXgix5XmU2YmILerH1C42X5SwoqYpTFWSczhKHLW2JV4g9HGC3kWKJQUX+zcUW6JGUWhy5lWzy7erqi40zoM7aq6i+jmZy5GmWq3G6Ii6Hnng43rOi3EXO9cfHkyxaBHix0dhi3JHRi1WqBUyD7PizMWTZXMXRVX8Wli3CWgS1CWogrKrwS0cWbZYcWzi3BGfq/sXYSylWgSwiWsU6iWBKxKWTy3GnKiw8XjmI+oncLbGU1EiGYKzdXvAF8X7qz8XFiwCWvq8CXti8cWwS+jQQS5CWCa9Fr4S8iX3q3jWQa79Xnq0DWri5tX9U/WXms/8nsM0GWbs/umybcqWrTT+KzAkJoYNBIHXowVL/rMzavo0L6B3eaXzCyOXoFoEFFUDBoHrcnJO/fFmNq+DXzs3LnfneQGjq8WXFk/gIz08EFBbXLXxk+Zmmi0rXVC/V7vK7sqqasoELGjLW/Y3rWsK2nLrK0eH4KyQHfnYgHkA6bXMo1zXwbQ4F1U/GgHpfrWMs4rWSq7amI4w2X38yzXsS31r2a7FWefhagoOdcQSgoYWtS7GHErcFH5A/hq5q8ZXl84IiigniQKy7TmhC+k7rS8KnBK6tneHZdqtHSJWgA6GEENIxVCi6zn3S9dWRM8oXnCw/GSLf1rGswGWki21mFFczLPIxzWHs+/VOghqBU44wXkzTJHEI3JGvs9omyFWNnc8/9nEc/3WkegPFl9GjmWI6Xmgi6KX7c4HXYY3ZnKq9yXoaz5GB60dyYfGDn6i9kmy88EXm64ZWi5RFXma7HmFFc/maC+pH9IgYXuy7ASZ82majc1eakyxrW4nufmwbFbmhSyAX86wo6ay9znCkz1rn86/mK65l6n62PAAGzfnhSxzmu85fW2S07XywxdqmswKGWs7fWmy9VHmTX3XeS4XxRVFqFiS+/W5I5/XQo/xjv66JXTXIRx1AxBEb0PmB4G5vmd7fHsRS1aWUG3mWI6ySmHS6pXqwyZQdTNj5EtSUoWc/eGfc9j62G0g2L63TWCU556Ekx3XIq7hngSLoX9XFCEn1NGWR64Nmk68Dr0q4mXhy9VWl8ao2BRTkp+C/XW9K1I2N64XW/08XW5c9NHjo1yXtsxnXDG2bMRRX4W662aW0QNvnz65Y3QG4/nPvZ1XQ63fXB9b3Wo66RJ24KMXZINwmkq9yajC6lXZAwmXhTRwWqS042kxRE3rC7bH8q2Y35szgXmq0bXay+wB7S7vXHG/ZXUmwBKrIB3Gsmzh6mq5Y2ZGwBnutUSnCY4RXZM/0BXAD4AIAE1AJACyqCAJYB0Zdw7TnXB7SFLVACAJuAuVfRa4PS/rj5dMXGoNwADULxLEANgBcgIs2aAHgA5mzQB9wDRKzJU1BkwAABSCAA0AbADbNvAD7N7Zv7ptVAsmr4uNy1ADugcVUM6gLVQgdWS3NtY3H1xFV9a4fUD1W5tWQDYA7QWVXaFt5uugW5sPgDYDxIH5uvaqnUx9AFtrG5Nqyq25tRmn2AgtqnUDQEFtbmpaAgtpQAbANaAgtr/OySy6zQtvgPD6/iwfN/NUtwTFtkG6mBg18VV8BygAbAd2CotqnXvgXFuKloFvh2GFtkGrdQMtsg0WqBlvBhpiWhQLltPN6kBctrc0ziBlu/Btg1USBltvaqEA4t44sM60UNfN5lsgANhNM+rWWytulsPNxVtrGrny4tuOPotjXyyt4fVUabVuMWtg2wgWVsJ5tgBMKbVtbm1rzat/NVNIcltmthxPYAGuAOtnEtkG2OzHFnEs3ADYDG+XFtq5oFumtr1uIaz+x+tsFtxAP1tbmyWCut3EtAt8VsytnEtEtuNu7ABnU1RpiUAQP1v5gL5sCt+NtrWtg3St5NurWsFv5qXFvEG4fXPwH5ukGjYBMNkttRmoGQltxDVbQV1vEGhFv5tiluHpn1tgSXFts16lvpt+NttQdFs/NhDVVtlVutQOluDttY0jtlqDWtwdt9Bv+wM69JVAtwdv5q0mTzt1luBttqBOt4tvxtkivUtkyS4ttItAtvVtXRzVudt+NvXRpiUCtm6U7gAgA2AOwB5gT6P9AG6QEAIiXim0ACbq3mW16zI3DQOD3wABmWy+1CCLgeAB0APAB3VoRX9AK6Qftr9s/tv9tmSiWwSAIDsgdrEBM6hfiQd79u/t/9twdhDugdzyX9AAxKod6DsYdwDvAd7DtM6gVL4d9DuwdojuId8QBM6mu7kdmDu6SzDvEdpDv9AEhT0dwjvwd5js0d/oAMIdjuUdzjvUdsDviAb1t8dxjtUdkjv9AYMOid/eVMdwTs4d4TsQdxFU7MGwCy+5mXwAC9R0AeADg4LBCLS4UKQQcQBUAfcDMxItiIUKzraARAC+wG6RMARABgATpuSdlDtKdtCCqd9TuINLTsXGFqC6d0qBYgQzvGd1KTwiXSLmdyzvWd/cBXSSTt4dpTvxIIgC16rEDDQdTu6xTvXrkjzuWAPTvwAX8MvANACscDQAgd+AC16vCAQAOmUoALcAQABY3iAQBmIAL6CIACQCmdyliNeCQC+43yWSdsjuIqgAB+WIBplLnfHgbncKgSXb07LHeE7oBV5lA2rg9YdGZNdMsyNDMsKlX0HgAdMp491MA0g8caoAAoX3AYAB9giAGq7YK0QAlyD4AK3YFSknbo7Snf2QKnaxAanY07XXZ07yXa87BnaM7+Iz87KVXowFnbIAVnZs7dneE7bHYO7GgCIAzndO72nZ67l3fYAPnZu7rIzu7oYAe7T3ZukoXeE7vHYO7TneO7cXfwQCXcoAv3f07/3eu7RvHW7IPaC7yAHsA4HffbiKp2gUXZi7cPaoACPddwnnf3AqXY2z6Xcy72Xdy7iQAK7RXZK7KPd87cTWB7gXce7Uzhru4HdmVDOoX+NMra7HXc07P3bJ73ndR7e6P8793aC7PMCZ1jFt5lzyD574gHa733fc7wvau7vneyMZndB71OWl7DndlbcHt2l4gG/b20oF7Z3aR7FPcgtnNDQARWpp7eXfp7xXfClpXY0AEAChyEADW74veiqVnaQQEgAh77AH28vMrplBAFAoGgAwNGkHWlLUCxAKrrPAm0sm7ZErg9A2vgAVADQADAGy7EHqoA2Xdj7naDQA00Gy7DMqKAAktUAW4ADlBAGg9Ivd87QPY17mPYkAC/HA7TXYZ1rXfEAJ3dc7QvYu7yPfk7PvYG7SnaYABPYN7RPZJ7pvbS7FQAy7n2mt7dPcK7dvZL7N3ZZ75ffZ7ED2l7+3Z57h3a+7jfeV7zffH7aPfF7GPfZ7z3el7b3YZ1m0rPACGrIAA2r61+CCxAZ4GVdRPdX7VpnR7bPas7YSDuk4Hah7DOrl7/PaV73XZV7TPZu76vYC7mveXgyHdx7DOtYAFACO79feN7Tfd67qvcB71/c17iAH3AoBX6AgLd5lF8C777AFi73hmJ7u5FJ7zfbN7KFsH7EUGH7+XdH7jPZAALcBs7YSEgA63eiqYAAYA+4DoAyAGQ7infn7MPZAHaA9777/ZAAAPbX7rPegHNneQ7OvZAANwCYHwEZ77GA6R7l/du7U/ae7PA/gH4Xaf7dAGAHQg9f753fAHH/c4HEg+s7YAE574gAngJ0oqAyA5xLwg8S7ZPewHVPaH7eABy7NvcIH9vZR7EAEKgiAGK763d78YAGtMEABIU8A/b7DOrplLUFJgUEhD7terpl5YZgk4gBilRBfWlteum7Xg4YAPg9CH/g4ZlUEi07lvYYAZErOdqXcQgNPZQAwoRol4oR8AgCQM7AoQ0AN0iLg63eoAm3dLWLiGQ7c/ZAAdfaCtoA+X7yg9b7IAAmsvMuU7i/c67YA7+77A9F74g+/7mPds7yHcf7/pvg9cHs2lMXb17NQ7f7WA7S7+CEt7sfHwHtvaIHLcCd71aSEQd3fd7HohsHTOoigJ0uf7CvbGHSg/aHHA7F7XA8l7s0A2H3PcqHhPZYHIg6MH/fYT71PbMHtPYIHDPasH9Q+2gJ0uGgbUHNehUvhz7ADG7E3a8aYg+0URw/Z7EgBukDCFw7fA5VdA2uGgaYk6zY3c2l8SAG1yLAu1SI8GgWkCj7+vfYAZXbVxFA9q7iul9gGw5kHIAHQNUEjpl0CDIlksEKlCiiYA7Mtr1AAC0sQMSPSR51mDh6eh1+zf3rO2QBEABsOa+/wO5By0PBe7UP2h2V34BuuSVh7iPqMRsP3B/wOPu/yOTe2wOWR2X3uh5v33zLh2Kh80PYe4oPRBxAPVB0qOnu70PcOzv2QAHMh5B3wHdh1qPMR7ghyuxoANBziPq4HV3nKEkBcO/0OBB1934u1cOV+9qOTO2yPuB9j2DO//3pRxoATRw33Wh4KOW+wqOoBz0OXu/92zhxYg9B6gO3R4YOJh5T2B+3cPzByP2nh1iBhR7QOqu273xRyXBSOwwP+B2Eh5e9UPNR/KPOh1/2Je+z2pe/0B3RrzKNACWPFWwYPEe2wPSO4SOyADuAX+0v3xh3UOWR5WON+1Z3BoJBBaxzyP1R8wPux3sOwx50PFR1WO9R1GP2B1KOxxwoOJx+aOOh6X2Ix8qP5x8bBeZS1BmZRdr+AKSpiU1cysQLuOO9S1BCu2AA0APAAzPBUAyJXLBMx5aP3YJt3bR1QB7R3QAwAFyPax4aPYIHGPmx5gOUuzcPcB1l37hxYOMx6V3Hx9oALEy+P7R9tBPxwZ3nR/shPuxqOVx+WP1x96PMe+D2mdS3ATpcaPZR20OW+8KPrR4COiMNFU3xxQBHR+BOTpUN2Ru1iBfh5N3NOzN2NIHN2Fu0t2Vu+Z2ih1QASh91Adu1hPCx1UOiR1BITnczLMjZtL4AOgay9X13MR3wPth6WOUJx6OVB4cO1B7/3+gHrATpaeODxyAw7x8/ATx3uP4AOeOCIFeObx0eP7x+BPOR0+PlhyRO8xx+OsJzyP+J8zLfAFwAtgFuBwh0b30DUKEJAAZ6xJ1BIWoHQAfBwIABtcQB4+9hA0ABkQ5O1hOpR3ZOzR62OVJ2qONAIIPTR5cPEx72PpxxuPJB76PMR4aP+J/GP4e+6OAJ8mPbh6YO0x48Ox+56PUMehPp+472sJ/0Osp3+O++/lOgJ7MPLB5JOQANTAcJ+UAgx1FP5J8QPHx0RPoJyWdyJ7R2zh3QAdwJK3ZJyGOex0KPHxxZ2mQmKO7R4rpmAK1K+QtKFk2/O2ozfz5528G3J22O3PWy1AJ24O3p2ztPZ24O23m0u2NgCu3WoGu3B2963DgLTXaLYEAKW3c3ZAOq3Twz62j2682gW0CXtC30Hvm563WZX834W1GbgW79PR47JLzp6saq24D4uW1W2FW69qfWzDPkW29O0W0xLnp1i3nkK62wLT62wZ95jPoyO3WZaS3eW/G2I69S3/m5S26W722C24y2LWzDOfYFW2k2w9OOW+TOHp9y3ZJQTOKZ7rgmfdm22Z0K3T2xTPRW28a6ZwC3g2623ZW1Gb2bYiqlW9gAIoD83grV831WzTLNW8LPFW30GBENLODW4zOzWw23A2wxaqdZa3420SmNgDa29Z3a3FZwxanWy62/W+62FW/YmfW+G342/62LW4G2VdVCAeZxS3Rw0xLbZwW3hoJG3WZ67O3mwLOE29S3/Z6m3ZJerOvW99POZxS3c228bFZ+/H0W1u2C26W3qW4G3K21CAI5wzrqkz6292/G3SbV82XZ+nOW2663220z685yABu259HQ5zu3Po1nOC2we2LW0e3eq9S2S5+e3ZJZe2IJVkP4AO02fAKeA+Qu5LmpViBCm3DGEvVO6Z3eIBEvUQWUvZzLR5226sQEfnJCxfaKABiO//fv75M//7/wDPP9/fHHWi5EXdqxHm29d0WZ59tX2i9EWXXXvPDq6POLQ6omEvcW7L5ybXxACHr/7VkanWxS6sjWKG7U4A6sQK3XpS7NHW6+B6fQ+IAWg2ynv56BaA0xABG4+o76szw2vwyyn1s5BagFyymOS7AuP57pa0DZga4Fz1r64+zKwF1Av0FwDa0FygbcE3gulK2rX/56rG/5+AuRY6b5LEyQumjRQvZrXgvaF+rHqFxA2X81xmkF00aGm+3WmF557d3Wq62Fxo6y63gvS6/w7BF0c6MG3wvPPWQHy6+AvSAy7WRFxpAgM0+65FwouQM9Ivly4Iu3C1guEKzNHxF/LnNFyQG7G4WWgrTiH2AJIW3PXa6PPbw6358Q7fwyuWzF2B6vPSZ7KF1gu7FxYv9Ld57TPSouQAC4vjPT57Zo94vPPRB6NALvPYPQh6kPRoA/F/p69ne56NHRB6GALvP3XZ66GZd662g54v/F/k6LtSc6znRc6xtf0ACAKgAzB7VAmpWKEJQssBaoDYRsICbAgAA="))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
///////////////////////////////////////////////
///////////////////////////////////////////////
diff --git a/hw/cam_profi/TFSIK01.xml b/hw/cam_profi/TFSIK01.xml
index be58094..07dc4cd 100644
--- a/hw/cam_profi/TFSIK01.xml
+++ b/hw/cam_profi/TFSIK01.xml
@@ -2,7 +2,7 @@
- Thu Oct 5 15:25:01 2023
+ Thu Oct 5 17:54:53 2023
Eeschema 7.0.7-7.0.7~ubuntu23.04.1
diff --git a/hw/cam_profi/assembly/PnP/TFSIK01_cpl_both_pos.csv b/hw/cam_profi/assembly/PnP/TFSIK01_cpl_both_pos.csv
index 8382f49..5075356 100644
--- a/hw/cam_profi/assembly/PnP/TFSIK01_cpl_both_pos.csv
+++ b/hw/cam_profi/assembly/PnP/TFSIK01_cpl_both_pos.csv
@@ -13,7 +13,7 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer
"C15","33pF","C_0603_1608Metric",144.5000,-90.6000,-90.0000,bottom
"C16","100nF","C_0603_1608Metric",133.8780,-88.1570,180.0000,bottom
"C17","100pF","C_0603_1608Metric",141.3000,-90.8250,-90.0000,bottom
-"C18","10uF","C_0805_2012Metric",134.2110,-90.4430,180.0000,bottom
+"C18","10uF","C_0805_2012Metric",134.0500,-90.4430,180.0000,bottom
"C19","100nF","C_0603_1608Metric",142.9000,-90.6000,-90.0000,bottom
"C20","10uF","C_0805_2012Metric",146.3000,-90.6500,-90.0000,bottom
"C21","NFM21PC105","FIR_0805",138.0500,-91.3000,180.0000,bottom
diff --git a/hw/cam_profi/assembly/TFSIK01-B_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/TFSIK01-B_Fab+Edge_Cuts.pdf
index 6e94bac..2c02366 100644
Binary files a/hw/cam_profi/assembly/TFSIK01-B_Fab+Edge_Cuts.pdf and b/hw/cam_profi/assembly/TFSIK01-B_Fab+Edge_Cuts.pdf differ
diff --git a/hw/cam_profi/assembly/TFSIK01-F_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/TFSIK01-F_Fab+Edge_Cuts.pdf
index ea872c5..bbcb356 100644
Binary files a/hw/cam_profi/assembly/TFSIK01-F_Fab+Edge_Cuts.pdf and b/hw/cam_profi/assembly/TFSIK01-F_Fab+Edge_Cuts.pdf differ
diff --git a/hw/cam_profi/assembly/TFSIK01-assembly_page_01.svg b/hw/cam_profi/assembly/TFSIK01-assembly_page_01.svg
index 03a17a2..f093637 100644
--- a/hw/cam_profi/assembly/TFSIK01-assembly_page_01.svg
+++ b/hw/cam_profi/assembly/TFSIK01-assembly_page_01.svg
@@ -1,6 +1,6 @@
C18
+C18
C18
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+
+
+
+
+
C20
@@ -2126,10 +2126,10 @@
-
-
-
-
+
+
+
+
@@ -2467,7 +2467,7 @@
-SVG Image created as TFSIK01-Edge_Cuts.svg date 2023/10/05 15:24:55
+SVG Image created as TFSIK01-Edge_Cuts.svg date 2023/10/05 17:54:47
Image generated by PCBNEW
diff --git a/hw/cam_profi/assembly/TFSIK01-assembly_page_02.svg b/hw/cam_profi/assembly/TFSIK01-assembly_page_02.svg
index 8d6b1a3..4027577 100644
--- a/hw/cam_profi/assembly/TFSIK01-assembly_page_02.svg
+++ b/hw/cam_profi/assembly/TFSIK01-assembly_page_02.svg
@@ -1,6 +1,6 @@
-SVG Image created as TFSIK01-Edge_Cuts.svg date 2023/10/05 15:24:55
+SVG Image created as TFSIK01-Edge_Cuts.svg date 2023/10/05 17:54:47
Image generated by PCBNEW
diff --git a/hw/cam_profi/assembly/gerbers/PnP/TFSIK01_cpl_bottom_pos.csv b/hw/cam_profi/assembly/gerbers/PnP/TFSIK01_cpl_bottom_pos.csv
index e768931..e72228d 100644
--- a/hw/cam_profi/assembly/gerbers/PnP/TFSIK01_cpl_bottom_pos.csv
+++ b/hw/cam_profi/assembly/gerbers/PnP/TFSIK01_cpl_bottom_pos.csv
@@ -13,7 +13,7 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer
"C15","33pF","C_0603_1608Metric",144.5000,-90.6000,-90.0000,bottom
"C16","100nF","C_0603_1608Metric",133.8780,-88.1570,180.0000,bottom
"C17","100pF","C_0603_1608Metric",141.3000,-90.8250,-90.0000,bottom
-"C18","10uF","C_0805_2012Metric",134.2110,-90.4430,180.0000,bottom
+"C18","10uF","C_0805_2012Metric",134.0500,-90.4430,180.0000,bottom
"C19","100nF","C_0603_1608Metric",142.9000,-90.6000,-90.0000,bottom
"C20","10uF","C_0805_2012Metric",146.3000,-90.6500,-90.0000,bottom
"C21","NFM21PC105","FIR_0805",138.0500,-91.3000,180.0000,bottom
diff --git a/hw/cam_profi/gbr/TFSIK01B-B_Cu.gbr b/hw/cam_profi/gbr/TFSIK01B-B_Cu.gbr
index ae96e66..eba971e 100644
--- a/hw/cam_profi/gbr/TFSIK01B-B_Cu.gbr
+++ b/hw/cam_profi/gbr/TFSIK01B-B_Cu.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*%
-%TF.CreationDate,2023-10-05T15:24:21+00:00*%
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%TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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)*
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+G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 17:54:02*
%MOMM*%
%LPD*%
G01*
@@ -63,118 +63,121 @@ G04 Aperture macros list end*
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G04 APERTURE END LIST*
D10*
@@ -533,6 +536,18 @@ X121691671Y-89535715D02*
X121734528Y-89445239D01*
X121734528Y-89445239D02*
X121734528Y-89128572D01*
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+G37*
+%TD.AperFunction*%
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D14*
%TO.P,C2,1*%
%TO.N,Net-(C12-Pad2)*%
@@ -624,6 +639,14 @@ X132240000Y-81109000D03*
X132240000Y-82759000D03*
%TD*%
D21*
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%TO.P,R3,1*%
%TO.N,/#RTS*%
X134780000Y-95396000D03*
@@ -631,7 +654,7 @@ X134780000Y-95396000D03*
%TO.N,Net-(J1-Pad4)*%
X133130000Y-95396000D03*
%TD*%
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+D23*
%TO.P,D2,1,K*%
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X132243000Y-79329200D03*
@@ -639,7 +662,7 @@ X132243000Y-79329200D03*
%TO.N,/P1.4*%
X132243000Y-77579200D03*
%TD*%
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%TO.P,U2,1,P2.7/C2D*%
%TO.N,/C2D*%
X137991000Y-82405000D03*
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%TO.P,U2,10,GPIO2*%
%TO.N,GPIO2*%
X142491000Y-82405000D03*
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+D25*
%TO.P,U2,11,GPIO3*%
%TO.N,unconnected-(U2-GPIO3-Pad11)*%
X143191000Y-83105000D03*
@@ -694,7 +717,7 @@ X143191000Y-86105000D03*
%TO.P,U2,18,VDD_RF*%
%TO.N,/3V3 TX*%
X143191000Y-86605000D03*
-D23*
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%TO.P,U2,19,TXRAMP*%
%TO.N,unconnected-(U2-TXRAMP-Pad19)*%
X142491000Y-87305000D03*
@@ -725,7 +748,7 @@ X138491000Y-87305000D03*
%TO.P,U2,28,P0.2/XTAL1*%
%TO.N,/#CTS*%
X137991000Y-87305000D03*
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%TO.P,U2,29,P0.1/AGND*%
%TO.N,Net-(U2-#IRQ)*%
X137291000Y-86605000D03*
@@ -750,7 +773,7 @@ X137291000Y-83605000D03*
%TO.P,U2,36,#RST/C2CK*%
%TO.N,/#RST_C2CK*%
X137291000Y-83105000D03*
-D25*
+D26*
%TO.P,U2,37,GND_RF*%
%TO.N,GNDS*%
X142041000Y-83305000D03*
@@ -759,9 +782,9 @@ X139641000Y-83305000D03*
X138441000Y-83305000D03*
X142041000Y-84855000D03*
X140841000Y-84855000D03*
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X140241000Y-84855000D03*
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X139641000Y-84855000D03*
X138441000Y-84855000D03*
X142041000Y-86405000D03*
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X139641000Y-86405000D03*
X138441000Y-86405000D03*
%TD*%
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+D28*
%TO.P,C13,1*%
%TO.N,Net-(U2-RXP)*%
X147378400Y-81794600D03*
@@ -777,7 +800,7 @@ X147378400Y-81794600D03*
%TO.N,GNDS*%
X147378400Y-80244600D03*
%TD*%
-D28*
+D29*
%TO.P,L16,1,1*%
%TO.N,+3V3*%
X155824500Y-90570000D03*
@@ -785,7 +808,7 @@ X155824500Y-90570000D03*
%TO.N,Net-(C34-Pad2)*%
X153774500Y-90570000D03*
%TD*%
-D27*
+D28*
%TO.P,C26,1*%
%TO.N,Net-(U7-RF1)*%
X163482000Y-87040000D03*
@@ -793,20 +816,20 @@ X163482000Y-87040000D03*
%TO.N,/RFSWITCH/RX{slash}TX_1*%
X163482000Y-85490000D03*
%TD*%
-D29*
+D30*
%TO.P,C21,1,1*%
%TO.N,/3V3 TX*%
X139400000Y-91300000D03*
-D30*
+D31*
%TO.P,C21,2,2*%
%TO.N,GND*%
X138050000Y-91300000D03*
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%TO.P,C21,3,3*%
%TO.N,+3V3*%
X136700000Y-91300000D03*
%TD*%
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%TO.P,R1,1*%
%TO.N,/RX_u*%
X134716000Y-99206000D03*
@@ -814,7 +837,7 @@ X134716000Y-99206000D03*
%TO.N,Net-(J1-Pad2)*%
X133066000Y-99206000D03*
%TD*%
-D31*
+D32*
%TO.P,C11,1*%
%TO.N,Net-(U2-TX)*%
X148836992Y-86338992D03*
@@ -822,7 +845,7 @@ X148836992Y-86338992D03*
%TO.N,Net-(C11-Pad2)*%
X149933008Y-87435008D03*
%TD*%
-D28*
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%TO.P,L3,1*%
%TO.N,Net-(C4-Pad2)*%
X155951500Y-98698000D03*
@@ -833,12 +856,12 @@ X153901500Y-98698000D03*
D19*
%TO.P,C18,1*%
%TO.N,+3V3*%
-X135161000Y-90443000D03*
+X135000000Y-90443000D03*
%TO.P,C18,2*%
%TO.N,GND*%
-X133261000Y-90443000D03*
+X133100000Y-90443000D03*
%TD*%
-D32*
+D33*
%TO.P,C20,1*%
%TO.N,/3V3 TX*%
X146300000Y-89700000D03*
@@ -862,7 +885,7 @@ X158173400Y-93125000D03*
%TO.N,Net-(U7-RFC)*%
X158173400Y-91075000D03*
%TD*%
-D33*
+D34*
%TO.P,J1,1*%
%TO.N,+5V*%
X130534000Y-100546000D03*
@@ -881,7 +904,7 @@ X130534000Y-95546000D03*
%TO.P,J1,6*%
%TO.N,GND*%
X130534000Y-94296000D03*
-D34*
+D35*
%TO.P,J1,MP*%
X127334000Y-102396000D03*
X127334000Y-92446000D03*
@@ -902,7 +925,7 @@ X156090000Y-88792000D03*
%TO.N,GNDS*%
X157640000Y-88792000D03*
%TD*%
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+D23*
%TO.P,D3,1,K*%
%TO.N,Net-(D3-K)*%
X130243000Y-79329200D03*
@@ -910,7 +933,7 @@ X130243000Y-79329200D03*
%TO.N,/P1.5*%
X130243000Y-77579200D03*
%TD*%
-D21*
+D22*
%TO.P,R2,1*%
%TO.N,/TX_u*%
X134780000Y-97301000D03*
@@ -918,7 +941,7 @@ X134780000Y-97301000D03*
%TO.N,Net-(J1-Pad3)*%
X133130000Y-97301000D03*
%TD*%
-D35*
+D36*
%TO.P,L10,1*%
%TO.N,Net-(U2-RXP)*%
X145625800Y-81950000D03*
@@ -926,7 +949,7 @@ X145625800Y-81950000D03*
%TO.N,Net-(U2-RXN)*%
X145625800Y-84000000D03*
%TD*%
-D36*
+D37*
%TO.P,U1,1,GND*%
%TO.N,GND*%
X142400000Y-101619000D03*
@@ -936,12 +959,12 @@ X140114000Y-101619000D03*
%TO.P,U1,3,IN*%
%TO.N,+5V*%
X137828000Y-101619000D03*
-D37*
+D38*
%TO.P,U1,4,OUT*%
%TO.N,+3V3*%
X140114000Y-95015000D03*
%TD*%
-D38*
+D39*
%TO.P,U3,1*%
%TO.N,Net-(R5-Pad2)*%
X154211000Y-94380000D03*
@@ -964,16 +987,16 @@ X153711000Y-92380000D03*
%TO.P,U3,8*%
%TO.N,GNDS*%
X154211000Y-92380000D03*
-D39*
+D40*
%TO.P,U3,9*%
X152861000Y-93380000D03*
X153461000Y-93380000D03*
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X153461000Y-93380000D03*
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X154061000Y-93380000D03*
%TD*%
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%TO.P,Y1,1,1*%
%TO.N,Net-(U2-XTAL4)*%
X134266600Y-79521000D03*
@@ -981,7 +1004,7 @@ X134266600Y-79521000D03*
%TO.N,Net-(U2-XTAL3)*%
X136766600Y-79521000D03*
%TD*%
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%TO.P,C9,1*%
%TO.N,Net-(C9-Pad1)*%
X150147000Y-93745000D03*
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%TO.N,GNDS*%
X152052000Y-100248000D03*
%TD*%
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%TO.P,C3,1*%
%TO.N,+3V3*%
X144838400Y-95177600D03*
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%TO.N,Net-(U9-RF2)*%
X158021000Y-95904000D03*
%TD*%
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%TO.P,L11,1,1*%
%TO.N,GNDS*%
X163482000Y-80354500D03*
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%TO.N,GND*%
X130300000Y-82696000D03*
%TD*%
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%TO.P,R8,1*%
%TO.N,/3V3 TX*%
X148300000Y-90562500D03*
@@ -1074,15 +1097,15 @@ X163482000Y-92475000D03*
%TO.N,/RFSWITCH/RX{slash}TX_2*%
X163482000Y-94025000D03*
%TD*%
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%TO.P,J3,1*%
%TO.N,/RFSWITCH/RX{slash}TX_1*%
X167241000Y-82421000D03*
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%TO.P,J3,2*%
%TO.N,GNDS*%
X167368000Y-85296000D03*
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X167368000Y-79546000D03*
%TD*%
D15*
@@ -1093,7 +1116,7 @@ X150250000Y-91925000D03*
%TO.N,Net-(C11-Pad2)*%
X150250000Y-89875000D03*
%TD*%
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%TO.P,C16,1*%
%TO.N,+3V3*%
X134653000Y-88157000D03*
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%TO.N,GND*%
X133103000Y-88157000D03*
%TD*%
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%TO.P,C28,1*%
%TO.N,Net-(U7-RFC)*%
X159926000Y-89236800D03*
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%TO.N,GNDS*%
X159926000Y-87686800D03*
%TD*%
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%TO.P,U7,1,RF1*%
%TO.N,Net-(U7-RF1)*%
X163863000Y-89173000D03*
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%TO.N,+3V3*%
X161963000Y-89173000D03*
%TD*%
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%TO.P,FL1,1,GND*%
%TO.N,GNDS*%
X154973000Y-85107000D03*
@@ -1148,7 +1171,7 @@ X153703000Y-81807000D03*
%TO.N,GNDS*%
X154973000Y-81807000D03*
%TD*%
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%TO.P,R4,1*%
%TO.N,/#CTS*%
X134780000Y-93618000D03*
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%TO.N,Net-(J1-Pad5)*%
X133130000Y-93618000D03*
%TD*%
-D45*
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%TO.P,J4,1*%
%TO.N,/RFSWITCH/RX{slash}TX_2*%
X167241000Y-97421000D03*
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%TO.P,J4,2*%
%TO.N,GNDS*%
X167368000Y-100296000D03*
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X167368000Y-94546000D03*
%TD*%
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%TO.P,Y2,1,1*%
%TO.N,Net-(U2-XIN)*%
X144501600Y-79755800D03*
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%TO.N,Net-(C12-Pad2)*%
X149652000Y-83839000D03*
%TD*%
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%TO.P,C5,1*%
%TO.N,+3V3*%
X144838400Y-97047000D03*
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%TO.N,Net-(U2-TX)*%
X146300000Y-86000000D03*
%TD*%
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%TO.P,L9,1*%
%TO.N,Net-(C12-Pad2)*%
X150871784Y-80066216D03*
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%TO.N,Net-(U2-RXP)*%
X149422216Y-81515784D03*
%TD*%
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%TO.P,C29,1*%
%TO.N,Net-(U9-RFC)*%
X160027600Y-92575000D03*
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%TO.N,Net-(R5-Pad2)*%
X155735000Y-94126000D03*
%TD*%
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%TO.N,GND*%
X137693000Y-77271000D03*
X133383000Y-92094000D03*
@@ -1295,7 +1318,7 @@ X142933400Y-96412000D03*
X135669000Y-77108000D03*
X145067000Y-103651000D03*
%TO.N,+3V3*%
-X141393245Y-93906755D03*
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X155735000Y-92602000D03*
%TO.N,/P1.5*%
X131147800Y-78505000D03*
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X151290000Y-86633000D03*
X158783000Y-86760000D03*
X148724600Y-80130600D03*
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X165260000Y-90062000D03*
X146972000Y-96158000D03*
X147353000Y-78505000D03*
@@ -1482,127 +1506,154 @@ X138757483Y-88578483D03*
X138034353Y-80199980D03*
X129268200Y-78505000D03*
%TD*%
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%TO.N,GND*%
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X142291000Y-84605000D02*
X142041000Y-84855000D01*
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X137291000Y-85605000D02*
X139491000Y-85605000D01*
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%TO.N,+3V3*%
X161963000Y-89173000D02*
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D56*
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%TO.N,Net-(C7-Pad1)*%
X153864000Y-98698000D02*
X152052000Y-98698000D01*
@@ -1624,32 +1675,32 @@ X150147000Y-93745000D02*
X150147000Y-91933000D01*
X150147000Y-95523000D02*
X150147000Y-93745000D01*
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%TO.N,Net-(U2-TX)*%
X146464000Y-85600000D02*
X144292500Y-85600000D01*
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X145494500Y-85697500D02*
X145402000Y-85605000D01*
X146464000Y-85697500D02*
X145494500Y-85697500D01*
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X148836992Y-86338992D01*
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X145402000Y-85605000D02*
X144394600Y-85605000D01*
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X146464000Y-85697500D02*
X147367073Y-85697500D01*
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X146163500Y-85697500D02*
X146083000Y-85617000D01*
X143191000Y-85605000D02*
X144394600Y-85605000D01*
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X148781301Y-86283273D02*
G75*
G03*
@@ -1660,37 +1711,37 @@ X150147000Y-87649000D02*
X149933008Y-87435008D01*
X150147000Y-89808000D02*
X150147000Y-87649000D01*
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%TO.N,Net-(U2-RXN)*%
X145280450Y-84100000D02*
X144319550Y-84100000D01*
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X143191000Y-84105000D02*
X144215400Y-84105000D01*
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X148102000Y-83839000D02*
X145786800Y-83839000D01*
%TO.N,Net-(U2-RXP)*%
X147378400Y-81794600D02*
X147285500Y-81887500D01*
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X143191000Y-83605000D02*
X144045156Y-83605000D01*
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X147380101Y-81796301D01*
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%TO.N,/P1.5*%
X139991000Y-81780766D02*
X139991000Y-82405000D01*
@@ -1724,7 +1775,7 @@ X137708503Y-81708503D02*
X137991000Y-81991000D01*
X135640497Y-81708503D02*
X137708503Y-81708503D01*
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%TO.N,Net-(U7-RF1)*%
X163863000Y-87421000D02*
X163482000Y-87040000D01*
@@ -1733,14 +1784,14 @@ X163863000Y-87421000D01*
%TO.N,Net-(U7-RF2)*%
X163750000Y-90473000D02*
X163750000Y-92094000D01*
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%TO.N,Net-(U7-RFC)*%
X159222316Y-89236800D02*
X159926000Y-89236800D01*
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X161963000Y-89823000D02*
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X160108293Y-89236800D01*
X158173400Y-91075000D02*
@@ -1764,11 +1815,11 @@ G75*
G03*
X158173400Y-90476847I911223J-911133D01*
G01*
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%TO.N,Net-(U9-RFC)*%
X160942000Y-93938000D02*
X160942000Y-93152200D01*
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X158679300Y-92750000D01*
X160942000Y-93152200D02*
@@ -1776,30 +1827,34 @@ X160364800Y-92575000D01*
%TO.N,Net-(U9-RF2)*%
X158117000Y-95900000D02*
X160000000Y-95900000D01*
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%TO.N,Net-(R5-Pad2)*%
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X155735000Y-94126000D01*
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%TO.N,Net-(FL1-IN)*%
X153703000Y-87128000D02*
X153703000Y-85107000D01*
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%TO.N,GNDS*%
X157173880Y-94421880D02*
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%TO.N,Net-(D2-K)*%
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X132240000Y-81109000D01*
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%TO.N,Net-(C12-Pad2)*%
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X150796701Y-80090499D01*
@@ -1807,38 +1862,43 @@ X151188400Y-79648000D02*
X150796701Y-80039699D01*
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%TO.N,Net-(D3-K)*%
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X130208000Y-81046000D01*
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%TO.N,/#RST_C2CK*%
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%TO.N,GPIO1*%
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%TO.N,Net-(U2-XOUT)*%
@@ -1887,21 +1947,21 @@ X140768200Y-77432000D02*
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%TO.N,/#RTS*%
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X138491000Y-87855722D02*
X138491000Y-87305000D01*
X137701000Y-88538000D02*
@@ -1913,11 +1973,11 @@ X141491000Y-81376006D02*
X143035006Y-79832000D01*
X141491000Y-82405000D02*
X141491000Y-81376006D01*
-D54*
+D55*
%TO.N,GPIO0*%
X162000000Y-91000000D02*
X162000000Y-90510000D01*
-D53*
+D54*
X141890011Y-88715922D02*
X141890011Y-88400351D01*
X141491000Y-88001340D02*
@@ -1926,10 +1986,10 @@ X141890011Y-88400351D02*
X141491000Y-88001340D01*
X142151095Y-88977006D02*
X141890011Y-88715922D01*
-D54*
+D55*
X162000000Y-90510000D02*
X161963000Y-90473000D01*
-D53*
+D54*
%TO.N,Net-(U2-#IRQ)*%
X136159495Y-88127003D02*
X136159495Y-87158505D01*
@@ -1945,7 +2005,7 @@ X137336494Y-89304002D02*
X136159495Y-88127003D01*
X140491000Y-87305000D02*
X140491000Y-88859611D01*
-D56*
+D57*
%TO.N,/RFSWITCH/RX{slash}TX_1*%
X166372000Y-82442000D02*
X166393000Y-82421000D01*
@@ -1960,7 +2020,7 @@ X163482000Y-97428000D02*
X163482000Y-94025000D01*
X166393000Y-97421000D02*
X163616000Y-97421000D01*
-D58*
+D59*
%TO.N,/3V3 TX*%
X143289000Y-90049000D02*
X143543000Y-89795000D01*
@@ -1968,45 +2028,45 @@ X140381000Y-90049000D02*
X141638000Y-90049000D01*
X139733000Y-90697000D02*
X140381000Y-90049000D01*
-D53*
+D54*
X142548230Y-88351770D02*
X143191000Y-87709000D01*
X143543000Y-89795000D02*
X143530000Y-89795000D01*
X141991000Y-87794539D02*
X141991000Y-87305000D01*
-D58*
+D59*
X143543000Y-89795000D02*
X147532500Y-89795000D01*
-D53*
+D54*
X142950000Y-88753539D02*
X142548230Y-88351770D01*
-D57*
+D58*
X146438000Y-89782000D02*
X146464000Y-89756000D01*
-D53*
+D54*
X143191000Y-87709000D02*
X143191000Y-86605000D01*
-D58*
+D59*
X141638000Y-90049000D02*
X143289000Y-90049000D01*
X147532500Y-89795000D02*
X148300000Y-90562500D01*
X139733000Y-91459000D02*
X139733000Y-90697000D01*
-D53*
+D54*
X142548230Y-88351770D02*
X141991000Y-87794539D01*
X142950000Y-89825000D02*
X142950000Y-88753539D01*
-D56*
+D57*
%TO.N,Net-(C31-Pad1)*%
X153736860Y-95464660D02*
X153711000Y-95438800D01*
-D54*
+D55*
X153711000Y-94380000D02*
X153711000Y-95438800D01*
-D56*
+D57*
X156471000Y-95904000D02*
X154797520Y-95904000D01*
X153736850Y-95464670D02*
@@ -2014,42 +2074,42 @@ G75*
G03*
X154797520Y-95904000I1060650J1060670D01*
G01*
-D54*
+D55*
%TO.N,GPIO2*%
X152052000Y-90697000D02*
X153211000Y-91856000D01*
X153211000Y-91856000D02*
X153211000Y-92380000D01*
-D53*
+D54*
X142596000Y-82300000D02*
X142491000Y-82405000D01*
X143106835Y-82300000D02*
X142596000Y-82300000D01*
-D54*
+D55*
X152052000Y-89832989D02*
X152052000Y-90697000D01*
-D56*
+D57*
%TO.N,Net-(C34-Pad2)*%
X153737000Y-90570000D02*
X153737000Y-88712000D01*
-D54*
+D55*
X153711000Y-92380000D02*
X153711000Y-90596000D01*
X153711000Y-90596000D02*
X153737000Y-90570000D01*
-D56*
+D57*
X153737000Y-88712000D02*
X153703000Y-88678000D01*
-D58*
+D59*
%TO.N,+5V*%
X130534000Y-100546000D02*
X128652400Y-100546000D01*
-D54*
+D55*
X127150000Y-82700000D02*
X127150000Y-89593000D01*
X127150000Y-89593000D02*
X128557000Y-91000000D01*
-D58*
+D59*
X128652400Y-100546000D02*
X128455400Y-100349000D01*
X130534000Y-100546000D02*
@@ -2058,7 +2118,7 @@ X134917200Y-102050800D02*
X137396200Y-102050800D01*
X133412400Y-100546000D02*
X134917200Y-102050800D01*
-D56*
+D57*
%TO.N,RX*%
X154528800Y-80121200D02*
X153703000Y-80947000D01*
@@ -2066,19 +2126,19 @@ X153703000Y-80947000D02*
X153703000Y-81807000D01*
X154528800Y-79648000D02*
X154528800Y-80121200D01*
-D53*
+D54*
%TO.N,/#CTS*%
X136859006Y-87548994D02*
X137103000Y-87305000D01*
-D55*
+D56*
X134780000Y-93618000D02*
X135450000Y-93618000D01*
-D53*
+D54*
X137103000Y-87305000D02*
X137991000Y-87305000D01*
X136859006Y-87791237D02*
X136859006Y-87548994D01*
-D57*
+D58*
%TO.N,Net-(J1-Pad2)*%
X132976000Y-99296000D02*
X133066000Y-99206000D01*
@@ -2089,13 +2149,13 @@ X130534000Y-98046000D02*
X132385000Y-98046000D01*
X132385000Y-98046000D02*
X133130000Y-97301000D01*
-D55*
+D56*
%TO.N,Net-(J1-Pad4)*%
X131730000Y-96796000D02*
X133130000Y-95396000D01*
X130534000Y-96796000D02*
X131730000Y-96796000D01*
-D56*
+D57*
%TO.N,TX*%
X161772253Y-95970322D02*
X161772253Y-95838000D01*
@@ -2111,7 +2171,7 @@ G75*
G03*
X161772253Y-95970322I-1975814J1975856D01*
G01*
-D55*
+D56*
%TO.N,Net-(J1-Pad5)*%
X133130000Y-93618000D02*
X131202000Y-95546000D01*
@@ -2120,13 +2180,13 @@ X130534000Y-95546000D01*
%TO.N,/RX_u*%
X135415000Y-99206000D02*
X137447000Y-97174000D01*
-D53*
+D54*
X139491000Y-88338343D02*
X139491000Y-87305000D01*
-D55*
+D56*
X134716000Y-99206000D02*
X135415000Y-99206000D01*
-D53*
+D54*
X139756659Y-88604002D02*
X139491000Y-88338343D01*
%TO.N,/TX_u*%
@@ -2134,12 +2194,12 @@ X138757483Y-88578483D02*
X138991000Y-88344966D01*
X138991000Y-88344966D02*
X138991000Y-87305000D01*
-D57*
+D58*
X136050000Y-96666000D02*
X135415000Y-96666000D01*
X135415000Y-96666000D02*
X134780000Y-97301000D01*
-D53*
+D54*
%TO.N,/P1.6*%
X129268200Y-78505000D02*
X129168800Y-78505000D01*
@@ -2149,7 +2209,7 @@ X129168800Y-78505000D02*
X128243000Y-77579200D01*
X139491000Y-81656627D02*
X139491000Y-82405000D01*
-D57*
+D58*
%TO.N,Net-(L8-Pad1)*%
X148187500Y-88737500D02*
X147750000Y-88300000D01*
@@ -2157,7 +2217,7 @@ X148300000Y-88737500D02*
X148187500Y-88737500D01*
X147750000Y-88300000D02*
X145800000Y-88300000D01*
-D55*
+D56*
%TO.N,Net-(D1-K2)*%
X128243000Y-81035800D02*
X128252200Y-81045000D01*
@@ -2427,7 +2487,7 @@ X135531560Y-80609589D01*
X135524270Y-80599457D01*
X135523668Y-80599912D01*
X135519259Y-80594073D01*
-X135502753Y-80579026D01*
+X135504862Y-80580948D01*
X135483539Y-80561509D01*
X135482229Y-80560258D01*
X135468097Y-80546126D01*
@@ -2923,31 +2983,41 @@ X134581500Y-88832500D01*
X134632280Y-88850982D01*
X134659300Y-88897782D01*
X134660500Y-88911500D01*
-X134660500Y-89553088D01*
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+X134660500Y-89465979D01*
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X135779035Y-91768849D01*
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X135794857Y-91790128D01*
X135822233Y-91813849D01*
X135848507Y-91861070D01*
@@ -2985,13 +3055,13 @@ X136589204Y-93325331D01*
X136594996Y-93333068D01*
X136603608Y-93347583D01*
X136607623Y-93356373D01*
-X136630019Y-93382219D01*
X136642108Y-93396171D01*
X136643877Y-93398367D01*
X136653774Y-93411587D01*
X136653779Y-93411593D01*
X136665463Y-93423277D01*
X136667373Y-93425329D01*
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X136701872Y-93465143D01*
X136710000Y-93470366D01*
X136723149Y-93480963D01*
@@ -3166,41 +3236,36 @@ X142144500Y-94661818D01*
X142143300Y-94648100D01*
X142143300Y-93979252D01*
X142131667Y-93920769D01*
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X138489036Y-93798500D01*
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@@ -3220,23 +3285,19 @@ X137428230Y-90361132D01*
X137428231Y-90361132D01*
X137369748Y-90349500D01*
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@@ -3468,84 +3529,82 @@ X140128231Y-92238867D01*
X140194552Y-92194552D01*
X140238867Y-92128231D01*
X140250500Y-92069748D01*
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diff --git a/hw/cam_profi/gbr/TFSIK01B-B_Mask.gbr b/hw/cam_profi/gbr/TFSIK01B-B_Mask.gbr
index 2b66298..6eac38d 100644
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diff --git a/hw/cam_profi/gbr/TFSIK01B-B_Paste.gbr b/hw/cam_profi/gbr/TFSIK01B-B_Paste.gbr
index c93603e..cee8499 100644
--- a/hw/cam_profi/gbr/TFSIK01B-B_Paste.gbr
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diff --git a/hw/cam_profi/gbr/TFSIK01B-B_Silkscreen.gbr b/hw/cam_profi/gbr/TFSIK01B-B_Silkscreen.gbr
index 0cbfea7..12d51bf 100644
--- a/hw/cam_profi/gbr/TFSIK01B-B_Silkscreen.gbr
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diff --git a/hw/cam_profi/gbr/TFSIK01B-Edge_Cuts.gbr b/hw/cam_profi/gbr/TFSIK01B-Edge_Cuts.gbr
index de70214..9fe534c 100644
--- a/hw/cam_profi/gbr/TFSIK01B-Edge_Cuts.gbr
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+X140755983Y-84801885D01*
+X140741000Y-84822508D01*
+X140741000Y-84887492D01*
+X140747181Y-84895999D01*
+X140755983Y-84908114D01*
+X140779463Y-84973921D01*
+X140763638Y-85041974D01*
+X140713532Y-85090669D01*
+X140655665Y-85105000D01*
+X140583822Y-85105000D01*
+X140579378Y-84605000D01*
+X140655665Y-84605000D01*
+X140722704Y-84624685D01*
+G37*
+%TD.AperFunction*%
+%TA.AperFunction,Conductor*%
+G36*
X141922704Y-84624685D02*
G01*
X141968459Y-84677489D01*
diff --git a/hw/cam_profi/gbr/TFSIK01B-F_Mask.gbr b/hw/cam_profi/gbr/TFSIK01B-F_Mask.gbr
index d289035..459a951 100644
--- a/hw/cam_profi/gbr/TFSIK01B-F_Mask.gbr
+++ b/hw/cam_profi/gbr/TFSIK01B-F_Mask.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*%
-%TF.CreationDate,2023-10-05T15:24:21+00:00*%
+%TF.CreationDate,2023-10-05T17:54:02+00:00*%
%TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 15:24:21*
+G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 17:54:02*
%MOMM*%
%LPD*%
G01*
@@ -30,8 +30,8 @@ G04 Aperture macros list*
20,1,$1+$1,$8,$9,$2,$3,0*%
G04 Aperture macros list end*
%ADD10C,3.000000*%
-%ADD11RoundRect,0.200000X-0.762000X-0.762000X0.762000X-0.762000X0.762000X0.762000X-0.762000X0.762000X0*%
-%ADD12C,0.700000*%
+%ADD11RoundRect,0.150000X-0.762000X-0.762000X0.762000X-0.762000X0.762000X0.762000X-0.762000X0.762000X0*%
+%ADD12C,0.600000*%
G04 APERTURE END LIST*
D10*
%TO.C,M4*%
diff --git a/hw/cam_profi/gbr/TFSIK01B-F_Silkscreen.gbr b/hw/cam_profi/gbr/TFSIK01B-F_Silkscreen.gbr
index 185ce38..6fe76da 100644
--- a/hw/cam_profi/gbr/TFSIK01B-F_Silkscreen.gbr
+++ b/hw/cam_profi/gbr/TFSIK01B-F_Silkscreen.gbr
@@ -1,12 +1,12 @@
%TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*%
-%TF.CreationDate,2023-10-05T15:24:21+00:00*%
+%TF.CreationDate,2023-10-05T17:54:02+00:00*%
%TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 15:24:21*
+G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 17:54:02*
%MOMM*%
%LPD*%
G01*
diff --git a/hw/cam_profi/gbr/TFSIK01B-NPTH_drill.drl b/hw/cam_profi/gbr/TFSIK01B-NPTH_drill.drl
index 063e610..729e647 100644
--- a/hw/cam_profi/gbr/TFSIK01B-NPTH_drill.drl
+++ b/hw/cam_profi/gbr/TFSIK01B-NPTH_drill.drl
@@ -1,7 +1,7 @@
M48
-; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Thu Oct 5 15:24:21 2023
+; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Thu Oct 5 17:54:02 2023
; FORMAT={3:3/ absolute / metric / suppress leading zeros}
-; #@! TF.CreationDate,2023-10-05T15:24:21+00:00
+; #@! TF.CreationDate,2023-10-05T17:54:02+00:00
; #@! TF.GenerationSoftware,Kicad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1
; #@! TF.FileFunction,NonPlated,1,2,NPTH
FMAT,2
diff --git a/hw/cam_profi/gbr/TFSIK01B-PTH_drill.drl b/hw/cam_profi/gbr/TFSIK01B-PTH_drill.drl
index 56217d7..8919ac3 100644
--- a/hw/cam_profi/gbr/TFSIK01B-PTH_drill.drl
+++ b/hw/cam_profi/gbr/TFSIK01B-PTH_drill.drl
@@ -1,7 +1,7 @@
M48
-; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Thu Oct 5 15:24:21 2023
+; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Thu Oct 5 17:54:02 2023
; FORMAT={3:3/ absolute / metric / suppress leading zeros}
-; #@! TF.CreationDate,2023-10-05T15:24:21+00:00
+; #@! TF.CreationDate,2023-10-05T17:54:02+00:00
; #@! TF.GenerationSoftware,Kicad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1
; #@! TF.FileFunction,Plated,1,2,PTH
FMAT,2
@@ -95,8 +95,8 @@ X140114Y-103651
X140368Y-75965
X140385Y-80962
X141190Y-88701
+X141350Y-93950
X141384Y-103651
-X141393Y-93907
X141511Y-96920
X141511Y-98241
X141511Y-99587
@@ -112,6 +112,7 @@ X143238Y-94050
X143300Y-93200
X143797Y-103651
X143839Y-75965
+X144200Y-82000
X144650Y-88050
X144940Y-100730
X145067Y-103651
diff --git a/hw/cam_profi/gbr/TFSIK01B-job.gbrjob b/hw/cam_profi/gbr/TFSIK01B-job.gbrjob
index e27eb99..d5a595e 100644
--- a/hw/cam_profi/gbr/TFSIK01B-job.gbrjob
+++ b/hw/cam_profi/gbr/TFSIK01B-job.gbrjob
@@ -5,7 +5,7 @@
"Application": "Pcbnew",
"Version": "7.0.7-7.0.7~ubuntu23.04.1"
},
- "CreationDate": "2023-10-05T15:24:21+00:00"
+ "CreationDate": "2023-10-05T17:54:02+00:00"
},
"GeneralSpecs": {
"ProjectId": {