diff --git a/bom/ibom.html b/bom/ibom.html
index d91e990..fc7f9e9 100644
--- a/bom/ibom.html
+++ b/bom/ibom.html
@@ -799,7 +799,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false,
///////////////////////////////////////////////
///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("N4IgpgJg5mDOD6AjRB7AHiAXAAlAWwEsA7DHARgBYA6CgJgGYB2ATgA5mPPOAabEQogE8s2ZoxoMWzXvwCGaUqNZUArIwBstAAxkZeecPLMtqjdrIBfGZBiwRAbVAAXQQAcwIkLIBOAYxAysE4+Tg5kylq84eJaALoy3rIQBACudjj0qoHB3sFEUAA2HjjGVJF8YEQQsvlFIuEm5SAA7gQQTgAWIiZkKgxcA5ysVrggLu6ePv7ZIQ7MKmVRrDHxfInJaSKZKjO5NYXF2I3WVft1Jcd8re1dOD199IODw7zObodefgF8QbM49vNFtgyDoyqsQOtUulsNtdnkDiIALSlJqVaq1Q6XFptTrdKi9fpPLgvUbjD5Tb4gX65MIRKKguIJJJQrZZH45eHnYGsLFos6HWiMLHXXF3fEPInEkZvCY4KlgKB4SqhOFhag7bkrE4QNVskFkMEyEW3I7iwmStjSsbvTywBVKogq9l/bAAhblMilFTgtG0oGekzeo04k33c2Skkyj52xXKynU0L/Nh6hk+qpzZQa6KGq4hvEEx4Wy2va2yn72uOq/7hIFiVRpnVJ928OtB3M3fMSovDcGwAgFADWsF83jAlREoAAYg5QK4UND7Co6cD1BFwU4wGhE3xfERfNhfChHd4UAUit5sKgfBBsKOAG5kSkdMAEKAdbcGnTqYMd8hlMjfnwHQoN4BAAF7wAAVmkTgEAAZoYRwyJ0BC+AORBwNCYaFharAyLIThON4DjgvyeJaFaZK2hWjrxhyGb4lEvRUOoDZzJkgFkAB+LgsanbhkSkaltGNFOlS9FJrCwI1vQbGSf6ZDiOoRYcLxeZigWKlCVRcoxg6YkJuxClKSpzBya6zC0FQeHSQsrE/qKpqad2lE2rpol0S6AJSWQ2j1tqRlZjJam/k5Xa4Vac4LoCujAo8VBmchm7biAUDpjIz6vu+eJSKZDmhlQuUqRlIHgVBMHwYhTQoWhGGwFhZo4RG+GEcR/ykRiIgopF85zAa7DFXFzCFVp67JZ4WiIiCd5Pi+b7biYRVFvlOWmRwJWgRB0FBJV3TIR0qHoZh/FNYJLVESR+GdWKFEllFDjsIxQ2FWNW6eNNs1ZQtI1rStYpLRaG1ldtsEIXtfA1Ud9UnVp51ta6HUIhcZQ9QurDLmQ9BWfZEPjXKk0fRlc3ZX+X5/cC/6ASAwGbeVO1g3c+2HXVDXObhcOXXwZHI7doz3U2+J5cCtB2a9KVpTqRNfatv3to5i1rdIQGlVtFUM0hEMHbVx0aeFzVc61nNeNdoiNKjfVUPQUS0OoOZjHjfCuM0eDYCoM1S/NMtC9ioUK7L1Mq3ToNVUz2vQ7rAlPDZXiG+1V1I6avOzr1/ysJkp1ElEjAGowYueGBn2e6TAHk5+JfK7TIO7YzmvMzrYWR88HNx1zJtm3dKeuiow1aKZFBZwatB53KwgeyTFNk3LJpl1TNPA2rIe12HrN62dBsXS3xsJ+3fOd/Y9DqgPVC0KNSVvXKGBjx+lOlzfFfz/Ti9jFrUMr43AzRwRG8I/HXI78nC4+iW1oNbEwzBPRFmHnwAAIlxR8V96hAh9o5T8QNVaP3Bs/Ou4cwrNx/q3BOKIEhgDgvUVyZYQC+AIH4OoVYu6ZAoANC0WZaBWS0L3SBTINgNS0BQRWVM+I3UVswc2/w+EsWUkWFhYCIEWigSAWBIJC7j1QVPRBTQ57oODpgyGLNOx4PsIjLkRC1gkLISWHSO5qG+Foc6Gk/wVAmDTipTirCygcLkVwlkN0+FrQEepROwjRGugoDEWRkpXEyJUvI2BvdlHXyaIIieaCg7Vw1lg5e+j17w0Mb/Q4JiIRmPIOQj4VCaEeDofYRhgtrZsI8ZKcEkJNg+P4eTRoQSO4LgoNQZYKlpEJXCUSGJIJWDxPUbfDRgcq7q2qi/PRusDFGPyViUcpDikWLclY8pnl7EhNtloFhdToleOaYnXxpl/G+zKB03eXTMhaCtsLKJnDcbnxgSCRgYzSYTJSdMp+uj673EWXkrqKyinAhKZ4MpNiKl2O3FU6ggyiSuKOS8iEzJTmNHOS4tp1zFbBKqYPDOgx+ngOOa8lKsT1BfOSWo7598tFpNmdglewKCHGLBWsiFGyKHQtseJLydAaCxV8qizxawMU8OxUWS58s8VrQJRQVRHy7YbjeQokE9AaWqOQdPJBmjUkzNDq/LJMdv65PZZiJBqzzGkk2ZQ6x/LDJiMaI8kECxGAUEaZK8i0qLSyoKvUlSiqDS+T6fSdOrBhlaFoNqpBSSdUGr+TouZgLxRsq3n/a14LLA8tKY62FArdlVKxfSdUbZ0XcN9a0ulgT8WdIcAwFMVkK1qspfqONiSAmJqmQvFNLLTVfxyUs8ixCuW5rtbygtOz4Ui1UH6wYjB6RWTTt6qtLS/G4qDUWAlKhbZK18rbJh4r7bqoAMIjM7T8hlhr/mppwUC7JRtuaJzHbaqM1FYy0UqSoRFyw06uNtioWSAUHGZDELQAC/dhZAZA7WnotBIXuS/QZCSXc/2MAA9bcQItzKLnA4wSD6hoO+RwxWpJCGCWMAWG61g1AT7dnkQAKRBMwK9tae2Vz7TXDJJqFlPs3i+gpNr1mTpEihmdDgNBlBAdyZQdG8PSboEseTXrcW+SQ+WCTlTpMxpU8fRT+zZPhFUyFOVGm82fv0pJ1O4g6BZjowlVgZA8PLGPvMZa3IFgjNwmZgqFmxNWcrHCh6w1iNLCshoCtvpU7DV/d3QG3IV1Ll8+pxDlnkPWcqW57uDmFisJc6B10OX2GefCDRygfn8zpcC5l4LRb4WPTow5qyYhCsVHTLFwq5dwj3NUmlzT8ptMhdTuBkWSxqBsHa+ATrxXMgsAS5KJY3mtDHueFVjSNWP11e/SN4rttKARcKuoaLs37CsH2RQRbmckvWRSxGDbTktvCSC7thrD1qC9zy8fSDrnPulcS+Vy2lWBsZa01lvb53bYHxawlbOrnbZEaWH1xK8H8TPcsUNiH73U4mHsxNpz02YvFZMCfa7Txlv4lW6ltHAXtvg/q864r2MSOsEiyd1zLartlbZ3dtbH9HuUbB1jxnaHzuBnmJTgrrnAwA6W154HanacY/tXpUXXlefNaO21zn3XOJpzxYL9Hg21dvaZwCEw9AbINGslGorFvLbW/RixI3dOXs7dQ15aTItBo2/RoZ4+5OKdyZd6D2rDOzdi+90HwY+mcYzcbBZS3TvlDx4o8b4XpvPfFuj77nktu8OlCt0sJxdvlcm48jpxHMeBhLBiErhPcxk917KA39PbvMdZ5s66XPPPlAg464nh3xeQ8D91dVwbfLC3m+d2oAnvC13eIpquMP9OHXbOy+6Jd3JPsN6adCA0K/y/C6n9387Bo5879b4v05h/o7t5VxQikOmIjb/CLvm/B+WI8gPsSjg0cEwX1HoY1WF6B6A+hlJ2BPVtQX1fJPxWEGBwCbY2AxBoNx9NtBtn9IdMMyg39HMF8Tkv9VwHkKA/82A4RYDqkQDECICUDGBt8E8X1IN4DQCkDICxAGCH9MCvgX9cD5898fU/xiDf99YGsmCrcZNWDaCoCGC+QTZ6AGQECwDpDUDV93cuYeDsDX9+DP9EFiDNBJEbsxCTZER6ADQ2AmBqMlw+FQkLsYD5C2EAJWFulegDlIM0CuDhcsCcce9tCr8CCJV11l8ACOQX0lwkE5DCFhQAkhdbkpN9ks5RYz4UoWNVt2N0DaUA4uMMEeMAUH100BN8FM1lls1x0K9hsfDzthpPUkVa9gQcDwEAZiRXNqilUyt6CJEmihhXdH9xNscZ9lA+FaiuAs5lBGiadG8usaj2ixjFIJjPDw8RdI8vdxBu5jNGAGE5iHt7cDdKB1jNiuj/8ejyj+io9VjLIs5odVxFNzj9jhVDi2BjjM9K9sCj1lN6iriy9Jie9bjLjLZri1DO8XjKjndlI7ilUHivjidztMg9is4Dj5iYiM9Fiu9stU8LiPj/ioSztQSMTFIETtjj8UTgSZ9hpul1jPjXN0SKSsSnjiSKjzdpM6N1jU9whFNU93jFJWSviFi19UTXjrJOSOiLtsSh8mShTuS6S+SSSo8OT1jxARSA9mSs4FSASiTpSGTZSWIJSWI2T7ccDiN5TrI1SMjYiNTTiNclIdT1A9TB9QsaBrTbTTTkTzT1di03NDSVTjTRSHorSWTdSeSkSO9VcZSNcyShTVSfTbNtSjTFTASQzNSwyHT/SbSozitwzYyTTeT1Cljs9GsehHS0yod8RCypScz+SQSCzMyiz884T6jJT4yKEKyZ8DsIzvSZcSzqyyygTEz3TWyUynToSLtOyvS4z1TyzQyc8j0sZRiWJaAayyS+hZzNBAyrlgymzJz4UmSZz6jsYlwlSdyuS5zVzzNejXs8z7Srt1i9yiztzryWJ9zGy+i3TGtFyUz5yWiaAlzdyHyTz/Nnt+YQlzCmJwMF0Bh5EABNDtBBelDIzjB+bRXI+9VlQoi1Yo0FUo99Cc3s+FIVQjJiQeU7IfPC4zbiYjclZ09c585Y4tUJf8HFaSQivDEigiwPMswCxcFtPuKIbpBKeRAAVQoB0HSITX1V7RyPSTyJ4WEQzSE05Swp7ItOLW7hoB4v3TwxUo9AoHUq3RuVdJovhV/VUuBG0v8jtIcWoBI1MtR2dO3QtBOJfIcCMqsvMI0ssp4qsgY0RKuTsslAcoMqcrJJ4tcvtxUqss8tPjR18qJEn2nR/Ti24pMvEGm333Ihktp0Vm0gTKUsMqCpMp0vMq7jysoCAyN2iqeH8ovIsusjUr4tCvcvyrqqir0uwpyqcoasoBCsKsXB6WCqatspasUscocR7j6psuhLCrGrKpao4qZKFhKtVQdhAH4oUPgSAmJgSWvSyIQqZWNXmTrX9iHWfRNmExzUqrPwN04jotzh2MyGM2uumvrXpLav+ANJ4pw0iu+PsDeqSpel0qev0qqt8JYg8r+u6p+soFhMeoVWeJwoeg4lBpuu6sup4qhv+phsWNP2y0yGtzopstSqEUVnU0yvOuxpBt+qRq+pRt+q8sJIGoBtauGp71GopvZPJsoHEEpvT3KsGFJq0PZrwsUxZr2LBvpoxsBourusRtcwRpMsi2htMgJRPj1F4umzbU8H4vMBEu7TEuyMQskuQrSqJtQpHR5jfVEwlsqXoGh1qqIocHAISltoVuDVhpetdDMPcxUjf1MqJzOw9tpslG9tKvRsVtdqZv3kHlMm9ovzw39qjqmpDpduevDutstj6rtv+FTrdSVX6u5sGvtSxsh1TqzFMspoJoOu9nbxJrDoCszptsaozvdvroWumzzoZqGtrvdpzidvtzjq9p7uavbuypTsjv7pMpjt7u7vHrMrFtDuTs7v3gWAPRzsbv3mbpXudp3QbXkjAOt0xhoA0AEtY21tCngsZSNSXj41wRNpBTNtMTKJrqBody5KYki0Pvt1KBfukkRXfvHI7qfsshoDEDK0oHxF/q+sAb4QeIPV8mPnAezNmvyyzAUOPi+PVrlH4svRgsyNEsmT1t2svv2sfTNWHVvtNkwotsZoXo2ISk4g9sHLOxoeYFcWUA2O7OHuocWhI2Vqt0Uy4aiHob/In23q7gWBUBry4GQYNCxiPq0E+WwZ1Vwd+W4wNoHX4xIeOqiIoe5XnqfqMswxYU5uYDAs4DcsKlYGQdhMwzTyDJUD5sqPEStxYTJJO0puhMcYsYEasdINdzsZEaqWUGQJlQEYNB8eSI1pBGpQUfjR1rwZ2ovt4yIYKI0cExOvksof/rPzor4UMYSgOWYrs0lzijuvRhsbXL8d0aybYSKbDVMD3TpvceqcsdQbCdpwqYAQcHUBw2tn71kZUBPpQV1vibvTUevpSaKLku0YnUtsh3UH2WoxCYM3tzmdwNyeo3YY3Lhv+BWbkakaWe6p2YWeKfFA2eor0ZwwOUWaHlCouecbYqfPPLPzUGPkubikHg0tua8ZObUNmvoxI09H+NkYoAGb1TifPpGcyXUaOtSa0aaBEx0ZmcqOk0O2km2AkdMeWeGmMZAtUHRf6z/o4afuRe4Zo3j2hOJZxfEYouzMycqWUgShJcBf1NbOtlJdOcebpaxf+bRYouhPpexeFjZZ+b3jAOPjdXYTKFbSWswYeRBfGRvWTSQtGeIehYmbbimfsfNxQfAJMY4Df1BHEbw3nMKnEfpAv3I1sc1bF21d/SLDfy4jnNXtTvdVYs0AtfKata8htd1bEHpDAXWd7oO1eZBH9fdfM3aaoafu9btdddw17st1tYtHtdDd8c9eLWdeDYdbddjqDaChTfUwjdpaLtzb9bhydZLeBFBGzYLbTfhWjaTdLbECdYTZ9f1fNdTf8doHVH+fMOuYpQiZjTldgqTRUeZUhbGdVbQpfXSYRcjbPybXC2khMHUDgy+ptmuSYmXdXZpcJfnYWFINhkrbs19qHwXZIzkeFXYr3iAVW3pE5oDqeFkbWupg2vlbgqGfBf7XHZVdjjVe3g1cfqya5azFWwZeYrJP1bGLbyDLPI9yeeoGUiYkRTJbOyMsQ9Re/x9fZbg5/Xo0oGCe/vxBQ6HzQ5geQ+w4jyfvEVCSQ6I/A4PpxdXCw4eZw8h3EWMaCnI/t2o/ta44Jc2bdp6pYgPVA+MbMfQ9Y2FWY/47Ofg+Pnw/9XpCg/E5E+U+FcAR6AuT6offW3CblAACUhLY1omu1T6P3b0v2r6f3zVTbX176FLd2f1zCV3iNfKrrPLiOnLD891wD+cOAS6POKPcynnnPrahLkVUb6KJiJrvOV37sSVIudBGN1POmIr07V30G+BDPhKTOtqR2JKx2rPknJ3bOZ3pm526WrJMY4vl77loGizNAHSwuRVSDcDkuZOOXZmqvrbwDl6rIZHlmrJulmvQaBvxzEGaq5bFr1V9OFDjP1rpZYKlGFXR29q01ehZL1W4WzrAOq9jtmGlVQbmHbzbZtKGB4u6iRbjugvmyo9bYNADuWv5tBRovGHTvNBfObtIbCoXu6aEG95hyWvPKMulrZucuFui4cHYnlGCu1v8iNub7LVR17OMnHPIcLGGWavIvMMEdA8RuTL5shGMDdv0el7tLevEvhjuidjq98fvukvvLTyCUJDgM+q1bQftB5uX3FuoezOwWLOlXv3ivf2p2tvzbZ2i3KiJCmAsepuOde7U8ANDu5ew3/za37blAZeKfp72BY7Fe6ec7deUv/hjW7CTK/YJjMuQB9OtbcuONzPFXVGheEfxnRf/3tuH7KnKlladADeL8qejj7djWhRZfOrVAA/HiWPKP52e5qvleRaPyg/WGtBQ+hVE/xuAf+u5GysD4Xm0HQffJRk7f33+fHfCukmXeSuyHTrPfEXGSsWGAvm2Be5evH39SG+3Vc/SDHEV2o4bvNyHppHmBO/wMeRh+a9XMh/O/LLwCU/iUientd0EOtPhZqAQeZvSMh3Mj8v9by/1uNRXfbOa+HOBPw7gN0drZ05yeLuuANLYTjMF3gNiNW6YP1ewNrJoGamm0D44u/PxrUOcan/FhBxCf5Kor2gCapipG4bL8KKVvfToei35n0BeTvIrpXxF5H8yub/LuHjjfxNpBQNXDSjgMv6qAleL/NcrB2j5OcxWxA/Ab1w0pEpiBS4ZruAIcDiJDCinVfjPTgG+R+mxfZbttU/aC9UBB/KvkjzvqFJa+FXNjgqQf4MI5+3cAptZFkHdZmBUfYLpUmqRLhiBQlAgdx0zDW4m02cVQRny6TeZrYa/UyPIngFdtEBDvVboQ336bdYW4vcrpL3NxXYJE4aYWNsA0B0DuOdkdgUSGAG25jBlFCgeoLY6nc3UTaNQLoO6qmVSCxA9GKEP+53JjKvkdUFYN8hao+B0PFbrDwcHw8RB6A6vpgJJ4OMcaPNL/hxHkH/9iKlQrwdkIGQpDX+5Q9weqFwE1C4hX1XipfiaHgIWh5AkNE9AyHWQshrCWwaX3sGJNHBiPdCuIPhauC0eDjNhNw22BzNPubfeIasKSEbFXOQyNQbd0FQrpGBGwm/hi22GTcmhywMLr5RYHRkNABg5dnM3GHPtMokPRRnkIEHIC9+RQpwRygA5e90ew0Mwk8Osieh9hWwqmiCPCCgJw+53P/v3y2bFZMwagMrH5GcwHc7hOxVEdAzhEqBsh5w/FmEIJRuZCMBgiwbAIL7aBJhMPXfnDxQqH9ShgIuvmLkeiCg8R3g+dI90/Icj0Rd1OgH4I66scQSmYWEVyNtbP8qS4fAwQKPO42VUhcwHpPNX3rx5uBnoWkfkPpGFDGRog+YeQw94n9ZOlSYfqoHILSQj0hGTYYMELzbBzRXEZKiwEhE2jDhA/JMGvzRGA5uIywBEQcO6rGNLYno+XA6LAZYi/RJI/xjFCU7WRLBenLLlxCL4Q8VEMTPnnSIIYzC/hcw6diyKkGVFwE4fKDCKlA7EZPOSYQeLwm14jJtSZTJnm0LFz5iCRhY+kGSQORopoS+Y7QN3xE4ti8W9wiyEpEY6xj+2BnB0ZqO+Fl8GRg6EoWIINEuCsBAIIDIwiYjJVu4Uoj+ouL3pHoHgRIhUa0KBF5iPU6MZceKB5Ef1Dxm4u7L6KhGKiBYRY/ZFkIAhjid+6YqSlOJs5kMyh+483B2N/SViU+pgUsRZAvw2ln+9IIDPAz3GsivIP4rsfSAWDOZexH9YCU2MrbwTegaKG8a6EFCe0Y20keTEONPQpR4BvQGlBb0GjOlP+PALUS+MNpQtpx+oz8VBOLTf9mGlYgFkwDUC+QjW82B5M6I/hMQQR1GbOH2wjFfixcLE0PjWBtKcThi3EwqLxPC5RwmIrJGSeGMwmLgYgiVUVDxDjHW8uIwLXIamOokJNXxdE98TOOP6o9T+C9PdHAygG1JxQoQiaojk/7cN+o1/REa6ORGLgxGEfZhg5N6BOTUOvkhinAUFK/81JkEkABxWwk6dF0cIv/uBV0nESchSY76JRPWho4MpSsccdMNMkTt6J2Yw0VZONGQ4JJlYyDHAwDB/45JQoW4WvDCmChqpkUoYXWK8jlTu4+IriMYAbzQlDBCk3ymCMbE9S+x9gbCVUPtFkUCJ6ornu8PHhkTPMFE42rlIKEZjdRhUsXijwl7LDzcHUmBnZgWwiS+pPE+qUpOkgHT5gIkndtZKfp7SmI93T0ASIaRB8TpfE4kPdO6zzAqeo02KT0x+iW8C+XEUif9PInp5spaYkybRIKnmSGJOYtweJM2Kh9laoqCxkdLOyGCGAoE4WMNBRl9AkRgnJtEqiRma8VyeMl6T9zp7Gtra85MmSYMbTdMYMYw5KVxC0DAzwZWU5ac+MhnKtheMMoqXOLanMTEZFU5KquD3RFkMZlM0WRYyzJRT4Z7U4WZ1MZlCUZZXRWqZjPj7rsVZe6NWcbywkMzRhiU2/szLiTYMFpiWJaf7C5kQthB/wq1MVO2k3T52isg9HOncLzkap5Mq0VjJ4Hyc6Azia8XLJ2kIzhUSMyyr+nnK9T0Zz3SmeHP9nQdWpcRE3h9THraSjZFwwiZ4HgFpEzZIMxaWDM5niVtRa0t8aQxnGMTcxu0l2TQLxZ1DG0Mcn2XgNrn4zw6hMgCBVJbTqzKZncvWWNJOHHM2c7XTOSOLkZPii5NEnmWgL5mbSJBRozrpUTcQljKxDtXhkH1aygDBpAjGjAvzNKVzxJLOUPrn00BGt15p0puHFAQ5XSopHFXnONjiiBh/cJsqJmlLfb8DrZlnCvsUOnnOCtpSwp2TpmGgXZkGludQC3xjy3lAFJ2ARk4lcLEYW5C9ZzJbHALQL/iYCvvjsWkbIL754InvgnNrFJyiq6Q1Op/3z4b8DkY8/BtzOd5fyy5+oyyY7NKmVFQFUXDgdVwdLdC+WjQPyXQ3u6gCyB+CpifCmYX0F7JcUU7tfzrnbNForkgRrwsGECLope8VWmBOE5UiyFBkl+f9GWkFyrZ48qhbbKzEzzFh841rnQFD7/iT2rA+bGAR9kWL4FVHBhDbD/E0YyCGc9xtYrp4HIkF1La+UosRQRpLYWQ2VrnPZmWzvY78oQZ/LtnI9Z5JU+ee4McXmLJsUc+oYVBsXx9eEYHLyYJ1MVOKlZIIH+ryzOytcNiniwpRhN8ULgYhZrHScOPjGDtDJgzKYatPynWdaF/M3+fOK1kXY/xbCCWfd2H5vTOA+rPpfYvnancel+S0EGNzXYDKz5AwNtsAlGkEiiOjQzJYRjUVEToKmi3nk0ohk2yolhi93gLLEleQVlX4a0QMHPaI4iyKyrGPMskYqL0+okwRV50piXKuA57MRmjJI7SMNZvlEDt8tGkxR5qlU1xRnKt4ABFbZdzw+Epi9lxkg5bMKZHly4Zwc6Cfcl+7BiAWPAtsWdlNExpORvkB+TWLV6CzXy3pASejkQnI1IFBgweBdjGXZY6VVK3FSenbEKw96OMn3CemumMLvxmKolTip5XPT/R1TLldSoqWJyOm0ZVbNbiYAllmM+kihcMw/nIq9RkzB2X/P5VsiIgR4uKIMTcY4k9V8q5KngrJWnL3SZJLYsGIkKhJpRcqgRoaqZWQ5Sgq4eVc6o/rLt9VmMNCS6rzHer5Vfqs8UoKJUO1nM/q78YGqdUH1C88ErFV9ztVc0g5/811fGrDWer/R6anPsGrplTER8mMeWrpJYyYwVVgglAYcpRV0KK58s4tKUA2LyrPsq7DlWkvlVFrhRlA11WwiPyYwm1heRaAWtz4PJI19Y9OIOr7Uf0x18q6RsmulV7yMVSC6dZbCNVD5AQw/JdUwBHULrd6AjCdVmoSjjqyg27FNTquglL1D1w6kNeusWabre5NpA9QIyUhKrfIZan4ZOLMntK0maK1NUwvThv4FVgE+wCu2XWyLj4gQ3Th2oiG/qQNYisDUPL5bUB/1iOcDQLmyXh0TscOUDUEwaZvcaksG7DYJC3VTk8NmMMYs2tw2egsNKG5omhoXoYbfWBqg9QHko2Mbh+RGoRUvX/Vka8M9GpDXBsZ4WqZV6ZVtX9PALPq3hr7Jbl8IiUVr1VG0n+bEoYXxL6xA6gwWFiLL1qC1VM1XsI0tXwpAGKfNTd/n7UibsZxm2jQAynXWx1NtoxddhhkzsajIO64WDEB+VzBz1Bg1zY5p3paabNV63zeZsg1HC61Hm6zYFogahaXNDm3uTWA9CgMx+aKK3iWtZmNLQW+ytVZmKrUdLFN2q5TV5GYjgqqJXEeCVULwzcQNiTEErT4rnW1r4UBW2WCGLHzQl6tKoqrVKoUW1a/QcWtreyvRkS5D2xW6yKVos1n5Ytyky9vbjG22Qht1WjreiuLQtbfcNYMAZNoxjLb+Fgm+dcxP63dhKtM2vFaex23sx8NOm4nnprCA0YGt62srZdvmqp042QWt0a6EW059q8RrI7frDYUPaXliijTlcPwJKrR5qWt9jJt+HrTv5AIrVfOJWXzl9M4DGLt/jh2krdNryhxAyv0xcTQq6OkPBBJq3zahF2MOjFIgJzGByqDXFtHukpwxpdxeOn9ebmIwxi88hO1egzp5D6436NOubXTrFyNcLG32TqjxvZw819c+WMAgJpR1baONVOWHOwEsXbNJsGgZHPRW82EL38xOq/KTte4kce4lOhXNTpV1AbQmR2MWTxukYp8jsIig3SpXAL86Vt3VFSjbGF1S4xdf3E9XluLT3rQFMu8BKboPr657knoK3XZCJ3MISdcudBfbrEa66gc+ukbT+nEAHpecJum5kNvZ2FQWAQeu7Lbrl2iNjsTuhXIgXF1nbUdXcfvMG01w+6U9Ygf3crrj2zM7IrOc2RBq+oYbF2JmcPkPL5Xu7DK/vUKfnhIX0CO9BHdvU9KL2L9yVby0fawtnwR8GuDe/TFPsI117KiKyxfRF25BN7UNBzefRvrzkR6ftnWtHUPun37o8Wc+7UksFP2d63dIo83Kvu4X6YU+PGnfe3qf1qDC60GtOEro8wTFy6d+d/XFVmaW5aM4GM/boSEL34b9WyGFE82nLf6wDhBPQpAdp3khNCK+sdfAaHl/7v8JBMgiERCBAEe4ShNgnQTQKREuQYU6gsoWQJQEPCUBz4NMEhzn8wCmB3/YIWCK4HRCgBE2JQAiDEGVC9BewgnGYKSEaCNBjgmoO8J36MD3IUA1gfYN35ODa8YwsIYkJUGSDMhIQ1yFWqiHqD7BaApBqkNi5mDIBhKAgcCJL5FDBhC2dwYTimFzCaceguIyJ22EqY5Bw4FjEpjOElUjiPoCiwP32ojDZymQ71jMPyGgi/+uFGEWXCMEv1pnBRRxRWXUaBgnEajKLSS2RNX1E4nUaXM0aQ6TlJeoDfuy0H1klBgGjDVdmtwdFYhBuhndoCqPyYbYz+r8g0bKNW704t7eounCaOhV5MJR/EsAmR3F7JdTlDo1UZcnotblYx+EoMat0U7xjcDSY3f0tidHFIExsfbvMP2ugGdKsmY1jEA3hELGVR7o0MfH3nb5dNAVY97moxa7OmllK4ycdqPeZ+j1xpY8s3uMLHBQbxx7d5KATOHZyfQb419SMq+cATIq/fV3tv3GH5jXpJw7cYcQwnSjgJjYy6RGPVVQT9RTmjcZw0kdETikLE0CchOdqV9Ho1o8iZxPtVAxVRgkyiaord7Om6cF45mHBPN6+Wzxskyya30BHudXkYDRifxPp6gTfLRkxycJP0HgtUu3oNScFPwntjIp2E9iaX0/HBOGGqU2CaFNnZVTLxmk67pQP0mHE8Epk6oE5M0aDm/UI0+SaVPcnT1ylQ09KbhMUmDTfOdU7SfCESnOm5p+04qf30TU7TCpsU3qahO8nPTLpx09sZDOYmZTuprnTacMpc5oGWYHAk/2aMAQiVSZ62nMfnQJms4LaF4aFXjPq6jyyZ5ffTu8xdN2iuZg4wWdD0/k90pxzY/js6Zlm0zmYDM8s2bMVnVAeZvNVhIGWpyAdxa91FkbylQy2leRkolDon3JzHcceFJfTPT0DbQS5qiXVsbGniAC1zuRkN1WwkbmOSBuiQgYwJyYYydevB8vrkmy9wDdOdD0Lzj3Sr0hKeTNPSdk52bbVzEheYN9hjQ57948mG0pTn0lXnyxsOegt+evOK7bsA0fc/lk8ZX5jzspxeuKHPN5MXzK5xs5nVWJHY7zsdOzObtuzPmoLX5T879l7qksRUGPACyWetac1y9b9b8wqtiFHZILlFr1jnBgvv5zGJ5yemebD0oXhjb5z7Jhfl7dVRWxgJ8woOYvptzCprPXcReEv9RQFuEoHBReVMp16MNF9PXRc+zgXwgK6YkUSag3uCc4hWhzMu3q7MUjLjQ53Mub4toX9Zupfs6Zfg3oylIfkvAoMQN3YSbS/Z9y9xwsuFmrLHllyw5ZYhmXfLaSyy45ddNdKgril4cgpjCsbFLLbxQK/ZdisJ65zYiPyzWezBicADG+Iuli1MPxWLDt+RHZBo/1asohSu4q5WksNlXrTUKQA1L1axFWBCER+q/paCPMSySrV8AxwZELKHbDXIYAvwfEMGHYjCcSg6Nf0N0HAzGhRgwvJ6vVW2rdV4Qge0GuhEeDVBaa3QVkKnATYIh9QwIc4L0Gurs6Ja7IcFJ9XFDA1s6Soa5AMA+DUhMa3tfRAJwdDR1sa7NZjOTA0Du0i66EZqvYH9CBG2PFEZMIe0LCTh6wsY2sZaGPDjhTQF2x8NuF/DnVv6+JIBsG4gbCh+q0NcODhFUQ+1hTepOwm1z7RaRgfYOd4TDmWlo53mZ+oU3GKpzQFYVI0JYB2x3GoTPyYmc5qnazjhRh84pCzg9xzLbNwsxza3MNWgz3VuBjMadY9I7i/NhszydluCg/iV2I1sNHVtdGZ6+l90yb2ZMa3V6ytHW2sa/JXnLcb+GhgraUHy3LbMG825re45W37bEl3CqGhpLO34hrtzEt7elvEndpRt0oyuvtqW5/Ss6n6zLdnTB2BT8wI1rHZwKR3Xztl/eOHa9Lx2k+xpjO8rdRNvn07Id2OgXbju526T0d+2iCIjti3fIs5ZO6hdVt1tK7Od2Ok3cLvu3WBnt5u73Vbsl3ALF/Nu/EM7uRnM7Klheh7TZy13sLdtgewHYMvWt+oRpEe19XHtV3276F6e73a4sT3h7pdt009v3gyDJ7vdQ+zvY8uZgqhrRoUE5eIqe32byfa/XNbnvtTz7A2wjOFfgvGtHEr9++1FZZuEp0c7NyLOColkv3dtP5RK7/fOOs2w0Etn+2Gf/swPsrb9iB9Gc20xT3QcU96fUTizs91UqRVKbCuTHxG0tiKjLeDsZv5HOlf9/essCziIpyNQ+Gh9bYQ7HrH7Bt57QhxFSep8QDDsIIALoc8ODdikQqDR131s5MHkfbqsI6FBkXpFAZqO4HfElYofWTue/u9vcSJ77kIeq0/rf3vCPgMZFmeGVsKb64wEEate89sAWPAldWMVegCxYCmHBQO8vO6na7ZHqyLCHOx4ig8cPkPLTarh2v1DvVhvHAj29aPafqgMuIoToJxw/xA+OhLs99h2NP8fROjWKTq/Ak90feTKpcjHmlUcCdGtPwV947excyfim9HB2ZI0MFSeTbKni5zx0I4Q7MPl1ZWppwTjKeP2KrYuGsIIduy8Jwjq15Awo4YOjbWG1t/dGXVxvEEfWOU/G/UEltcl6CChORqAsb6D4mCmSnQJhiWfsINAMaR5LPbOt+hen5tsQNdZwMzOKCB10yls+WAbFdnqztw8TYesBjbnOzlZw8kkMY38tYzv4mc8QMQH+ni0uZzgERBNo2AkGVhJIn6DUYnnb1h659kWf3OPnXbE64/aOfVhfnmJf5yVaII8hLn4NhODsyRfLO9nNseG/UFAZvPkXZLgNPXdQMLXzcPT8Z3DnOdH57rhwXoAkXWc8H88xDiXRxWA3kvK2p3GyhkYaU7LPhRklacXNaUM3xzMS5m1A6A3PC72QDX3SgULMXs+EtR1V5W0aM8a9XKqHVxY6A13VOI2ryRdsfgkWvCmtR815uzKDpyrXZrsDWq5NfhOz8zCuZo6+pwHaGTbrpdk69m0p2G7TZ40u65dcYazeg21hCG/pf6ntjRrkEMG/9dSKJEe2uN+1tDexnOmyb/LBI+JFsmI302rN7ysqWNpTLQUUNP7fFcSaeeUrhFTK4nnULolCwnbsq78iKQQOCpJe31OXZ3zjXxjbNwm/Lsm8B3PboBtJzXYTvoxZODy7O/1fuYTbPQI5iqnYC735xoDNQEFHuT+3mt65td/vV4SbvqHh73d63jsfnucWMOIR9e4w63vVtCUQd/vUfeevKk27td14rfdfVhHHEuCZbH9tZPBOf7r9+6H3dnZQPgKwD6e+VdQeAPJ7srWMUHdeLEPvcjm8LYlHDIX1wO4dnoqRWZaNVcRgo2ieKyYKWEk2CxpPyQWHJVFI7my2G9eqQKKPTmVeoguULmDWPBujm0AoclVO3FjDZj5x7YCwehNAIZUb7ibSkL205C3D9v3w9kPcjMLLNJOeVcog6A6IyysU9FUQN+uCa4PKMNCQ80Dd6nwt8QPYTGevVreMz5wKM/0eBbpHgEHp6JVNoLPabpPNZ/5HuJLPPZ8/HDkk9ag6lGqGm3J6QHZGS5H6hV+28kGrmOb4CH1qy2Byr04vCnYMdhOcdl3FHGuBlSwgqzJesWqXr7nOjMKifHPiCmmfZprI5fEvJX5ZQh14Q8VMw4DK3mehVm03ZX9NqeRQ/tkkfVzzlFdpyUcTh8DjiG7pP0aG8Ej6zLjxj+hhoADf7qZJH/VaYmqjfKjPFRb/I7Qd7xmFWlHoPIla9A7JX8Kkh82/0WVqiPTNjt4Uc0q1yS6jQORgBg0o67Gh8UFgERk9nvumDmvQrVdXu+YY2z9u776FNe+WR25LUhI9ezxzoxHD638EVxBXb7ehKvAo7/y7w+UKCP5DqL9gERAeDVP135zuwkwdXVWz/6b8yso0BwFl6QPnF4k/3sw6rccFp4FdW1ugLL19uz8IWG9o9wbSkGXiw55inKo7ViPkLyj7y4KfIlcmiHT16odwe7MrPEytrfAQlikPX5bOor6gxTfMvT9hbQnvl/4cRoGv4x2YezqsMlf2lBdz9gPTxQGA35yqXQH/Xa2zCQjrFs+ZKfW/4cQfO/ANvd8bbR3WXhbdUR9fPQzCtv/qFb5hG++GPub6sAlXlUgiCRJ8yVnH8DGR+HPq5gFldgEYgjK925zyrhcxjZ/U/Kt6P5Y+Bz1cs/NABQh/f65MBFL8UUgpxc++VEcV9o+vx79z8tGK/oSIv9N5L/2AAWq2Ohjg9t8toHfBYoR2MW3sF/cWI/kKyRnijiMe/WvpJzWHRjz+Eqjftdm/WMwL/jAkDwoz0/AQV+V2s/3j89BP8T/5JnfMLO363/G/j/t/4D+HSkksbp/2cTf8dKPVj/3/+/xzzWGAzpyyftRi2+sJABB1+1RAn6muy2poDgBBvnJKeghbkAE5+tPt5IyQ7ABX5pwIAWBpj+mAZf5mE5fs9DLAH/tHJIK0DDgHaeEJuU6oBgTHwgV+4CFgFCUY/vQGX+vWHQGQB25gwgVaz0F9IsBr/vFAcAPnmuzbATAHQF7+5bmw56OEQP0YPmDyFgHdwuNK6hL+e9qgEJ6wDCU4yBt/p/6uMYDpQCNAj/lQEgeCetY7m8cTlgHZw3tD0BcQd7iEI8U9wMQGns82FwG6B4oJv5P+C9MI5s4CgYLBYBngbYHeB1gfQRWUpOE77ky6MLPp+BNvgEG8+6gaTiaBJAcPzgqFgVVLWBXTPdSW4VgeTIWEOgQ+Yh+KQawh+B4BLb5NqQQSn7WBagMA4FByAX1KfYmIg2wmBjwEoFbuqxKDbxSJgQ34f2iKPOTZBeOFX6oOfvtr51admAlqfaD5t35pOYDK2x+BYwVAF2Y1tH4GNi4wfkEmBCwTMGWweJA+aL+iwW3obB7ASgEEy3asvQS49gY2hr8rYnUHOB3cK4EGBz/uuYzOXgZcHwWALEuBJBDwX0FR+ibn3JlAEnA+YX+QfGvxLiJgb8FN+TLuuarGPwSEFSOcWLQ6AhEIXsGtyBwX4FdMRQY7iHBIVo0Fnu2AYiFxBjDlCFJBSIR5YIhJgT/7wObjhp5+BxITo7XB7gThhm2D5hSE+mkHriHkhrGG8Fp+rjoSHOBwAeMHaUXgVyGrBJmOSG7BzWkyFEhuwW4G3SHIXSFVB6MuqAp83QXAH8htAUSHShOISQJJBLAOiGdukoU4iwh1QfOglBuAfyE12JgYaGQhaoX4GmhcIQvRuIcoRaEUBrJjKEkCLXE4j2hXJuKGjaMQGu4PmRAY8EihzgT6Gshxfh8E2h3wTIjIhIEopYPmzAasEPIgAX4HRhZoc8HxhGQcCH7yXwaiE8BfwQ+QR8SQZmGph+WjEAPI8oXmG/ufoVGFihVIRKHph8YWIE6eeoauC/eCULWHg+Obh8HcQDGs4ECB7nv35lhYCM2GByEgdk6ShHPsiH4U09LIFCO+6HMHjhuoYyHmhM4ZqGFGIYcvRFOo4Xr5gWi4X/77onzuOHYhYQGWGrhBIdWHT0cCOMGHmJ4SmFWhETpaItcoaJeHCh84WHynhprsuFs8X9iSE9ImHk+HvhlIYOEge05CuEuBvoY+E50rhL/6rmr4SeEqhJwYKS40oaMgHuhH7kehgh8Ed+ZPB0IU+EIRlYfOzDhYrMiH/o2nLCGIRkOOVqYYhEWhEHheEUeG2h09E1LjBxgAQFh8dEVAH3coSNkGDwe4TH4gRHEZuEQRuEbkFZh16tPQCR+YQtoPScEcDgUR3EZJHUR3wdIxChjocwxn6fVIUGTh3+ANo50qkZNqURWkaJGzo/EdBEm8k2AKxh8DQWpFzM91EPxSRSYcJFYRf4fCHHhYfO0EkhGDpZGV+VwfZHuBtsAN59Uzkct5zhNkU5G9Bv4cM5JOkEU5GcRWEuB6AR0wXpFhA3kXIy+RkUT2HSRsUVeE4RjkSvT3h6Mlvgl0/vLxGp23EEuC3h4/tpHSRKwXFEm8uEZsFB8K2CVE1RlUc9pAY0lmHwNRpYeVEVhnkVWE0RrUf2FcmfUt5gmmWDr1EeRoURU7GmGkRfh9Rppu1GBRK9NNHU8jUZ8E9ROdECFrszxiVFrRxEc35AYwbKtGzhqoXNGH4REdhHe8uEfiG1REwZGGH4+gV1GjaEynk59UF0YmEYRq0bdFjRQ4ZlE5wLIf5Gns3mJq4jB30aNGthY7k1Ffk0dN1jHBXEUdGQx4EeyFfRJrLb4Fu2dDnCdRH0f+GV+KMYjFlalEXyFLR4UTnQahRrPljdI10QqFLR3EEqiPR09ETFlRMMbTH4xuEZaEDR2AWTGWh20Uy7Q4vSOoH9QB0fuHSR7MadFlSTMa6EzRLMSfB9UAYSFEgx/vnVpXEV1P1Cixi0bNGvRiscDH9BYUbhEJh60ZJFjUl4RzHdO0OJn7T02sQ+Ewx2sQbHtSWsQpF/RSCjmFjUaMTLEDB8UcAgVBJsTbH8x5sY7Eax+9gTHmEC0QJ62xSBOxFNhggZbFiRKxljFdhvWodGqxocfZ5BhoMctHfBbCHzEm8NGBsrqBqcQVEze/fjcqIBoNBOF0xr0dnGyRfXLgRIxawfdRsI70U7Er+yGuFQVxOMSBE1xOcX34ExVXNlG2xSqNXGmBakcjag0z4S9He0ncW3HBhkoVVw/hDId3HBRRICPFARgYb35thiOF2zZBk8VDGl+c0evFwxucR3H+Bl0d0hxhU3J6BjxScdxDaA88SfHNxW8fvGMxmUcDyVx2lPPGRBLEfiDoBU3C/HDxoNJ/HpRZ0ffHJBB8WxZp8tcT7GoBB2NnDfxyUehHPxICe8FJxe8SJE6xjiL3GIJ4cXLHigjcYglmxJcTJEvhE8aUGXRBImQGjc3sXAmyxLsZjCMRQqLpEqx88TQloJjaPglmRhCVgoi0zCRTEHYkGKNyGRm8TgnsJv8cLH/xfkdPGNoUekDzuRO8X37cQLrFNzCJDobHHzxciW6FCxC8vglpRLMXWag0aUQwnVg+yOXHqJAUTgnaJKibtL4JFUUgm1BgdKDTmJOiWDFyMbsSLTmJ2CfPE2JJiWmErRFOpXGri1iaQlshucdxD5+QqG1HOJPiafHkJVUf/GvBv0aIm6kPNC4kBxkjgIk7RreCo7WJCSUWTQJaSerFkJzsREkeJLEGnFRRjrKDRbRbiflr7IZhCUmFJKUTfGlJd0X/H5Jz0TrG98JSbAl+JUifshfhQqE0khJcvG0mJx4SVhL4J9IfIkxJJ2PbFTcIycon1JJEfshFhWcbDHwOmSZMk/RlATMmqJ/8XjHNJUCpMm+JAybknPaS9Ef67J1kTglbJticnHlxDMc0kiK5wXhR2R6Mc/6cauNJFg8JNSWckPJdcb7H4JzMTlHqRa8dZAnR6yUy5L0QfiLS/JCiaDSCxwKe4kpxH/BvFjSHqAzwjBK6ErGB8FMUvTAYvuEKhSxIidDE4JuKc3oXJe8abF/JwkpGGtY+sWUkLaZPNnSUppyfPEWx1KfpH/xJYSzGEYqSVNwlhFycxDD84iWymGJjKXslLx8CfgnRxdYWSmsJQqOKkthoCSB5L0XCVykJJLrsslXcyqWXGJc1SXOieoV1PchApjye4FL0T3O47Xxr0XqlhJByf37wSDWq1xyMlcbC6Jc/SSKmDJVqbbjzUrXEPE6xGgLql9xUAfBLDBDUh6lTxoyenGCmkXGBGLxy/no7wSY4d9xXxl0ZhhWUsJJ8lypTycaTZ0d1Fqkeow/JFw/xPKYaZJpACduYla91HdROpUaagHwS2lJFxYJfyc5g1pVKTCn5a8EgWqtcNCSzHOYVCYyYWpK/i2nGp/CR2mDubaSmk5JvaUoKFpSiWLF1pZhJGEMIs8USnMpF2uCLe0nAZXHOIkXMYlNpNKftplYrXE4l1p1aQTylRGKUNoOJe6R7GhpqMpFxtR+aSNC40dogilzoRxtenpJQjtmkZpBSW5qXpK7JFwrsV8lul1ah4l2khWX6UUkikv6YRhvp5jB+nCSxMR/wFxR6bBl+p6ep/zY8a+v1F1pZEYhnoZM0bemBB2PJZBwZYQdkHzYhGchknOrXGnCgZiKbbg+pVGVBnepkXMsAR8RGbVwf8LGeRk/pR6eAjUZT6ZZCzpAyP+kGpETh6g+pl0qxl4sK6WYZCZXyZWkms96U2G8Z1qQpkcAMmammGpJrAS6UA/jh/ZL0OgDxQ6ZkacoHypJrNnRaWSmXkxmZuBGpmjp0aYjEGZcThZk9S2Qd442Z7SW2EeoJdIii0yOsaJYOZBIAxmMI2KYihkZxaXkze0IWW5n7JY6Z6i409GDMosxDES5lisUWc6mWpzELFkOZgoE5nZ86gfRiQZ5GQCHaZkkbpnhZyWSH6SJjVvlYLyTiLDomUa/N1J005dING9yn9kVm2S32i15CUBDnNKbU9vM0odek8jQpY+9CrlpJxHtIKJRA96nG7K+vdENxrOAEIPAnws2UtGQ2C2feobKK2cva9sbqMIrLZ5vqa658ECFEArKAEEbJFkK8h2GnZq4JVnjZ4GNOG9A5Yi64O0YKTDqXmh2dYqcQMOh67L2NridmDwP2Rcmis4sv9moMz2UZjW4MOkbyrZjiqDlYw52TmxgMeLFmB3KXQUZnziorPOSQ50jMpCI5ChNjn/EfPtFn72orGdmg54XIjn+y5Oe9kw5krF9mhMQWfA7F0JGCsqHxt2S6meGl0uTnQ5y9t5HdI3OUTlpZSTp4YWMLORfgnwiOZ6jGYq+hLmHZQusPqr6uOYGyApKOcBKC5FaYJyeGXTG6hJGfrtEl10z7jrmH4euWsnCZZ+J4YpYoOeRRT2uzlbmA5i6ZnQtovcFbk850JAqqD+CuV777mQ3CwbAg5Pmjn657tKLJG5P3Ajly5gYgejk+SucJY4Y1tIWZR56ucZkp0nlD6orKY/FPb45oOennh5vPlnk/ZbuYe78equYKSJ5GOZPEh50PvBYKqw3Fnnow7OZameG1OKDn8ZU9o4hv4Kyi3nh5MaATnMMz2asQ9qHedHlJJWrM5yQ5RyFPYrkJ2ePmHZ5hM7l+5qwn3nf47eQvn7m5pghkEgwblPZS58eX0ql5f9h7QsAY+QA5b59okAhhoq+SI4s5VXDdlM5CpN+Qb5Z2fXnC5h+HiRAI2gIvnGA4Kl9l5+e+cq4e0npPPnHw+eX7S6+V+UAW/5hRh7RrEU+WDmnm7CGAVdBF+b+KKWQCPDlV5UgdLl6eYeatmhMV2f1xD5buRECZSG+XHkX5V2HEkwFFOQrwlkPrN/mXGEBY54TZ+fkAhs5TOf3iR5Q3IznSx6mVGw45mBTQCu5ftIEwHwlBTzlA5FSRwUTRp5l8YK5LaLLk4FwCDAV9Az2WixF5ShfIXD51rBIVKFBBUIXA4R+fUwX5TjjoUqFuLGoWAFhhYdnaFgBaArYFy9prz5KQCLYVP5JOUSjL5LECbkhp7tKoU75HhXYXiFR6pIXW51BYWAwFwRQoWeg7heEXL2PhdlZOF9uQBn201hRvk3Zp5qQTZmNhWIUO5XdOKCMRThYIVD4wOfUxxFhOgwVvmyRUAjki6BQfTuFVRejn75d4ZIV1FgefvCxFkoCjmRYAeabmyZmuRUXs4z2WKJf5MBQ9wX5q2BMkb5Ixb3RtFQQsMVD5ARUWEwF2ecJaoiPNB0UzaoxaTElOQCEsUxFZhb4U7F8xcYEb5ROqeZLg/HnQUnFM+Ro6LFwBYUXTFTwGsWXFq2X0W24dhYQVzk/BZXn1Ff+f6xgFXxS0VFF5hccV153xZAUvFnecsXcWgBRCWaFXrGAiFaR+TCVu59xQlzQlGhYcWSFveaeYScQCFiWHZYCMwWtYuhXcV7FJRbQxlFqdqnQLFfufcg059hRTInZtJRSW5xKDD6I6B5/KVix0KJQMAo5TJfuYVFe7gMWaZ8eYKX7mTiIpKfaHJbcX203JY8o0lreMyV9+VJUcUclBRRrzmM7eVo6KlHwayWeFrQYFKb5UxaSXtFjJYaXPFgRaaXn51Bc5iQ59/NqXjZ0iraXH5RpeIxAl5/FaXml1JQaWP5bBbBGWlN+dwW2Z3kigyeoeRbCQBleKd4XGlMxfKU+lgZe5njZApS8xClBEfKXv5Ypd1hOl6ZS6XFFJpWmV0lGJaaWrxp5sYBZlCRWblW00ammXSlmdLKWcAvJeAX8lFpWmVqlmdGRpfZJTPaUc5RrufyIFOZW6WdlTZV6XMGXRV4U/mtDCzndG/hdkVp2BSeEHylaBUzl1l/nKaWLl8ZcTnBlSZaQXUFqmauVzFM5SgygKk5YTlcl0ZQ8V7lXZQ3lJlVBcJax8keXIKXlwuYGAPcWxQ+WnlrpSKX0FQ5SqUMIXBZGX7wPcMbEGlrBeuVC5JOYGAEippSBX/lgJZ+XQVC6YkUG5w5Qwitl7tD3AQJ8pUFkZlgJlBWoVrRWeWolwFVkWIVTdM2UGlyhS3bXIHZVIX4leoOfwUV/ZZ+UMVnpT+Vdmz2dyqrFppZYWrZOApynkVxJTKUEVPJVxX7lJFWvRkV5/M4VM5OMpsURIppVJWgVGuSnR44wafqWSVepVOkklH5XEU1C05WJXKl95dqTsVqyvJXllPRcpUSAmpUZXvluZTGUGl0RYWXylqRd3aCwOuRxDEVFZUXR44O4fZV4VsFTpXqR35YZXNFMFdraFeTPqaUhVCFZ5VS8yeCKjn8UVRhlaVtleeXyliVbhkHlSZZMW3lYrE6XZVsJemwJsxCWlUCVtZUJVylBpflWOVBpTsVu5LPqaUHFB5cAbUVtVX7TLlNTOfyNV+lUmVPFy9trb1p8pb1VA56QXxWdVNZVGXaVeZTVVmVPBebk9VIJQCUgiemINULV3RbNWVl7mIkENVq1WOX+VU1Z1U7V0yTFWVWElWNjGV9yqaUwlw1XAxuVz7qYWTVdlefxXVmVadXkllFQfCFu1FXiU8VePJdWlVE1SlWEVT1aJXHVWhRJX/Y51V5ZxFENRmWF6WxTDWMV0NRo5BVJ2bvjnVU/kZT9OsNSiy9AaNTZVuleNVYXg1ZpX1WXG+erjUk111Y9Ko1JNciXlV9ZTTXU4KNX7mdBxlW0Q01HpQVV1sq7u3ms1+NfHl81RNcOXIcbxX7Q9WvNURx6VoNXCUniHNRGW7V7VSjki1LhZuXE12ZTlVXYStcmUZlnVDTXq1uxQ9WpVFNfrXVVRlMWUuVoSNLl/Mj5eBXo4LOdbX81SNebUsVkefRh+VZJKnlu1NtcGU9AuWVYks1sBYjX7VXtczUU1a5aFWqAQLsHXAIUteZVj27SNTFh1o5UlWCVhtUDVr8ydRlXdVxNduU5VfhjTW51XNWHarMBdf9X4VadcJUB1hdabX3GxlU/w01N5UXWZ0jQF9m11jtdHWN1NdQ6Si1hRXFj35zlH+XRVcdVGxYoW1QHXwVKdWVUV1FVQPWx161cWzE1WFS5V3mAtQIXe1muY0CFup+ZZR+VitQ3UeVw9XNXE1zFaTVLg5NUZQn111ToCTBAdSfV0109QzW316JS9XC1bFZRW5YNNdxVN17tPd6J1F9WXV7Vj1eqAg1h9VbQVF9Xj3UV2fhavUKVa1UGUEyWLBhFocGlcrH31gNZXUU1sDUPXz1UvOA3WVLlUjY01DlTOXK0qhAHXRFaDQTX4NLtUQ3u1BSVrXOV+MS77xVCHLvX01K5eQ0H1ODSdWv16Vag1i12pNAyt1oeSrUINDLJDmIamdfw3JVVDXw3op39eJW8NADWFjCNVVSQ2FWqjQA171AdWo3Z1r9a1W91IGTTVdV0tbLaWQ9tesVB1QDZY00NAdb1V1V3+Drk9IM1fA2tyBXk40l57ddY1DVL9SqU9Ih1ZpVQNykFrX/FcDQmUuppDfpl2NATdI2p16DTPX+Nc9a41j2eDUiUCNQoFrXPVYlcrSy6NNWk0yNq9Vk2mNdbKk3KNeuHk0gN3DZja24FTfdXxNj9RTXfVCjTk38eV2e6B0lDjYRhfZ7TevVuNJbr0DRRlFXsInZgzS+GAKkFX7nugdDZ6go5Uzb03WhgCoN6DRxldRgs5yzR5ZWOOuWWaQNmdIH5bNktaI19NbOA4niM2tS5X0E0uflgFl6jeCLdNjZec2Q5JMfM23SgCqsanNfZTlWYYjzYHVMNQ2vFU0YUjfI2dNHVQC1JN4TZanK0DjigWksxlTyCXNJ5WM0alIzV+UuVY/Mi2d1NzbclbF+7IPWT1aFTgrx5OLWC0blYjUs7Qta9ZRVs4EfHc1L1vzRoDFVAzTRU5VbOEI3Itl9Zi0wB2LaYCUtvuYy1qAGzfJnItClt2HxQacN83Ct4gcU2NoEAfs0JODjcyQK5dkKV4QRrRHkV2QsLe1nqtArZ6hrNaSpS391HqKw5StJvK0TItL5dJV3Ydzea2KVSeQs1pKkmci3mOzLXc1OtzTdURYw5LVR6otXGYy1etdLfs10NF2C63PNMfD9xqtTGt60ZFjLWxqItHKeyWcalLWikcN0bXXbJNLzQyV+5nSYm065WbbG2KpXLgqVV5gCmu62SUdTa1dK1RNLl6JibV9nVtsbeEDslB2Lw67NH/G6VNt2reKIFtikIm2Q54CR229tyZUW0f8A7e/mHNdrdnAjtTrMW2TtQXF05esiGqflvaALq7D92P2okaZgVucL6zSkmrsoneoOu+rQy3Xoq5Xejns8xveQYoMBWUG3vBbPMjYm0REgV7UAybeVTWcpGMIsIcQs5gYABAfMBYve1PAn7cN6jSwjm6zxtTYUCZdZ4PIQ59ZJfOloS+hHvJqUOOWl0qy4idcwpNsxGOAqFOkdah2hsGHWE0ktrcp+Dh6Z0otkH0e6NzhjlOTsR3nyAEDgLkdmHS+Flp/Hu3kyIJtlp6jVrHR5YB6AHfMC6sEsohoFqQ3rx1jtVYc5g8dfbopGCdfYcq3wxeHecHnKYmpdHuo7JRz4ydu8UNxqBkpUU4m2SDCc3adR4dbT05cTnx1wZVuEZ36SInRlFds5nYayEJzBaGi2dd8b2qg5j0nBmpkLnUvbEpbCFvUE5DANO7sp0QVp1is07sSnmEh5DDoBsYWRjUcRane3G8xkedIy9AcGQMJw5SXS+Goxf9fJEm2cyZl2BisXcGGH4czCp1rBJnUHz7I2jnPFw5w7qCWOelUoFGs5induaVOxed3weW+UeTmRdsykAXxVoTJ12hdlfvx4E5BItl2K4xXcN1td/xEZ3iMI3WZ2g503RN0nw7eVNEjdmtXN2edJDUSi5dcXEaxAYo7f7WPZ9DRN0AQg3VbmeoH9kBgVdTwEt1z+lnd7yhoZwUF3ZwI3XJ37d5Pml34xn4IekHdVhDt3ySRnT90vhZjtd0LYv3RoA3133et3ZN8JRQV+5vMaV1NdSgrl1pw8Pc00uhykbD0f8I3csDo9B3dj0W+4js3nvdXXTmkY94CPl3wJ0is3mJsLReuwQuVPSj3Epi0NLn+xJtjEDhdLPRb5Fd7JanGs9TruMU3sjXaj0fFMBbsxGsyVDrk1x5PRE3PlaxRZ0khjou4Vy95bX/Z+QyhTAUDNYvT9gS94oFL0QtUPic1VcEnaew4Y5ZvJ2G9uvWFE9BA2m/kHw3YTuaNZkpcDwhdJDd5hgBZvYsaa9OrDAVfGFvo8BH5PvWvIFJo1Z5R9dLvXE7MdMBbV5B865kt6VdgBVH34xCbDj2oFRPX1LYwtvVsX9cRPcSmu9EffH2Oda7LMEnd+fRb2+xI1dz15difgN4V9Nuh5a59KBf1zVdNPQdLuFjwAz0kNsQWsVt91fkH019Tffh1gV2TvX3u9rXdH3DelBYL2M9YrHQWj9HftX2Z9lfqX1D94fQ31kdmvdN2UFofVD2Cw7haEgm26fcH1r9L4cP2vdLaKn3OWZovwXjdgPURxKF5/aewH9Ffdf34xJ/XH0b583WP0rkT/QX1T9oqN/379vfQv0f9L/Sv3u9uWJr1zMaxeAM39q2O4XQDc/Rn2O9Zokv0Eyr/Vd1hFgvX1Kc0GAygOtyjQP3Xp9AA/P1ID23cf2gDp/Td3y9aSgb2UDyvZ25cKR+V0wo9afYAMkDZ3TV0QRaA2pWRY9/fOb0tq/U93O+TmDQOCDgfcQMNSlRdn1h98PgIMF9WA383DFP/TOUAsX0ooNEDiAxIORYSg9k1cDCysMVG985mnDa9IPVAEFeTRQYMRJ4gyR2VFkPca1FJMg+73I9H9qqSPFGg9g1pto2oApINK6G4N4tnwVYM0d2xb4NZ1dgzRkODFA3j1j9G7qv2RDFMeM3J9qKeoOH9sQ8026DXAO4Vk9mvZZB0FmQ6YNlGMBbkMIDh/YUOpD5A2/24l1Pf+XYS8wDkOVD7g+C0r+1RP5LQldQ34OLywQ8NEVD7fToNlD6A9CUWDdliJ6r9/nEIOMZ/Q0kMV9Iw2QPhD5Q3qkm2EQDjUclk/coPutTpQ8gTDr5Ueq4D1oWkPDKppaL1Z2vCPOUGlBw3EPdY+w510sDAQ/xLylpw6UMzDfQ96XhVbQ34RPD3Q6EMAsq4NLmgBzA+jKP9mw0r0D9SlTsO9DalbCRyD6MkQXF93pdoMfDYWK0M3DMIxsOSl4I9sO3Suw3qyWlAw2NL94ZbhIPJpaI54PHk7JQSNV9HQ9U6xltg6A1lSGI1dmZp/nZCMlk6clZV+dCcYP0geYWNTqbDrIzHGMJrA/iPBdbI8CPojoI3oNpllw4yOKQx5QH1nDagFmUSjD/fyPWDZaYSPe8tI1ZUJ9a7OwVHxBpZqM8pfdbdWajVw+SP/4q5VIM9DDw2COV9WdqASrlsI9SPN+cWBLELlEI4qPXDnQ4yaqjNI6KPpDq5f32UdNARqP+jR1Q6NMucWMGzMGwY4E2WDJo6fnpwUY8rE59Po3sOYVmA4yOCgMPcBXLDYlRn4Bpyo4v1kjo1XOlejC8uqNQVCo42iBMJPcBVb9cI1+SGVe/YWMkjR/SAOWjYo+RW8DhtsDjUVz/Qo0Z+D2fRWdjQyUqOBD2wOaOhDc6G2O+j8pcANajpASgVosJY2GPCoJzYuNNjmw7ONJjU4ymPkV2I9po6j9FVSMvtAfmsG3V8A3f7ujFI7uNLj4kmWNOVaY6eya8TpaQNnDTAN8OHdYg7GPPj2YxON3j9lewM09gxFE3/j7w6GPdO8fvFUcQAE1UP/DKI7QNAjtrSKPbjmI2lVDjOIxICQT3WDeP5aIIpUmoTyIwKOiDrY272vd82K6OVjlftb1kT2EyeMVZmwwD1FDzYwxP3DJE7MMjQ8w/WMLj7E0IMnwxwwlV7jsE4RNHjHg2qPJjKEzVUmjIDgfSGVTgxwOFR2tk4GdVkk+uNwTsk3QNLhf451UVjXY1AwNVtY2BM4TgeA2UpDxo0WOY9dfWJN0jAyBxMEi4PU9XjjBkyeOSAl1WhPtDZkyUNbjrE48NPVCI7E1djwGOvk+ToE8eN1aYVQeOgGvw26Nfjl1b5PyNnk3n0GlUw9uaZgMzlZVJTfY9rbIpAo+lOmTzY+lPxTKBU2o2Tr2UVNCD4QMI3rDKkxIOlT0w15NqVWljZNf6AdXcP6jJlc1PaTw45eOmj7UzROzomk946RTFEwlgc1zwyEOOToU45IjTg0zGOjVA07d3ejyE1dneZHEzaRj1FNRr15DlCeyXLTVU9YM7TtUwlNGUrnVnY+tR08JMNDejtypW1gsARN7TN0xZOLTEtTyMSpj49qQWNz07KkiTJETjJvN8WQyNRTs04KOSt40zEmPTetR1PoTz5uDO9T/MS3zQzu04EP5ZMM6GlgzVda5Op4ikw1nIzpftnwF1rk4JN3Teo9IN1T7YyCbkTXYw2HbT1o2cMp8gM7X2fjdM/aMhToMyTPTjYdQmNAtjIxLXd9ck/4k6610zzM09BM4jMld806WOWTEtbP1zj5KfJ0z82MylGxhVM1LO5T8NQWMHThUy2PSzwrhTWNjeQzGjCNus4xOqzhsyxOHT6oOjOmaFNb2OtT19Z/X4zI44iMX1Dk8zMozrMzuMX15M1hKsMWtZuMrD7iNdOzjKs5KXlo8s5ONuz4kxfV7jrDH+a3150wR3uBYxMclWzAkw7OdD6oHHPsjrcv1MfjyU+noeNL432NjELAEQ0PjfI11Pb1Oc6bMazTAx/asMg8qrM1zvM1IljE8tSLONzQs6nNXjaHNBP1D8c0hPhzS01hMJ2I0GtP6Mzs19PN+YxON6Ia9s+XMSNQ81AFQc888xN9S8mA146NTMxPNMuZGsvNRz4IhY0mDFMch6u1gKdNNezSgh41qTCE1u6zE1vT0gQzpvDOmyz5k4vMDIf9ZNgWzdGO/PWTl/sYD89k2LFOJJq8yXlUzwnU3Nth+EhY05TjIxYwMtRlPlPKD8mDG6nNlU1nZBtyLagtHzw7aB13DwC2yVctLU4gvwZyLYCMBjNTZM3GdYs9vPGkszTr3Dz6MO3nPG8s6v7je/0RxPsAurcdNYLV6RQsfTUIsAuR5ous705jqmHc0yjc435m8L+ky7PPaqmH/UVYgGsazgI8i92OX+WGBQvgEii7MR3Nmi2ot4TjLY8BaLz7v81rBmvohOjO+QxQukERi9kPotAPoXNKC8LaEg2L+zc4tqLNqhIO+SLi6PNeL7i7q3TdtcwerfNAS+Atnx8mFE4ULq4sPPGMJi1EuvzPIOK32LAi/zkULLnGosPd5Q3ZDw6jIxxygdXTGYs3zp6Wa3oSJIUvOgdT3VQvdOa8yYuwu0S6pWkznmQUvUOpvoIsjQNi3r6nNTopf6H5jra3yATxvp619L1880sjQjC6211LtC8sBNLcHqb53NSvnUtzL37a/NOiyLTUMLLqy3ujdLzQ9G2x9ZCzUOrLuyyGP9Bc7ULKY9oHf5xsGQRC1m+ejmDv5xY+3goTyMovv1mwdsmvB1S+GFHj5led1LXLkhD3kks4kPy9il44oPnAqmut5oVp/L/3oBoQrwK0AxEY1lvz57wHNvwUiSLXgoTPyUHa/LSa4vm8uY+yntL5Idf9hh7iMf7WDYHd32uSw9W2gV9ww68sySu/oVPCdnBBQtAN0Xtl3EN4MAo0mkbv4MPn7lW28PuvwpQZ6AoTI+WK1JrSu+7TkaReBK0iC4+vXqnbSYJ2KApq+1yKT4B4V2IRiv+1SEwiptF095JpGw/LYQtcgCtoBs+X1JTa9cXPnOSU+yylIEYLDyyL7iru7SDq4rYOkp5/siHUq6FGaHYO4qUwDFtl8svbCjlYsTogdlLR96vjgrgOAgdzlGoTH6sQcsa/a7ySJqwMg7N2xhJ6w+4CMS2ZzdGnOlRt7HOJbb6RHBHxZrRawo1CuraVixFumpqSwLeTYSG10sdXMyuBFzRh0uuoja11zPu0uXoHprRRiFaQ5va5Uu8mryS2vdSzRgNWuEcTp2tMK2MK00o59wFG4KpvuEN7oStRniarrAMf+U7Mg3ppw5rwo165Dcv6C2v9APGq2RfZwQTOv06/XFSxxFsQVG6I4KS1Osvc662Bo656QQ+ukBLazOmvr3bt+s7inM0PgrMUa1OsfKRy1vM861TDzQAdhYGeuR1keZbh6WM5Y1w6A59Vb1wblufyuUTtRmF0+sC6wfR9rKzHMwJeWG7YTDrHuvJbxVX7Z+sNqZWBN6B6prhtkIbuLJ+uTrE3uWsXJG2fm0TeNa0BuWi6ci2sJYOGw+Q+sAHSuyEb+6EBVDe4m+RtCKU0dBstr5ZjxqFhzG0puMb4uaIpTr2cFG6ehLa9pvCbojlpvlrfLOL16bHG8hvc2Cm1htSAym2/HMbNm+pt5dLa84i2byNnRs6hV6zzrSMzmxnrLM65j5uebwZkAXI5La9mvwWXTIGI8dDbaEsup96p6BDFWGx5i2bSPu5thGwm9pmhbvG50xy+F6w2vCbLfEWBi5ra35uR1RnUWH5bX3ecqYY4W6sTHrGPQ96ybebk2HpyxeeOslboCj13TrurtJme5J4rZslidGw52BbHugSXQMRW56CEbJkMz2Cw+6+Yt0sTiG3r0+Om/a2DbYrMNtS6jK6DkvrJW/QREqEXettNbVLb1vbbBzPciOFHEQdvbMYjPHx3KDGwcwn2B3T+uMb0ippu3bUbmdsJdwOJdvWu86J1tgb0Y9saqkPNHDkAbiSZxsDqn2/9t+TcppKyQ7oOxl5zb9er9tVdy23/Mo73W5Ijo7yzB9tY7Ea9dudbB7LZsmRDXd9squGbhj2E72O7Dvk5jwE8bI7FO9VvwOEW8Awdds2/OLeue3Y9W9dhGzjsM7bO3/YYam2xj1PSPGgsN4sc3XdsVrD8glsHdIu1TutiEu6TuC7N2+axRuUgSHlUs3W7+jXdmu/LvnbLG3TtC7su1lvbMeqp9tCbz2+Hzn1U0e9vU7wu0htiVyu51sybTO7iNFbLu+pOOezCs4tW5VuOFu87B3R7vDLyrk7undau+KAE5amxGt44g3jdG27Cuxj1R7Fa/jug5+m8szsF022nvR7lxmNup7ku8KZ2733ZLucbKexj03Gouz9jF55e5bv/uZe8ZuamAe+T7mbju6XsQ94eyLD8eqew7uhDzCh9W9bDm6duF75Pt3sgzV2/Tu49tO+ntg5WeZPvZ7IfjPvx7+uy5uMbre2nm+bBzJrzTbvSN1v6e/7Vnnr7Leo3uKxSu6vvmE0Wy0WrggYoT387Ie6TjF5YW0ztH7aa41tj7Rux3n17QG0+NU9Su6TjTbSW3rufb/+3jvj7HeSbvbGgxJ1sZy4OyRqgHi+4Acj7Mi/2tv7qceHukER+eVuW7ThCL2z7h+0PsoHhuzds1xhG4MSvZRBy/tJuPDmAUNbj+3ge4EN+z6ur7ncagfE7TB91vKdZJW1uD7Cew/nF7yG4wd9bU+/nWAFa65bu4zwhx/sBu3B2fnN7Pe/wcTb4WylOK9W673O5rT9Dt4dLhvTzu0H8hzFuWpoe4AWnrgh4pPA8P+zJj8eCBTgcF7UhyYcEH8VSH3h78gd70H70B+wgR8axSdu4H1h3ZK2HkffnuamqeHiMGeKfaTv+rJzsEc8aje1n0n7IBzevEH1YnRuxH5B4uBYsyhawqoF8OxEe0HUO3FN8HMR2sHh7XTMDvx9CBxBtnKDfC1uR9YB665eHsGyvt5HlOxvvCcaxQ0cKN/q2W177gBS0dWHjhT7nRHyBwRsKH3WLv2M7nu315eDn1Zv1aHXh2Ru6HSTvofv9fh5/siOd/SEeQKKx5kdeHcu8Af9Huu40dmAShTIej7hCo4aFbBx3AdnHPhxYVVHl+/95KFJR/quCcKlJ2l3H5x1cd9HhBwUlxH+LhgP0Hp7U0N0FQe2OXAaXh4CfgbDx+hr8HSe3yyNGaxUnsXJKlE4ZhFB+90dBFzh7kf9HWey3qqYaxZifwnEAXhvDFix5Ic9Hn0pccTFEh6bvppCRyayrHaSnQXV7XByScMnye3kcD7WJ7bhgFbJ3idYTpx4AVsnKJ/oPvHdh4Cnh7xgDZ7HFOB9yfKQ5xYsWWHDe7QfL72xx8fb7U+5ZBFHxxWidiVKlF0wVHgBSqeMnkhfqcsn/Rw/sX7ZGpiXn7we9d4qNVmxvmmn265EfP7sx/vbzHFQ6Kd9Cbp1bphYiQi0OvHdp4ceIHrp61jXHRc2AVQHM5dqfazuJdceOn4Zy3sgHeqaKeGVGB0tHanmEymeeHjhYmdknHJSMfbrPcHKGA4uZ78djHl/Qrl1cUx1md0HSR66egBUbkQa3VnB60dxYYR3WcbHVZ02cl7CZwIcHMPcIJ3gjtJ3ujvjIhwaeWlAZ6Uce6q+8mmEbOuseU6Hox6nYqUv6NRXznDp0PvTnNZ1OdrbPGtz5ZlkpxGdxY4XZml+nvZfufxnb+2Wn1nTrrdUeH3J5N7ln3hwAdFlmp7IfdnT272fXIGo7wdan4Y4aNEn2zI3vpw356+cXnVJuFs4yqyUEcimSR2FTvxuoxkdPnLoyWep2tZ/kc7ndtX6O0nPuwuUxn652hd1HoF10eamOMiIGpjWF5y2Sgx5URdAbgF9hsEXN25wEznJZCuuMXMF+GShS5/DMcX7tF1xdWnXu1udbHLejjJQ1wYoONYXtfgFWCXApzOPAXRx0gcMXBu5ixgM4KlxXjn4JzZJkkQ0Q030VFJzDtSHPLDmd2iV5+VhcV9x33NPM1qg2UW7o5zONmXqh165bnoJwDtAaOMlZNOXiYweeXGt1e5eAbxJ4ZU+XYO+icKXUJ8RcvMVlXCeeXjwN5fIn8p/pchWQp5FX/n2xmFOJXtJ1bjvjmJ9JeVVsl4gfW6saQlW6XLlz9h5Val+ZfxU/xG4eRV1x4755VdlwevlXwcRaDHlip0JdAFVlS1fcnt1g+16TV5x3s9XXpzR4uTTFzbANl9pyof1XTBpXZfVhV/SyCgx5UAfNn+hZdXVXqDO+NxnoQ9bpVCWtRmd8s/VSutNqaVz5WY1eZ0CeK+EtdQcLnucQ7rbLR00ldFXChBY2dnnl1jm8n60zNcwi6p0dOlX9l+Vfzk106uenXS1wHUA3YJ2VeTXixgrnxZV51jDvTZ5xtcs+HF/lnQ3HjbefPXOyUnXoXHHlXWpZE1yvr1VVdc3JKXIhQTfxuE57lSB4BJ+PWY3Um5ZQDXfq5ZQZWyV1fvj1iK2Dd43wW6vWMImN3Vs6zCO9Dra2g3ubPX2nTPH57bQt2xe5Vn9eUYgimgFLd03rCWhyY36N4remuDuuF0IcjN/dcD5Gt/Le0NSt/tfha3J6wgS1BWR+dvjdG5I103q8U1c012S0BuCSWtbjrw3WvbbefUu18uom3n1EbeBd3V3Y2a39LEwDzzNVt7csNBeETcnX5K0ZSPyqZ9rbXToWa1eCdk2DjeI77N0sGNN5hgnfzzhy6Dc/X4N2ncoLmN981S2+lictCKa/A6vLt1y2u0isyfLjR1tQXiKvBKzyzB2kOcHfiuerE5gqu5xK9E1MHdcoYGvFKLaL3fnK0p+GsKNQqKtga7o94BoT3w94GDT3V5qSaFm15h03FKUekCUr3pO7xS9wCsQqXMU8an1RY1prpRnbL15nhU3OD+uOFcNZN1Yqh5bPBoXuMB2NzFTVoEc/ViVe6RJFxl/5aZQ2KbPK3NjTiB6YpFZOdPrWP3c3qy20R1ze/fdGED0xHjVVSBd0SRztePd3UPWCA/n33kSvxMR19+pcOKpgcvd/KLrqZQ/4BD8Ahb3AejLuaRZddZTLVpkZU033YiK1j5tOdI3VgPybSw9QPoQzim8tLD7i3OXdFJPe+RfDx5fv3kWMI8NNLD+feiy5h75E4PbN+4JzrgEXfXFKOGIZsr0b91w9cUEx9PRf17jOuYLZK9PQ+4PVTB3pPRKDb5diIMfRDFYNOd7jcKP3dU9HwP2TKb1yV09MQ2iPy6oBGMNPQqsSkXYfN48XJ1CYg52VhMYC1ALKjx4WFuLlCI3On3kmnziP7DznDUPSkFz2UXfVLo2aPb8QWv9Qq98RT3suezrycPcl0KiF8ksU4+c0PqobwuNxjxoLdq6crvehNY5XRR0YEMY0+2PKd/Y++8Y1A/cRPn+d09b3UlhJFNNej2YZDPRj/I9i4OdJ/nD6E97k+sCCw73Gclx92vmFxTjxEDbBK+cs9Daiz+ff94ONbPcDPiMcvdVcPT8RT94vfDbfHxGj8U85w68yLRf3TT4EwO96+vc//3Ij1w/ecz8XM9iIgTPkpp8RT4A+H4ESwnxrPKxgFz3NS0YY8hbH8bs+Aemm2nxyPudw4zi5KCac/zPJXaNzXPgDwdjEF1CdQ+DED2Xi+HPwD/gVEP82F0mkvV5ji/6J3zyEiGqBTyLQYt796EwSXL90Ny0vVSOS+KJALww97IgsPokJPRZJoLarnBchfd3Q/IomCvzFFy9aJUr8ffUvWibC9Usir4c/gEiiefcyvsiYi92Pkzwq9Tcyj2c9miLyUy3j3iXca8Gvt9+YHWJWL7y8IP/L9Yn4vBSS4njPSL4ZZwM9Tw69kvQx569Uv9r3LzmP4T4a9MDJSQG983f9iA+ck3SaG/Sv3r/69ivffj7S4vLOEQ+sMwL90nVPEz4KhAWJSU4+avItO49cPer/m+wvoZSUnavHT5M+hocKd4/uKsb8W9b3RbyRR9r1SJhi9xcjYFfMvlB4jRhPQr3m9NvSR4m9XJjrwhLHP+3H3biJ+VbW9WvkyS686vgqI28roHLzqszOjcSY03PXwdC/gpS732+LvDb36/gpoL+jDaPB74c8PIdKZ43ccO7xe+QvC768XwW1SGT1QpMTTkedvrh0+/NvV7208APtr4O9HcaLz8+Y8Mz0w9b3YCHCn5NlrxS93Vvr8dlcpjrxwSvX0qbO8VvgqPCUFrRJV6/TvV3Eh8mKjb3yXccBZ7A+2pPLzU9scBJQplLP8Qn294fN7/u+2pTj32fkfGb66+TPLoYx8YfXSaKXyvtH1qX0chmolzlvJiuKXkfGr3W+2pAn+G+4fzpfEI9wp93aUO2U/h6n/vISFR9Sf495J8PPfg+IjZCy9+GXxvHwVKGlpBzfA4lKHH0Z+XXCb5J+gPxSjjL35rXCbUzldIRc+uP33FZ+pKmH3Z/Efmb7RSWf9H2Ay6nLn0x9zvtFAOob3Aoux9SZyD4E+Wf595lMl0g5cfeLQab/F+Ufon8l9qf3HzHX3vjvpxVHp4deNfIfwX5hw6fmX8Z8qfeX+084fGX4XXuM2ttHptp2H+G9Gu9X+F81pDX8q6/vR6aw/WfqDMalMvXD1uxxfKLSl/ufb5Vx8wf33BPX8PS1YN+Tf7z8U/LsSX93X3vKn7N8vvhbxl+0tPQpXZsZm34E8kqMzyhUtfnX+J/tfknxa9iI8flE/XpNryR8OM894W6Df538p+pfJr1F8Zfuj91+1733F/V7f4+3unUPKnz98OfknzY9TfawYR+6VA71+0KZoP9DucvL37D9rfxTyD++fZKyE8cQgXwV+4UIK5u+tcFDcUoqfBb8j8ZfNb91/dIOX99wBPDn3R2/pInyN+BVY37i/Pczby4zUt2PD28O2V2IWntvvby988/0H0z9jv+HwIUwZbX4LY9Bov0d/fcGT8T/jflGUu+/nTGZ5/MfKHyuNK/Uv/L97vcvzjS+ffQIZ8+N794huFp9jQT8vfBv+t/a/d78Z9xYaP5e1MZz7x2/9fy6uCqDfX73D8mfUmW79I/2Lxl/gfF312bGpRTfN9Ob3GUp/w/9P0H8+/lv8M/dfaIpFxNNv3zYoHfb1Ze8vfCf8D+0fCNdJ9miEWcjUJf+hTM9Z/PQn29F/b33L+E12fzaSU3xWUfeQvluNR0YN297m+ifFf+l/l/tNd19/pDmUzX5/kct390/XSTUFa/uL4LWV/bEawqq0N315/Y/YGnFmqfU74P+qfZfyP9mf39yo1eZq//l+CfgeC1zK1pXy3+b/FXxJ+Z/ZzZX+TrvFPZ+G/YrBv+ufEH7n+X/Fvyv/IPNX8JxXUDtb3/3U7/8N+L/kXxn/t/HzVt9usGz96sj81x7qTg7nhf8B/vf8TvoLZG3hnUWfj9w3/iV9zPvp9NOA5lyvvw8S/sgC+LquYOvsVlqvt18aiOgCxfo54hbF6E1+AD8D/tXU//iv8uvsRR8Tsvc26vn9Fsg5k6AXf9WAcr8gvrhQ4AUt9rfvtxWAXK86/iWRc/qt9A3uwCQAaICw3qd8T/pt8X/q29WATADSAT0BibsVlZAab93PjvVh/svR1QGH9xECwBq/r0Ip/ir9CvsSpGASa8F/rn92Wu/ceAR996AUNo5/kD8r/iMgHMrYDxAcVlHAY/9tAdA0+AQp8IGlD8qKg5lEfmICxEFgCggVIDYASf98fnYCqMoEDMftv9J7oX9qGsX8D/kT8o/iv9SftECNPBP9WGiB9cCFZkMgW4DeKFT9rASf9+fsL8+dA5kygUICU+Lv8Yni0UPfpUCOfoz8vAZO9uvhdgDAYhoSAbgD8BhT9eKK0C3Pov8ZfmkCvAQY1WBMW0kAWu9AHqWgQAaMCQgQf9JgT+9XUA5kTftECLGIkDzfsH8spi89eKF79ggSEhAFKfdEmv4DUNokC/fvsC8mBv9I/osD3EJVcQATH87AQMIEPpNgugZSVq1g98eKD016OJZB3gSZRPgYdlEGi78PgXvdhfnyll7qM1VsqGsrqHM0vgVZRoQf8DaGIR91miCDgHkiCIQbQwWuNs0svmYYS6JiDYnprkUjrCDT/oADmGMADKAFc1SdvwFtKDM8nml8DvgjSD4QSZEPBAACX/tXogQQACgcoVZCQRgD3fog17qKC0kjvwE6smSCEWtn82ALjQYWvuYG+D8DhQXbpiQfxlsrB4JZQRyC01kCCIPA8D7RIqD5ZvwFMYKqDAAoQJ3ENnR92HqCGQWCExGM21sBO4hEQaoAjWnJd+AvMlnPh4J+WqFQuFHyDuWgyCgQRK0Xpk5QuFFCCPCqTdbvlqwDgb6C5WqhwuFKFIPBB05QhqK1qxhGCXXEN4QCNSDhOJKCYxECC2GM6CZMHixfQWmC0QdD5UwYN19Qd3k8wQ/YowV4McQeCICwfosPBK61lQUe9EwX61gTK6hDQXdhkwWEEgQXhV4wVKlrUi2CgBECCY2vbpXUHixCQX2CFGqK1i5r8DWXOmCHkN7QE2vCDUygtQdABWC67v+BuwUuD2jmOUOwauCVHCuDaqBy8NwTuDLyqXdWBAAtVwfjR2DFXd1JJrh1eo6tt2g25jvK6t0fIp4ZVh3dj2jF5U7LeZtKOysRiFhsuVjsQPOIytRLiytwVlzgaVkEcmKL+CwNP+DaVmBDfPE38I+Lq0LlnTR0VpB1estitJVm6sD2mOZZVtF455EnFrKAPMSMGh1YXBR1NPgnp8IVNlcOsRDv3gGDJnsewZHiuBeuvR1v7rRDXrt7siIQx1IXmFhqxkJ00JkN5cmoltx5tRDBUADYhOoAtblA50ZdiJDgpj+9HfJltV6HcoebkJ0M5lwCxgV8FptpgtgTCi9QcupDAnrMRwVEVtcFqhxCuo0IqtvLMW3tF1KFvA408rQ9TsqNM5voA9U8LLcMehtN2fN2sXOpvNBIbRRURB505IanFxtkpCsfui9ukEZ0+Fi6J7dN1xfOrGMrzJrx2sjF0NKMDxgodIsf3r89q/rdsfIWQ9UuqZDznnRDHtp7NOKKHJXrvJDModecqumfM8oY4g/thzNHfsU8IgEdcWXmlCz6r1spZoE8E9GbZWchDMnCh6cGIVeY78ld9hdjxCgHBT979KZCKntNtA5qhxF3qND3IdP9WBJzQdQfbs0oYSkgast1uoYI1fdmlDh+Nd0C5s1CSBCHl25v+UOSsBMkjD3Mj/u19mgpnseIfchHIUXthoXN5SQU3s5IffxM9lNDjAbhQcLCHlD5sCZYSGxsc4P5CTFLcFrulfN1wZmk3SnD0B3h9Q4IfvsHoe5gIYRj0UhttDHrIT0oYT/xEYStDypvT0b2vGNYHu/spIR5DXoTw5Mwc3lsRpxcYoWB0VoYP5sDlDC+EOgcfxsU82eugd2odsBKtpL1fXhwBhTqQs/BoeNj3mflbId78f3pJtZerlDJKn7s0jpPFTIfuh1ekTD3KmAUuFul8+dL4UQoUlJ7dM9wGXjb1hFhtcL8B61LnhvlxFhNR5sK006CuIs3vmJ0nDveYddINCQ+vLNV9JrC0nvH0LoeCJ+CkTMSgRc1fDqbDJWObCkvFboNYb1CSCoLCcaKkcbYT7CxYWkp3YfTNs/gcgQ4c9DlIUfoApgVDG+qVDOqlxC44QO9MHiHDKoUK8zYb4VBZjgDFzl7DY4WrMlYQepbgRvkmoRn8TsPwVlZt19w4b4US4Vqdc4VrCWCgzC4cMKcTZm99Vppv1XYVXCySi3CIznXCA4X8YeIf9gsYWf0g4QxYLCmhNxEJ3D9qsPDPYdaDvYX8ZBYbvgUoRToR4cLC+4cvDePvUsZ6uvDVbr3Dfbu/0iYTUFz6lxQR4Uddj4RvD3YeeN4TrvCOjikVS5tVR4fDgNfXk/FZCpXMX/pPDHqoQMZ4THD64djBjoc5cvrkiccYdNCxEFEIwCntCmnhnCySuAiTofj5Z4XnCiJsCY/0JycBIcAi+XsgiO4ZvDtLjwNLYdfC7fnycF4fJxaipHCAoSAj/iEQiMEe7DmJlfC4ET/DuJvVQgCv58bBkHCsbhMVsRhPDMEcm0mEV/DrYXvCghvHC3asKdAYTAjSAdDhT4afMsQe/CjanwiYLrgirlIsV2oQ1lPiolDcYawIXJEoiKEfsVlEagjFwLIjPlAUMB4YB5+Ch5MM/l2wjEePDIEVPCf5jvCaEWvCzDPwjl1EYjRIb69mCC/CwFvUCLER/C7ETIibEbwjgznJD7jEYjfocf9wgEXDozhoiySggta4T4ib4UsN/EZX59hjTCo/lik0jnMNz4Z+VtIT3DokXgiThgojO/LcMtES9DVEejhqKgZC7AZIiganVwcEVki5EbGUeYXsChOIwgVznUjwgSIi1VpaVmkWkiAquzCqIdoirYXPDURmYwCRI2diEZV87UmOdwkftUBkdYjv4X3DSRvQiAAgVC5kTR9eEClClkYADykRg13SkEjlXH0jFkUDMvQdVQ7zEWVIoVx8kuMcj/pipCNkTPV6RkKMSEV3BdEZwBpRrkjQdhwBqKobCHPkcknkRMjHqiqNuEf0iPYfQiq/p+VHYVw9QUoZUjRpXCOER1UgLlUiZkbwjPRuJxV4S89mDCMjw3mTwGyqHD1kVCiMUaiidkQ8iOAMeUs4euCEOKdN4xkAjCkWIgFUphMiUZp8PEVIiyUd4i4UTEjixuJwkGiyjj7takrKhXCykdiioKokjbXrsj64ZwE4kUKAPXphUCkVHCQkDGkGyibM34byjxUbCieEcyjw+CKijziqirzIaZ3xr2M5UYNCxxoqj/kWNCSOIhoFIWuMOUYClVLt8j6Ubix9UXsjzxit4w0rZdTIVVpTLpaiKkcgM/kXsiC5vaiVlveMnUeYxvxq6jNkRxB+USojo4UqjskZJU/4XD8o7l+FI0eSjJUVUhRMjKcnKlGiLHucCrkdpcoJvGi7kTojqkXoj8JmYwAMA+cEEYE8PUIZsEquYi3YZ+US0ZkimURGjqJoWjb1pMiTWH6jCMCrCG0cL8M0ZwiO0amd8UcTtSMnEipllVdW0W80B0Z0jm0R9DqEXWiakRJN7ERwsHzkIiekRSipUepEGqspNO0fKjZ0Yyjw0TOitJnEiUuoNUJUTmiIwRhUaqhDN2EbqiX5r2i80Y8iXJvuj9FvZM/USdhbqiUMdUZ+VjEVEjp0fmjEpk4j6EcO4YptmiTFHZAFbhFMJEZuigptuj/kdAsjUbQxBwctcn0R4srUdBjLkeBjwMNsjYEV+jb0c1M74bN46ethin0dZCapmHDwMURjWjn2iLGqUjKTP/hV6oQt37mIw2LMddA0Qk1VmB6j64XNNLIe6AEeOtMOkWajxZJDcLIe4iq0UjVukXZCBUeRiOaoLCMHK9t9ppC8o9ICDgbrlCL0avVnIWRib0QSiOakTDwPMI0ZYaWjrQfPMZYW+jhMehjT2uJiA6grDjZJHpYdqvVzMetdint8pYbhcj/fl2iOqn9NbkdDpTMcbV2oVvhaCvDNeMXPlPMUxjtLkjNWMX3CsZhpQ5mnjM/UTkxIseOjrGiCi5LoKjQsdTNgTCtg54R6IosXmN06sljDMdHVMUVOid0d+iQTGnDwseH0C6sVizUc/C0jhYJSoUpikajSil0QmjEsbwi5ZiViw0A3UQ0dojNQVrVuUShjBoS1jpkQVisMTrMvMSWQ7oVp4osYLdNZjljrGt3DP0YNj1MbfUeIc8YJIebMosR41tUZCi+seqiBsWljrUa1iSpntiKsZ20PZoFjOESHMQsc1j3UaFRvMGEd05lFjEorHNTsS5irsdejMMQtjMGjhifJHZsS5n6j6sVwBhGl6jNsTA0Oscujc0W9jidk0544f9ET5tAiGscejt5Aw1U0fUjasdHVYcaJjQ0fci1MRDiF5pZjuNjPNfsSg5rGggjpsVIj8cRqj/iAfNJMT9hbbrijBbDRgFIQu05IaLpXbr9iabuIiOMWttjGuujZMUgphGiZNgpAwjjGkeigMcAgJaq+iBce+08migjQcR4JQRHk1f0bjiDsW4js4d3caMFtc8mppi4GFAtjMbgC1cfC11Ib6ZVrhgsQcQmimQZVCQWixjrsagx05Lq1aMaCjrcSQseMbjibrq71AMWiieviQsqcQoR9mipjdMXNcSFprj50lIi2FuTibYN80bMVUdTmiV5CWvsjPphjjE0WBp4WjrCBcVjA7oflhhce7jJcRosllpZisYGMszCNMs6cTv8Y8bosrcWAR4WqXiecai5kWoYsSsUn80jpdpC8aQCSYk4sAViRwaMEs0BuqHjBOvuw7bk5QO8TS0nbnZixWPJi+WjniUsXC8Cob4szUQtlTmiEsWilHiFIVHpn2j+8C3GMs4lrniPTmIxmGKHiu2EK028f3j/iPvim8brifsPC18lnXiRLo9UslifjU7EyDX/J0sSlgvjSWClCPUE/iVcQm98sLGjGlpfixlrUsZ8XUiXcW0tL8a0sulgATdWmnANTO3jHbKc1ICQO8v8QG0+8U6YmAINCY0rfjVcfJw08QMgDjBnF4WvMsACVgS1lmXj8rpil0CZ/jMCYq0wOje1cCQcsV8eC1DwQ4hScGSh64UckgTM1lV2upIXslhpPqC14L4u14W3AYostMR4ZfJAUY0l34nHEMsLMb9kP+BX5IXFBgCLFxj6/BISJ+CRYCiNP45CWCtfPAflQtvt5tAJisUIRKsm3FKsIvIe0sfDWpKSuaZjGD2snXFAT7aFVwkfIOsbCQKDLCZG9ufIBpPDLoFpAm4SfpAnpofH49xEMwR25LoTZPM3c35OhDpVqYSsIdj55ViITaui4x2ENnQjAuqsg+Cz44CH/xvaJzROfGfZW1JhgWuA5CEicPNkkd7QSDrat0PNalfcI1wG8LwSnVgYSXVmj5VVG3cPVm7wVPF3c+/NnBcWCRtSOowgwuIBo37KSsysJGsleGQSPgm/YDkJ0T71BYQB7mKQ2EIAsD0Gh0hidx41+A+j41uaDvqN8pPtoKJFiV8ECcuTxFMNmlptrsTTXDQxwMsLtzVuSwjkqWtTiTaDEDjQwddq0wLVpU45uvcSLkjbYcMl+DZdquhmWCsY9thfhPiUtEaGLHs5yKsSlMO7sfwf8T04FbkKLv+VpMNHokjFCSt/sSsvoQTk6pAHhUgqntzVi8StHEVtPUMCT7uNpZyfM8SZym/YhhkWdWLLiSP+NiS/iQo037OwAK8oEc/BtJhmGADD6SXDj5xDSS1wRyt5LMCSYgLMSs8gj4jiZ0VIDmcTGGOL1ADhiSiSSzhPruYQsgS0UOiLnlSejKSP8SMTczPfsqSeSwPqKqTriba837EMQRemCSLVuuYcSt50tSfHidSfwU5+DcQHSCL1+Sf8Sb1mzCuRrKTViP5iz8g6SlSUnE37BV5hDvcT1SXUx1eoSSxKh6TuNlVw1SSKSCkpIVesNx5r8t70WSXD8OiO4UECEkc37MKcnFJaTvTLSsPOCaTtEaMSPjt7jLSZiJI+uKSAyQ4Yu+t6TQydj1I+v6TQhu0T5QUWd+uPXNHSXdVqTuldEyYrFxdp0d9ST6S2AGAVNiUcSF7N2SbSRasIgAOMhuAOSXiTnADDO/1hSWKQ9VHQVHEJmTQce0SOUkoVSydOSeHLOTKyXJd2ifkslCiGTVye/gdyfOSE0VuSwnkEUOyYwxhCsKcPuNx5fidr0LIvBYcCByIwivCThEbF4NYUfkUSfqRN9vwUPyf8TcCpycVyVJgSZPScNyTcTwEp9dIsLuTAKZcZ3yVSSxyV+RvyZBTXqO5UmirBSiSWBTqTuI57yYMRHijGTeYaaTubIsVcKfUiaGDdlCKRI4WkbF50KbWT00mzRdSXqdRyUSSccoacByeSxkKYsUGKQGSqKaJdWsFOSoKcBhwKZZlryelDoSrxSkKauiRKYeSc0ciwk2piVFSWOUkzBkM5KS+TFVgyoV1q1glKc5cSKXBdcShpT0cVmSuKemThBmzQFLAUNUKUWTA8AJSLCIpg2KdCUzKVWSDKVBcZMMCSOSCUj9SXBT3CPsMzyWKQbKScM3KWhSwGJ9dLoc5Tv8OKcOShxSqyaGhrWo5SLSfqQfKWFTJKWySHKZHdYSK6T5Kam9DKiCByKUJTdAnRsUqVlTYqeJTvSqlTlKbnFpKYFSSyMFTqMCpdYyiBTtSfd0VzgBSxKaRSaqQlTiVklSOVl9DKqanlOqUJS5GMOdEKT3g4qT1Sjie1T3ib2UiKbeRGjO+MEyXiDw6O0TYwkWUJqdZTCqeNT8qf8TRqUVpeyixTzyXdhOiVtTWqcq55qRGNzXMCShqW+tuPBtTiCswZRKcDQGFquVCyVWT/WIaMbqd9QzqbmSRqQFTcqYB5gqWShVyrVTTSWAgFLr/hlqc1TdRv9T9KZ9SizpGg1qYOSzDKuV6yW6SXUkKABkPDSYaaxSVqdDTEyZdSGxl5SoKZp1RLo4oDqYUZkad1SJAKdSMaWTSLqZDSCaXN5gSQWcWLrTTuPE4gZUdtTvKRTTDietTqabSttgC9TJbJCsZxg9TNybVkuKrzSzqXOSqaYpByqb+JWVnx8ZxuDSFyQrAtUY1TBqRTTpaR9TJaV9SmBDLTs7mNTtgHZShacdhjylrSCqaDT6KvrTQKVzTHKVeT2+BhcnKn5SAyQOo2yfZVcaU1TtKRxB7afZTLaclSJEGjTBPOKBMJneTZqZwx5JP5dnyZpSzqYHSUAe6TsaZFVeaTjIoqd7SfydSTvVKFSTpCDS3aVf4JaTJTIqsrTvqJlNbqjiSmaQ+QrKoXSTaRnTS6ZzSNaVDToMqytWEHlVzadqSt2JcTKqgNTXqRTT/vFnTyqZhT4HCisOljjQlqUcTl2A9iaqgPTwaGdTu6VHSkaTHTBqqzSpMApN2ruFSDaUwIGqrPTXaTJNF6RbSq6TTTP8qytVqJdVBaTcSIKoZUd6WXTj6QfTtSdPTEprpS00XnTgEKNdr6VVDD6daD76b7S2aabTQKDDSXiZfSnqq3SObAfA0pg3SAafCIvqVZTT6ZdVAGRDSt6bStPsC7TmaITkLbk5Si6UqEKavs506SfNUGerTs6c1NV6XAzHgNdMYqf8S8cNrcvguTTTaZ9gN6RfSvaRytEUMVTNKdaoPGplTEyTHsJaowye6XFSaGZ/T/KVAygjoihc6RzZSCI9d5aUeS8cFGdeGaQztKWIzO6QgyIyTbTVusDcIGQrTLjFrUZGWPSVqX+giaY54yqQgyZqbKSIOFrUdGYjTLUsjSrcHtT6MKPSLVuwyz8VjSqGWNT6MDgzb6TYQ9ahQygGYZ0nGeIyT5imTMGZ9dTgnTTw+BY13qYQzAPMI0AmRYy1GZHEpGUWd/gr4zgMB41gaYPTRcQXU+GZYy4mZXSsGWHUEafJS+6qHdmyUHSiWPX8T5jkzZSckyMmSVS2id/TLKLAzb6fUwG6h7SDabxMame4yGmREzRLpZR7GRzZ6uq0yNGbF5Ygh40OaaEyyGYzSvGQgzxaTbSjyp/Vz6UAy+rrfVRaWEyRmakzvGfOhfGVfjoGYsyi6Xvjb6kkzZmUIypKeUydoaysV2BLVjaYEzbRrfVf6ZYyjmdSTdmdbTwaPCNQqZfIumYqtwARLVrmf0yJGUCTmmSszI6dCSVGmLcfaUwzBYNdMvmfJTLGUCzSmSMTdmUnSqVphxbbhMysyau5VGjMyBmUnSv6TYzNqaN4lmRXMK6cnSS1ggysWejSkWdszEqaiyrqYhpf6dUQ5oRTUO6fEySqLiyzmWEyqWfMyEGRPTvmYgCmWeYyXicoDL5uYz8WW8zmWQiTDqbsyelKysiAXY1nGXCzp1sY02mZYyhWUMzImYJSbaVVSEGSfTAmZEw8moiy3mcqzLmcSyT5lYT7yYH4xcQ/SKKY8zrkB41dWWwywmWazJ6UYzdmaAybmeYw8mgozhGU64HWY0yA6raytWdwzI7hg5fGW94MFrUyn6bLTGWhgzVGabTvWR8ygju6A2ma81bcWKzFGQcg7mgQzXma0tE2SizPWRytUsXqycFCQtaGXpS42VJsM2eazQ2VThOGZxTtWSQs+GaasxlpDQi6We9y2a6zGWtWzZWaJdvMGSzAUlWzHWVJTN6j7i6WUWyVGR6y0me81uWX7S6MOHj2WUSSXQci0DGcCyVqQW4S2Y9T/ZpOyo2Xdg9tvlhY2Qmj+WMwTm2eEybaScSDFrCzQcfywSmemzvqays7nDXjCWQLtQ1rq1CmSyzSmDXij2bmz12S75aFj2S7WRu50Wv6zbXvyxYSfuwl2T1J0Wmuyc0fyxNWpHVfGfQE6NmIx92U+yGWGy0K2c+5YOQ8zc4vyx5sa0sLmVCzshhBy9mYxsG+Hc0XmehyVAac0XmZxszBkK0w6bGSuWCYtQWayTL2QMhm6Z0s46eI0zWlBygOViwMlhGyRHGByl8RxzajAcCV1oeIwOVa0O2ezsDgZMt34DfS4vMrd41K4ojWUhyDgY61NCRatQ1vJzWbgeyvBntS9Mprc4vCW0NOTxzyFtG1ukKyt8abSsyeCpzoOdj1MOVkEe6Yg14IQHIrWXMdi2lW0ZMJpzEGgO0Y0KZyWOZSpM2l8FnOU2E6OfsgFOcRyaFidkg2NJzDOebjguVThQudhzjSI5ztMmFy9tq2R3OcJz+mrZJ38B2QPQKlzg7shtxmu3kV4prc+XEdc8ubpzRcnRtkNFFzkaPd4UcmVyazuM0c2isZ8ufd5O9l5yHrsVz+6kbEGue4gB2gfAkuTRyLGPFUuYh1zSsBFyTGa1yIuXQBBuVUIxuV2xRuV5ztKBNyV1u9weuSHtxmhFzHEPNzSuZHUluWvgGCT3gk7gtzNuX1ZzwRW53RGnROjsESesju1G3Hu1wiSYTMIc+CboK0SPgs7gZ0mHspifaQXuYnsw1sMSk4s7h8ycIcvudKI/uQd05iFtkLkvmIvsE9E7roAwT4OKdVojldbXqUAYgW49CroAxXSk9Fvrgmi3VE/NgxKtFlDn4NAGA6k3HnjzqOWp4iGdE9ErIXgmHtVSw+BTzTXEXg0HuOSXXASpY0oTEXznJdP6HRhJYlDy7qBAD+oPDz48SiBtgp6Z4LKaIYbpLEELktFHoFzkdeFUdTRF2JAcIbw6rjmimsMA8wukzzhAtik1eQbpHoF6FzCBHdnLqaIDmbuk9eXp8fufCN54klxbNBsRxEpbzwVnFg4Uq2JbNEDyJ7hjzleR7VwXhwhbNGKdd0pAJteT2JB4kiixyqaIIXD7yeHKbyXUo9APWoPEYrqupPsH88quGzzEDuyIWomnwoefQ5z3rz4/eW/FG4j7hC8GpYc+a7z5xI9BitN/FZeflkM+Uryi+YBUBNlNwxdHnzvFKNw4bnJdncCJ5RuDHylRJcZYef1xE+ba8W+WJyk3sKg+1gGI5uVolLTvyzCjL9ynPl9whUNzh6+X0BG4rPzwVmvNOiTPyy+TtCtEpXy/7M7gzutYk5TrHywybvzSdriRG4miJ6+cpAT+T3z48UuYSkmnyRHESpukvzztEbPhKnnuQmeb1QVeEfySfCUlieXD8AxEAlsYD/y8KU/zBiC/zwrPXznXFckm+UnzBiI3FLdB/RklMa84BZLzNeDGCV0LfyCUaHzMRNrzoofPEjjCLzwPOIk8BbkyLqJrwtgeSscUrLypmu5xGdNgLA8Ma9h+EzzvMOe8GBSZ4WrOC8xAEPybsb3EOBUkdncEjguUvrzf+SpVmBYIKgBaDjAGOPxKeIwK/ZFILaBfiRd0gHomecILZBXTy2BYlwUeUgxBvo7yl+Tw4P0toL/RMoKj0voKFGhIKpUijg41Mu5EuJvzlXJuYaydPzzBVZ4rsHoLrBYUZTBYN9SNPgKkFNTyPUoHywWT9ypAoWkPBfA5SgE4Lw0r4KSea4K1BUek5iBYLzbgryrGJ/z/wO4L2+UmBDBXGlL+doi3BbmkoefuxjUpnzwVgnosMi58oeWkK7Po/zxBVEKXPhoKHSBF9C+Vvz0rHkKUeaUKgVqwKD1IN8GMBYLGELDy7qC4KyvAno9oj0KlBar5c0r0LVzFkLcvnvz3NDKIa0lALe+aqRsUmOohhaEKJhaTtxhd9xa/BYLF/AoLPHtryFSIS8/1EsL1wgcLWhZILOvmPz8efRifUkqhw+Zak3MDyBm6aYpzhQbzmhYPykjmsLTFNUKvLBuk6hTYLOaG88itB8LDhR+lF+UtF3hQwhKBdmEN0qMK3wZkSpMr4gTNMsKJvtCLc4mCLrQdIKvhtsKsUrsL5JI99JhakLhhUeksRaoK2hdelRBfUjAQNnBC0nKNeBUpBCcQZ490mSKNNC8LqRcQKTRJUK8fjkLL8r+lyhQmiPSOtYceRxAShQSLKfjyKc0aiL8LCGp8MkekJRZLyXLN4KQBECLf0j8LIhSSLpRYALyRSVpC0uwRWRejxViLZz7BcJwh+S8LtRXZz97KiLaefuokedL9ZhVfzatj6kLRRAwXhQ6KweeyLHAtIKY3CUoMhaDicsLvtLuJ6LFRYhkvRZjzXReCJ3Rc/cDRVgKChSrQcaEKLERZRlRRfOJURUQKWimupACUxkJeQo03MKEgP0smL/yiEKjhXzg3hSGKmLPuoYlkxlkRX34sxWo8caLLyXhSWKTBSGKWBVeoumPH8bRU/y7MJzt6RfdkAxd9wmxaCLGxYyKLBazDthTwKdRSCQY+mJlBxY4KCxaOLTRd5J3hYi4meZ0lc/rbzZRcupagauLHRcKLt7gmK/7AuLYdoXhLsBuLlRX0LAPCuKmhduK4+asL2RZ9hZef5yN/p7yoxRdUQAY+KDBZeLDcMSLThcVkghSmLyul4CfxYYyknG5gT4DXzvxeEKhBe+KAJePzHPPuKYheuI4nOqdVaEGLleThgKMoUoEReuF0JZ+KpUnhwlxV28QAfkK1xSLBvBbhKMJVZlCJQ2LVRcVlc+fBKBmrul6MCeLVzMBLDyBf8LxXGKGJdeKqJRf87xWAwmudRKKxU9ycMGm96MLWL3xR0LsJRv86+bRKNQUsSj+clQvAVJK3xexLvFCcKcJTsL4JfKT8AchKi+aLIFJSkKPPMpKNhRJLWAU8Lf+YjhwJQCLLKKZKxBbyKzVF4DrhSLzShVZKbhUk59xSCKIGNXg5/u5KLkm5gKWbxR3JS2plJd5KZym5KeJXyIFeZZQBJT9zkqLUD4RdOKrMnFL+xVxL1QHiKLIIjgOwr0I2xd6LNJLUCiRUpLMJWiLVJRv8WRb+KkvC4CpxWuL7EuVKjRe+KSpYBKzRTeL7LIeKvBYEDdxb8LJWCvzOHD2KigW1KVRV+KigSjzocBM1isjKLMxWz0+JQNLupZ45OJf1Ll+EPzPiIED1RTJzKxa5pFpTVLlJSaL6pfOLGpQ6L2xANzKgVlLbJQaD6JWAL4pQdKZpWpKkBR5LLjLUCrpT5L90K9FENPpKHcMpK7pSFLGpZGL/RKdxF/p9LMxRM5EJZ+EppaGKipcsCMxXtLK/J/9CxWOKWyGYYJgWDL8VE5KoZXOLBOPuL6xeDLD4ssCopRHzJNpjKgZfWKXRclKD1HhLtKA8LJsIdLlefuhtZrxQ+xVuLlJTTKCZbNK4cPNK/dCdLZxVtLBOMOR6Ag5k2ZUHzEZTzK/BS6l3hZxjiZUnNcfL1KyvEehe8grzhZWRKgQZuKGZZ2CDxfBLfDHLLGJW+Cj0L3dcfGxL1wu6A1ZSiL2Re6AeJQSJxQR+LJeUehWmnLLRJXGLDZRdKywVBL8ebBhEJUwKXJfvY4rH0IPBPbLnhduLnZUWKuJTdi8Jb+hCQXBKzZYKQg5c9L8xU2Dg5ZRL+pV/iA5XV9Y5drzpyK6CKJYFKdZfJxbZWyDBpV2YTZTRKQ5Qp8kGN1KC5SDLxweJKvpaYBl6PlgsZbcLkIhXLPaLLKS5VXLXJQbKVJcrLRZS4oj+QMppwS3L8pU2DFJdHLFZUZKy5R1sgQYPK/peYwJpRnFC5epKkpTHLXhcELvIsaEZQdZLH6b3y8Sb6CHJcELShbkKXZd5JhyFFhd0sUY8JYQ1xwcFKxKnvL45UAwj5djzp+fuxG5a7LWIl3K8pddKhlH6KzQR3LLZo6CKpc/KtMp/Kd5RzL7uM6NhQV5ZmpSdhQJRGDxZUxKAFR6Cs5XMx7+Uq135dnAHheq1mZduTxwZtLoJZAr5JISDdpfipvIpzzxwc6KZysORlIF3KrpeDLlIBiCFzInLhOG2CoeZg8TZb9L7pSFSD5UjK8xfdw9onaZeBd5FtLFWCeJYgqWFfjKiFdwrewalKFxEMcWFfTKhFRIghwV/LwZVaIJFV/KmFaArd0p0lhbkmAAFcvRVFVwqRNjuDANMww0lFZR/OdQryKLVRvzPoraNgryDsMYr+RdPzWyM1KdWqYqtuRLKL9I1QGGKuoH5Soq34sYrCXivF7FbZ9fFeCtvItfL6Rcho/FVdRQlYEriRpYqcJPPKaTrVQfOsYqtLri8jYvYqroT/cnFZgrNAIYrHcKkrslavIQ5ZoAWuKdxqMuYqWxY1Q6AMYrtVqdwM7nIr/hckrOJtDK2RAvKJpcHQy5SBYB6GPKQJLbRNbuYrtNtErf0JUqS6OBI1FWlK85rbRQrAUqC/NErj5PBKpRQtQZlZMrvBd5E9FXiTsld2ZOlVMqcefdx7FROTS6LO0mrN+IX8tkrJnFcsOCcdz3aBu0FfDEqrTNUSbwXCpUfPJ4HwY0Snwc0TCVt6tGCiTEDkLjRvCb3QAFlYTYfCnxvuRzlPleN5GgGsCmcn8rd1k4SauhxRAGN80xXEtQz0LbxQiTisnlXismiRgJv1JWLHFFmB71Nnw3uanAKmbiqinEmtwVmNhiVeXKCVXNhn3LirnyqSqQ5eYAtIXdc3MKEV6thAq3wZFo+7oVcPSMszI7p+A9ZZWLDWgTlXxVTRVSGpC75bvKxGNd1PZXD9NzCHkZVTZLlefux87pFSXXM7gv6MDztJVvzoLCutB4MyrNeJ1sKJT5KbsVttuVYMQt6qaqj+brKfiXXKcRPOhptqXLMxQAsitn3KhyC5S4cuTKi+T0hYSTOo1Vawwn1ncotVTYLOgaFTubH2tfuXHlSSXPLkZeHRHMF0wWumaqaVeTkBVU9z05gTsqjsARnSbgUj+ebNOtk/KhyD3BtKRrCc1Yv05urIqcSMJc9qRfhFFUQqKAVKSmpTsQarqttgFeCsvas2ruVTCIrcimqfuWYz61egq/BpHyyRZ9t+1REKyvMtNU9qIrHoGN4J1SWre4J1syFRWr4Nqnsg1RPym1FnlmVS2d11UfyCMFnl4ZUPhHoKdNheY0qNcOBhgXmnkM1eppPtoIqz5X7Cq1UTLPyDq1VtpIqb1VcIO8uWr91YApm8jWqX1TqkRehurdqX+rt1cJwqDh2qLgdSdjBT5KMftTyb2BersQeBqJVRzK7RNLCLJeSLGuer0UNctKnuYzCnaWflw5fgNpYSurvlpfLvekKL9QCRqgNYiK38heKaWdRTc5ZmK5BP71RJQgFveghrY1enAp+UEca/EML5RNRS+5T5KIgDmS8NXAw9tt3ygNVjAHYc9KMeMq94+oRqmJQJrm4cvKmRYoVOjoprteSUxKCqpqdiFHpJChvKY1Qgp5NZQULxdbQBKafLQhgbhHrNScApTiRtNYZrEhUcNKClbLDoRp0gNeN8WChmqbNZ0dWNfprW8MKd81QjKrSRYVPVVvzwykoVJ1R5r3+kFqbBQZqLCu+qm8NJMlCt+qzNffxfNbFrU4OFq/jIlrm+dFqUikKLhutScW1ZLysSWEVmVelrsYOyrc4puYPjqNKW1OIxbyd2qI+Xu4oityrStQ+Q7NVVqlpSZpMNikUOtWSr/wJeSetcjQWtSOrH2crzstZUVRFW6p1mRMVItRPzWsPiSgHGqqWtYQqz5WNqOdCZpQFcMVZNW+D1Kd+TJNUtqttRVrVtcDKrPGCRFiuVrKxTxSj8r9KhyC1rGFUQqjtbmLeZT9xHihmKfJYkNFinuqHoLdrXtfdqfNYsVRJbC4MKV5qn6JrgH6Yad3NSxt/tW1rhTjTKW1NVsChjNqyvGgLLKWFrIddCVEdXJq/tdCVUtR54ManNq/5bGqIKQUMcdedgWtfzLR1Zjr7NbcMhRQxjFBdrytBvsMStWjqThudqnuWNqPtiZpSaRBqiFZ0V9hs1rmdRyV6tbcL2dabKtxUnMOSsDqLqAAL9hhDrpNScNJdWiQsdd6UMNSZohIsrqCdQgo51nRzYSCrqtNQLqddRrqQdSLqo5S2pmGCucDtRdqg+paU9tfrrQxLQKqdQaUU5f5r3sb2VWdT9zsYMwVUHotrbdUarftQ7reyijz4CJhM6NW9ry5UWV+dXLqA9dDqiyrLzPuiyMFdejwKdDedZdVWdHVfxqldSYYmeUU5DRhjrttcaYNRqjrI9YsL7dUDTw5Z+A4xtPLMxU7l3xqPKbtbbrR5enr/dZsQh+Z7ZU6dGr2ZYTqWZdXTdNf+UpNVWce9Rgq3wSLqrNauoa3HxLOLkLqgJUetbqiPqvtbbrTNVlqM9eCKs9WWzMKgnqQSPNkGxinqt9dHqZxhNr4IlZdc9RVr2XofrvdUXrCpToKm9aYAW9YQiuKplqk+XWSzxiTq+9YZU6pYPrDtUvqG1f6IAcvJU3dRHz8Cr/qz9VWcCtZmKRddVr8VIPAroZJVJ9a7Ka/M+MI9cAaYDbvKwDQNqIGAypvLqgbQ9fgF5Kqga69efrhtYqqi+SLqcFaPr6uZFUj9ZbqycF9SSDXPrz9ctqzNcQay9XfTIqhbqnuSH09qW6LXMOlrODZfqFLtdqIDTB4Gqn/rbhZ5QWop1Umdefq7tStrP9Y9r8eTjloNX7DDdVLrr/l9TZDc5cX9Q1UftdIar9WjKBDSYyGquvqZ8J5QesAnCgDTJNDDbqpP9bDqBDUZwQGRQa2DTv1LqoXqqzs+qGDVYaSdfmI6AOVTydSNqi+Qnzj6c/ruDUzLeBWNrFxYXgWXugzhDVPqS1ozUJDY4UwjbwbQ7sYL2xKEwPTleL6dRVTGaggb0GUgaOZaEbRdSkaD6NBrbxUfyTnjhqSjVwaBdRUbEjRzVddd/qgGLUalDdlhO4o0b4LBobgbnUbQDRnqsJfUae+NIzWDe7rrkHcy7dXrrI9T0aujf7rSJUhJjTCjcojbAbcCE9M4jR4y5jcgbujYHgV9QAE9arkbO9SnxrpnRq8DfEb1jSXrQ7o6rCjaSs9ahYaNcKsJyjbarBtVUbbjRMabtrJLwjdnKC6vYbBjQ8gBZs4aCme8aI+fkba9QIbl6VXUBjf/r/wNzMbdWMbK9Y3qnje3qg+VNFJZpprJeXUhemYiaqaOlrnJSEa1jbPqyxLEkEGQvqk+Q4ZQJc5RsjQ3Vtjd5rJjZfKXjVkqG6pcb3SHryDZtvqaTbvqrZvvqnXp/VfjbcLQuOyazDdybjjZ/UPDYfgtMhfV79b3ypLPybw1eibr9ZiaKTSAbCjXMw6OV1LteWF155rKbrNfcaQDdCbQ7uAbSDdrkEGaNKfJb2wAcSSbyGmSajdWsaCDeSK78Aw1MDUQqz9qYzDRW0bJTRabMNf4K1jTQacTSQrbbhyagJbPlhje6bisJKb6DYvqKTQurSDUKATbiCbOTTGIPGqGbaDYca3pdoaYTfwawzYhjI7oDKlTbbgFTcdq7jZCapDWZrFYtdM1Db/yc4EKCo7lob8zTFzjGrHrLZlHdaTY1hzTKazWTaW83Wd6bXZe5IoFgKaTWMI0fDYQat+bzFaFpuLCjVFgMFisaOZQvYE2YHr09LbjTTRdQ+eUXdqzfICKFiKqDTeCISFp0ahzc641zU0b0eDk8fcUwaWAFWzIzT6b2JphyndaQbvjrwtRzbGrWLK0t9jQIbnMJ9ci5eCtWLEnjqzTaVJ2XWbB+OnodFqya2cNezWzbvLxyTXimDcPdJ5RmbhzVYsSlf2aP2eBbfllYsalfeb+aYy1KIR3qEFKjFaFqvR8xFrhIlrBbYOS8aGMddtwLZVspVSMqAQOaZ/FhMrMxTnBbfseyFlWgbl2Zhy6LSuaG1KRz8LVAaAhOBaFbh6g2LbQs9Vk/yjLPC06RXCbPOYy0hLQLKozZnEizoeI2LXxzzGOBaWgsey2cPhbJLcZylBPJbJloTd6jeWSKFuCrgZgSaM2tG1lLWMsj+SWa8CT0rFYvCqMlW+CSzY+anMMpaiTUvQXTRHySzRFyyBXIa9OaW1Z9PJbXLXor+oK5ygVRJbYufhaB2hakducWQQrYdyzlXOpYVWIw4RFLYWvJjAUtCiq0IWir3Vi8rSuFiqPgvmIdTv0YyKGmTQofRbHgFLkPpPGq3MXuKbos+lzpK/8XjUVbOSMB0d8b3JAQJxBV/Pt4w0PwSzvJL4j2g9zYiWMLlunASDPAVpGVNMarcF+B/mNvIAra5K+rZISitNIk39PUaRrVBgPpJExuVjyTBxJspPABeh5yO1aMfBirmRF8tYvEJ5pIKatHMWR44nEFBjrWVabBSCs4RLJUDkSTgGjUdb+XpdaJ+XZhNamRzxtA1bkaKA4vRL25XSohy2ibOd0ih9beiaoFjxBu4fONx5AbX48awJ9aqaNRbgbdiKxvEOcvuDDaYVsailtC3NaBVCj9pDGI/rdKJsbdGIDOUcTQbVVbwbW0ySbVWIibf8SKbaBwqbXDbljku46benqCbYzb8uejaysLTanFbCrqXiAwOINNJEVZvxQvHYI6bENk23LOIeranYAxCxaLRK8UwfPwt8VAJ096MlRYwvYswecUYLxND45bQVb2xOrbjxJqhHvI1azBEG5CtAirz0AgIhbQNkBCed4EOm8qT2r1axWMVag3NkMXjcbLcrWAgejKCK3CpyRe4GBreRjibXbdbgfbcYAaVNXdooEbaVUFKwzbSLBtrY+DIifdy7OESs1PNzZpiF9xQOCe5uwtlaRPIcRoxOna9LQjzk7TRbiChex9ZlSas7cGJi7R7bQ7fOYt6h2EAWBALWrTYIQlNookSKEpjCXK4uvGYTMrfAlHFAis4RN7ieQLrIOAk691FsSpI4gPa48dojCZAVg29OhERrYPahAsPaHsrPbx7QOEIfFUoDZJVJ67bpJNrRdyeeJvpg8GEpyJG3bOvMNkoieYTd4j3bFrcLBDekUoHAovaUUE9a87fHip7b3bhYL11b7fXJ77dbB37c9bftPOYJpErbGdIloBbRMIm7f7AdFOEobue3bT7fHbz7e3FL7TPagJhT4VCUPaDmSPbltCs538VITiUgg7/mEpApllg7A4p/a0HUvb8Hcg6J7aiYYpBvamhkPIErZBg2ZM3arkK3aoHSfaxbXA7gwr+VX7Yla2uASi5JK4wR7Sgw/alZaL7cmQr7bUw+lprdH+NCswtBI6fCcfBKvA3akrc6t97WDZD7YtJj7aLajlC0SJbSI7ySGI7jWDwJkolI6R7QY732j2lfYpw79HThZOJHw65Rg9lsJEj5y0gBQ94L9JBWHR4T0AlaNRGA7K6C3bC5KlaMIfK4z7V3aImpY629OuxFIHsRFFiAJpHYzIInWYouOqI6wncUZInbY6Ynb7IrsCk7WshvacaK1bwgAw7wHb47dFP46IiXdzXlS+CcISE7EndAJCEXsRUnSY68OJSLk7l0pQnWsIgGI066nfY7wRe07e5Lj57WK2Z1rXKAL0IpAY7c8q47WU7urYnai8fiZ0HV5puOM8CuHcI4Y0OTjpnaQ6RHMxR5nWI7pHFzalFMBQg3JHbhVvD4Rneir0rR+JgnZakdgXAQONZwBmrTIh97jJg0nSm4R0vHiLne94Xnim47rrj4JCTc7BYNys9PLuptSLk6xVrUSrufeCGicc6xnRlb9rYqsRyV8qBGO2oLVv4bOSJ4Y+LQuSYXf0ZRWKbcEXaGIkXc9w6vPKgtYanQlLdvblVBbbXlmlaIXac6oXVdc1LGk6HaAkrQqGhjXnUbU6XV7cIzjS6BHVorLIYy6tbRg0qSl5aenUehQNPHdPHbvb7lWL5inbdzAnbA6znUk4aHv94a8HQx92MxRMHlw6HaMI6LPuFl+rYMAeFOjhlXcJxVXZwlRpBFsRULnx6XQ3cuIHcqiHOK6wXeS7SnZiqqXX34VmBOT/aF+YrnfUinXfP5k7QbaI1nZg6GOWImXX4MItl90JslyRVbecrvqNDhQVDH0BnXwAhnfW4xXS8tW7uC67XZS7Hue6T5srC7GZEOqXXEmS2+g/x7uM65IyRIBM3aRgd0ndbvqN1x/lVFpMsQVb1JJfs6GJkJiXUohvHaDJCnZA6JXdA6xbaNl2dnwYrmASjqMpftaHlAUeQI+QI1n2dfcH3QKlUpd7QbapfiV8rRpOIgWEJLKY3SAAL0KbJkrUYSWHZo6hCccodHRq7LIGk712E6D4hA9IuHUe6UXabjKZYe6cMIW7uOKe6rHWDlf7YK44DDLaFOQlbDvM6sQXfUTy1La6pXeM7xbZM6vdli54fBxZR3eycTnJTF+3bUY+bB9JjzGB6TNiawPpL4gp3TBCE9Htp9nRtbMjKS6k3b+6O7VETu3eG8SDq/RLQd66ehER7GKCNAEVitCxLRg1YGLs5SPSM8aPRVUHWG955Cb3Jb2mtbgHWbaQiZ+67wd+631CU6/3ZC603S6lbJGYQA3SkZiPa3TbJH0AHnT4MrdNDhLnX/hmrZ3ENKLt05PXE4F3S/lQpD7bcHAc6aiZdy+PY8qbXQE68PdK6HXfp8pmiW7QOJi73GAu0q3VWJMXbpjVsNZ7WiOs6foN7a3Pb3IF/KxQt7ea6m7rx6HlWF4RzNu6LvF6s7ba8CaFZWw+ztCtKKhJxQOOI42Patki5s2Iv/Ax69Ch2EEvdPbtnVUpWsAEo/PcPJY3ZlSjnbh6YHf+72HfAlzZWk6HkCQJfumXCxHTV6wPcSkqvSPbMlKsT12PV629G16fpJFgAPHp7MPchDDPUF7hbYNlW3Fo7bba+Dd4luIDkIcR9WMvxfuvUxC7Zl75vS+FpvZ+Cdxl4ojHUBhz+VTx9WG/jjiOCAAAEIzgP+0OII9COcqomg8ISgaKQL3Wun92mesr38AahAngUcA6ge10iey1IsFZ1wo5Jrwh8efhxQterWYuNxhurU5GpE7K/eufj7QsH1mY4H1N42ajxrCLlmuwr3W8brIleh70GIJ73eAF72QAEADvevd0fBCLbOk+l6Q+oE6aSDmrA+9iHYslm1SmGook+hkmy4A25/9aa0rypFZowJbKrcqwQPXNH2Cesz32ATH3Y+t717Wj71JOOajg+kKwh8TTmSyguqw+7XnpBMX1dMCX0dkB9EZ1E+Ag+te1OaRzkYegzje47n2Su3n38+kCA4+vH2AezHVXUjGaK+u1Uks4BCq+ia0NS4VDy++gi0zSnn2+7G42+0aQi5C71WCTsS6+zt2oUA32ve3H1C+/H3wJQYiR5CH1uuqSbIMs2oy+q4ri68P3/erizi6sxlu+np2KChXKI4L30Be4F1Ge4L0i2sb2u8f31G+oP0m+ykrokMX2WEJ33UFHEowMlP2QvFo1+5TXiO+hTmNMOJyM1GP2+eRritNbZbI0+K1LUSFTXen32sOv32EALH2G+wX2oqCz1JxJ466Wl54YaEWCa3af0Ew+iFDadV0fBRf3D6Of0DK0Kilgjf0XMcrksndhCcQTf3+3dppH+joyr+pOIYaQ/1TZJBgn+9xBH+vf2/+RIzwRUKT8seRD9+rP1Deu70CevX2Pekf0C+wP0T+4X372Ft4ioY/3MUVN5TZHJ4X+l1KgBm/0U3CAPnDFcCP+49XKUHGi7ZW/3LGXu58mAIitHdAPwB+f1YB3bIoBz3aCuDGA9+9/1GcQf2hekXiF+8f2wySf2xbXvEEQzAPtmA+gEQ6AN07UJAsBhANsB7gNTZEgOoWvJlmiHgOEB/UgS4AiHn+oundwUQNb+8GgSBgQMvMff3qSZ5gTSAiE0OgGTqoD/3xuq12Ju07w7Wl5V0BwAMMB4AO/GESVRtcAP0IxbqFme9T4uK3TmBmwOsB+3QOB7KwRbbQDKBzy7XCggNyB4EzWqa3A4BmAOfevwPeBhf3BB5ANKBp/0A8blyS0/ZjI+yFRc+7D36B2O2lOowPCe4P0NasmkDEpwNU0QmkDEzgO9awURZB3gPI0XIOA4NwMzu9/WVilKayB/LnVBqbJSBnQWBykIP42p9blBjwPRW5FYIcLOCk4d/06+xIMaO/P2TsVIOpu9INGMzyjj/YMSWB8GjjBolS2B3AMvEmYNFBsQPTBtq4DEwQOVBkYmGk/wPZBn0nW0fwMNB6m1YkZoP6kLYOKB9wORB6KBD8X3DI0pH1QqObjUBwYO0B//1j+4wPZad5VMS2PjGYKYPQif8BfB/IOS8z4PHB2lS/Bs4MVB8S2uS+hzN074PtiSEMDEg4MmC2ENlBnYMK2nhxQh9YPCIm+SW4boOxBu4ODe28HDey20dW95Y5IYYNAB0YMi+vYVH+5ENikSkNQBlf3ceWkMrgakNSYRkOpmCIOoBxrDryKkPFBqmhch+oP1cjI37LJkM8hoch8h8IPnBmFUisND31ERoDv+7339Brd2PB81CkhkwPkhknI4tbkOfYtV1fdCYkEWIKHwBrUMahs4Osuq/4r1VwP045ijz3Td7AaQIOyuq0OOBwMSWhrszWhlOQXB/+2mQfwPVEOUOf+/EPf+8Ly++gv3PBgP1pBkv27xfLLwBpwUdBOWwrgOpC2h32Lhh4UORhj8LRhtkPXegVooa8SYVGZJE09EETOuN/DAaNbnphvMMRh7MNVDXMOpyIN3zB8N17pbENorPv2c8B4OCEoYNBhov1kh0MMJvGRAGh+8ydh5f25ApOYYaT7FRhMAOuhjkNFInyoDh+8wVJfkNxhuJ5Th4UODhucNshpH2cEobhTZDQOIQ+sN4hhN0t3JIOjOlIMth+gNvBiL27xHLmKWCoxa2Bi3nBCYmhzU8NXhpV0pEy8P7dCLYm4nNG58DgURh2OgK6fYMW2Q7Jfhj8O/KpmWKBl8PM8QJi1tObyXe89A6CRsPW25UMHh14PCE9sM6laHCOco8rwev2jIR4bl+dJp375dcw/eCLmoRi7K4Rji7IRj6pGuhb6hIxbmOrRMS3evQMDBpsNPB570vB433vBxc4YzFCMnuW5RsRzCOkR1W6cQ9iOVGJ7z6u7iMoequ2EqpsJgRidrBE6iPZ+gkNku9H3D+xiPBh4v0sRirVnbMCNHGNCP7qtSOrcwILYR4NW4EdSNLgTSMfYAyM6RqXIHekYAgAOCCyARACgQXwAEQAgBHgCcAgAacD/AMTxocSJADIFd0AAGQAAotAh4AAABlfQBngaCOdWkbJYgO8CyAAoAVOz73WKRoSVSVhDLGfvnJtRKOpZCaScAaHTxRwsxgqajKnnBKN/KTej2UP+wJVYyw3WvyTLGJj0NNO3wVRxOhb0HZHHnHKN44WqMFwqqOpR5qP+g9pBD0K66NR7Kw1Rj+3v8FKNf8DqNsjDKMcALKPv2PqPc2AaP0INbY5R6aOjRmajXsQ75NRryNce9tBAyXOR3yZ0jbRuiNJMdeY7uyHS7oRwhwiTdk6eK3h+RgKPBR6KMxRhUMduof2HRzu58AKKMxRuJRT+z8DOuVxBLZfUEvI7ZZpRoqN+UEqMfR0KS5Rn6OfR7+1LKOqPFRvFGpuVhR+QJb1EOo/QBvV5EQxhGN2XMaMiIEqMPyEGMjRv22Y45GN/R3GM6eNuji0U9rYx4fT9R7sITecGNPIcWxP2rqOkxvrzAximMLRvGOLgcmNwx1mPExpEgYx3dAebCmPPIDx1LURRBKO2ol37XFC7RxUNFcA6NheicyKoGW6nRlqPI+y6NBRkKO3Rjd3Xc+6M0Bj5biCF6OxR2V0wCiGNJR7jjpWI2PpR/Ojd3Q2Nv2yGPxCU2PWxmZQkxueiC2K2Oj2tGMpvALVhSN2MAxmKjhvO2OuxpWPuMF2PwxpWOOxpOiC2P2OUxtmN40bhhExih28xwj0exyOPlu6OOoxkOM8xpaNdIdgqKxld2xINjBbRg/jp4SWNaxoXgyxm22fLRVA0hbOPrRzwAqx66OhRu6Mmenn1le4316xt6OwB5uj/R/wRXCTuOD0RmN34juOFRruP0qG2Oz0MOOtI6ISxx+W3EUAeN0x7mM+UC2PkEsERexu92nc/2OdR/F1jx0/HDx5ePxCeCTlR9ePxx6QHRCLmPhidxh7x62M7x0eP1RsTw3OUlBKxq3ixIaSM7tcWNo4IuONxyV2lxnWMGiRVAZxKuNCx9VC1xtWNhR4kMRRpBCtxpTS4Qhm4gx76Op/c3F/RmBO9xp2OkAqBMsxkeO1vOBNfRkeOhx6+PIJh0g4x2eOnx4pQoJzmMEJ1e2BoBeP6fUCj4Jy+N2evBMCx0hO1u9OPdRhN5UJ1BM0J034YJ/eOLR5hP6fYhPOfJOOEJ1JScJi+Npx+eMM0Diiq0LB5+QM6PhiB+MfIYGTbRwuMH8PaNpoT+NdW7+P+MD+5/x86NLUQBM3R4BPt3f90FIcBNjZWANzrM2PMUKMnWx42OIJzeN348xP2x6jIlPTBMOxphN9x7u4OJtePdhbpKYJy+PYJ6GOC2KxNeJqOOeJ4OMHxihO4QoJMCJqeOsCKJOTxxhNiJ9xMJvUJMnxmJOMPW/oiJ8JPiJpRRDcEVDSJ++PCxrD07KF+M7R5RNSx/aNoEWWPlxzRND2SJgDIeRB6J+uMax0F33epuNsOsBPRR/WMgB4WmoSJsJOhqfxeKJj6Hx8X4/cADxVHOkLGYQZOC5YZOkAw/CTJo5JOhq6FeKdGMRJ2ANzJgDxOPdZO9JlZM8J3CEDuDZNEPLZPuodVxQxwGPtffZPbJoh4XJ45NDJjOMd2fuzHJz1DRoUV3zSQPASxspPFx6WOVJsuM3QYYTBPOyqbeusMAJ/yOqx/RMNx1pO/+9pNNAExPb/Xu6ZKIV46hMtCBKU5M+x85NpKJFMIp9FOVsNfjexiqjhvOZNrKHpCLJreogcIlMopvFPtfAlNauHFNhWMjkVVeFO4p3miNfOciEp5FOD2FlPUptlNXxgJNKAjlPZWBlMu2PlNTVbr3kpplMEKBBwkppFMF9ORMSuZR1vJ1+MfJ9+NyuNROd2pOCne3swuKgpTTcFKCNJ9WM0RncMqJkBNBO6FOdJtuMQtI2IBKVbC/dFQExoWr2ipgYBdKR9aWp/pRAFZdB2p2xM4JiCKikxSw1eq1NldEsjOpxlMOplXrep84K2p4yPTmTZX7dX1POOGZMQRFliVsIe6a9KNNv9cNOxp1ZPmpgNOVsLRy/dHGpppoNNcAJWh85N1NUkmVM6B76CKJpEhvxiFPKp75Nfx/+DqpoTirGbVJb1eRA9AbAApAacDgpn/0BhqpMTOmFMlRvWnWwPnKDIgwQjp+1OFpwdMkCezRNaAATTpxmQBctxNIJvrzqgTzSKqBl3zp0t1j4fxNnJ67yrp4dMAu+ZFrp7dNLpseOJGGoIHpnnLvup+N72+VOlJuSOCelVPGp0kTdGJYBhYeRCBRkcBgAZoDYAAAAqYAG8AAgGijdgG7T/oYejfaYTtA6ZsFTo06JvODFOrmFmC4p0cwkSLlQcabfB1RFWMBuFWwpUI9IPWHIsOPAnTmUa35RmFgzPFOoyBuGH4SGeMiudjQzFWsRwmGaxJbRu8cIuj8+BaaIzNgrkKpGbyY5GZ6CVGdJhhGfGjW/MiwDGadcOGYW+LGa5IbGcEzh1KIMXGfgzXxMozJOgzmtGYBtefCV02GfvJMUv50BGY9TPKcopymuzAuAZbUh5DcwVYcSTy6cVWGEdHwPSuLs6qpU5KmfBZBmbszAeBMzgNKkzmMYFZoyZDwPgfJYVmfb0J6fMzdiZRFtmZSmAeFjSs+HszGadcltmbczVnhMzoWYEzHmeJpfmfzwuVjfFrmayUumd3TOZDCts+DwIH+GXaF+ESzsVGqyM+C3wOhEKzbIG5T2WcxwuWerVFWdxciCALjp6c9TBdAOVWpGHp+BBWspVmazgWZwTN8lfT3IHEUgOjzjzSf49YGe1j6iYbTA2ZHI9RGAkkJGYwgUd/T2AECjAAAkDE7ta2w1BmJ+ZLKjSMbLceDbBrbGKJ007smI+asQvwkmY3FQ9Bds16R9s8Vm2qQyx/SHdngQx9UATE6Qd06inks49mczMdgTuN9mkTO9mWs3pn0M4Yifs48IA8A57kHLLI+s8DmKtSCIdSM9mfg69nwHNDnUM3cnRsLNmBjDyFAdDentw2ETPkzBGpsyjBIxM2AC9PIgAALIoAFICOgYgBQAVbOngQtAyRv0MhepUNE5k1OvR2dgxW1eOIKXv3qoVbNFJ/VP45pVPgZn5OJwRVDRBjHhAplKCU56nOwQfID05/lBM52iPlJ8KPGpmQDbZxtM/3JYCfgeRD85nj1K5g1Mq5o1PmeglCAgD0BeKPySm26XNU5mnPy5hnMbZk51bZ01Oc5veCAgcVg653SR65m70G5oXM1pkXP1p4nPipodSPqHENLUGXO25unP250DMs5+iMB59nNYUDii58EfjapzwB65l5PQdX3M9p/3Ns5glBTaMAKh59VDh5uXOR5xXNf+5XME51XPme9XPO58rgcUGSDwB3nMpQPXOWujPOoq4XOTZ1VO55jGAW5/m2F5m3PF5hXOM5svOG5ivPG58r0dJjnO15veD15ytge5oLx658tOoQzd2j5wxOQu4YQyJo2r70OBPyIX9OBRgAAaphFYQKgBXA3ni0A5OcnA4QAPzAAEEz0PoTh85nmJs6znQE/HmzU7K7L5MR7Bw+7Sb3DRmosyAHOXc59YGAuGHk7AxbrXHHf83E9nuB/nJwywoACzet3MyYov89JBOCjNHw/qRQ4C/dn2vogXBtKAW0k898roSAWZnPAXw3pAXptIpisC8xAcCwkm0c6dnznf/m3nVHoY3rGlmIM9CHM7hDOEntpKC4rCehHQWIqqQWf8zQXZXewWkC3Qmo40IXsC4QWMCzfH75jixt87pIoKFuHXk2i45UAwRDU6zBXmI9Hqk+KnbJF4F+vXKBf0+TmkVZcFEQL+mr8w7mK6ORIIM5FGa8/zd0hNZRBI9E9pk+AXHjsVQpnmYwHC0QWdkR1RXC/QjslY4WBC3T4vCwVRfA7YWgix9mKU9tz2s2UczRPC9kqH1YGYz461yNXQtC+LCJAQJQhKIvnDCZrH28yXH0qBoXfk/4wec/GEd8wYWfcJNATC2YX4ixYXRc1YXJ80XzZaBzRRaEOR6i4LRJC0RrqBTE5vqKnhpaK0XYvF0XJksZT3qKLQwi2KniaX0WGix0XqaOMWPCxEXSs2yIcaIMXTwUERKi/nIgyEkWxPIgpKFVLmNaKtQKixvHFpJYXA82J5RWF36h/OkYlqPoXDC8YBjC6YXo83n7pY7kWDiy/mIExzl16K0recqvGN6D0XKSuvQJ6HJZrlW/1Pi1lnPs4wVR6GTEnWKCW7km8Xhi8Gm/8hCX9uqZRy2B8WoS0Dmas21nZi16wgMLVQTlUvhlixbIq6GtAhIInn5iy+KBKMirBc23m/czzIMY1CnSRLhM96JwE1ROcXvIwAA1UnRkAAACS0CDPQAAGldi7z6W49YW9xT7l6SysYzFcqapPQuCvi8FnJboRxHsiZoEYcIX7hdMWYJcKXaOHKWrPAqX9JP7TlS/ba1dbAwlSxqWC1PqXJS0CXwiyqXK/HvRvMmYrVSw+4TS9VngS7CrMFCKW3FrpIZWKNm5U71m5UIqnKSyXGjmHkWxc/4x6WEBUUGM8oreL+mWS6UowCAAAFaBCHe5kt8l5uPF+jXOxeGsUTu0NC3kJxCLMQHMw51EulUzMtvMLxXiB7uO5hnUuKrH5YyOjMvFlnJVSltomplnPjpl5akQClBT7s1gtI08stmafJWhMpsvYKFsvo5nvA3rFBShl6VhYMYpNVZ9PDelrPNUlv0uPFxVCoiF7yDxoLyBRggDtArQCHeq/OIgQ72Igdkv8UBMtdumotdJ34xjjGR0dFp2YoKMJyUUQth34sLB5JwSTLGYaU8MC92Xl7u7Xlr5gKWsH4xzcR2Pl6HTmzV8v5g4X4flzHJ/ltpjfl8Phnlk8s/l45hvlx9kRsRIwzE+csjxq3gysJ5ZyppQsFQFQtG51fN7W4YRQV652LMe4lW8Jcsrltcsblrcs7l24uje2PPqJ4xOCl6QFp3ZWhc3E2PU47BQMV4CvhvP51maFivcFpiu1MTivt4J8vJJgzOisTsst+w8j0VjLz8V/T6Vx45jCVwe6CVyNAdsU6HcVlBicVkZ5p3ISviVxVCdA4HwsvWRh3529OoVnKAPpyFPjezQvuRq4hXMeRBX539Ny5wQDXexECBRwKO7lkyu6xmis+rYyJhaSla1rWDGDl77TQlydM7I9cxcY02ws6dytmaXysol4Et9eQKvNMHiHRVjyv8FpJME+0FIxVuSFxV45jS41st6HZKs+VlnTZV9KsJVpBOCuQU0WV10tDmXOTmiZ0gVV1QubZ6tSHFxtPtE/BXdSObxWCScDk5xEDhwlQCOV8itW2yvNGJ/cuv5/eyGrRljj484kwcjDj5WqgsG0nGqTjXolk8RLzj4jllZpriBkTFAvI06atlmbjxzV8auaWi1YFkHFgTVrgucEzNLEe6VNLUScC/phgC0AfTjeRpyv+l/qvPFhvIPyN1OW52Oi/EmpQvVmtj75J6sUek21F2TdO2pj6usVv/IxpRoQOsX6vxsTdNg1giR8VjHIg1rVwv+kVpw17KxQ19eO9ADHJvV2fOP28t3hqHsGY1wGsXl5njHVkVxcpxCuaofJ0JF5Qt+O7IuUVzvOdsbtgqKZ56yJ6ViBRw73eR2/NguQKO3526uPF6vO1FlXoY/R1zHuhe1deg6SllkR0i12NQHxBEruuFF2ZVsKL7saWvRe59xwZGxUNSbVyy1pwutyAWt7OjotuOMcEsyN0GmlkYu1dBWsDaIO28ZBdqC1jWvZJqpT01pWtLO0quypsWNjlpEgTlx/PSx6cui57qD+MG9h70GFrVxuUBWVpUBQAWQDw5KMuIgcnNkVsbPGen0s01tXPPR1yukAqEK+uOSHfVyTj5MGsv6fZOuEcDOvZ/N22SsMWt9+C+qWlguvC/XK1x8wutr+/dP21uJHl10utG1mEvXeNOs+23OuII/6s66ZUuwV51kUe06vqoGVgZFuokx1yctP559M+1nJ6NCFh6U0K3gggfTjc16osT5g8uPHary18k8s1+cF7nlvyvsZ2BGekq7hk+ZetsJa2uJVqf1r1o7h711BjsCnvxy1unwn1lesA+lhHSpS+t9l3NE1uxv4s4KwRUBraN0uMUDCuXcPJu1vA0lwMtpcI9LLAeRAz1uetx53muL19DRoC9gUdFjbLo3aVKH1izNIcmBtaJVYm86LjGINyuuX+pJ7gvXOkYNvBvzkq+veSeBuwN33QQWxl5ENp+uNcQBUtFoLzZcAeuk4L+umgH+vVVnxAAN8VNKrNB4J86TzvQLQCz17qtEhzCtO5vmueZudWOpW8hmqRCUVnbBtT065DGpVMgB4cRtGCnTP2ls0uxeKRvbCxRtfE5Rsiik7NH1pGmaN+IV0HS0k5U4xvaNhuv+VsTxcNn1L/0zQNESe4Of1iWOzwDCu+oDhvrFg7DlS0Bv8N8Bts5yBsDV3eXeRIdJQTSo07uCDKyN6uXFJaIWrE4hXBNkKwRNoCVSq9wUxNoJvJNhJuuypJvhN0Y1ehHXWd1qIMjCUxSc+hQsVp5htMNoyu1p9xuNplnjAiiCMpQMBuCNgwMUukRtQNsew66cF4+ZvQrwFUd4+BzevSZyAptNwuKUVA5DtNyLP+F4Mo1QgwFsIIZsp8qZuZ18bITN7pua3NQwckiqoT3PJsLgapvfxICvI+m3hO15+OBuHaMuNlfNuN5ysBl8VOm8RsLZg5H31N6Ou5+iiuE51VP+Nh6thRb7zg9faIXhkxkhxWNnENgmSvNilJgMYeZgEN5vHRdJvZOXMN8VEp661v5t3JBPmgtsRqfNnmIFJD5uXdGjqQt9ZsUTD0VdUHZtkl52s/1wuNHN6msVJypuzUAs6NqPPjeNgcD6cJ7AqAAADqvjefzTzdMTtwsbBW8nJbOxBZbkFb9Tlja3rZXnQNrLfqM6XN5adLq5bajeNrTEr5bnLaq8qDE74VzX0byDcrFHLcxgPPKlbHslfLIrd6bSWcbT+eA21F8jZb9DcL4wMk9LBUDdrMef2jn8C9r02evYNfkYEoDcpb9Lfw991aZbSTlPOnHjc5VMaJr2kibYcLbP4esJBjMDJOt+GGoEnAjdb9Mb2LsOaLrvrYpjc2qhhCdO1drretuc8eoLBjbijQbc9bjcNjbknuvtZbHRb7/GCEWvvjEgoAUTpTYObbDbOQe5bqrEifU02glbTukjIAdrYabyQaE9SZcTrfXjTr4LkFhbbZ4pBVaCzRddqT7bdTrm6f7b3rZskfba7bg+kXlQ7bmbons7bFwPHbD/DHbrRcSM4pU02U9pXd1gj0rkPDKbr8YJbsdaJbpze9r4qYEe0Qh5YAdb4AdbYEbtzZG9PVbHzApdEb4cYfUwbfrBIz2rGrnhBxPzfDo1SEM2bjlWw95iMCrrfrBGrZMUhqnM8g4eA7j7e7brWe7uf7a5EBuOKUYHaaEGSJzLDpaUU7BRBjJ7f/jWymjtTje3b5TfpsT6fjtB7akLH/ASjz3BXd57ftbBHcdbIuKKFbjhFg95kPENAlbrgHeP+olYYl9HftZnAjo7w7ao4fmbwErdbAerHaMm3HayYDHa5E2gGgLolZ55EHZ5TEif2QwQhUtTNY34jdtHLeLarTO7eHrXyfLbaqYkTafrhjK1dPbIAHI7Dbb3DTbYskVHeILa0b6jbtXvMp6pI71/2E7GglaZnHhpkMbw3zhFVo7AHYir6jbvxTnbE7g4d87owhc7U7fOdtnZyjmaXvMAXbwEb7afrkieIEB1akJ3AgYARbecbuHapLdaaorlra6QhFDi7WxblARncvbhIcabKbrM7C9YCbOSkniznc4LiMZCQFXa5EOmK87YrfsTUXsC7VXfGTtXZa7asPITYzfK7zXabQBmNkrEnFo7rXb8Lybdld7Xb67bCOl1dXeUzMXdyTdncxdiXZbzeIFU7VyFYbrjfYb+7cy7cWo+Q6ImeEjJfVQIIHrbBXdS7I9co7pXeebrssymYIjMb5bvZEzafgiYcQa7jdbK8DkJc8BZEECBarUztMZu7YBe67sate76Ige73YVBILjyK873e4To3cu7X3bCkAYGB7APcBwlUlh7obZmTN8h3mcIjmY+3cw7jDYOb+LZO7mnc27FbddzLdVlEpi1tbF7fJLKVsJbvVdvbLTZB1wlxc8qKW/MxfNB7BnnBcnYsmrRtEh7qxsnyWbeYyn5FTM6IkZ7DnfR4ARxJ7apzh7x5AckfPeC7QEvp7XnnF7bMdBIQoLZ7j3aQ7ZpdR7MYhJ7teOZkNImw7hzbx7e7f9LhHcbTcKr9qKNtc0mPb4bWgCO7FPeXzVPZvbzbbvbMEp4kgDvEYH3fxULvY+kjiFV7SbflbWVr+YQqlq27vdXUnvaqtbvYh7fvaTiAYlRcIDF2iwfY75MfZ+tuLB97XXa57KMtD7IHu97GdoD7sfew6EfbPTruYIwgDpLtzMi8dKneLba3eObG3aN7W3ZxNarw5td+Ut7eXet75PZ9zFJY07DzfjrIAGTLktp1C4rG9mvlpsCS7n/x3Lb6bMEr77qXqoNbMcR5vLRs9myxl7Zor8t4rEV8IdpbURg0n7OtNsxnPcj7gsqX70YhH79FuSEG/ZDtzHfFT+Ynr7gOBbrldvVEuOdeTK3blQlfft7UqGJbrudwjxfbmt1zfYQNvbb7lPd3b1Pcd7tPbPw+irQOSHtda6MqNLvjxT72/Z7bWVuUyoA7MVUQgvEjCEfrf3YXogIHYArvaDxXBZ1tmvfgHwvbzEiA+PE/FIztcA7D7WA+wdT3asbJvcqcgffv9D4mQruLYr76nfdrhvYgzxvcdL0FLVchnQpbrffvz7fZYH//eabZXfDo+YkozHNve4eitLw4rAkH+A8OVB6nFOyycrthRrEHl/ZkHC/fnFUg7GTSg4ENKg/LtCqSm877bQHmg+Jr2lEkHQ/eOTztsXbrudCYqxgsUsNvVEG7bv7TA4N7qifS7tNfObaLDhEAEE4kuXbPb3/b4Hv/Y77gg9VD3fZbbrjgamVKhGuSGSHtMaHOtEEOiHoree7EEQiHeEme1CQ71CuzEiHrjEx0o/c1bEEUxUQUFYYZjotrJdVSHhGB8Hsg5DksQ6yHFQ/Jk1Q7KHxQ5zbWEk8HqQ/84CQ/VEQLv2b9/YKgj/b/7+RHw74+e0717F02Wbcbz70H8HvofLzT/ZqrmqkZb0Ojqc80amxqHAWHfUc4z+fcg7RdbsgkqYvj7UJWHU1Tt8BSMMHejC2HCUbWHbMcI52w89jhw81rNkj2HdlTcQ8/KpjJw5yjZw8TbqfcKr17CXoDkjGHI4koAyXZw7OHoCdAw/tdStBaH2khqBI0lrbEw7xz/A9NbwQ+y0PfbDDpQ5h7XljBDVR1c8g7kR7qI4+8iQ6oHyQ+RHfkEKVkI+3MKQ5RHzUjIT0A42HHDozB6Pd58RmcdCmQ9pjRI7MzvvZgH3dppH1scWy0z1wLY0gKHtI4DAozdJjMUjBHGIjJQuAfVE6eeW7zg8BHj6bcHo9Y8HuLHG0yBB8y09ehHugZHz0w8dzIQ8RH7cVJHf7mCavGT5HVVrjyPmVP7S4T1H53q+k5bu/bR7kNJ4mXUHBMiNHIHsHkbxJdcNo6Cglo9dHlQ4VkHI5DEJo8NHvo+9EZOG+kVg6qUYI8Wd/nF8Hekhw85fZS7Mo4/jco5NznbB8EYWh4yqMjJ7FHcGHcw5V6t4ruYOgBpktRAlke7j4qPvEL4OGTlbbI4iauY7+kltXTHWYQh5ZmnzHfXIH6Rw+dkKSR0CxrFrHPmQyHX/ENUNMnNjqA9ukxY47HnwebHlHWHHJTk7H5IlNHlA55bwo9MAf0ilydY/1bm0djHAI9/rv7uBHlLtBHC46i08wBlkvDby7ao9bzgQ4EHDvaEHF3eyc1Y6i0XyvFkckhWRHY55JB4+9HzEmvHh6BlEOskETMEQbHpbtvHqOfeHlY4haE48+0R7vKwLPeq7yTmuQS7o/H4E52Tafa1r7Y8nHT47vHdQ+G7Y6Zgn89rNHjaZiEuAgLdz49L7osa6H0o43HQI8THgw53HfQnXY8BUjkGY+M7f9f5LIwdCHTvfxHP48nGvCA9kX45N4wE4akbE/9kOI6wnLE6/4wDXjk4wVYnK2D4nv3fgn1oW4nJHTcc5HRon9Y6EnXZhEnDo4QnD48nH4k44nPI9c8aE8488k6y5aveNr848onPSA+qNVm4E67rlT3Q6lHLg/6HZE7XzyY93Howlbrqo94Hkw41HfQ+Eb2o7CHSI9YnsJAkLMQ90ndXYCnuI55bgk9o8NpFEn1QmYu6w/Db1I/UnIE7K1UU4inKA6knQ48QnIE/8nKBZ0nJY6SnoY8/tlE5XQh4/qUt/ZKbcY5Inso5f7uXquEzrCnrS1Hy7tvayLnk5mHM8h1H1I9sc/Le2bLAy+MnU+LBAE6pH7I46nuraubn/iGnvqn40i8VbHf8R6nw0/a93RmQYAnRfHLKRmn405wr9SLcQK09z4VzawnMUn7k405+H9SgYHRE/KnpbemBd1cJ7C4AaIwChIExU8M7LfepbdLbonpXq072Y5kzZbEWYS4AgU707M0n06WnX5qPzH0+juinO+nmMF+JFY4Gnzlsr2YWl+nGCihnBZZhnuQ7ZJoazuYCM/ptAM5+nQM52nAPGXYKClRnFk8cH30CNbeIBNbdxbNbWnd3QMkNg0Tfb4AFAAHAjADcnMI9PHcI/PHtVaeLTrZdOCGBe8yVE8rQG05nhZipK1w8HHXrmeEXM+pUhrgAc/M+5n0ndzLjrpFn/M/mYLOjln2VgVUPAj+n6bn+TzLoVn4s9SeU1QFn0s+Q7C4G92oGmpnekn1zx0/XHp0//rBPaGHaQn6M/4ivT9U+PHS+aanQQ5ZnCI58nCbxoZ0HnGTZ229nI3Z375zq9nGyZCntCZkSFg/9ngE9ldvs+DnKBdVowbEGTIU4End+OjnlyZjewzZjnsU+yzOnf+rHqCjH2cm9z5s/178Y4qbpzdr7z3ztnuc7I7Ts8yLLSddnXk/dnzE5870ugxTqxNtSLUXhTVDaFnjnebn2KcfdUcaDnvc4UZU07Y4Kc61TJ5KIeA87Hnt7sRnFnfTng89bno88yU486aH8PztnwDSCUko+/rxE8tnW44n9Rac1TtqYuwVc4Zn6o4fzzM/rnrU49nwYVFkIHD15uaa4xoIBp8Sc93iN85qUYOrdHr88xrT89nHY/fjTZ1rfnNbe3Mn8/1AEgCyTaU/GU/86/nutYOwD8/jWYC4+HVSmLTmNa79QSiW7W85On63bLbpc4unbygHmNTGLtdU4O7X/ZPnJ47t7zU61HDc8AHVAmCaDNZPLy7GG7Frj7aqk5HbTRwA89jKSM+C6YXM852R9C58xvSfYXL+Wg83zZuHejF4Xw+gsUdC7em4i+AxK8+uyaynKJBnezk2Pesn6C+LneHfsn248jEoFAlUpTHkQtAAAAckKAY0Pou981fnuSyQvnZ7XOzxxfOFNG1Oo+0SU3uyQI9FQ4uQGDjIZ/RSPCaOAvmVM+4JVOVgM7S4uvRG4uT+z/O8h7322nbt2nF5+RLIGCJeJGrPhNNEu4rQfiusAkvHrX4vkeyIugByCtHF2cVnfcYwhpENbuF2J5PDUVk67QUu4gzCpna0TOxQCTP7m6onPa3HnTc+d6w1Gap9vEeAiAPAAdAGgAfQ4zOyF3XOWp7Yur566bbjoxpZQW6qmRiHmnDHEu3QL9mY1KMvjVNBlZl6lOA565LRMkGoP+BYLHhIsupl3Zm1lyA3JRT2oca9sv+8EVkFVJMu7VbwZWW3svClyb3BniHmx8BkY/h09P5I+dObZ3MApwm2ozi+eg2lx0uyAF0u0F4PW7m9e2bF4h07F7v2IZTnwCMCZoeltJXou13O01MO0m+B0XPDShzEV1Mv0B0UKJsqsT0V/KpIV8wuAGJyo8K1iuY0kup5acPOA1HekvmMoQoV634dK/lOfNB8vCFykRlq5mOHJ5w2lIJ3wn1Nvbvl50uzZ+5Oz56TP4RwhHQV9ayeHDGorl7gcfTqRp1l3iuz8MixO+MhHSLXKuxV0g3I5y6dyGcgwFV/eSm2qBoUOeDO4p5f650kK6QwUBt1VzqvEAlMubQ53x5MHA3DV7BolIivP6WBivOV0F4S1P8uv3UPXrF/0uVPI0uglqJp826u7uV78u9m3yvYRwKu3Z0KvBl2CvSCOKdlaHRa4dfaIlFii3DqyEvExcSuwtHGubDSiuzNExaU13uK01zeONNPmvamDmvDJ0kOwl9Cvfx4WuEVwWu0VwSvhYJP4A2/WoE1zEA9V1nPC+3Zp6146HBzKuPGp1Yvz516v7ZF3n/QAqpOsoiruV7QAul6wB4AAAB5CAAQAeAC+Ru8DjgJ5dtJ7BdszrdyHypbQtL2pxYpwbRHzzOeRVwqKbr17Q/OybTHrpPsBZ1kcQzvXrzoUDR3XCgvk2O9cRz69eW9W9fTafddsx1Xrz+HF5TL8rRuoZiAfr60eBgMa3GkeBcF9hcB55qidCrTwDJaFldYVn2v6CN9PH6G5VLUT9OjgH9P/pwDPEAYDNwbi8fszkhuksmXQ2JlvQAC2jAfzfWfedpDnPA1RzuIFnSopFjO9wBbMyrulj71zXDEbiaiuXMjdWI65ermSNawT/7HqZ/juocQSQMbozk53Mld36Cp5EbvKPqtLjcfoq9f6r0T0J6fje4Vy6zsIJnGttKnRibpdESb4wzWdxizsb8aEAsknQZVjJe4ccB7D6LDNCb3EzLqT8zab3Nm6bs5QY18qZhGcLb0Yy/SubyadmbpgzObzczlGdzch4D/vPz3tubpvzeD6foz54dxceL8wsvrunwOGfTAoW9cG+b9Z4WrgLft6RLccw+Lch4DLc6b7zdMKNLeRbnavFuCLfYUvqeUjxTefe3zfM0lAuC7J3DVbg9eUb/NDolj3T4By6yb9+RrYGKpcxbirdhW3vamGdreJJTrfBdsK3aF/rcZ3Ibc8btEswGH9AhGCjPjb3Gxdb3EttrwBCIbobMR5AzupEI6chrpmdhr4FeDrhDfOmObN+6RbPLZtbO4b7yeNzlBt+FL0jxO5ZgOGN1A4EW7eTbpDmZpB7fmq8owe66UxPb0Ke/zxc57kBl6Pb7QdAba1UzECQAGDvLd36f7evXN+wX4/MzF06Hfvb1LeSsNMy/wqszw7rWEw7ofHlbmWdJV5Heg777fFuGb2dmWHfXL9dqHbgYwy8QHQEzyxfjZ/tcULrbjM8VhpIbhEofpr9MYbgDNAZgoAgZ47tqLjvNd94Vd2h23DAWB2uQlBxxHmGbtwr5F7bExixPtjL3aWZDNYtFscQ7qiyO4YXfUZFl1cbydG5rv/L95J3BFTp1i94pCzwfLzeS7rVg40Niy84IUDq7n6Ga7iXdeLoujkMvXdC716tw4I3eK7lQ6ObwqqO4PiqW7kXdzjXiY6BRzBa70td4jykrz3RiKa4WXevTbgOB7hXRMb57ftxfB0ebmqxc2MqwubgycKbnHfwJJPeagTLM9CSIw5WQUfLL32I57wvcQDOreTR0Cqe7mOzd19vQHwcvct4NLM/b0JfivNPfPcyR16qfTD175jdscAvf96YBxi2HtTt7qZeeWCvdtRoV597iHYomTKthW/gK9WSrOLbsNtZ76AxOoMGqSr7GzdZr/CL7mfeRF9NgtWZaznObfcZpsK30V+feNZv8BH7m2v20JndrblKO3T1IidD7be9Lz1f0793iM7jexbk/1dMYJbMrZ9bMrr4ysvL16eQFJrxekdwnpWRMyp4KZfxQamqlGdwkgHyMzg703fiSVkipyA0hi2Ny2Zto8iIH+3cLyFA+KWGkkrTVyzLkKZfXmS+6KQZLDDzXlX6lAg8kHsuChSNA9hWDA8Cbn8iedkPdzjkViK2eWxbg6mwFzp/cuzl/dNNhgO550AIi2cPjyIZkvk5+ABRlmlsWLmue073bcDrz5ZAHv/ysciPe0lK9z7zQPcyIOdn9TireNDH7g+7pElG+E/yB78vXYH4veoBVQ86BDojmNR4IKkQAlVGFtIDjnA/LjONolOHAgjIYw/BKmjq6YUzdIH9qRFOARxg6iWSBHq/DfXavcUJVpr5OUBePBO4ckdRzDhH5Xf5aNpz1ECpmkW0BhlK9iyJH/w8LaFI9SjGI8khHdWpHgo9V7pI+5HsBgCOOwX/lDI/NOYI+/rn+gE4Qq6ROZpxVHj3dlH2dBFHrI8qpBo9hH59d6Hix2YaYo91HzIL5Zs0QRNsK3MuI7ArN5WITb5vclZ6bckRYD2Mk7Es9ZuleHJNirXBnByA6TecArq9tCNxQ88wAlBCuZq0rxFd1nocdddL+gAzrudcLrpddEAc7eUL4Qd0aJnrRiIl1mmJzBrKWrYWrl4/TabtrLMH49ViN49zHgXbnxwbR/Hg5gAn5iDgn4E8h7UE8XsXKHRuPbTQn4LcE+hwyfH3FgTrNVwsF6hsOuH6smz1IhurnP17Horumd1me5597VK1mWGIVlmvwAQ73wAcnOoQE8APHiNeXbqRIEYaDxjeFXx/rXpOcn1+aWQEDiPrANsw2l9zqU5hbIeIKCinsrTsn4j0ccIRzSn4QuynybTynm5NAeIhbcnlU92OcU9PKYbtAdfR4gcVy5f7ipcBD5/d07wQ+aqUkSpxG1u1trQDxl//e9pi1vnd/Ddjm/0CLyAiRDkUnB8eaGva7ifnKoNxwxN308ACsDexb3eWBgTjz+nl080phPdPcj0/BtjsgseTucuHtkQxn7SQoL9lvyO2M9rH8XDs0GITYef5eIbNaAGVsUAm2lCYVTj+NUwNgdlzsi3569ERlmE2cggW08870s/2niBsJ11k9ZW5zyaeNcnO+vPFeeGxS1ru+6cCarjdn30XvEtxxDnnvfkr8kTECNJZWeKc+DntX26H5feWpcHkjnorTf8JJceeOc9NCGc9Rn+xei43s8bnqs+EqA8/mH8DcWwWT1eeDYgh2mVOP7zdv5HeOho4Ys8MaJs94d8s/z115dMebivjScQ/k57ADTr+492n7PMMt1s9UL9HjJn9LzUeD0AQXic8z4cC882xXvgXhUjbLxaAHp/Gvun9M/vj/Gsonn7m+nt4voX3CdY1yScWH509QXpC+wzqC/Iltg9j9zEPZnwLzI+2JC8Hu89Pnws+mgZi+2TnhBvnr+PsD69j1eIrbWLNtP4gDtOTgV2A2n5k+7upiegXlfT7sNEfMHqdY6CLAMyX7S7eVU8/Bnx47SXyh6cjHAleXBXLKXqZedVRS/sPTS8lY7rIzPIy8wX4wyVCUfFDeeS8bpkh4Kgsy+k7ni8eFADqH+4XylTvEBsXx8+KwdCtV9xOCcXnPM+1tY7cBAS+hIIS9iXkFeRrz71QcYHxkkDSjRXmZ544PS8wCmK80AOK8MsFK9F71Ve/GZK8JX1K+9GEQvOfevxJX9K+5Xhf05Xif6JXzM/hEE4t0BYXxbbu8+Vp1bs1LoFcnNmvs4LhEwFiJwjbAip7JCRlfvQIS8rgBs+9r+Q+1L8Nd2GGIkSXp496MPVVPdDIlmGDmh5R/riMIC89G1CeGeBUlftH70HZhS2qNecPizXwfSQYWa8LF2yZOe708mY8xiRyVVbEYVGS3KZdgnX+6hiifa/mXs5RLX1GRdEEuiFqy6+D6Vt50YK6/LX55RYzwBBFZkygtLexsbWpHzAyTy/OkKG87z/y9Y+HHzugJWiehOf50TFDcHdxxBhXwC987s7vrrkZaeE3a8hsC7B2UDJIyVPaJl6QfzE339cckMm8eFCm/VH6m8l0JSDsIIm9K7mgsn72rIo3xmtcmdgkPKpbcGzytxKCTm8B8W6cHeRi+nz0NejXvbemVxtOmES8T8h0dfo3rQCY3xs+Wzhicld3G9/5TuLBsHbxW4C7B0WUALa311ClMJZdZXzXJlaw296YvW+x0c28hrS2+RT4be77utgLtGdqV3Iz1839XscHildechW/CrVH1Y307t9V9q9dwJSCuj97GaCZrxLUdtOdpythDXn/smnhQ+v77R2TXy8ePHLcT1rUBQHGbCnp3oLdnXvrxp3ltY2X+3T53q5UZ34q9XkAu8f95yRy30jY53qi8t7outZ32Hyl3/K/l3mu8qXmTvDD7MIFQxrlbtSG/eX3FAw3zBct1KqfF1NlSSlVglg3vLsY3ztPhXp6PJ3p0+EdN+JJrrubVEEdn23jvwmYPjonZVe+NIk2+qXxe/uqLe/RrFphW3z3zf4Ze/dTdCQn39e8wnmYsLHheSACZPoT3prJngt29L7/m9cTs5ZctBCFo332/FNmncer00/Fdsk8FF8hmIhEK+MAZW/DXwB8J3s08snyS8z4LKe7pPby3UGKcK80NDbL5N7IP2pQ5BtB848lB+7n0E3kUY3k4P0UNGVbB973/o+7ypB/oP0h84kLB+0Pyh/Lbh6C6WOFYmzxu71Xu/uL76tN9L6vsVnoO+30qfvcUgFu6SKO/CXxxCx340/8HoB+knx48p32NXtIHDU1uWik3XZR/PX90iKP1Lbd7irlQT1baXrxc+Hr0qmh+3LbaPqmiaPos6W4TK/736hjGPlzqac2x9YbUx+A3uenLuVLbj7x1bU7os/93ry8Fn9i/kQOG/yj6xsXMbOA+tapAHwXq+gNga8AQSR98HvtewP4B8voBG+OntklGpErzFE39q2e0MkrIvoDfKmMi/XqZdpGf+k7Xq5VyMJ6/g0VJ+9AdJ93tU6913olm2EX68nrH9vPKUatFPlnnoVMp+33zRn14K8i5Pw0j5Pr4n1PyVecrJp+trj+894HF7M+dbcYdja2irPu++Pnx8Pnl89UlgJ/x2pJ8fnnvAQVCu5BeVwhQPuO/SP+J+yP+B9TXr1xAvP1Z1zY2+C6XUhnP/1Gn3wh96HTuIJra3G3PkjeOZH71PPm+/YXlffT4HnTl3Jc2RW3m/v3j2+Gz359Bsx1Zi30hf7PyW8HHjRNaF8sQng0BvT3rtMq3oe+HPgZdtnyJNwMPaLTtZ5+1vDMYfX4drPPz5/nOt+gRjK2wXP7jgkv/F+B3Ql+53qber7wVDHg/cH/PzM/Uy6QL13ZH2N3HY/urwFf7HxO9yxgosn63dIwiAS9kAKJ+iX/29x1qvMgX45/ZYY3ImP/Lk88+V/bLuV92P6jwZ379ZWPqh+Ial5jmdfLkqvpyGavpc9ASxV8avmWg6v1V+Zn3nApbCx+V7/fRIQvM/3nsejQ37x9LPkuMrP8ic+1xcQwwnZbgdeqeIv2e9KH6V/yPheh0UI8q6sFnI73nF9wd5y/hv7e/mMXe8kHsvStdgiGk4Ne+gWJN+xvv3L9VBN8O35reGUJgnev05o/3/fQ83qq8FvqfFUEjcPnoHYsSvzvs435njCK4PxRjnAS7PqR9xPqF98vwN/z32GvHYMVfq70TIYBZw/EXlOirsvt+x0Ad+MaIE9Ev4XKjvwgL9vwNxSrqd+0vlkoTv6fxAnt3Kzvtd9Dvs8+Z0XyQV+GZTVEzh8Vp7h/NX3l9YLtq/rP/eBsILSEf9q3hiPkS8xPnpeQvlq+dv/tORX4XJ7T9jhIEnIr1ravRQHz9/x09wkAf13dQHweCw+NYzW3q4RafLHeeL4d9j2MD9XKv99cWetYQfzM+N5WHw1Gbe16EuZ+LP9PCD33y/D3tdfM8LhSCrQYsmYRwyRP6O/RPgN+guCa8C732KpvI6+/UQoKW1C8Mjsla+otkAVfX9R817x7LFPhouNESp/DzcwKVPwYssfmp+Z7wx/txfqqXXgFX/XqSZ8flnmkQjp/Tv32KLNN6+BpLj/9P7cwyfhp8lP+T8rzn3i7XqMdIq3ldMXl194fl1+w3sW1rP0kSqqjbmFh2tv+v2t+CrtF8IPqPDjBhNsGeZhQw8qN9s00xG6sciHuYecgfP5d9tEsR5ef8lbCKaJc338lgRfwL9Zvyj00v2p8n4R29SYPbkOf3AOlvxy+XTjL9FnXaK1Nja3yh5F8Ef1F9HRyMTpWY5UIvpW8z3lz9jXiK/oviPkFnZW5Q+UpjYiN8WH+/DaMINr9EX02+xq8MYtfpzA9fnkePQHvj4vsUEs36Lfu3xrtToPN8Wwc/lYl5l85f+b+Mg7ZVYf7pfi3nbcdvuB+wsZnjh26pAlUEV9ivx9+bf+O/bfhJ+Xzxr8N5EF/Qf9wlfDq5Wofu5/C5G7+Qgz8MfFwD9QH+7/6+JD/CWF78gfnj/20L7+3f8d+O0RD8wf7rfMP3d8FNls7sPhsO5yKG+Wf+Z+uv6WPuv1ldFLs7YRc3Qtnt5z8lfzUc7fhr/ufjXCuZW2/Q+Pz9z6i10k/6HyhflL/6Rnny0qx3Dkv5GicOR5+635L+SfxrdVZe+8wyiK2u3gF8o9/Js8/hu44ttt8jXl9/4//l9n9t8l7aA/tW8RDStv2J+i/s98Xf8S/0fjQeWzcrRlL9sRwG2D1lL1T9q/6W0hiHJezno0sFu9u9Gvu33OaQ3+a//zUG//Ry6/sL/tnjtcge6xjdniAeRLzM8NiN39pLnRNm2hQg4fp1+I/xZ/Wfoj+RiUJg+qbdxlLu9+CX2r+4/8hfi/mJSq/lGVmOP2tAMQftigjguw2vX9J/ob97aV5Gq68P+3ys39SfrK2Em3P+w203UF/8SNor0v/TaPhBp/yv95/j39h/lP86pBu3ul3Fsnvvx98P98+0lr8ice6Z9ygUK/R30BQnfiF/tvsX/K/gn8yvnc2SsY8TUYKjJseGYlz/pgThVmn8+nxUepDkWAL/6jwtRYRxb/2xzbL6N0gMPozSiE21g2ijczf1TMioFhZs0a/935Ap84ycbRR730iOv7FQn/gH+pwFAVbr5sF2qs/9LubE85HluQ/eDn/rf+0YgAAYmeXuDAAf/+bHhf/hzaqIjjHml+GOYvuHzaFFDZfp0+M2bIAe46Pv4HOltadX5S3oceWi6+rjLajf7bPsfmrgBIvtA+PL4knmrerM7KHmMKzjSAOnX+4AolLqK4Rf4c/lH2HeKMAeX+KIYjsseITAEf/hZAnAFIetwBq6hCAVVa/AFPfmaKDAHCAXoqYgEgehIB6AGu5obKF4gkARy+gtoqdp3+vO4lxhou6t6m5jOoe9DuSNeekd7igPL+T77j/kr+ZX6ErIn+Ig48No64I7zT9s+Ue9AwKMEua/7mlhqqKbg6AKv2+Ki2AUG49gFvDtjuxf5R9o4BvriEOtgO3gF+fCEBLgHs/pf+WVrBAb4BoQFSEjVqRQoeAQkBW/awfju+QEjLqE4BocgN2p4+rF4WfkiQ+H54/oR+Ly56AbiwRKiicOsqUf69AKYBp37PvhYBNAFyPgveaA43rBUBRgReAauoi0B2zu0BDW4xAXueF/bl2uL0zi6BiG0BbQq9AWWu0pbz/mq4455iqCMBDfZdngIBDuBTAUewYwEOAYK0KwEzAYoBlwblAfMBxZjmulh2o5YI/oUBVn4ovrhYpQGOTv7CIE73dCNat05iPjR+kGbvvvGGMmADaF2466hm9okBJAQ5ssNErwFz2r1+1j63SDAyA2ifDG8B89oZDj50Xg4ggX8BWr5qTuCBj1rKQL8B2k6AgToEwIEIgRz26QH/AW2OXwFXjD8BK9ra2p8BsIFNVvCBuIHJrq4Bxk4EgSoMaBzvARCoIDrgvst2mgHI/qwOPf4XAQSBrnhHfjH+lAHEno22jQGXfoT+r47PAR2Ou+R29JioLwGCgekugAHfjiyBvxLZTkiBk46igf4B6IHQgdJO/IGTjlKBdvQygVcBJAhBnoqB6U5YgZfeNoTTzgvauoEJrqqBYoFCji462wCSgSKcBnY72gom9IE7zjoBQh7MgUCBmUwU+CbOdwF4AdC+5naduOqBDUg1gIt00kicTs0OyoGfaH6B1egJASPuPoEkdNI4YYEoOmuwkYE0dKGB5DpTfoC+fQGVOkaBgDoHmgGBiIHBgb6BRjBJgWiBEP6BAWmB5IFVjPmBYQF32umBc/4xgVCBkP5BgZcBvoECamWBCXYgOg6+jV4P9qe+JJ67zo6BCo4tRKyUuUAJ+kF47oGx/rw+8f5vvld+YURo1IpYpDSGEDiOn/jBsNOBnAD8Tg7+8CSTgecE9FYzgYGBkE7THjuMC4EcAEuBrgH5DrP+HFYbgdmB24HiTOuBi4E1gUWBQE5HgbUwUsoMCtpOGP7HgZeByYH8/mGOG/61MH0qD4EFWnQ6yi52gacBDoFFSBROLCDinkrEtwHR/hQBez7mAdQBiZZ4bl0oq4H7dMawngFgQfeOIEFJCihBiwHftqlM9mjDdEY6CEFv9EhBlT6DSCPuT4GlurhByIRngR2EZNiVPkw+14FhRKRBhEFqAMRBdQ65MORBhn4ijn8KNjrEurr2GgHvJl3+574zlhcB0E5tYN9u1QG1AWP+iv4wQVCmdAHhDoW0a4H+cpk6MQ7QTjUC325Z/q3I+EGPDHOge6CKQXGBckGIQQpBqkHLgWmBuXgB/ATuDI7YQW462kGGQQeBrjgMQQZBQO6f2vOBYjBV/JXazj6f3i1ET6T6SNf2Atpl9lZO/4Glfl2BQEFCQYl4WzidUIp2KUBDgRyBhXZcgbBBF268gbOgGkH6lGOedqQiRnOBLHgfILU6mEGJQe2MC7ApQSUOlEG4CDQy3TqSAdk4DEE1CMVBukEFQdOeeUEkQbeByUEVQWlB1UEVQW5BdYHBCLAsmUHmunk6+cZ8QVoB+PbnAYe25WYy2sRu09ZkAZBBIv4wPud+lgEJ/o8BcTwdCHrarc5SqvNBJB5zQVVa9jK9CPaw4vQkHotBq0GtzitBIYjCLuKBlKJOTsI4mMB3On0IwHQJnggurAiDQX6OIt6jiN1BCqb8QWdOgkGHth/MoNbfRAi+2ADkAfcBXoFF4m7GebBMyPEIVkqg1k4gW0EMJrR6luB3Ov9BdgHLQeDBzHqQwV3G0MHG2rDBSMEG1kK8wMGFmCm4l0EZAQiglnZTVCm4vdYHOo+ID0H3pr1BjIENLv4wb9iHkAfkt06ivuyBUEGSQTFB0kFBvs0BRLDi5HC65YIFUlze5Kwi5LRB7AFI0uzBxzCegpuB7RL35LzBBT51nBCufoLdhKLBO/g1CFqB5v4GrJLBgODiwVzBfkhfMMLBr4FP1lTBcsHycIC6/v64SM6+SP7B/v1B7kYlGq9cufD+rpFBDMETQRP+U0FjgfFBoxjRFhbBuQqDIlpIarp8wamBKbbk2PP4RqR3lu7BrsGLAZHMmmwO0G8kh4whwX7BQcHpzBHBE2jOBs7BBLqRwct+1VBqBqy2VQE+QbSB39b+QcUBVs6mwZrmgrq6tm6BEEE/Qck+LHasthekISD+bHFAvkgkHs3QfLp6ujK2Yh6LAXRQ8q7LgivGLcF2lmpBIb6VweNO5cFVIN3BdcEsvvnB404R3mbapagkwUomT0E5wS9BYnj0aJ66wOBsgWNBCv62wQ0BsUGzDizB7OxbiIswYA6amJvB2CjVgkZBehzrmHsw28F8bHdgW8GewRMBjrpHwSgoJ8HZbMzcoM6cwSVBKpi7wdw6t8HbMNfBe8EXwVQOgrjJUDeoWP6ruha6toE9QQyBrg7kzpTBKeSJeIBu4UH9XvTB40FUAUzBa64yQaVSP9oI9su6MsFaOJemXp42Qcgh0kzoiCZAq1YoIWl4aCGmgXB+RLAYIVFoqZ7g0IQhRXj4IeMBoe6lUuQh744FeujSzaa0ISQhOMEekmum0G6DOnAgBsF1BEbBQf6nAaj+mi7ipsa6eFaFfnl24kEAPvAhJnbcgW5+0/5MKP3gnfAmHIMcFLKHlIa+dEEunMfMOfAqIa7soq5xQLohpR6HQeAcjZIqwfQuFeytHjzBhiGs3hABHuhKISgozfr+HKYhtqjmIZmel+x6+BNkEiFFes26hwEFAVcgRQFx/iUB/D6XvsQ8D/AeoH1e+MBFwR6Br74PAeOBf+YGZh16n/CKCKJW3CoKwZohs4YJIY6Isc68dqkhdCFhTnfi+jwzpkkhbcEP8FkheSG/blB2CSG5IVHGhSFRaKmaBYHTfs92snYb2LT0gC5qAZZOHf7AIfaBI97bMJxCJVpeIYZ2UiFyHsvBUkHWzkghjroOQnto+oqbgfW6zVqvWhauqpBTIYVoFexgpABuyyGLARFsMbjCOHTaCHpbIS2kaSH8wXockyHiAf7ciyEnIQ6uvzxLaOOm/npHvh5efiFyoAEhI4FBIQ6eISH43HAgQDoD/nwA1sFwIZyBsiGrwUc+wb5UcNFCmmwo1t4mwKGvXIAWWCHRAZfBklYgLFrCoKFRxuCh8KFXBuUh9d6woRfeQ2KQobHOCpArvKxQ4NZPwR+2SKEBwlih3iY4oSChjfQHIUZOKHYpge9iDrAFeu+6eQElJhPBZMGgIdbOu6DfSqDWwaILwcXBGt7XePugPNjEepk+0BJudrR6nRR6XvyhoNaeUHlGEqGYwWKhQcFGpJKhP2BqenjBdlSwMMRuncHHDiqhm+ZyoZZiIqHMelKhsi4cobKhktb+ereeXD5dIQBBPSEhIMkoari3TnL+sCFLwTIh9E7/ISr+M0E5KLwyrx4LQba+RtQJetjBGIHdznmmYWC7QUtWvqFgwW1G+C5Boe56gaFItk3BhrRrKPJgXqHhofqeMaFJwdahY1aScERSxIjvuhnB+QFI/oH+Tr4mwdPBmuZQ+PGhziHQIZEhdMGLwWYBjMF/IS9O68H75NnWlNptIQ40ds6aXJShMKHjZIWqhNrNoQI0ds7mqu2h9CFKlF2hStbvzkM2gdr9oaihGOSNoT7ao6EuVLYObaGTof4w8UCz9tohnyEAIRt+x74WoQFBgEFxGPvO8XZXjLamqjZiQQ6h1aEjIQghgB71oZ241eBm1nzamvRJKpfeNXouvBEeJvDXoToEmSh3XOuw96H2iI+hfR6KwQTIZGBm1iFkv3RfoYHaQGGYQQBhb6G3oWP0IGFIpuUKb4GNoLwoN6F57u+6rYFZwYEhU8FMgec27CqpyDV69BDyIPahVaF1AdBB56E81pehGkwo0oPO6/QX2BimI+7Q+scmiix0YQKmBKHWhE6SZtZJEGFkScxeKGwBXsFhRKxhb6FkpkAu8GxvoexhWwEIYSHSPqbQ4taBRp63pkcB/iEnAQFBwiF7zkd6J3rP+pumtkgDIdRg2AB4AFS2ZACPTsOBAh77hopGrYa0AWRhp7RcUK9sPywA+j7Bcb6zEqM+hyHOtqCeAepWYVpITmHyoa+qNvykWrAS4ep6XuZhBUIeYdQS7mHciNPuT9ZnTMRGeV70NgP60SFjOiqG5p6BluAk+3K3BktQmmHaYcCAemFRQZPB+vpwRjT2CiH06AbI7pQs6Hlhi5AFPvmeX1JoTG4GY5zFYa/+tKxFYUWWf/4wjAshGF5hUMl4JWFFnDVhqaFAaPJgiPo8Eld6G6HSIb8hzqEY+llh8G6cNpxo+3L+rslhOmFpYTbBTqHPTgpGo/pKRure4yGbBv6AKKKWkhly8IzIXo1hjJhrYXaMm2HS5BthaZ416hf+HaGGNithB2E6PvthvjiZnhDQMnpFNjmh3L79YbNhgYZGYYeGu6EFFp3uXnLjYcfmKWG6YZmOMWEAoazBF1CP/i6M/PZxvpGCBj72YRb+u2GNqiMIq2GLAYAwOuTnYbp4q8Zw4cxhdPaw4UjhWv4o4UjhLUFLARz6yUh9BvphMj6ZYS9h8Ea7fp2weopjcvIgE2GpYX9hQ2GLYaZhEESZgB6G3mFZ2OTYkOT+YSbutiF1sD9CqciuYbnM7OGs4Wjh5uS84SgUnOEAlKLh8nSWYZhBzOHW9OLhMFSS4a908uFtHlfuzdSNYadwmfr3YUSe0UG1oXNhAAYgjkuhFTyI+tTh32GTYXThpOHZYYCh5uSdYbcM3B6QlBzhXa7C4bU8K2GClNUUawx24Z0+uALXvol+g4be4ScMHuEaodbhgWG+4WdhjuGiYS6g6QgdZJn6XL7a4Rlhf/oW4cNhM8FVpNyGywbI+lfm064kygPWD2E64QNheuFMRgAOOWE86P6wYAbwhhxulb5TVHUYXorPoRmsMYhn+gKG/x5NwvyGLXIbIcqID/rshhfsreFN4SyOEOE8YXT41awuhu3h26yd4eKGBl52Yb3hvxj94TYGSNyCRsW+RtRtBsFhquHbGJwUKeE+BlCokWGjlhVW6eBVVii+JOHzYcZhsWFaFiSijQjfBlbw6eGZ4ebhe+GvYfIhVuEaCE0M1fwBBogGU/iV4b+h6SGPHCQW7cj14dn8+gI2BvCGgeEzbl5mS4aj4ZVGXwa/4QfBBsYb2PPhXLoAEZARRiHc4ei8T+HT4XoIEBHohrlui+G5omtO2ywn4X36ft4b4UM4BUDb4aV+u+H64Ynh9VYsvDUGllYZ4TaQWeGx4SyhY+b/YdfhgOF0sM1EcxKl4V5W1hBTZIgRTuHYEFD4kgaf4S3ozBFd4RohkOEGrDwRoIb7+uSwohErgKAR2CGOuvRiBEIoEbGSkhGAEe0G0KGDobju7BErgJwRLehyEWIRC+FmgYbOQ5LU8lgRWgYf1rgRuKAEEdnBRBH54boBgZZ37LA8xhEpQGfhVBEX4cQRDOHdviVG28jHvA/hPhZUgTOiz+F6XktU34bN4bniD7Kqbh/hwRGe4YucgRG6EZZC0RFSEXwRf+FMGPcYDLwwEftCcRHKEXoRpCFycIwELEJaEfaiORFawqkRKuH6EU5QW4jbBjyGa+H/3mKAm+FIkBYR6GFWEQthID7ippHyjVYOEZ4AThE9rtNhj2HPLs2GCeFuEdYBCCiyhCwRfBFNFtaCRhFaEYkRooiV+LwRERFDkEMRghFHLtMRMREtFFZYKgLeEVwRIJDCBEYRChE30qsR8hGD4cURWRFk0DEyAxJ5EYCsYxFrBgcR4m5P1hjwXZJAhnEGCQZmEWjgdRFPIX+69BHlfpw2gTCrGG0RgdaUEZ0RPyE54U9hvRGX4WThU/434dgQY6i7ZKwR0xJzAWUGExFgEYNWZGBBEfSObNJgEFCRCREIkQasSJHLEdCS2JHxERERkxGMkK0BlxEShg2SW/44kYcRfX7UMMSRcJGPnCsGAwFfcEUR1xFoEdw4xIHeftkGuIY7HmY45hHRwKre8eEgkQbhZ/YK6F8GHJFLUB0R1BGyRrQRhibvEXPeAxH4rp+cCxEw4aKgHBF0kZERKIowMlCG0JFxaoxuipEbEd+IGpEkkUAR8AoyYJqRGJEyEU9yV0wUkfjyBpFlBjsRLPqNIWoRZvLo4F8GZxEfqs6RVpGoESUR/tqxpD8RfADxBsGud541EVcgLxEGYW8R9OFNEesWA6JLBqvhYpF/ERKRzOYHPg0R++EA4WySyHjqnOsRBpKY8CqRqNzmkYMazWBwhiMRO1IK9pMG0hGqEfkhx+qCkE7STJHqGiugOW5FaBmRhJFnEFmRI+HiEfQ+lZGGkSoRPeEnYUYy6VhH+q6RLIbNkRkRXOFXQbjgpiz3EbiG2PZBkXKgIZHE4fyRrhERkZrmNg6ahv6u4pEuEdYRJmHuEX/ksGAl4eFh0hJo8poRtm4kHipUS/of4Us225HThkeRhFi7+v8WTTzHkRv6DCCffmYUxoakWqMETaKz+iOGsBFHEUXQ69wqkRxIIP77kUuGJoZlkdReNdz3+l2G3oY5odyRzxG8kTvhc5HrkQfhRxa/7BWGxRj7+qfhcZFrkY0Ra8GbkeRhNuj8ho5+JI4zmAeRvFyUkf6hZUgKTANoBYYokTEkuFHxEfhRapHSfnZIOgSVhpI65FFMUTzSQhHj4QTIa/D+BjhYLFGMUSU4zFERgYRRUGADHMmGBaiCUZme67DYBihRk95+ke4GwMhTkfgRMFGEEXBRmFFvYYe2lojgUbpIq5FRYYZhApEF4eCRUu7JtDaG6B5kHgzof5GxoVqhhFQmUWFYxlEPkZZReqENNG4Gbtxr3FZRGDQ2UXqRlbwwFu+RN5GafAqhNgYfkTYhX5FS7kweYRHmUeeidB7XkcuGZ17ZzoZsE4behg6+ilF4gDORiZGqUcmR5OFB5mhI5REDITpRROGpUYNhfREbkXKR5uSA0uvkNoYm2C74/gYVMuSi1eH7wD0gKm52UT+GwlilUWxRTVH0UTqU9VEWBkfBb34XYBYGDCDHYY6RETSVUUBGtti9UQFRYeGNke1Iw1FEUZF+bQzTUWyGsK5eke7QuSbZUd6Gk5F4EclRylGWEWlRV+EfEUcW+7Bjcm+6xgGVoQ++GFHpUWCRjBEL1EM+AQhnkfEifuQm9J2RAQHCEZrkseSkcrdR11HSKlAer1H3UW+sVeTfUYy0xGxQHlVYP1FOKH9RqbbPMKDRw5E4wYS6dXJzcsL4jKFVYf7UAiEFoUIhBVH6UTYRWhZ82BRG4EYLwadRulFhkYVRWFHFUT+gdczn4o4hJHCk0SdkD1GZEVSRejBQhGTRZV4XXm9RAREkCNLk1NGxEazRzNFBwZTRINFuutGi9NFU0b9RUNH9Ztewbi7Y0XDR29r45HwhSNH5oYbBhaEMRujRC5E3yN1wEkZOkMeh4j7ivnlRk0FJkbtRspFuoWxqRHCLLDWQ4ZRfZOdmY+Hdkca+tDBG0Wa+x3SrLNmWwFFooT9y4GCvZGbRZr5m6nbR5tGDUbcKJtGC0YjmoxHu0T9RiOa44QbgmiRecpJG637uXl4+eaHHAcbBqNF54WpRu36xAJZGeAAoABAAKQBFAAuAoADwsBqgPa7IAOgAzkaJGCtGfUaCxjp4o4AFABxQU0CCwBZ45VC8AO1WT7RueIHQvYDgQIcAY0glkN72smB9hBZ4AfCCkdFISQCZ0SAABQCyAIIAAGYLgC5GxgaF0YD6xdHTEWigfYBgQC3REuC8AK4hM4jIgFiAsAAdALIAFCAngNTmEACjgL4AYkDl0AWQfpad4HgAksB8ACgAcEBwQHaA8KCXALKGVoCD0cPR3gCj0dOA4IAT0Qk8qUY2DhWgs9Hz0WaIi9GHpsvRBSBr0RvRHwBb0VUAu9FiQK4AxACPgOQAy7SH0Qfwx9Gn0SAA59GX0WAA19FAgLfR4IA70bIArQD5AAuA4ID30QBmngDTgFaA2dEixpSAedGKAO5G/MZwxiXR4Yhl0RXRD3YN0TdgddE5MIwxV3RN0XPRjaBt0YT4v9ECBK4cJ6AH4b3READ90fgxj9EOAGPRL9GQ+FaB1DHT0SegX9EOAAvRpoAKcok+ADHr0ZvRNuY70WAAe9GUgAfRwgJwMargJ9GUgEgxV9HyMWgxYIB30UPRI9FiMc/RMgBLtlIx/CYf0ewx39FKyEvR+ogr0UgggDFqMdvRYDGUgBAxRABQMcCAMDG6MchA+jEIMUYxKDEmMeUA6DEyAJgx2DFQALgxMgAiMYQxIADEMeCgwXjuluQxBdHUoa/4+SaoAWAA5dF7wJXRAYCsMWDYzDHzAMUxCyiOMZwxZILcMaaAvDGhUT3RrgB90Sd6IjFP0ePRWTGuyD0E07hyMf8ACjEuMcoxq9GqMcAx6jHeMYExHNB6MU2QBjEyAGExqDGRMWYxJYAtMVYxbTGZxiRodvit1t0xroC9MX/RrjEqMUAxngAgMRoxWjE2MZAx9QCjMXv0wTETMaExF9HGMT0xpjFxABYAGDGJALEx8TF8AIkxcoBEMSWAJDEjliAAGTE4ADfGcnbaJrQxeTH0MVXR5TFfgqUx3vblUJTQ6zGt0dUxy1Sd0XwxOngCMY0xQjHNMRYxojH/AOIxNjFKKP8xtMYCMjPRzdEmMc4xWzH9Me4xgzF7McMxmjH70ewYsDHnMdGAkzFn0Vcx4TE3MbMxdzHzMWixrTESMV0gOLGexmsxBLE3MUSxSjEmEDsxnjGgMZSxPjHHMdAx5+5OQGcxEMAhMYYxjLEzMb/RdzEPMVgxtObPMQPRaLFJMSkxXKDBeMhWPzGvQYRevBaj2o5RxIh0MQUxDDEN/FRI4LGgscMolTEm8FwxcLGhxAix4YhIsU0xbkYasQ/RHLFYsV0gIWTUJiciPwB8sRsxP9GKMQ3gJLFNAB4xQzFeMWKxpzFH0XKxUzEKsRExSrFJ0WyxnrGLMZyxR4KGsXG2F8a8sRwx/LFKwH0xQrEDMbsxcoD7MSMxjsASsQExUrE0sbKxFzHyscgxirGJwEnRKrFPMUbArzF8AO8xowCfMSnwZDGoABQxmua5JgCxUIhmsQuAhTGk6JaxmUjWseOxNPjQsfYS7dE8MWOx3dHDYYIxwjHssWmx3rGxJi76rsb+sVSAgbH2AJsxgrF2GMKxkbGisYcxVbFBMTWxdLGXMfWxibGNseYxqbEYsdYxjsA5JpuxqzGf0bux+7GhsYWxpLHFsWsAFLGnsdFIFbGxQLVYmKDnseWQ9LGIMQmxzLFJsfcx0TGPMWqxrbGasW8xyTEfMakxsSAEOPqxN8a1Jpt6e+BAseaxILFTsbXROPw2sXqwdrFYSA6xHdFOsfUxIiHLsaix97GugJixT7FZdh4U0HhPJoEA77HBsQWxdhhFsSKxBzFUsUsWoHHwMXWx1zFBsSyxybGjAAsxD7FLMawIA3wAeKxxAbG5sUGxArGfsVxx37E8cWWxAHF+MScxZ7FjMbSxtoDgcdMxN7FRMXwAMTHwcZvAbbFj0dqxngCxIFzwGHGLkRLO/KbloI0guHEjsRaxNdHY+ERxU7FQsbuxs7E1MfCxVHF7zjYxbrGugKAAEnH0cY+xdnFAog5xGJ5scQpxe7EcccSxJhDcccexvHHaMdSxAnFxsQyx17FQcbexKbGWMZJx6bER4cRgfC5apgX00LEfsbZwddHhsWSxJbF/seAxgHExseMxl7FCcUyxInHQcc2xpnFFEOZxHbFZ0ahxMKi2cTFISC6ZUoCkTnH5MS5x+HFucZOxkLGkcTCx5BSOsXUxi7EBcY7AQXGOAB6xeXFhcVJxkaYoePJ6MXFOMfmxCXEqcVVxP7EQgLVxqXH8cTpxF7F6cVexwnFxcaJxd7FrcXz64XEDcRgkb6HbcfJxu3G/0QexXICVcYEA1XG/sVGx/7G+Mf4xQHE6MedxYHFXcS1xN3FtcbBxqrE4MQhxD9FasShxOrFrutRG/XFOXs2mksojcRXR8JTe9rFAzDEWMMRxsNrQsWrEvnFw4F3R/DG8uDvANHHusaFxD3EbcbNG1mGMyDzkZXEsbELAA7gVcTbgh3FqcdGx2nFPnrpxukD6cZBxrXE5ceJxq7H5ceuxhyK3eJgh03FH0qzxc5Ds8Xy4P3FHcaWx3PEacUDxozG88Rdx/PHg8Q2xRnEgACZxsPFmcYhx7bHIcZ2xqTGpEOkxvbGZMZdOrwxdZpjxBTEWwm+82Pju0hCxjdE7cUuk4cI1MangELEhjotxVPHBcatx6LHrcTIAx3oFcSiITk628W7x9rHQYENwFXFJcZz+/KCY4LiAsHH9gFzuv3Hr4PfeO9Ep8UTxGF6xBgZx2XG30blxgfG08cHxdPGk6nwQ/hAN4DOxxlAx8WQw33E/AGnxH+iJ8V0AyfFngBGx8fGFoJnxrfG7sQh+7zDxsVlxQvEF8SLxdHHF8XwAIfHi8adafQgR8W9xnDHR8buRiT5x8XKAjfH2oEnxxnGgQK3xDfFNWJ3xXO7d8TnxIkh58QPxczFD8fdxY9El8aHxnRbl8exYuAZV8bPxynFfcQvxpiAA8fVxmvGawJSAW/Ft8Yvxm/Fr8dvxsXE98bnxgvGQ8bex7XEG8Z1xRvEWcYjxMG5fMajxaMA3ZpiQAvZNZM5xDgBguGWwjvFICdj0xHFecT/x/VEWeLJgyETYCbZwHPGWRsixK7HD8Sfxo/Gl8X/SeJDIsA1RXxDZ8W/gZhjy8ffxiDF6xnzxL/Et8anxR3Ef6G/x7HFFMGAgFaD78QAJg/EhcaLxQfFkCWfxiCjsADSQcAlWmLQJUQD0CbXxHPGK8RQgKADMCc/xz8Cv8V/x7/FfPuoJWfHcCRqAvAnggPwJN9GH8UIJJAkUAWPxjHEmRngyfxBSCfvoMgkUwEvYiT4KCfXxR3HKCZ0mLAlqCWwJmgnp8fygXAmxcbwJPDF8Cf/xRgmssUfxRfGkCSAA5glatjAJ5tg2Cc3odglSWAwJqnHJcepxgPFaccBxDUDbRk3x2gnr8RwJn/E6CX4JcNK1MYEJ/fECCWYxQAlxMXDxBDFIcZZxcoB65pisUAlTCjeYc+aFIKNxiAnCoigJ7Ql2ltCxp+jYCbwAPQmE+KyufvErcTTx4QmRCVzmTQl2wNCxyaQPntMJXtCx8UkJ7fHisZpxkrE5kCvxevEaCRvx1WS+CS3Rswm4SLsJSbAGCUEJtzFNsdDxLbGG8fDx1QngCbUJZVZ8AA0JpCITCVLYw7FtCWR0HQkvCV0Ju7H9CctUnwkiSEFBS3EosdTxwgkj8REJpfE3ONrmkwm7sfsJ/tSQiXPE8wmc8U1u996pCSsJWQmeCZsJGfEaCRCJmbGtBNCJbDF98ddxwQknCavxMPEVCecJVQnG8TUJfABe5j2x+dG/MSb2pOYgLo8JCAn/ALLee/SvCSyJ7wmxcd8JfQlmGHgJ1HFECbRxx/FmCaXxZuY1KFLYUwmYiWKM2ImLoLCJignwifygiImVsasJzfGr8VnxqIk+CeiJsXGSiRKJ4onpDIcJJQn4iTBxhIlnCSAJFwlkiVcJFIlk1jIAdwnu0AJYxzAMia0JTImdCbjxjonTcZyJ2ADfCYMJfIkAiaYJlIBjCZ7eHoCisKKJGImW5gxomok6ibXxjAkf6PKJQHHIicqJOQmzfmiJ+Qk7CdqJKYyhibaxuIkQ8fqJ5QnqsV1xJvE9cTqxzeZUiX2xdeYYwFf6dvEjsY6JtdHOiZHx2xjciTUx7om8ictxJgkCiT6JpfF55qWJ1Yn7wMmJKEypiSRx4YkLCR/x1WRRie4Jawlv8aqJHfHqiUmJwYnb4D2JNPiGCccJBonrCUSJ2YmgCd1ximggAAvmhYlW8V1oIollic8JbIlOiW8J02DdCbWJXwkniT8JDO6Bcf8J/vEjCYKJZ/F55qmAHYkzidOJXYk0+PPx/YlaCUcxywkKiTGJ6wkqibkJWwkTifbQL4nPiVOJuol4ifOJWYmVCfDAYAmm8Tqx8hbPsFaJuMEYRFvmIU5PCUyJK6AiwCgJUqE48dNxSrS9CdgA4cg8iTOIGYyB5kMJTYlhCY9xSiiYpEjiKnoz0FXxIqAGHgRIiT4kSXCJezEq8YJx6Yk68cYJAfFesRYJR0HzADRJe2j4oTuxsXFVcLIJbh5ooMxJPfoyiWxJ/7EcSZlx4Em3cYXxvEma5oTwL7i3aPixokkjCIxJFFBSSYwJ6nHySRBxeonzicpJa7F8Sc98rbwSnnRJ3nHaSRJJ5PF2GCxJMkklsSrxQ4mqCbAAAvHGSbdxkEkkidBJq4nZ0YJQkHSISbZI9kq7iQ6JyfavCW72rhzTccra+EkxSQMJZDAECZeJxAnNiWfxwUmsAtNx/cgroBVxjknOCVzx/7E6McM2a0BoEIZJc4lKSaEJKkmJGAlQ8LwHYG+xP/HpnvesUdCJCaxJNXH/cXVxX4nA8WlxhZzewCVJRwllSeRJFUmi0fHBAcIRgrVJLdEIfg1JcwnyCQrxuUnJCSrxBUld+plIYPHNcVxJIQn9SWZJjaZLnFpIHsqjSWEA9Un8UXawTUlOSX9xJ7F8cTiW6YT+wD1JnknQcaZJYvHmSckcQ0l7wgNK03HjSftJBwlTSfpJJ3GBMV1J5EiXSYpJ10nlSetJlUkPSTfCqtA7SdWAe0mrnhUx70nvicdxrUmncWdJ30mLSL9JGYkmSQDJt0kbSVVJCHwgCM9JEMkZSJTQjgnTSVSAafHK8flJnUkLSTlIyMkrSWJxa0noyUDJDPFxpGDJz2i4yQWeh0kzSeSxcMlfSeTJ7gnuSdrxhnHcSTeJpfGbSfC8e5A4yRRxkMlhicvRTglEyUrxn0lnsYjJFsiUyXzJq0k8SYDJ17Be8ek8osm/0eLJaYnL0TlJ0sl5SadJIHHyyfLgS0mcSUrJ1MkqybTJaslqEoTEmsksNnjJ2UnSSWzJLUknSfDJRslcyW5JHkl/ScLxNMnrcalJId4ayR2JL0nayb2JuslOyfrJs0mkyfxxxslGEIrJ+fH8yYCJDHEbSSuIgcnT8eDJYskOybXxesleCSTJhskcXstIcckH8crJAsmpSd5EeUSi0NnxGcksyVnJ4ck5ybLJ6Qn+PgXJGXFGSd7JggmWyX7J4/GLgDVJqckiSWNJzMmNSTXJH0kcyXLJHsmmyQpJKMl9Se3JtPGpSUq0PcmVyVrJmclhyUPJrsmcyU3JtbFmyfHJxcmJyZRJgCDPGHPJO/FVyQPJS8kwybnJbsn5yRdJzcmlSf9JvsnTyZ3JoWFAfFdhaclMyYfJk0nL0cvJKXGryRfJ68njyVTJd3EUSYLJvrHJ/ET088n2ydXJb8knyfXJ80lryU1xG8lFyRbJJcl3yYApE/zYyUHJ/cmvya4x78nqcVApX8kwKT/J5sl/yQNJgCBIKQ6C3mR2yRNJB0l9ic1Jx0kfySPJ0CmXcctJ+Ck3SR3Jd0n3ydkCj8m9ybtJL8kUKeApVCmwySvJtCk4KfQpsCmlCVvJ3ompScQp2wLPGGQpr0mu8TwpR0l8KTQpDck3QKPJhckiKfAp28kAKV2JwYKMyf34aCncKRgpECnDyUopfl50KVrxDCmbyeopYimIKVoppio6KcHJi8kGKbwpp8mfyd1Jl8m9SdfJU8lJyYkYe8m/UEeJB8kLyWAprjHZycTJkClkyaYpPwBeyRPJHikIKSwps8m+KdIpIcmviSYQwSkyyUYp2CmuKd/JLclRKT7Jnik7yaURNsmxFqgpXClvScfJTimhKdHJKiluKVdJOSkxKRtJZclkfgkpDil6SYYp/CnGKS3U4SlUgJEpv8lMKbfJLCkpyfEpRSkBKUfJQSm1ySEpaSlhKYIpZinCKfqJPSleKZ3eCDaFKU/JuinFKbIpIymYKXNJEykZKbgpWSndKWjJzCkbSf3gjN44PiAp5CklKWspLSmKKekpP0lVKa3JCclWKSwp6skDKUsp9imBKc0pZSnjKRUpHSk8yeYpcCkLifrxxInGiaSJMEl5idsWgUmW8TSJN8ihoGyCoUmugLLekUlRNHCp3vHRSVTgsUkoqfFJM4iJSX8JyUn/yWIJUKklyhlJk3BZSYPJFylYKZ1Jb5GXPGPJOymMKXspvSlatsSWC1BL2CcpMikwidDJ7ymtKa5JbSnnSVspQil4KRYpBCmqyWjA9KkJCHYpeilnKQTJ6ylRyQjJlSmZKVfJNSkaKWIJQqmYpI0prykmEFLJdckfKVKpXyldKdSpN8lzKYKpUH7FGMqpwyniqSSpGymfKZMpESm8yXypsyl5KRjmc/yMqf4poCnGqaqphMnqqa0pVylIyTcp2SltybUpM2ZeSiKpKyksqZLJrqljKe6pmynXKTKp7ilyqfcpdKlQfqAYRqnoKSapbKmXKeGpnqmRqdUpPqnyqZ3J2NjfCgmp+ilJqfIpzikCKdypUym8qb8pNqml8Zrg7TZ5qWKpySmjKakpYanmqSWplqk/KWop/KlWyWjAA5b6vDWpqylvKYWp5SmaqRapnSlWqeWpNKl6qV+a//LWSXVJgak4iaUp/akaqe7JWqkjqW2pFam4qffBQSQ9qUGp5ynJqaSpTakRqdspsqmZqTGpNF6TqQGpQymJqXWpEql5yY3JQ6nfKdMpqMm6qbap91pSpD3Izymiqb2pl6mmqZKpi6m3qdqp1qljqU+pt9KnqZups6nbqfOpjamDqc2pw6mtqTMpAGnkCfH41iQgaVKJxKk7qWapkGn7qTypVKn/qY+p5AmwAcY2/thMqYkp+MmJcV+p16nKKUupMGkPqbkpuGmI0eQK8amDKU6pF6kHceBpKal7qWmpB6lRqUepKUmdyTgQdWH+SmepjGn5qSRpqGnfqefJUGl3qWWpK6lwaWfxvGnupAAsSGlQyXIpzsnUKbup6GnsaZhph6l3Kdxpd0myadikhqkMaacpH6nMacppCimqaT+p4ml/qaOpOGkyaXhpOPJKqQZpzKmgaW+JImlkaSYpv6nLqbBp1mk8abZptiptUYRpTSnCaSxpZmliaRhppalYaVZp1Gk2abRpfoqn6AppEsmOKUFpaGnmaaFpLan3qZPJvqnIrAhpv1A2UP5pKqkOSfWpBslnyTepFmkeaVRpGWmXTity2WlxaTrJYGkmaUWpnKkxyQfaqimeaZFp2akJsAsW1WmhybVpEcnsyRBpyWnqaWFpmmmiKdppWrbM0h1pDmlEaY7JV6lFaeRp7mmUaelpWal3Sex4Ryk5aY6phmlbqX2pdWkDqf1pCsleqbspXmlLaeaY42lvqTOpyGlzqVtpC6khaQNpqWmSaS1p5WksPuupCeidaUkp+WnTaS4pKWnQaWlp0SmLaVq2yWDHaRwp6cnnqUJpr2mkaTNpbmklafNpUPGGiR1xaFA5ieSJy1BklohJorBz/HaJFdFosF3RlYnhSeyJLdFxSctUuOnniZNYfLiECY2JrWl3Scjp3fwEqTZARKnnaT1pLsmsaQjJ5Kk2wpSpQ2mWKSNpieaYlgQqAmnraU5pLqlvaeWx7Unvaddpn2m3aWVpP2ns6SrQSDDPacRpdhhqqaGp9Ok7aSbJzWmi6cepIrAc6cVknXS5ac6pMukhqQ2p8ulXabtp6am3KcNpOKmdycXQWWRc6Y5pZ2muMbLpuunBacVpH2kSaeFpUmkHaVU2auklKBbpk2msqYlpomn26ULpjuks6e2p+yni6e0KHukBadrpfOkNadKpHGkZqVppJulk6W7pWgxS6azJtOkqaUlp+umK6XtpOqmk6a7pKtCiGknpXukXaX1p6emxyZnp2GnZ6YnmUejacJ9QmulMaV9xKSmFaYLpBunR6UbprOlx6VU2uspV6UPINenA6XXpBWmRya5p7SlzaV9p0als6Z7eKfJwlrYJa2mW6Ypp3WluqXrpvulN6RppnGmx6YQp1+63gSA81elT6Z7pNOlz6Xbps2kQ6cPpXGlt6USWH4Eb6V3pW+lh6b3pEekeqYvpg2nL6cbpq+llVHtEE+lxCRfpeWlX6aDpjekZ6Ybp3qkr6QKpdhKn6S/pXJjd6bWpIOkuaWDpg+kH6SLpC2kq6Rs2S/60RJvp06lA6aAZH+ngGV/pJek/6ftp5ekisOXqGkR56RNpl+mHAHXxKemmaWnpC+nf6c3pv+kP6f/pmdC4GQCkGulv6Vrpd/Gf6cWpDumWac7p2BkbNnQZ6gTS4SdpyBlGacwZaBmsGX7p7Bl3aWLpOBk0oRqCZEz56UppJBn1aTfpFBlL6THp1BkdqfbQ3BkjBAxKMhkJaYXp8+n76WwZpWkwGaPpXBmSGXP8DBlIGYJpKBlEGdfpqam36TdpTuliGbAZahkmGZnKWhnOad7pA+lcqfoZkOkj6cfpEhkAOqmCoenv6VYZLBmR6RRph+l/6aoZjuTr6Wt+fBkWGQIZRBn16f3pEBmeGSIZBhnfaY4ZURkp8jEZAOnPyfwZG2mfqUIZoRlD6dAZ6RlGGYJUe0TZGSAZ8RlIgIkZvWm6GeDpXhnhGSoZQekisGCOeyoEGUEZNRl96XUZe+kNGakZ3hlH6Y/p1onRGRXJjBm16QkZ3Rl06b0ZkBmNGSUZPhlDGXVRp+mVGWMZPekTGdYZbGm2GcLp9hnK6WUZUP4VGaMZ5hnc6Vbpm2lyGdtpxelNaaXpEWn3aVD+WRkHGX3Jp2kz6ScZu+lkGXoZ/RlNGQSJi4lGibDpK4m5iWuJbpabiRCp1g5O/vvQLpamIPaJsKlzJjjxtdHxrDhJj4kWUjUxyWBESfqILEnE6VeJwwniGdsB6f6EcPZgmknf0TskLWGrGV0Z+knsSZcZHBnXGR547qi0cDiZsjHscfiZ0WnHGQUZhakkmZgZWenkmVWelv6wMBAQ0vEPkL/RzF5TaSfJzJmUGVgZbJluqOH+chTx4MzxdJl8mShpTJlySaSZDhm7GZkBWJkWusaYEpm0mXoJ9JmPGYyZdWkuSU/xzOn36R8Z/ynLiSaJwKl/GZAJ4KmcNl2p3DrPKGhJEJk0qigJC9gu8Tp4Yon48TUxIAhk8fkZwhg9+qiZ2KkLGTQwnfDSMDQJO/G4WHde/JlOKYKZShkt6YHptKnw+pqZxBQe0J2W2fEhmewpTxnEyRGZd+nKGa3pfpkooQj2bi44ycmZCTipmUrx6Zl2GQHpq6k8aVaZyMhBmXVJBZkVoEWZm9ElmVsZZZnSaTxpEJJmaE6QSZmAQKGZMpk6mY/xAumeyWkZgAmnCTDpeDE/GfDpSFYAmVoWcFb8zguWLQlo6c9qWEmY9OgJyKmzcctUSKRImUwQ3plJSfyJvhlEKatczTCoEKuw2fHk2JlIzUZhmbKZYkBK6YYZu5lOwcRga7giWFiyx5nG0GeZPZlyGY2Z/ukGmdGZ46nv8PmOurB0MARg9xJPmbLAL5k76WmZcpksmWXpbJmoFIicxzCHmTjJJ5l7cbKC9ZnAMe+Zohk7GTeZR+hS5AeZj5k78QhZv9FIWdqZb5ngWUKZrJkYmbgucjC6sNhZgFm4Wc+ZscGz6WBZl5nymehZCxnWXuUOiK7UWXVJeFmmgARZYBkXmZSAV5mlGRhZ5wKOGFRZR5k0WcBZdFnIWbJJjFkQWVcZZFn+/CJZf0iQDBgJfclcWSBZ9FnFmcRZkZlUGVmZNBkWgpbUaEHKWfBZtFk8WagZfFncyWhZ15ksWfd0SOKGWa4wxlkSWaZZaxkCmVpZGZlRmeWZLCnUWpiODkJC1kBZsvFOWUSZLlkyWSRZkFnyWV3A3fJruMawRlmoKWpZklmEWTnJqFmDmYMZelmBtr+ZcMY+WSpZu0mxWQFZoLi1Gc5JrlmlmZ+ZHlkbSRj8kVkZWQ5Z/lnTYFJZ+VnBWdpZwplhWUJwf1x2Wb5Z4lmVWeeZvZltSWrxA5kDGWUJw5nACd8ZJpl+SakxMrD1CRaZRHYZtrJemK4wqfYAst7lDouZaAnjsZlZr1BfkPhJ65noqciZW5lYqTuZCxnWUPye/zrYZpg41ZmqWSZZVVnxWQxZ/FlMWVZZKVk/3GoAlFn7WQq00gmtWYNA6lnVWQ/xtVluWTpZX5mAaR4IhGCDuEOoD1mT6ZxZJ1ntWURZ71mFWZmZX1kgiVM095k1BNfSR1lZWcDZr5kJWQVZTZlFWS2Zd0n8aX9ZsNmHWRVZz1lxWbxZHVkXWbJZZJkNWfGKtln3WXDZuNmeYC9ZZ1maWWDZqNkQ2cVZ2c46WAtOomY42TFZiNmgWXTZRNkhWXJZGRk1dlmYrNkHWXTQfll42TlZ2Ph5WW9ZPNl1WaRZ/NlVIPGYaEFOGEtZTMnZWadZBNmg2dLZH1n1WXLZHqRs4IrZQkhU2YlgNNnq2cjZ9NkfmYzZ6NmqScukd1mdrkrZhtny4MbZZlmE2RZZSVkRGS0ZPrHwUvrZLVlA2Y5ZatlO2RrZLtk9Wc0ZMZlUSU64ZVmCmMrZuimq2SDZptma2eDZ7lmW2RImuc7eWRHZ9tk3YI7ZzlnhmSjZ5tkJ2S7pzSFqvDbZhfCp2RzZvtkx2edZgdnvGZDZZ/G7WSnZdtkl2W1ZSNnl2fzpXVn6mRDZ3kmAqb5Jvxn+STcJ3zFjWY2mnuhzwSJItpkzWc9wUJnREsxxUUkdiXL4+ElhVBuZB1ibWWRJnBnhuMGWWaITENnxPAmh4FzZDenacY1xMtmhWXLZDOj1IZdwxxZI4vDZ4Mkb2fHgr1mkGT7p6jACWfMZKVmNcEnMJ9ko9OvZGpmX2bTZ29mcqS7wd9nJWZEZ4Ziaps/Za9k78RfZZdm26S8ZYzA/2W7ZIdmGzr7YSrbwTK/pdUkgOY3ZYDk32RA5l1mCWSxZMnwhwavZItnAOW/ZoDmf2SDxu9la2bLZipkaSOaiQsGn2TjJSDlb2UkZozHEOfHZn1lM2Z3evdzB8N9or9kfcQQ5dDk72RXZcxm/2e7ZgVCSGdwwRQ4iqTQ5GlmEOWlx39noOffZf9lk7H48bDmiOfg5yDkSOWdxDDkM2bnZS9nbMMVWttnsOXg5nDnKOdw5X9lqOTnZTDmJ2dt4lKSLjro5iDlKObQ5PRngOcQwkDnB2d+ZNeFH2aOeIjnUOTY54jmGOUQ5vDnbGVdZsjlZhpY5ijn6ObY5Uxm6mf2ZRjm+OQHp7dkDWUCpQ1k6sTKwN3qISe0SKgIZ+PHgw9mIgJU41dHy4IiAkbJd0c9JengemcHgACpz2V6ZlPGeideJGimn8Txp0jCtOoKAOMkZSNbge+hWmFfZS/EUICOJGwn/iQmJXfE1mbIJUtjNmThp1Tk6abU5cIgKdlCItAkEluJJBJZcOYsJw4lKib+JcYmyieOJiYm7SR6AdsADOdRpQzmkEYB442iS7BM5LOEUwI05MzkDiffeP4mjiV05aokrOeDJazn9OWjZgzmiCTU5OznTaMQ+NJl1SY05Uzkehsc5H4nN2WkJZzmdOfGJlzk9OX3JNzlgSZ9ZMTmjmYNZXdnDWRaJtwl92SfpC2T/iKuwGTlPSmPZuTnGmLCZSyl91PhJDrAe8X7uvwmL2WyZMNFuphRZuJm7SUcwMex+INKJztndWZXZzDkbNi+6Q3HlDg05GpnDdtc6VLkB2TS5fDlQOc454lRwpn+oIqnkuQVe/qDsubHZUTl3OZo5pFRwpv62pLngyYK5rLmqAW4Z1Lmt2Ro5hLkMuZko8arMufhZMzgKuYFpSrmOObpZsjlEub0mMNwyuUzJcrnaubDairkcucq5pjl52arpFDkWDmYZfcnmuZS5lCnmWZy5fjkYOSlZRrl1JtWwb6kuuRcgIrlN2Ta52tlkOT65F7BzXKa5uikBuS4gQbnc2WK5Ftl2ufS5DrkXsPyemrncWRa579nGada5+rlV2abparlNeF0xO/ExuTKgcbkNmdnZllleuYa5armx3AK5LLmZuWW5KFkVua7ZTjmAaeG5xbR1uVq5rrmyGaK5HrkbOaq5DrkEwbNRXBa0CfW53bnaGTm50jn8OdA50rQFJILWw7lSEqO5XbmBuW65erlTudy5gGmxrsv2V6I5GdG5Y7kruT25wbm5uXS5s7k+tD7aR+bpuRS5B7kTub25IbmkOUJZY0hBoWABSOKraW85+7mxuau5k7nE2QqZD7lbuWq4abmoKSW5wrmfube5x7lmOVUoT7krAZG5rznOue+5pbkgeUe567mtuaXxf7nE1n65u7moxMu5H7mHufG5fbniuWyZqHmOuZ25GbnjuVa5oHlIeQa5AjkmtHO5xrkLuRnIS7kkede5ZHmIed+5zFkpWYR56rlOuWS5cHnAeTh55blm2ZW5MjlUeVhIkHlapiG2zpnFuTx5ESCNudJZcdnqOba5ErmPuTR5mqCHkYB5UnnIoDJ5NVlyeSY5obm/uaJ5h6FWObB5WHnweXx5TbkCeS25lHkzudR5Z7k1xEW5b7nGebx5N7nBuRypubnguQkxY5lmictQxXqWiXC5Ljp21unWQ9mMiXaZ/J4OmUoITpnhiC6ZELGyYO6ZzrEMmYTp5Tkk6QR5c6Rm1kQY+ZldmSmZvOlBWdp5gnnTuTy5hMiK1pJw07HBmel5hZmZeVnZ5nlB2ZZ5eXnJeW+hr+BpeR9xdZllee65d7n72WQ5c6BdenV5qCm1mcnp5Hmsef45wnk0ZF16qXldeSV5jXnh6Vl5CbkquQ1Z7XnnsKGs9XmKMWN5X3E26fx5Swkt2a55fVkAqbE5ndnjmX1xvnkQCLXuDrAF9Bk5/k7hea0Est6wsdFQkdnpSkU5YNjXebF5XBb4uRU56JnD8alJIh7CFmB6zPFNTDqEmnmp6ag5TzLGOTl5UDmvea36PdY6KYimpoBUksx5KDkeGRfEAPkWedGZwPnAvEO53JlfecNxCHnQ+ckZsPmTeQp5NPGpSX0oJ1Zn2UGxqPmQ+bq5pxmXact2jI4teXzZ93F4+Qd57bAdieD533no+So5Z0lY+Xh5iblTybT5qxjI+Qz5FDlM+aZ5djl/eWFccPmVeQj5d8n8qgT5KPmPIPz5TnkY+YExbPlU+STZL3ni+beBh3lg+Xz5aPkC+WE5QvkK+WB5N8mpSRL5ezoiSJ950vma+bL5LPkgcbr5FHl5uSwp+Pmg+dNxKOAMUI75Jnnm+WZ52Xnw+Se5jBJIKKl6FP7cmXfIaPQ/edfZHhm7GiL5tLngeVtecKYQXIZ5JjH++Tu5UPkW+RxemQnW+Z75mOKz9lH56vmx+SkM8fneOWTJSfl9eVW5A3lp5Nu5vvm8+Zn5nXTZ+YL5wflusNj5unksWda2lJ6qzqX5GplZ+aT5zxlC+SH5Nfn3uXX5Kbnp+X75zfnl+a35cunTGapCoflcuch5wPlp+a8+ffm/0S352blt+VX5efm82Ur5ZDlKTD75jflLKS/GAfnM+Tn5FSmL+XvZ1PkPuU7MX7iAKCj5grnfaBX52vkL+aP5nrlCeVZ5s3hEJADBYlkFCdpad+yB+fIZufnX+f25DVlH+QDBhPlxcS/59zBa+b95V/md+a15h/nmzEe40jCn+RqZ5/mD+XL5I8l7+SQ5YAUsWRAF1biAwbu5aPRayYt5wRmFGfNJiAWMObX5KVk/+R/m0AVYBW/5Zxn+PvgF8nmEBbI5xAWKlqQFLDbYBUiA6xlSqVQFOnld+UQFqAU3uAwFr/nb+ZX5yRkd+ez5U3ly2av5GHBsAFx5NzFl+UwFoLgsBe7JbAWA+eP5d8khGFvmKQzM8VIF5AXk+cop8gUe+eH5HV693CoFEgVBseoFfAWX+QIF1flCBTj53/n1+ctWTmCGBXFxxgVABUH5ZgXaBaL5KfnP1v+uo/B2BZv5cflwBQn5lAWf+fh53/mYKDIWqgXscQ4Frvn8BZzJLgVh+Um5EfkeBbYFGfn9+dIF7nEhGXgFAQUc+VBZwBghBV4F8qZb+Y4F7/m7+ekFwgVkOWwIIGyvuDwFgAURBaYFUQVFBZYFOtnenCKe6AWfeWf5yQXEGfP5zgW1BTQFA3mlBY0FT/nf0QAFsAVz+UP59jkj+aAFB/k7WQ0FaAV/+ZgFjAUaBUXp/gVjBcv5D7k9BWgFfQUmMQMFrQWyBYn5nQUcBbI5KwUwwbz5GwVzBfUZLdTRBWP5VXnfWZMFjrhrBTcxRwUmBcAFHQWLBT+5EwUxkMmh0wWY9GQF9wVOBZ+JLdlpBU8FEEkbecaZcTlQuTqx2XBJOXt5lJiW5mBGOHHgmTNZMDKoudKSGLm7uVIE+Ek1iqU5HxEEuYnJvol7mVCF0OFvqdBgV/BMeV+xuAVpcV5+/wX9eXz62IWQhVg8TWE4yQSFk+Iu+WGx7hmreWkJOjFkhRYFv8lueS8xoAnHevDp2XDocRCFlJwjtJ9QyLkZgqF5HHCT2UspKIVumTGI6IUS/piFJAlUhUKFQuEYecZQhIXYedsxWwXLdtig5IUF+ZSFpfGX7A7hgvTZ8fSFsYw6uYexEekcqWyFOoUchfgpXIUB8Z4AvIWeedlwNnGChZjiL9arNm/WxCCwhXXRH5goCR5xU3GoKcosJPHzcfZJFBhE6duZXokr+d5scvCV8exxpYZG2ftxS3k66X4FGkBmhRVWevmKeagUvcQKcszxCYUO2UmFRBnLeYY5VoWSOemF0cDredDp/VkQucCFfIXpFpOZM8FANiLQZdBBeTNZvAmouQGFZynr2SGwc3ELsWGF+25bWVGFD7m86N0WG/loirLxn3E4BcyF6vHauRWFyfm6Bf/Z7u4gyfC6eYXFnh9xt/FThToZKQl6mSDx5YW6hUOZVYWbeTWF23nOhY8RvdnUiZ8R7NC3Yd6FFdHwheKFs3F+KbFx0oXLVGiF61musWiZuqlKhcDQ1FQEaTvxpoXauVm5X3FHsZEFZ7HshYr5zwViMV+F5/FfZMrhwBl/hbwA6oWMhcSF04U/OSsJ1oVfguBFAIWHhUCF0ElOhbBJWciE4eeFRYlE9oVA+OFgmbeFYoUIqYiFkoXIhW7CMoXsAHKFmhYKhcfxUEX1qFBUIqn/hUSFFoWpBaSFNoWYRRSFwIln8WxFiX62YXSFCEUMhY55TIVbheE5vwW8RRhFlYWfGSOZ7nkmmXhFIKna+rKmyTnNKjWkEwYlvq2FvoWRSbjxnYWrKd2F+El+cQtx+oiYqcxFD7nIsIEkV/Dx7hgF44V42ZOFSIDFhSBFX9l7hbaFyAUpWR0QY94GinY2uDkFCfmF6dmFhS5FKYUlhTuFZYWzhfuFuvFGmVBJCPH4RepFCEluhcWQvXzTWfpFHYX10Z5x1Dk9hRRxoYWIsReJg4WVOXLZxCqpRbz5QUXB4JxxghkoRe5FUUWeReMFKVlSapuanXzcmeVFYNiVRZuFZPnsqRFFZ3EeRfxFUOmKRdWFykW1hc6FxX5ERVuJauGe+jeFBTF3hVRFDLBIhdCxz4XRebKFb4XqUVZFo9FQRSGWeIWqhZxFGoVSRZ1FJwXgFFRIfUW3+YJFpunJnrSFqCk7RUhF3EWFGaWF/HFgRQpFsUU+SY6FIIVZyPJRPnkXhTfGeODG4VNFI7EzRbjx1EXY6Q9AdEUvhctFeLmrRU95n4Ugid9FsZQcReJF6YWARUQZwEXVBaBFfEWZhSMJUEWjBHG+0fngyVdFkkXIRdJFfZmyRfdFaMXW+faF5nGqRWuJuzauhZ9FVTatmFs2WBh6Re2F/oWZRYGFb6nBhb2FN3kFWo95iXkNWfFAEAIecOfpgUVrhSGxxwXD+b2oBznHRbl5bbkLDOGCgsVAOcLFElnORTIFIRl3RWdJEsWHsFLFvVnYRXFFlwkJRVlwiOnJRRc2CdDkRQUxzMUIqUZFW6kmRSGFfYX5RfF5pEmQxYp5VMh3BCbFDkWtRXUQ7UWhRVqFaYW1RVrFigV3STwwrTQQxK+5TjEixZ7FoLiuRSjFqvGshZFFksWPRXBxg0XchZC5fIUGth9FxEVowHdeZLYCtr9FiAm3PBlFTbA0RWKJVMQ1MVJYjEU4ACiZkYVFRWQ52rbouoNEObHAuYO4c/Ef2Tv5rPmkxfn5J0WAaTXFOK7LuCKp9Q6hMF853wWoRQqJ6EVHRfHFS4m6xaaJ+sV6SIW2acXjRfTxVp6mxSOx5sWGRazFXYXAOTlF87FcxQ9589kJeR+FWYU+QN+2w2hjhe7FX4LhxRLZkxkPBTOFccXzhbEFubYOSMSIq4VKxRuFgVm3Rd1F6sW9RWPFXxnHhfFFakUFtqNZtMW2MRih72KrtmigGTnLxYRxq8XGRevFpkWUceZFm5m7xb6ZRAXLtq9c4LhxhYrFE4XPxblZF8WDxTVF18XtxdLFgsnIJVrCbiAmsSHFhLFhxSFFWCWWhW/FIHEaxWA4fsWGmQnFR4VDRSeFU8XWCGKsiEkHflIm6Hal0UzF2IIsxSwxWUVBhRvFtTG2xS6xO8UOxbzFOtmodhTGWlgtRRQlysXnxd7FTkAfxTfFinlcJWh29dZuxQolmCVKJarFNCWswKol+CXaxQNFzCVJxcNFbCUZCA2FecF1QaR2oCV8JX6FFsWQJVbF0CU2xVvFUhLwJZIle8VsmbfGlXbyJU/FA8UFBe/FvsXoxaTZ3LF4CMb58YU6JYEl9clqxbQlRiVL+ZmJgIUTxaaZ2dHWCAKFACV+KCsx+nYnoGAl/CVOJYIlbMWqhRzFuUViJVCIniW8wGtF11khZM52kdmBgNElBjluRbuFISVqJT4lNSVidur5J8VUSGfFYLjYJfVpcSWGJS0lxiXKscklz0V6xb/F08U0xenFG7GowRjIaUXgJSkFhSVrxYg5IiVmRf2FIgAVxYVFz3klBXN2OUZmMhRQj8UYJTElmgUqJUMliSVseXsFuyV9Rqg8/iVHJY0lUcUDJfmACSX7+W2p5MUeeZYl9DqzxYCZaMBo9kyO6yp5JY4lK8VLJVAlKyUwJXlF4iUZUVUlsjkt8lpo9wAh2oclTkW6JW4xJIU9RWclLyUQRdClvyUw9vuhZCX8sQ0l/9HUJRE5zSV4JeclXkmjJR3ZP8VUxcSo1iUa9hgOxAja9ovFiAkLJZNxyyV9ySUlm8X3edvFkKWOxWyZv3IJrkVOapnoJYilFXHIxZfFPPFopUgF9UWYpbgOXIjB2lG59SUBJbXxoqU4JY8lPsUkpeilWEWmJThFlKVpJd1INKXtru+GVVol9oylTInMpZbFoGnWxZzFnKUeJRIllSU8pQ1ZwfLJAb48gqWhxYqloTlipbglmsWhJXLZjqUXiHlqMHnkJW6lXjluRaqlpyXqpZKlryXkpVt5OqWpMcRIKPHJRef263rvElf26TkOJQZFECXApS4loKVuJdalGciwEBGFWyW3xbjqRWQppbclwqUF6ftF4sXPJRGlGKUDeVhaPailpWVF+KXW6WFFIaUGJU8lEqUEBXaFUaXfxeMlVKXDOl8lZ/Y0DiAwhYSppT6FZqXOJRalriVWpf5xTRFQpXWlw6VeiKwBZaXU2ZQl2PjKpUEl8SWdpdQFuwULpURwtA7+pRJ5QqWrpYolyKXVRaGlygLbpewFfKlvJcnFzoWHOoOlRS42DoHaEz7zJfklQKVlMUIl7MWrJbAl6yX5FoWlinmiDq45RdqvpU2lQaUX+R6lxKVepa0lDqVOIN+hoGXHxc2lEGUqpe2laqXQZcMljCXjxWMlk8UTJcRIHCVGxeGOicy1DialsKkTpZmlU6XZpTOlcCUFRfOld/lbgc1aRGUJDgilJ6VIpcoll6XhpV2lXkWyOTpOH1oCSTkO2iXgZb4F4UVEpbHF6GWkpf1FT0UUpX2luqWPLrC5mSW7yaD+4I5vpYClGaWfpUUllqWlJe4leaUQxVIlK/lffnb4uKWKcUhlBMWVpSMFdCXHaAwlNvkbSfplTuQHJVElgmU3ReelqGVhpWJlGqVkpTrF2GWpJbGlzK6PpdhOIo5wZQKOymXppYslamWspbtJ7KWiJVplxIg8xd4l03lgPrTGsujEjgJldyX5BRQFaGX0Jd6lbXl7uAlIYo5oJa6lKWVVBR6lF6WUHBxlO6U3pT2lLCUxpaCFgCG+ZcZOQUCaSPaOJGVthe+lqmWneVbpGmUcpbOlMWWIJdxl8WUhiBwgPmTMZYmFp6VsZSVlrmU1pRclA3k8ZUalkY4rpcNlrGX6JSJlqKWlZdelvym3pRYluGW8IbVl5oFOTsHw/sg+ZAClwWUspSClbKU/peCl5SU0ZfalctnftgYI/qr9jnNlBYUjZTxFy2XjZZxlUqVTZZdCi477ZZElx6XzZWLFMkUxxS9lGWVkxRVl5iWsJZtlPiFjRd8lBU4EXl80KE5NZelFAiWhZSdl4WVnZWUl3MWXZbplv7kXplm66MDw5cll5aWpZScl7GWvZWVl72V0Za54gGD+ovjlQ2WPZQtlr8VLZcElK2UKBZhlX8WVZdJl3mWWTohJOE6ceMj0Ck4I5WRlyOVZpadlYKXo5Vyl3q6Vxdsl2OW17m44fOU1WLTlwUVPZSilTOWk5atlSwULGZTlvOVmTnllgaUFZchl/SXOZSTlwOUYZX8pTCXapRzl1WU5yHJl0yXuQbgIRU5BZRlF5GXtZdOlmmW5pdFlmOWxZddlOOVpyO8FXSWnmWulbQXDBUL55mWiEJllv7mfZbz2vuXGZUMF8AXRxWhFomXG5eJlB4VapSkl8TlZyPIm22XVTmsuqOlmxS1lIWVtZTPpHWWRZW7lNlDdZdtZ7HlAXKy2gYm/ZXTl/2XB5dWlb2Xq5ex5TYUO0NXl+WWE5YVlKGWM5VulzOXw+etl4OVUpd2xmeUPQDjO2Ciozhk5ecUsxQXFQMWZ0MKg2LlnibZwmyW0ZTy52rYfTupu+ZmNxUilktk4JSPFi0lh5QsZq+XZrsxMSZmb5cclXUXd5RkJbcVJ5TFFZuWp5a9FI8j4ZfJlTWzfrpvZc5m55Spl+eUE8ZHZZ+yi5VFlpeW2pT6Z5eUBOTDFlCRU4HZlNeWK5VvlfSVpZS5lieVuZXqFPLlGzrBodJQK5RVFAeXb5QblF+Udpb3lovn95VVl6eVOrJwlQ6a9Jpi6h2WO5ULlFGUi5TmlXWUe5T1l3QVD/NIuP3APZZAVdeUeGSHlyhj75ddZzawkFT9l7eUsZawVLIXx5UDlFmWfxUpFYOX4FSPIGSU25eXOoGFdmA7lSOUF5fFpReVrJXbFEuUAZW0lsMbOfJko8/aIZQ5lVUWExWwVDeVk5U3lewXcFSVxLqW65R3l+uWxJYblY2VwFRNl7mUp5Z5laeUjyFMlc8VjSINxVbAESGQVChVf5dlFv+Ul5R6JWOUa5f0pIC6UIQTl/BVfBZulgyU4FTEFTsXarsguBEioFW1FAeWEpcTFKuX2FY3lSSUeZVJlOGWD5UlFT+VH6Hgu0HgFej4VBSUUFc7llGWu5TQVb+6S5UWluaINpQouAaV4pXoVHUXtBVfFquUs5VZltjFgpF4oBXrJFR7FqRWLZekVPeWdFX3loOUOhRblngAf+uCFhRVL4ewo9xHHeQuZCKmdFPNFu7HT2TUxxRhlxdgAS+VXZSxFBoXAbsOGdQKA2WylnjlX2dEVpqCcFRixUEW2BsC8EWxVAsUlZxXNxU0lkjk7BVxl9HE3FVo45NT3FU0C7MVPFSbZQeVsFW8V5OWnRXdJ5lHDSj8VdhQcOYoxZ+UHRVI5JuWzKTcVHohgBmtqQYX/Ff7Z7RU8OXVFJhUfFQaFXxUb+qiVfxUhOcGlUcU+OdiVtaX6hWfxtxUolVQqaJXElecVMBUOOTBlioUHFePsjXBXStCVy7CwlduFWBW32SDlORXRpXKAlMXZ0R/6UhXuFTDo+sKLFXpFo9mLmXNZM+U94CtZmxWKleDFZTleJXQVlJWdyY4wLzl2VJCVCsWnFfSVzxWkla8V0UXcuVBF0mysJLqVAUX6lTCV9yWQZcaV5JWTZRqVnlkXAooGDxWcla/lDJXE5ckwVxW4lYj5a7iWlY9Z1jkGlQCVseVklZZliJWCyVYwuKqElY8VwZUYlYCVyRnwldflppWCybPk0ZW0lUSVNpXupTvl9pXhlWOpZpUycTGGGZWxlVmVJJV2lao5JpVOOZjFMtz34TGV7pWIxS/FTmW8lWg5JuV4FUKV9+V+kaYRUOWiIYYR0ZEwhfOZcpW48asVhcXrFcqVsmBbFStFqpV2pcEVkEUGhZwkoEoBlScV4WXolZnZ1UVhlT6VTpX92dG6rpW/FSWVXJW2lTmVFZUOlQJFNxUOQnMS97BQlXo5pZWelfMFfJUIlfmVBoWFWOeVxxUIOdaV+5XZlRcVd5XJlVWVj5VEylNkdZVXle+VZZWHlerFwJU4lZuVZAaeCP+VxZX1ldyVZmVgVRSVoJVblfkc0FUclYBVHpWGleWVoFWVlVV5NxXzlQMSAFVBldeVmFVd5SMVjIiiFYnFkxVkCfDp2gb6pYAgZRFSlT6FMpUrFcsVj4U46WOVvAATlSqVD1gL2XsVYQlmlQAsXhEXlXqVy5VxlauVBhWJlQhVjpVIVYkYK8TEBi+VcEVEVUBVN5VwlVJVJ5WCyYUw0oKLla+VolXEVSGVqYUtld+VuFWCydHM8lVulehVDZVUJc9l2FXHlQgVZpWmVahVB+ywVQeVn5WGVfAVJ0VmlZpVNgaEVW+VGFX6VS3FtCVqVXZVgslyVY5VhmW6KWI5KlXixUFVHlWaKZdIBJUwVRZVcFVExYDlNlWWZW2V1FWeef6RsxXSFWXxdxHChqnhSxWDlbXRw5Xyld9QHFUrtKuZBOk8VQglQBW+ldmpWljPleZVSlV+VfGVoZW5lRuVMlUA8JwBlxHNVb5VllV6JcrlgVU4VV+ZUEUlRU1Vu5XOVR+VjJXelcyV+xViCQqQcFzaVYpV/VXJVUCVI1URlQtVbqRhVR45YlWNlRJV9DkbVQ+VYgkLynMSPlW6VcpVJFWuVUyV95VQxWIJPVVlBudV59krlftVpmXB5TFVuXljVY1VO1V0lXpVbVWf2cVlSZXuVTflWGW5FcCJNFWERck5PSC+Ee8S3wZFVZhJLFWDlSuZUXmcVWOVi+W8VTOV1xXkCWRmvVWTVUlVLlUzVUDVDhXBVTJpP9BmVXjVLVUDVb0lo2VE1VkV0lVQRWkYNeThBn1VF1WtVeJVb1XrVbZVsVUyaQ9I5NWXlZTVa1WSVUdVd1U8abzVP1WZlZdV/lUvFUeVeZUi1TppOLS7ZE9VTMmRVVdVhNUfVSmVpNXKXOLVe5Vs1a9VmJWROVzVn1XY1dxmBFWJVQLVBNVGKYDV6tUjJQKVvaWZVVPF/pFuFdDl3pEikTyG8NWouaVVbFVSYBVVXFXVVQKAGNWe5fNV2ak/MjuV/NWrVRbVt5VuVcTV3NWdyaUAG0Kh1SJVz1V7VVZVQ1XkVXNV/FVCiXn4+YbCVVaVrNVU1RgVatXC1Z4prEUMlrjVYdV51YLVh1WG1RrVsdWl1Y9VZtXh1dNVXpW01cYViFWsRVnV2tVTVcBV11WzVbdVxdVCiah8ndX41U3VkdU3VUZVo1WVqSHVRZVoVebVI9WKKVbVI1UZVeDVWVU1vtbl7hX54IYsjFUDlQjVQ5WsVcjVq1lo1WQwuxWY1fVVOmmh+kcVLNVJ1X9V7NX61euV6dXrRfBpx2AX1RTVjdXd1YXV1dU/lWupDyDpkTnVgZWv1VFV8FVF1RjFlalZ8M/V5dVX1ZLV/1UBVWnVfdXANWIJoDVD1bPVb9XN1dbVxlVf1eQO9ZFK1RFVL1Up1WuVHVX31bOVMmmB+DSVM9X/1arVKDVANViFNGl0Uk4QDdUV1RHV89W2FS3VauXZFU4VYNXClakxkKijRUjpNULLkWlFzFW71UjVU9k+1YfVxEkB1eqVXVXJuWRq4QZ62btV19V61QmVVdWy1f3VZ/EKqCgS41GyNb9VkDU31Yo1WJXKNXA1pukckEcVmjUS1brVuDUHVXo1nVUbRQV4xjU4xcrVODWDVXg1MtVWNaXx2oI0laEFSDUANe9VlDUslao1RjXQVR41ZDVS1UaVzjUENVjVqjWHuBT8vOh2BWKa8jXmNRzVQtUf1Wg1+blU4O41MTWFCdo1CjWx5QvVSTWm5aDVgpX21RMlXDUBetzlDLlZhvv67tWylTvV+9VKlVVV6NW1VUOFD9Vn8W44th5Xhi1C4VWxNZk18TW31fg1sDVUNc01OLy4qu01cjVdNY41FjUG1fo1/TWdyQ466NzM7BoUXdVeNZzVkzW+NdM1rDAWlcM1WjVmNWM1CTVKNS41zTVrNemVPZqJJAs15DWj1b3V49WbVdM1vrqHNV/KJzXBNVhVw1W5NZc1AcWDNdBVRzV/+Z01WzXU1dZVjzXLNUHVAcVJ3OD0j9m3NcPVyDXn5WRVlxX8lWw1BTXL1Q7VcP5r1c7Vz3xxURaGOcVhScVVEtl71cI1VVWo1XU1R9XiNXVVEFU7Os6GigYmNTrV+dXQFRQ1TzXHVZqVPgxDNWF5IzVfNQXVlLV/NRnV1dmTzpshdjXYNcnV2zU9NaE1fTUrNRjZGcR0taS1dzVQNdLVaVV7NZqVQrUBNek1KtX3NSBVvzWStRjZ7LWJDAy15LU01ag1E9XV2bS1MrXBOXE1PLW6NRM1SrV2cUciRZWBNfQ1c9U8lRC1X5XA1SYlkmUwtRw1OrHFNQUVuVWeGF4GiYb8NaxVJVWYtUspGxVrmaI1G1kNNVXFrLVnRcAyAlEKkLK1DjXfNanVkLX8tf81VTYvmkxREbV6taM10bVONRK1YTWn1VU2Z2zyVea1EDWMtRS1ZzXMNV0VzzVVNhnUubWRtdy1abXjNXfVcbUhtWTp5bVvNXR5xzWgtYs1iTUstU01puk5tU21L9mttac1qlU+NfG1ieaJtQJRTDy9tZ41/bXRVYO19bVVNl+0ZVFjtYnV9jVVtUy14LWpVYq1ULX2tXbVsLVFNbt5cxVVnhjKj1q6Lqi1dpnotZXRThjEcX/5WAkyhfCpu3oNMSfVdGXFLnvQSCwWFbcFtFnZSCKlxJnNua4FC4VOeGsEYIhHtWOFEAr+5e+1SqWftRV5cRUimVkuES4AdQ5FQHV7cSB1BKUTeUPF0YkbtbflzhUdlSAAJag5VevV1qjNLuumCOWOmQTx0JlheQTxDvkPkFFl2+DJ8NsVB7bL5beJsdWRSnh1Y+DxCaLQe0VeCa4JeqZ/OX+JALnLOUC5qzl9OaC5XQVAiaxFty5xQNuu/rniSR+1MMnsdXJ5HTlcdUs52Qnf8cC5/HUQdVU5DzlLabh1OfBidaqFdAnS6UBFYHWCFd+Jy/HzOec53HUKdUmZynXnBXk1bOXiFVMVcoAlqGKViLW/tYGyyLppRYR1BHHY+G515VBkdSdgFHVciWask5UYhXxVrTFbObCq9XhhqCuFxbkSdaB1UnUqCYqJZnVjiWZ1wZkWdTf5BCUhda7mdTwcwd/lpEWHOZJ15XkGdSh17TnGdf858nWeCUl1E8ACdd2lttXs5XkV2dGurnRVdxjZdaAVY6XAsXrZRHUedSR1U7HeddXRO/gmsFFld7WB1f/JaXW5fv00AGgNOVF1iHW8KdJ1cznxdRc5PHWKdXx15XUqdd6JQ3VSYOxWTXVjdTl10XWTdbF1nHWLObM5sYnzddc5yXVf+ct1anX92aveIeYvtWa543WahTF1bgmqCbJ1e3UnOYC5h3VMySC5S3XNiSt178GupqJ1r+XMdbp1SMWMCVN1D3VFdXJ1+3ULOa91uinvdZZ1FalfdTXh/6jOrtp1N3Wsdc55epm7dewJpnWldb05i3WWdUvVLhV8ACWoLrXuFQZoPajaaK51HXUTcZ51zRXu0OR1buXb4PRm1HVBtVLlwXVndaF1HhQueA4UG3U5wLl18inA9XF1KImzdYl12PXNCSd1n3Ws9el10u6drsaFkXWbdRN1zXkueUZ1M3WY9Qd15nU49Sl1drVodWDV+PWYdSzI9XW6JLuuJ0H9lXhxrXXudZXRJvVedR2JDPUImTYO2xVM9fc5kjX8xGbYb4a8FWS5yPVCZZ4AfPXo9V4JnAmASUd1avWi9YN14vUQbvdw0/DK1oB5bvUx5UoJO3WK9QL1yvUQ9ar1IvWBBad1DvVcRE71dZJc9Sx17vVygJ71MfUq9Ql1WPVKdf71SfVi9Sn1YMROBJ4YiZky9dz1XwU59YV1SvUldSr1ZXWJ9RkFqnWl9SlEZtg5NDrlsrkR9foVJBm19R8Aj3UY9Q318fVN9es5xfWB9W31f65haPLlVfWZ9ZH1HwD99Z4Ag/Xe9XkJvHV+9c31xQUT9VBFALAd9euYGfUA9cwFd3Ucdbn18fX59Y31wvVj9S31yfXb9SH19mg3Bdd1svWd5Yv1coDL9Wf1I/UX9bc5V/Ul9dv1CkyceDilHTWNdXP1vfVsddH1dfWx9cP12wkLdRv1dQXf9a2Jt/WcCP/1+/WB+c/1rAl59YL1BfVQDZf1m/Us9ZP1v/VZtsRu/3XIDaANA/Wg9U913znv9YX10A2CdaMJcA27rhtOLvXd9Y/1yGUoDR4JaA1x9ZAN6/VYDTANW/WtiXgNhIHFIeJ1TA1Z9WfRxA1L9aQNQ/Xg9RwNb3XHdeP1OA039Qb1N/jgFc65PfVtFWnxLA2v9egN5/WUDVwN1A10dXdJO/UbQfh1SPVCDfP1HvWiDS/14g0r9QBJVznSDUX1X/U8DXeJ8A2NaF31D/XV9fkFAOVIiSf1JnUQDb71tg1UDZV10LVbtdr1m2569bNGvLRzbozFPoUO8QipzvHLmUHJusr4SV7xfXUNiQN1cg14lQ65EQ2Lta3RN/GB+W05JA319ZINvg3LKbIJe/GyDYsxcPVyOWNuQsUt0auGOxVNxaYNz3WFoF71b/VSDcUNFMClDfYNaQ2lyRkNchhZDbUNNfGOBXkNYg0FDY0NQvX3GSUNFXXvFUJ1kZXe+W1uGdzX8bwAAw2d5Va1vzleDcV1hQ02DW0NvfG49RMVcOmeeakQ/8W5VZ36VxjzMM119vHICSxVC1mXec9JV7WniTyA2xWWRUF15Q1B9YfizgKYkCs4GfUOCU15JmnqDZYNLQ1FDf4JRQmTDSCVeg3Jyddu7w3gMMx1Xw3jedt193X89WwNPg2bDYCN+gkfdQ4NncnMKG8N5tgfDeH19gmtBZHFIg1wjc0Nmg0UDSYxG9lL2AH1XQ3ojZ9ufxDYjYINCQkVpfrVxWVUBRoN7A0AjRk1cgk7DVV1NnU1dWbxPdnc5VjYOvxpRdENB4lusHENzykJDZ7xtPVMHkEVqQ3PDW31c+4H7h2J/Q31DcANb/VEjayNmw2/8R0N2A1yjRtFwNGA2C4N2Q2LDSqNqg3EjeqNiI1r9bkZ7Q3AjeBVNA2qNfvul1gz9VpJOQ1fBUMNFg0jDeQNrQ1ajTaNiFWgjTFIAo1XWEqN1fEmjYf1eXU/BasNYA0IjRsNlo1bDX/xbdm7De8lEyWpENh1jnUs8Cy432gZOdG281nUYGKNGHm3DTgJQ2gPDQWltHUtiao1oR7m2Jy1U9D0jcGpQPXmDagNp/XEja0NyI0cjer1yHkVDcDk6Y0CubIJ0I3JhbWNhI1rDWD1ow0YDTcxZI3FCTqNknHtjfMwfxCVjYANPY1Fha2l2fV1jawNDY0ajTGNzY3kjWUNE40vDW2UTk7R4J8NeI0LjUVlthXMjX8NjY1sjaONPo2apZu11XVeZTqx+DihDf34Sx4TOJ61KfCKFSjG2PiGtGsVP/FLZNi5C2zbFcfVso1bjZP1wHq84GeBf/nYwMaN6rUwyW6N9Y3eDdGNkPUxhVAFqI2UjfoNT40TgkspEE11DVBNYY3IddN14A3wTdnxbqBcptE5CY13pVPFBJ4PjRMS33qvHoF5PoVU9Tk59E0ReR8JLzCJDfJItvVqlQS1do3ojSlKOLD9FbP1B/UqxbCNx/WRjSuNFo0ITf6AOg27pdMNVJVonpjBdZbU9dG5Kg2hjbz1S40sjWJNCfWSTVMNXE1glTxNeJ5IDTX1qk2njauN4k3Q9a2NFwWljeiNsk3I1jjk+k2OBb8NHo3eCXN1Gk2f9eONIglt9QzoevhZerZNT/WGTQ5NPvWajRJNLk3cDShN/dlWTcKmBrg4jW4Nyw0eDYZ1Ik1wTUONWg2YDUFNnIWkTRtla4mpEET1jnV/uEWIsdxpRfFkqLn8ubmNC0XFunWJTmD/jfi1jTUpWbykzbXEFO86pXE2SVmAlfhv+YlZ37X1FdVNWmSgcOdwBKmNTfcS+uUtTchNuo20DTAe7yEAeXSNEkV/pSkFQk0ydUZNC/WIAAUAR4BQAGMNnCm/0ZTQFI2DTY4NN0wqKHNyUblVjeNNqhWmjVH1/Y1xTesN2fVzTQtNS02A6aaAq02bjW5NP/WbTRR60kjwWX05isBEDUdN+Q34TadN8035ABdNb3Vv2WONwU3rTZ3JLfgCnlOaO016gJIZ7uUNDQSNwk3vTVGNn03nTcONv00NeZeNAkWAaQP4R7ggrHZ5fclSmd5ezU1ftQNNsjnozW8Fv4V1STjNnRmCTc15nVVozehUyaEywtnxZM1MGQdNbvnTtQsZRM1gASTN2M0amdKZ7g34zTD1P7VszSsBG7g4yQzN4xnKTUq5CvV1tazNBp7Eel9gBKlrOa0FGBX9TXzNbU3x0iDNP7hV8fLNgSVKzWZN3RXT5sm1xHp0zTvxetkrTVrNvM06zW4FHgRfuIKeYM3GzVdNps3gdcrNinknQSh4i3JgzemFSsCzNh+V2s1rTYTNUs6sUIqeb6nuzcaNUtjnFd7Nn5l49Rh1iiBO1c0Ro+VNCBWgE+XzoG+N5oh10QtgI5UaiSDFu3qyCZcEAXXyhU8N0KWxzW4gwki6sBUFc41IgBulM1WQYNpaHbUNRQXNbtQ5BQAFpc2guOXNltXHjdEAmrURzfDpsSCP5blVDYjiyXF2zPpSEgnN8WAXtRAlqc1lVWdsvnUUwNnN3FUDhSWNQkVZ9B5B1ijwpexxDc2bBT81GQltzSzNKVn1qEj4/c3Lzc/5grmNzZNNTZXWtSw2m825NR3NnnkMXg+Nh+W/juT1MzQsxQ/NnXVwmdi1FMB8IFFlXxAVJYAVlU35zbRe9sIBqTVN/uX1gm218vk8CFvNv81U5W3NosmALXtxwC2TtTFNHUn3RWAtF82pTQPl2dEHePGle7XINC5eH/ZDzR7xK8VWEKR1cJmobCXFVuxu5Z/NtBWcTYBpUeL61vGCH/afebRZR82B5e1V90UwLXOFks1EBf3SzGyuXocFjC1rzQzlp82/7FelXRWXzVPFB3h6sclF1V5YPPwEymWz8AUlrpnlUFd1uilEBCGFRi41FYF197U8uVItGV4MDYpxJ5kfcX7VZc001Rrx1c20BeiQ4YLJ4C1F+i2KMYYtTc1pFWu1hiVhGZyNgQ03jdr1B3iHDe4VPrnqYQpyeC0ZRYQtz81LKQHo8+UEiB/N/XUSNXqNDrmEckzxK818LTz1NbWkhWwt4C1ZteLpw9yx5OFVcGUSWUwtzc2rtUIVrPmJLSgtXI1UVdu1a4kHeN3N4pXA3rwYzTnc3npFF+D4LaPN8KkKTUEtpC0hLeQt+Amt5d/NwbUsWbwJECAPXsXi8dwMLZkteI2t5em1lvn5LaYthfmrCPcNXRCTPuE+zN4o+bEt8gnDLeM1TI1jLRRVZiVFLW4t6+HdlWJ4GIhCgsQ83MEzHtKVgRR3mbXR6eJfjWNJMChzcoHaWOm2LTC+JY0VDbstEkTOYMLecs3BzXEtJBkwTcuN8U2ejUUNyqCaTSCNFk0BxRzetVDPLX0NQICezbd1OE1x5bFNsM2iTQRNo/XJTQEN143cjbeN4N4lNclFW06n5N7ML42GLKI4aLlfGGnNFy37zNde9IA3LWEtVC2ArWW1Xt6VVDop3uEQrSj1Zo0DjWQNjk0/TVD1Mg2dDYDNDbXUreEQdgV0rXbADK0reeGNng3HTYONPy0BTaZNJE2FLXsNYi1dlUFJId6Fvj3ex7UzWbUtfi0NLUelSYkkLbQ8ZC1MHhQt9sXTlYBNhfmWiG6Uiq2AdQstNY3rzct2qy2ZtXRl4RD2+C2sPC2mrYMtPXmGtSstwi3jFVKtiY0lLfWFw+Wf3uZyWxSh+mwSRy1FhCctH42LGIStYQCXLSStlbBkrUuxec23TSh5j97NjDkwYK3lAPStJmVWDac5TK0SDQlNJI2cDYitWk1+jTtlfq2SlAGtKa1vLVt18vVo9VmtGa0vdc5NKM0SZZr1MLVuLVLRPq2q6JYkj1SURkqtldG+GI/Naq1MTenNmq3GYNqtVPC6rRotBq2EtYAgYtEx4t48Ay2y8Vkto2XOELEVjs0GNSwpU61xFGkt8y1OrRWtyy3HjVatrZWoLS9F8OkcPjfNrD7YPmcNS8VtCgIlCi2OednxKi1zcWot1GXcpZotncWnrQryCGBWLUrFty1npfEtPUVOLebNP7UV6JryPDq51fyx1i1s8dutOzW4TTzxf62SrS4tKK3NrUPlCLWcNiv2bj4D7l2tKq29rUnN4VVNLVqtLS06rTKNEjWdxXoEVGzeoStV6wVmrcsNFc17rRc1P7VJmNxsU+4gbUT5FG3WFS3NzZVCLUutOs2iLRMljdxlLY51yLCn3PH4uTF0TZHUqq1YbWR1g61ZzT2FI61tLYjedRWKeWkYd5m7lCDecPiqZJutc61DLaTmkG2cqYutYxWtTfJtrERCUGCErHL3De8FcHUBCezxSy1aba6tHG2wbcitGy0YdY3cKY2iISC+t7Q4rQdw2+D4rTmNZVUpuGJ0Ua0EwVF55K0/zfGtVJUuba+pu7l8rSHN6a1qjdWt/w3ireytrk3STdxNKOGrEK8tdQ2RbY5l4s1VrSKtzK3+TTGNfy35rWtlB622dbG6kNXJRay+uNDM4W5tIa2ebectEa3ErSWlMa0Y0fct241pofuOL6SpbWmtGW0fLU1Y5o3wrR/19a0dxZStEiaMvspt5awazeWtcvWZbRE5vW05rV6NgU0DbSDV1nX2bUetjjZIbesWgr42vu4+6G0ibZhtRC2BLf+AwS1SbXTQ+aV29Yp5iCgn+HpsaG2Oreptzq0sLXktbq16bbylX0IkbVtt12142Uwt+I2kVQ4tlq0PbZXZXG0lLavV2y0bSeW+9cKlrfAJTFXHLXitZy3hrdWAka0NbfCpty00dXGtiW0sKSDtsyJPtGWtaW3vLTWtTQ0xbWeNcW12DQlt2k3A7dDCBUJg7X/VnDGprfytUW24edCtBXWwrd8tLK2IzWythO1guUVtPI1I8fUYN83rCKrRXxC+LbttAS27uThtQ614bdJtsa2aLWNVPO2rLIayam3vba0F2S0HRTptmRWt1fTVlalS7T9RfCD39f/5zG007QDVu62/bc4tdm0UxQ5tfBKtrQhYw0rLobRNWPGXrfItWG1KLcTx961/5YFtnS3euXu+k76GjTLxTkVfrQrtVaUwbTdNdGUO0Bbt64YU7aBtn63Y7S6tTDUmLWst5uUc7UV+iG1A7YnmfuGLuuAw/O1OJf4tFvX7bRJtU81HbS05lC1BbQHtb9D4vph+b22rpUwtC63Ubba1/sUJtT9gELYw/rLtpe38LSfN323f1hXt0dWLbWIVy22eeaZ+vG3nNsLQ1SBW7XhxPa1p7X2t4zkYiVnt/vChLQlJ7S1ybQR52FIQIMMQc17jJKptvC1brZLJlm28tfdtNm3+7Xl5NvwmbbtesWRzLSvtN22LLZptjI367Vvt8Y0erWRN3G3cNclF3DiWIRysBZxG9eWJkO0ebdDt3m1w7dctCO3O7cz1nK31Vnl+LTLuIIaNEW3h7Yyt2W3ZrWKteW3zbQTNwW08aQAd1WFAHR1t1O1dbbe5Es0M7SdNkB0mTfFtbO1X7WlN6C3vRWttNy7AarD4A+0v7cGtUO1hrR/t9W1f7QFt4u3jrcTtHA4LfgRKSB3pbXp10E09bXjtxk11rTAdKO1EHUwd+vi6La3RVO2sHYD1SHV07XhNcM2YHdwdhu2NrUENJu0aRRit+3517dttQ+0ELSPtBVpiiePtw63HbRTxHE357Ty5SeY1TZM+xe2wdTrtMI0jLRkJre101ajNrjXSohh+kI0xLavtLaX2Lbktoy0G7Zxt7O2orYM6hsV7tXFY8vpVbRQdBK1UHb5t8O20HU1tyO0MHQL+8lQsHaAdcfUzbVIdCK0LbRu5Q21RHQ36f3U2ScIdsR3MzVBt8I1wrbNtvy3QHTId+TVyHUetiVoPjZ7+gDre/oCxwm2qHfUtYm3ELSIlE+2tLQlJxY0RHYBp9ah0prVNyVBRbiO5jh3H7eatMbUt7e4dPs11pVn0/67dHfvN/QVmHb2NwxXN7Sw2Vh0q7Y4VRu2eregtbVpm7Z4alf6t/l2t2PFXrXbtOMl3rblFD60TTY8Nz61CiUR0Lf5j3HmFYG1y8QyNhrW7hX7tHK2yOaIODVEwMGWiSi2e7SelX62fbZgVgi08OA8dUZn/basduAGEHRgBF7jhFRk5R6BSbactEgC1bdWAWjhzsdGtCi2I7adtT23yppJw4RXQsTaJYW0CrdA1dIFJLXRl5mr1ZVgB/a0t0VidM9A4nW2lbG13ptHtd+WlHTPFIJ1KAW0ixAGw2gClci1Apdet0nmoKQcdPDFHHftNGyUVTS7tTx3KAXwBDh2BRdcddFogLdBtxRn/rfUVZuaTSEBgqQEPxfGF4p1frSu1jDVUnSmmmxksNVeNsh2uLQ5t5toMndsBgdyOuETI5PW1HSkF6e2NLQdtzS057fvoZeX6He0dk8TinCm4pp1H7XLtAhXy+Qsd2p02HUJFQ9L/rs1G7x0fIQ3tHp05HWyFXp0iLZ4dbi08COUd5rCjAXsBb+VjceadKc3qHb0dA62NHdodue21FeoVDqU1+OKwzqX17YmFZe0WrUMdF+1E7e0di0Bwpvmdbp3BnVEVNhVUnUrtIhWodcUdep10nU5tOy0Wgc6BDLCogVwWrJ2O5RydGnlcnWothx1O7SkNhG0oeRDUyIFcsN2di7nKnWHttZ3N1VHt1q3Vear5U51skfR5s50ThV+tLh3DxWWF/x04HXBtne1iLdkID40xCJaB0yFDsQ4lbJ0Zpf2dTPj7HUOdPJ0jnb7xbR3jnRo4HY7xdPKlLPFe7SGd7kV7nboNCa11Qe+dCk0fHcNlW52zHa4dji3SnbZtup3wbfqdoDqGnQVOJYGt4E2BGci9nbsdBPH27fCkqi2Pnd2Bc83TNROdJTixaM4s4YFlRSqd3533HZBd2+2buaRBhF3IXUqdYp1znUTlOS07nb+tFF2X7Qed0q3cbXAQJ50ijuSyL4EFWqhdtu3oXXedYKW8nRClahW4XQC1OYGyTrxde4EknYSxpF3znUW1i50cLdxlZhWQtLIgOI5XHQxdlG2sbb8dmp2KGW3tGvXNnTBddJ1KOtzlHEHHYFxBAuU27eydex2DnSJd2F32nYKdU2XxgYiM2EhRYLf4Wl2bnWRdu52sXWWd/53D0u5d2Q4frd5dil3qnXpdyl3j1YCdqTFDOhbxe7UxCCZBzy3fbgJdtl1CXfZdWF2BFaOdFK3NNa5d3wFoSDpBXl1fnWFdvu1+XQDNql0X8Z5BBV0bnUVdjF3hXXMdygK/nUit0F2HnZxdXUHwXe5BbUGcSCJGKV3XnXZdb6ncnbUxol0XZVmdEl3YTrld2IF+whVBhV2fHT5dLF1QGTKdTsVqXZNdHUFuxQpdtV0rDeBdTyWNXeVluB1oLTFd90HtXSuiw9J/uHztl519nX1dqoUDXf6wjl26HfqtY51stZqBw+gnXSFdNV3OHcWdKiXbXQCt1dmV6caOvuVrXW9dAi31XX8dpV0pTbtdEhXeIR4tjnXUygKhezrxzWddaF1TsRhdV12k8ZldT52nHd9d6Qj+bS9dM13FXWZlkV2V7eZND11PrFjdJF3aXSxtTF2ILe/Fn12RpWDdxW0AISRIZu06wa+WKVA1LTttw+31HZnt6Z2i7Todeq0dLb/tsjmiwSvZesHVnYWdB43l7cMdlF3kCX1gzTCyWKYdTh0FqTut9Z3hne6t7F0rHftdsmUJ7WjxAcESILIt511pXf1d952DXTddvN0z7d/5WBYvZIGdjOmK5V8dh40KtRBd810jHTat1dbjTusq010gXbdteu0anfjdhl021ard1+0lLT5lh112vGsuKe3w3YJdiN3CXRld6i2cuK0d6N2alX5mDtCinU4x/10K3Vpt5F0O3ZLd1dk3uqy2Sd3yXWTd3w1WbZHt1N2sNcsd/t2rHTGOmt2Gzr/BBZawhD1diyU3ndq6kd2O7ajdgbV6Hc5ddGViIQWWTlXVXTjdlrV43cXd0lWAaZ3dr8HmrqTdoV193SlVm11phQPdSx3NXRxdAd250XftECFRaEi5rN1JnV0BHN1C7daduG22nc3oJ21t3fzdA3miwfOBe/Ui3QWFH2223T3VDZ2h5UudgGk0MGMSeCFcprOt7p23Hdk15+26bX9tkZ36nZDliEnuIQGZDpBmnXUtFp0pnTOdaZ2HbZPtYjUonQ1Zf90cwZBg6vlmbUCNDDXD+dfdHBW33QaF9MXYKJAMBZ3n3QrNhbV1XVPd8x0S3Wxdpd14HftdXOVlbed6B6YP7YPNYd2pXRHd6V3N3dHd9QCx3fQd31nQ4HhGjMjUPeud9F3j3QDdFh1bXSDdUk08uc3BVD1tIW7dj2U23dudlN3xJTPdDa3GXS1dAd0fur/dlyG59j4ta91APcmdm92aHVzdu91cmO+F913ojSo9Xog2uPA90x2iHYMdhD2lnWVdA3mX7F+hfAGAEtg9wUXzrWBdzF2b7R/dRR1LbfPdqx3x7ZwlRBQgoWH4Qm3W7ePwCN2KLU3dw50t3fo92V2alX49EKHxrNjd7t0QbRvtMj2CPQWtIIkxPfCh6fVj3a9dFJ0PJUXdKT2FbbTdse08ITx6QUlGocjWQ3AtheOlNl29Xfrdl12G3dddET157e3dWi0pFiqZ9qhZPb3dOl1KXbI9g20zyemhIBZ1JZ+dnT3k3fg9rj3JPRndxD1z3WrdSPEFKA+N1MqzeZb49iU1HRo9G917bVvdWh3c3Zmd4YVQPTrZyHDJoZmh6S1BnaLdHt24nSWd7j0LXT4lb+LFcee5Yj19HS/dAx1N7QQ97G3nPVBd8j1ePWQ9DnVB5rhM0YhcPaaxtD01PfQ9Bt0OXY09T62sPa413z2s2koNed28PTk9DzX23bMZFz18xRC9knCyguI91t1ZHZSdEV09Pe3tlFXvPTM9Ch3xXYhhkGF57nXdePEXXbet9T0o3Uw95AAsPQY9LzXT6Q+hoFDxPRI9Jz3iteM9CL2O3Xl5qjwBKE3uaL1oFRKdBd1n7V7d2L1GXZ490z0DeplNWGHiYWGmkmG5Jeo9om1rPdo94D3NHRiptL1RPQHF56jQePjWz901nQ89P61uPcrt3p0IFZu5QwRavUkVdz26vXw9it2/HSg9d1g0neh1C4lKgMEA1QDBAM5GsEBOAFyAIABRlieAkECUsX+mBAAevYWg94AEAH2ATkZygJSAh4B4AI0xQgCeAK/xBEAfAJzwZADtVkm92gA7FfQAmACsIJgANNiWRqgAeADORqgAjkD2AP34MgBD/sJeI/6UgGegUZYLrkUAvgDwACCAaAA+IUW9ACHAnarOqwCGIG29OUg7PuyBlb3wAPpwzIDRRvAAsSBlAHgAeABSHu00I73fAE29pn5rUKKgbb2rugQdxKhzvaZ+GiicHHz6jdwzvQPga72E4Ra6S72PEUPEa73erSK4S704EQUox70i+JqgsQBtvZe9vAD9+AwQkUFnoB0uRnB1vepu5OYoMXZGk71rvd55/KxLvTC5+HA/vSESHND/vc/Ih343veuhiYio4J+967pxcqB9QzrzcALoMH2B3boEP72yZQX4yH2JiL6oyH2jZr2oP708QUq2OH0zvWNwn71wXaDOOH2pSIlaOH0rvfIURH1YfdNyV71tvQc4NQHfQTIAD728IDGgz70HIK+9RECoQB+99N3AfWE4n70DpWIoOH1PLIeg170IwPR9MgAtvt29j71sfSGwKgCcfe+9N71rvabtFoi7vYd4nh4wfYwE3wAhsGJ97b03vVTA974SPhW9HS4qrHW9thQKfdx9Sn3zvYhtDohLvVztlWhqfcB9NORbvVblHyBnvU597WAHvVblqkB0fTe9aBCVocZ9KfAPIGZ9q2AWfYwYU70Z5b8CyH1JWo2y9HFxutp9KHoCfcj4pGi6fbp9BzgEYYF9pn20dKwAYX08fWu6M73sBJB9K70sVp+9fv6X8Kl9En1fIRBBMd6ZfcF92X25fVZ9pn5wfbJYLn1wfadBmn0SuO6gFX03vQx9UT7qAENeLH1ZfeZ9b72Wfa6Ayn0AfbaQLn3JfSCAZ73JfUs6vn1YSJJ9JgHSfUF9Vx71fSN94X1Efcl96fBEfcB99TkLfT2EMgANTvpwMn20AOx98n0bfTx92cjzcNHkfPrZyKlIapB3fbM9fQlI0E99h3iaEm99iYg2km99o2YLKk99PiHr3v99a1CgKHO9xEjzcEWs/32pSKO6/30aKMe6/33I+DoVT308QYV9kyXfAB64SP2pSCV908UaKO099HHsJWj9OMBI/c/I3thI/U8sBnIHfVTANzbW8Kd9530NfWN91vDIqol9DP0SuHbod32r1fkqbP0SuPx9KPrg8No+d32mEWAQ3X3u0Ed9xC6UgCd9rH1nfXJ9dP1NvUou3wBCgKD9B11yBv99o2Z4yAd9DH0t9mL9NP1S/Zd9Vn3ESM/IjnT/fYmIwGAK/Z8lIl5C/cW9NM50zuT24v1Pvdr9XH2bfabOyPgvCAd9smB3TpS2D06a/S56KgDwAOYAtADS/W99z8hCWEj9iYg+MBT9MgA04b9hMgAnfSLAvkDwACuwWMBhfVIeSQA2DmgAjJgjvfAAq2Y1ABAAgUangBAABDG6/QQdQlCg/cV+s+yc/alIAPic/RoojXT8/U3chH08/VX9LmAHfTlIuqaUgAFGEv20/Tr99P2xIGtQZeB8+tZxcv1zvWhx3wCE/cF4+v2D/ZF9SuB9/SOWcGBT/eu6fbBT/T4hnn050WtQcQAu/SL9Q15t/UN9oX2d/U29Xc3fADi4C/3zcDviB31AcRIef54AXjAgJn11fcN99v3wAGegsgBBAHkxg9EbgKfRu/3PfUoA5v1AcUHWCoCh1vOQ4daR1pSAkKiTgPouh+ZTQL5GVb0qAGgAKgDp/VGWgYDp/eADsJCp/fiAE71Wff3W3wAKEOb9rv2EVq5wxFabltuWgAOBRtOu4dYAQPAA4GBoAJNgMAMDfCgD9P0jWd8AD2h8+hOZiw1eoCf9Uf2tVu1WvhhdVllwbAMdVpwDTb2JOXQDucAsA3wAVlY2VnZWDlaUgIQD7JZnoFNAFACkAwlAaACsMDADHETUA3wDNwlNGEIDIADhlsyWkZb0ADGWcZYSA9Ouv6ZguPQAuTk8fTKwiYhcrBoD/FAs1mzW6gAc1lzWMgCEA0YDDACZOWYDX70S5BoDWgNslpyWPJYGA0YD4BBXHpzWiIBCgKYDqAPH0IsNQ8AaA+dWl1bXVhIDhAPh1vOQ8AA0YA29pOCUAw+QKgMMAzC5H5Bq/TIAFxalFtcWlIC/pkADUZZYwLk5UAMZAwjp4PAtfctQq9XaAHO9AUkzvWZAngP75ofmIsAn5tXR5+aX5oiAN+aYrGeg3gCCAL8ABQBBRuTmV0YvgAOAKAC+Rq4AsABHgPAAu+Z75uJqKgA4+FGWxAByAxOuLaDp/Zn9VQA5/QUAef2gQN9NVn3wSdp9UaAn/a79uVEgAJID0gNTrmQDFAOjvVGWygN5vVZ9zrXfAG8efPrFNfNwTrSvAwQdPIBzvcU1Gijr7K8Dq9U6ZgCDErh4YaB9/pGpSL/QwIN/A22ArwOHvXJxsIMggzP9IACilXL98/3Ig+vh8OAaAwYuRi4GLqYu5i5+A8YDPH3QqODwq6A5AwT1P+5nbjIA3+6/pvAAe+arZrSeFACblnSD3QN1vV0usgNRlk7k6f3MlgBmsED2RurGTb3Jjfv9aIMHDfv9W5h8+qkQ6H2N/Te9un2u/eceRADtLjyuXPDLA0QAq2ZgAEkAAGasg2x9HIPzoFyDPIOoQPd1AoNbZdgAVy7ig4HdVHgaA3KDCoNBrgQ4yoOqg+qD3gCag1ce2oO/oLqDuQD6g/yDpoOyZQpgFoMXHsF9s67zrouuy658ALaDaoO7Az79lx5SHlzgroO8gwaDpoMSuGJwPoPygx0uE66rYNceAYN3HpSAIYP2g+GDqYPOgxQA0YPugzx9sG68AP7giYNWg10uYqzKgzn9aEAoMZqD3v15gwWDfINFgzVlxoOsQBoDEh5SHjIehQMc7thuBQCHevNNaEBSHsBAlQAEAGgA9J7cltAggUZTQNwAiwO0AGi5qYNBrmd9UZZTNBsDKsBHgMEAHoM69U3cbGhkg+cDbO5/pj2DRAA4brkDh4PRRv2DKACDg1GWw4NEAKODUh5GA7oAiwMUAHCpiID0g0Gu7IM80quDm0Drg7GDW4PI+Dn4cYNPLNDkcYNYfav90oNtvUBx1gN0nnSeDJ4jgCgAlICQQ/SejJ4oABuW8ABX5lG9z4BEAKeAz72aoDIG7VauHN5Gk4AZ/WuDjoA/gxlN+/3egHR9vYADgAQArgDuAIw4O/g8UCdkU2RZwOCArkZjfUBxpb1uiZrRq7pVvb5GNb3PvSkDeX2pxYKw5v2dvTj+PEO9vf29QwNDvVoAMAPjvQ8D9P3Tvdp9NibjfWR9dQMwfcV+q72ruqvVylgufWR9OQ4ufSu9KYRefTO9c1pefWR9ARBefSu9w6gn/Xe9USGxulr9L707/ZB9cH2OIP+9ZH3o/euhyX24/ZB9wH3hrJB94H3/vVh9VNoCfXB9rP303R5DYoP03Su9pf303eh91f303Vh9fP3NvTF9gv0Ifab9hag4fXB9EIREfWR9GAPpQ5R9EH3NvTR9zANgQz19R32jQYF9tv1OQ/b9QkPEwaJ1yH0ifRX9zb0ifeoDZUPC/VV9pb1VQ7J9NUOKfYpDKn3w+Gp9In1ctl59w0OgQ+J9fn1HfVA+g33X/dv9tUONfZF9ZILRfQl9SIPxfR5QyH3Jfbwwu4MZfcx9V/1rfTf9fUMRfeDw6pZxfe/9vBg/vWV93gjm/Qc49771nrV9+0NzQ4dD433NfUv9jdxtfatDphFdfbuDJ1HUfrtDq30hfTl9zkPWfdN9vf3aQxN9UUOlLdp9833tQ/vAS30nUUZ9f0Nb/YDD80P9QzZ94J4ufU59RUMYLfv9TQMww6799wDTQ3tDAMP+/c29232gw5tae32CAzDDLGiGdjb2Nv09Qxx9QMPXfcP9RUP3fcP9oMP5zsP9r32mzk8sH32mzl99SIPZyL99aIPESElagP3RjsD9UUNg/d8AEP3RjlD9HMMkuq7A3MN4ZTLDI/3WCElaKP3WCPNwnkPpJWj9CsPKdj5D08XI+P5D08XE/TCD08Vk/aVDE0PbGCL91v2OQ4zDKMMy/Yz9IsPwteFDYPBrUBz91vCrbdz9DDboA5P9PP3zcIL930Oi/VH99sMXfY7Db31rUPL9oH3ESE8sSv3Rjir9kQMww+r9dMNhwyTDev0yw+bDcaUyw4LDXF2cVeNDen3PaCW9Vv2e/dVDDsNPQ479w/1tg3jDIv3u/QhgtLae/SO6Pv35junDRSZB/dPFIf2yQE39MgAt/TIAbf1lw+HDFcPd/c8D4/0gg6PDD32jw2P9oH2xIGT9o8OJiEiDucZ0A+P9i/3Lwyv9mAPr/a39RMPrfRHDwXh/g9zDUc37/dXD1sMW/SAAZ/3/npvD/0Pbw3ZGd/0P/RuAZ4Dxva/9s/0aKI8QGgPf/SHWYdYR1lHWyIPAA6ADZADgA0kD5QO3A3ADo70IA/iASANkABUDaAMIRQXDMoOOA8uWOAPrlngDX8OQqPEDU0DqAHIDzADkAwlAaQNxcJAjRSb0A155h3i0fdTDrANtVjwDYv3cAxwDbgMi+Pt9JCPCA9ZWxAC2Vrwg9lacA+cD065SAzIDGCMKA4VASgNwMHgjIRJtQ8fDQHFaAzoDegNDXk4DxgOhAzQDI5aWA3Qjy1A2A+zWtACc1pisEiMuA8/IqgMSuB4DciNeA64cPgO8lo4DhgOmEMBgQUbSAyEDyPgaI6NmSUZRAxdWWMCxA44DqCOJA8kDKbi0ADgj0AMKQxojqUjZA8nDuQMlFkYW5Ra5A8UDpQOQA24jZgPIqtUDK1BVA1FDDQPafbjDQiO5Ay0DCwPtAxZ4nQOsANfmDgOxuv0DgwPDA6MDBADjA5MD0wPtLnMDCwNLAysDd1BoAOsDo72bA9n9uf0AZrTmPH2HA0sAn/0yANiDhPgmLmYu5PaqI6lITb3Egz39XcPeI+SDp25/7gMjtIP0g4d6jIOIgMyDV+aag+yDnIOjvdyDboNNg1Z9goMtgMKDRSbGAHO9EoPafVKDx8Oyg4Gufy6Zg8QAdoNhg4uDkYM6g3MjeoOLI/T9hPXPA9zD9nXPAxRDciOWgz8ulx4HIyqDoYMag9aDpyMug+cjCyOkQ4rD3oOPI76DVx7+g7ceQYNevYcj7yMOgymDToNRgz8jMYObgxRNLYBWw4XDJ8NPIzGgk65pg6CjF/3go28j2YMpg1OuDYNwo4WDSyO69SWDxwOAo0mDPK6Vg8QA1YMDgLWDQa71g7Cj8ADzI/CjzYMxjoyo7YOSHtIe5PaYbpzu54OXg9eDt4Pk5hODU4MPg2C484NTricjy4NOuJ+D4EDfgwijMLk7g/0je4PobgeDWG5Hg1zu3YPqo2eDA4MDgEODKAAjg2ODUZb3gzODOPjPg6+DbINSHh+DlSPEQxuDzYMhEv+DW4OAQ0VD5vFQw00jfAAIQ9BDSEPwQzSeMEMngChDaEOuABhDWEP6gOsMxjB4QzoABENEQ1+DJEMKo+Dw8diUQyXx/wCww1V98MPcQzNDD0PIwxXDpn6Sg+bDjdzofXIw7n1Qw9sjKKNUwBH9aWHR/QSIZ33x/X79G31J/RAAKf1p/ZUjWf3bA7sDV32F/VLDJf2sw4ThzUNg8FX9WcM4EXX9YIXoAyWjun3GhCAAZwMXA4iAVwPyAzcDUh73A0SDyKovA8iD8LUfAyujTdzfA2CDxX7/A8iDgIOgw47Vcv3cw+CDcv0j/dlVcv3mw7RVvADwg+iDiIM/AzgRptwIg38Do6OXvZZGcEDrg/AALr2yAM5G/gA0ic0AeIDtQftljTrtQQkxDgBFvXt2GPYQY5BjgECVcZdII1qwY2PwDwBtvc+UexAAYzTIlIoQJbwgFPg9SFhjmGMgSEhjjuBfYI9YhGNwY48glXFEXdhjqI5EXYT9qb5dXWhjKGOX4DBjDwAIY0RjsGP4YyxjTGPEYwksECX0Y0BjtGN+tHFxAo44Y+RjmGMQJexjYmM3AfhjgmOUY0JjHm2BgOJjzGP8fcEECmPKY50YddHSY+pj8aRGBahj2mMMY+BjUGNQY/hjcGMcY/BjcMwWnTxj5mOJfchjgGMWY6PNFmN0Y5ZjEiD6Y/pjECVOY05jl71icSAA9x6/o8lRuGNSY4JjIGPJo/YFRmPyY6pjiXzWY+Fj8/1KY5xj0WM2QGRjMmMaY0fDYGO5VNFjJmOxYwt8FGN+Y/+DNGO8YzljLmOuYwZjN73J4CljxmOkY2Fj9mPlY/hjxmNVY85MZmMRY6hj+GMaYxljxyRqY/ljkGMNY61jEGMQJXxj3WOUiu1jHWNB+HFjjWO+Y22DHmN8AN5j/0BDY+RjAWMIwJZGcEPjY7UxvmNNYyJjLzGgY3FxwWPrY2PwpWNIXZNjroFsYzpjuWOTTSZjR2OIY4VjyWPHY0RjaWOdkPtj9GOSY0tjwmN4rVFj52MSY6djmWOLY8tjddHVY+tjr32PY59jXGMpBTtjXliefdljdmOwLHlj/WPUYwRjT2ObY7ZjdWO0Y5VjIWOwY7Jj3WCw48VBcXEA4yfEYOP9Y31j/WMuY69j5GNA48jj5WOoY11jCOMPAN9jhOPXY+8QddGk4xdj2OMdY9xjKOM3Y6dj6OPNY4o+NOMz/XJjG2PEY0jjb2P3Y7tjp2Nc40djW2O84/Fj37Qvo8hAzkZ/o9UuOWM2YytjgWNs44LjDwAw40TjcOOnY3zjCWPK45TjScNjfT9jIWOxY3HqO2OT/brjXOOXY3jjMmN7Yz1jPGMYY1DjxGOGYypjQuMYY+rjfmMQ407jGWPQY1igouNu4+5jlkbwwKAAUuOKMWbjgOPTY0W9QWP24xxjl2Mi4wljbGOK4xdjmuOW4xUqbb2h48VjseMpBb9j3OMW4zLjgGO443djWGME42iR+eMF4/njmOMdY/hjjOP7ZRqAKc0g46rjinHs40jjmeMVY+LjcuOjAP7jnONh4zVjA9GrY0VjNuMk9INjgeM54vYFWuOg44djaeOsY6dj7ON/Y3XRfePYY9HjbeM3AcR1keOCY8wDHmOHAH7j/6Px43RjweNJYyzjK8XJ4+tj8OMx46RcveM543hjAuOF42fjvuRH4wvjEOPj46FjUE7s47djC+PYY9xjx+OCYw/jruPvY1ZjKuO9Y2PjB+MT43pjrWOGY+fjZ+Nx4/Xj++Oz43XjVeOo4+ljj+MrxeDj3Zho43ATXWP14wBjdOOtYxmlnuPDY2/jGBMPY5DjI+Ndwx5jiACS4z5j7+OiOB3j8uNnY2njEeMkE/zjRgW/46pjBuNm48ijSeM245djcBMQ40ATwBO1Y1/jHUFxcSPjZOMgE3ZjDWNT47ATcBOoE/lj2eMwE/hjyBO0YyTjB+Pk49ITjTqiY3QTvf3/4+ITKQWQE0zjQbHb49bjfBNgkrwTteOO49gTNBNrYxwTBeOGE+jj1+PKEzoT9+ON414ARBPVEY/jy2NkE2N9CBPg4+YTfeMQ42wTSBMaE0bj9lgwE8XjABOnY7oTh+NlY1rjgBOmE2iRAhMRYzPju+N/445jWOOJ46oTrmPWEwfjlWMKEyiwl+NO4+wTERORE5NN1BMn47QTs+NxE7ETtuMvYy/jT+PqE+UTmGNYEztjomOD43D9xuMqY5djdBN9giYTORNbY2XjNMgwg5/jlOMZpdwT5eNiE8kTiyVGE3hjthOJ4KvjDhPUE5vjrhM443kTIxP940kTTmPz49QTTBOLE85jw+P340ET6RPQYJkTouPsE0UTpmO7E1HjY+P1Ezzj3eMnY4UTJROm450T/GOacI4TOBM34yoTVdFTE6njteMxEywTEhOu4wTj/RNoYwET+WN24yUTPeOhE+vjaRM+E1ETFWPM44gT/2OiE7YTM0DzY4tALOPTE1WQ9RPgk/VjAuMHE0CT22MeE0IT5RMELT4TkQMeY/4xExNFCezjSJNP1eUT7hMv4xDjU+Mf41iTVJO6fXFx+RPlwEcTzuOl4/MT0GMMEznjvhMtE1tjVRM+Q8DjKOMQJRiT3RPPE0YTo80s497jMgCLTfCTeTAvE84TIeNrE1BjqJPV4zMT9OOBIMETOJP+E05AfJPk4+vjAGNaycoTbJMWE1rJpxPhEzkTJpN6kw0TFBN64waTBxPkozrj8RNqk4xjmxOKcdsTlJNX4wCT3ePC40yT1+OnEykTs+PvE5QTDOM/E7cTopO1EykFjxM1E2bjshPgE4GTNpP/Y8ITGeOQE38TrmOek3gTypNQE6YAYJNcE2ETkJNuE9CT4OOSk18h9hMkkwfjZJM3E9JYldH3E/CDreO74x5tnJMi474T2hPtdWKDipOQYxAl5xN6E8CT9eNCk5aT7fhxcfMTSsAtY4WTp2ODk30T9RMik9sTsmDU44aTeZOzE5PjFZOak18T/pO742ATdZPuk1kTpeMhk5WTHuMWE2aTERMrk09jSZOCk+oTi5M/43aTShN2k1GTOePjk5aTIpM0kzgTbBNxkybjvZPpE8eTX+MdkxqTp+PtE/PjW5MTk8sTRhNL45ZGiIAlk0SgRRNAcRzmCpPWkxtjGRMiMhOT4ENAgMwx25MUQx5jrgAlkwSUcpOQU0ljjxMZkzwTjRMxYxaTChMMk/hTqWMpk25j35PmkzmTIJNBEwYTVFOgE8zjwhNkU/pjgxNLEwmTuJNSE/iTMZN1kxxTnROXk1cTLFPrEwuT25NLk57jO+OdkxzjMxrgExuTexP7k6YT0lPHE5cTHxMbE6kTthP+48STDZN842gQWFMCYzcTuFMOY+0T+xjyU6yTNFNyE1xTT2PyE5xTcxN7k6djOpN6UwSTydGgU14KlFPyk9hTVhNWU9iT55NXE3ZTxFPQU00TnxOiU++T+2NMUwVjQbE8k95TJlNSU3RTghMMU7iTwVNtY3OTTpM9E/HjAlNKk+5T9JOJE46TaBOp49sTPFM/E3FTEGP4Y8KT4VNBseJTxVNQ9SsT+VMY9ghTgJMTNB9jOVM3veXqfBM74z6TRZMgAP0wMpOlU03jUFNTkwBThuPPk35TLZMrE9eTIuPeE2Xj/VMEU2xTkhMUUweTBZNY41sT2ZPDk3NTWhNQk2pjiZOjk5ZTdVM+E1ITiJPDE9ZTQbFjkxGTs5P7UxtTyJOWkylT7ZPKUwGT81Nl40ZTXuPTU3JTaVMek55TSlPOk6kTZRPVk8GT9ROtUwXAMpNFU11TSWP4kzBYleOdE+dTnWNRU9ETL2MVk7dTmBMJU1lTLJNe47YTiEDEkwiTU+Nkk4DTFePdk9FToVMYk96T7JM+U82TwNM/E2mTCOO403tTA+N9k7/RD5Pk4zhTLDZHUzpT25OEU5ATrVN9sS3jM2h8E2jTUNOPU5uTsNNqE4TTYRMZU+jTZVNtk2DT8NOYE7YT0CCOU00A2lMkUxxjpNMeU4pTaeOkYxpTMmO+E0yTvVOMEyJTjWO/k+tTvFMpBTqT21Oo0ykFwpOFU4CTOxPQE18TJtPd42bTfujy0wOTO1PU46aTOtN5U5UT1ZOa05ljh5OfY0aTfePQ01Rj41MmY3LT6VMeY2xgHVPBE2ST25M84y1TauPskz7TxhNJU5njHtPiY27TTWMrxejTuVNa43UTfZMG0xSTu1O20yjT2dN10acTBOM9U3rTX5PLU/mTVZOgkzdTg1OAU8TTguNK03STjZOBUz1j2tMK0/GT+kUukwJjtlNG032TBONU0/5TjWPfE25TH2NvEycTFNM50/ST6JOAkx0TyFOV0/0Tt5PSEyKTXhPj009Tx1O608PTchNZ04/j/dOZY439HmOjICHTpJP/U2tjONPb08nTTdMHY4tTJePPU0GT4NMQk0GxfdNG0zVTw1N846+TGhN+0+Hjn5Md0wKTH5Mtk7XT9uP109WTvhM90zsTytPSY02TK1Nz5gOTJ1PSZG9T+1P208zSb5Ojk/AzbNOk42nT6+NC05lTvNPC01VT11Nz05NTFtOT016Tp9OLY98TfpPZU1tT19Nt07WT5lPP0zJj89NV4/eTXdMzk1eTlDMvk6eTwlOj0woTCdN744Qz6ZNc0zJTuDO9E/wzClOqk3DTCuNXU6vTztNCU19TSDOG08wz/FOyM/nTcFN3k2gzPZOvExvTPNNDE5tTY1OCM/HjxDP4461TnyAH02WTR9OnU9IT6tNck5bT7NPV031TvDMk0zHToxMeY9SgxjOz42STS9NVk0NTUdPGkzYzGtN2M3XTLdNtE5RT7dOwM8wTN9MF00/T71MvE6tT7FORM2KTh1MsM63TbDPSM2dTnDPJk5dTq5N+M//TDjMLE1mTVdOi077TmjOsU69TEjNQM2vTZjNV45vTruN8UywTlTOe4+gTZNOY0xFjo1P9E6DTGPb6M7njs9NCM5fTgRPY01PTlVPwE9/TQVP4MwFTrDMDU9ozLTOxM+GTzDF407YTWqAuM7vjHNMM0z4zljOKM1vTyzON02rjyFP9MxDjwDPbM60zA2Pm0yMzkjPp0+QzOjNwM3IzOAgNM+STazPyMzUzTtMnM8kz0hP7M+7jd+MhM3HTsuP5M7HT59ZcM8IzxlP300wz4jMZM/fTnNOPMxUzthOxoPMzT2No0wCzMDMlMzLTKeMV0/dTHBMWMxszrpMLU6Azi+PPMwEzjTPlY5/TbzPXM1Uz3dOIM+czSjMEs57jqjN2Y+0zgOOSYyCzu5O502SzWtO/MwjTHmNnoJLTZJN/U6CzsOO1M4yzxTNAs2jjjFNMszDTNeOmU4KzBTO9M0Qz6TNHk6kzJ5OT4/rTozMTUw7TmdOTM9GTy9Pc0/8zH1PDMwPT79MIs04gETNaY2PTvoWu05kzKWMAM2uT5lMos5pTSdMkMxazKtPcs+7Tv9OnYxyzvAk2Ex5jTGDoUwyz9rMuU/oTIrMeMzXTEVPrkykFBlMSUz6Tz+NGs+KzfDO8s1KziTNjM3SzE9PAs0sznzOOM5ZGEFDus4XT5ZNbM+ozsZObM/+TorO7YxlTNVNrOL6ztjNBsRWTGNOSU9xTqzOEs0WzGtO2EzuW82MYs9hjWlOd475T0WMAM54z0bOts9UzlBPn0/Rji7CcsyrjslNAE8K4kbOe09mzlpPZM54TFzMN02qzpTNSM4CzUbN201OzqdOOs6bTXbN641YzCOMgM9OztrO2E8CwkLOfY24zK1M4s2iTZdPzk7GzHpMZU6Wz8+PnE73TMLM8kxuziuMQJfezthOz1vWzSCDS0ygzguPW09WTBROMk/MTZlOfY1TDDpM34wHTK9OhMyFjbbN+s1oTcjMNs5hjvhPF04izJLM3M86z+LMYk9bThdMPs/bj1tNTk3azTWNUs5pjs7MPM+8z4WNWs1NjmbMVsx2z/tMAc+JjggMeY5CoktMVU6YzspNxM+ezM7O6s1bTSbH3M+gzkrOjs2izeTPws89jJbP/sxGTjtPhswjjGdNEU5ezCbOscwIzoVPtE8Oz87O8c+BzXONbY1TTtDOUY0+zONPqcwKOGDMgcx2TYbOBM6YTw7OQM8oz5jPrM5azMVM3M7Bz3AYUs00zDrNE+auzetMGcwgzaTN809RTRPkGs13jeBOYcylj1tNqc1xzajMjs4nTlnNVszJzIjOmc1XjE7OtUzdWv1M1U2STCHNhc38zynMxs9uz4XMts6RT5nM7sx5jvkbus13TXrMCc3ETwDOdM3ozpzMtMxlTCXOpc0lzBXO34z+zOTM009WzKzPHM9xzDXON07YT8ADuswdT+XO3MZHTSHOEs4lzzLOWRo5W+7PiY9CzGrNBczwzcnM/k7mzv7PEc/ZjUXOFM4JTinPBc01zgXPlM1yzlbN1M/EzCjO9c5tzddFBs7ZzuLOLJTPTC3OpU9MzVzO7M+RzNDPGsw7jpXOU4z2zWeOaszvT2rNz47NTV9Pqs1EzedOP49pzFRMF0z3Tz3NxE+JT93O/E/Zzx9N9M5lzYDOkc7njNrMQ8xtzPLM65rYTVADusyGzTHP1c2tzA7PSsz/T43MKY/9zNXM9c53TY3NLcxNzyXMKs2jzOmM481QTMzMeYykAuXMas11z7jPHsyqT2DMHM5VzCNNKfdVzl2M4c/KzGXOys85z3zOuc4Tz2PPXcyVj83PCs5FTibM5MwTTAvOlE6eziVNXY2dTthNsQ8jTy7IaE2STF3PjM3dzXPMf07dzyVMZU6jzLPNCs8Tz3PPWczWTFOPNc8bzQFO5Ax1zO1NdcwWzkHPFs6IzvNPm8z5TYVPTczkzLvMtc5azthMEAEjz0dMo80PT/XMG8+zz3lO680PTTvPKszeTIPNB8yXTX9N88zKzJnPpc1rzHvO2s5rzOrOws6uTthPQgErzf1Ndcw/TWPPS8+TTPzPi8y7jvvNF88Vz8dM8c8tz/LOxUy7T1BOQ80HjW3N3M3xzeDN7cwZTXtNUk5pzU9ODs0ATHfNek+Tz9DOw44wzBPPls1dz73NxM+rzyVMp8y9z3TP/E0iz3fO30yezf7PeM25z9FNN810zTPMjY5ZG62Zvs4AzYdN0E6BzbHMJ80RjdvM1s2zzh/MjWltjRXMrsxxz2vOZ4z5TaHMi8//5jnNJ8xDzthPk5o5TgNO78xeTrvOWE1/zz/OYs7oz5fMt8+0T+GNMM2HzJVND87VzG/MyAHvmuXOh00xzgtPg8//zDnPnE1FzGVMcs2AL9NMok9/zrVOmFr9TPdOjcx9zTlMRE1izgbOt8/mznVOl82OzC9PQ80gLi7Oks5ALrVPxlngL6RNkk7bzNAuNs3+Td5MP859zVbNO87YT7JY+894zXXN68wwLk/MT43wLHmO8ltvzn/MlE/vzsnOG87LT7Atwc3fzT/MB82KzoPPd4/hzPuhoC0/zGAvVcx0TlPOWRlGWbLN+8wcTcgtpc3pziAscCyFzu3N6C6bzgXPx8wdTwTNws5+zWHOv04zjPnNHY9hz+JO4c4tjWgtF09Azl/PQc6SzwRPU03vz1HNfY61Tx3rSC0xzavOzcygTAXOUs5dzgHO+C2RzZ3P0s/fzgbNac1fzI+PW05GTsPP2s/2zZPOJC3ZzefOj48ELyHP68+oL+gvcC2fzP+BKCzZzAAsfM3YLcBMV444L0DOA8wULeHNEs2/TXQt+CxadEpMlC4dz0/OpkydzEGNls9vjZfMfM/ELXV048xfzOVO2E3S2b7Mf8/ALILN2C+7zagtfM3ELHrNNY6kLWGMP86ogf/McC7YTA4Cps3FzpgteU9gLYgv0E1ULTyYZU0Gz/fMq44vTArOl8xlTkvP2C1jTCgup8/tzthPTrgxzgFPps1gLRwvKCzYLcPO3C/BzG1Px85kLhrO1846znnMfCxDTHnOF815zJNOeC8ZjfnNysytzSQtlCxcTVfOVC6ILJbPSc7cLM3NECxwTCnOvMy4Llgs887CLo/OTYz3z3nPh87zjunPhC05zNIuGc2SLHJM5gIyTCbMSC5ZG+i7/C4bjMgs24+YLVXN1CzuEwIuNC8gLuQu1C9CLvIuWRgQAub3wAEuuj9GORl5jz0b9cOKjIdYQAHQAAAA69x4WAEAAAA="))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
///////////////////////////////////////////////
///////////////////////////////////////////////
diff --git a/cnc-controller-digikey.csv b/cnc-controller-digikey.csv
index a64b71a..6aa15b1 100644
--- a/cnc-controller-digikey.csv
+++ b/cnc-controller-digikey.csv
@@ -1,32 +1,34 @@
Digikey,Quantity
277-1860-ND,3
-ATMEGA328P-MU-ND,1
-609-4050-1-ND,1
-768-1007-1-ND,1
277-1263-ND,1
-945-3159-ND,1
-296-38492-1-ND,1
-1276-6524-1-ND,4
-587-1226-1-ND,17
-RG10P4.7KBCT-ND,1
-RMCS0402JT100KCT-ND,3
-1276-1044-1-ND,3
-846-1211-1-ND,9
-RMCF0402JT1K00CT-ND,19
-ATTINY404-SSN-ND,1
-336-4377-ND,2
+587-1226-1-ND,24
+336-4377-ND,6
455-2249-ND,3
-497-5235-1-ND,1
SML-D12M1WT86CT-ND,1
-SER4372CT-ND,1
-1292-1259-1-ND,3
-RG10P10.0KDCT-ND,3
-1276-1972-1-ND,2
-641-1036-1-ND,2
-1727-8643-1-ND,1
-296-TLV9001IDCKRCT-ND,1
-493-9631-1-ND,1
-RMCS0805JT10K0CT-ND,2
+846-1211-1-ND,6
+945-3159-ND,3
+1568-DEV-16771-ND,1
+1278-1052-ND,1
+MAX5035BUSA+-ND,2
+SRR1280-101MCT-ND,2
+PCE5006CT-ND,4
+2019-RK73H1JRTTD1004FCT-ND,2
+2019-RK73H1JTTD3833FCT-ND,2
+511-1733-1-ND,4
+587-1226-1-ND,5
+587-2407-1-ND,1
+296-TLV61048DBVTCT-ND,1
+311-1.5MGRCT-ND,1
+511-1819-1-ND,4
+311-1352-1-ND,8
+24LC16BHT-I/STCT-ND,1
+B120-E3/5ATGICT-ND,4
+296-TPD4E001RDBVRCT-ND,2
+296-TLV9351IDBVRCT-ND,1
+RMCF0603FT4K53CT-ND,1
+YC124J-100KCT-ND,2
+YC164J-1.0KCT-ND,4
+277-1263-ND,1
1460-TMC2590-TA-TCT-ND,3
1276-1173-1-ND,3
1276-6807-1-ND,3
@@ -34,5 +36,5 @@ PCE5177CT-ND,9
1276-6807-1-ND,6
YAG3340CT-ND,6
785-1203-1-ND,12
-CSRN2512FK75L0CT-ND,6
1276-6524-1-ND,3
+CSRN2512FK75L0CT-ND,6
diff --git a/cnc-controller-joost.csv b/cnc-controller-joost.csv
index c45647d..dbf6f36 100644
--- a/cnc-controller-joost.csv
+++ b/cnc-controller-joost.csv
@@ -1,44 +1,43 @@
Reference,Quantity,Identifier,Package,Value,Tolerance,Voltage,Current,Power,PN,Digikey
-"J105;J109;J107","3","","","Screw Terminals","","","","","","277-1860-ND"
-"U101","1","","","ATmega328P-MU","","","","","","ATMEGA328P-MU-ND"
-"J101","1","","","USB_B_Micro","","","","","","609-4050-1-ND"
-"U103","1","","","FT232RL","","","","","","768-1007-1-ND"
-"J103","1","","","VM_PWR","","","","","","277-1263-ND"
-"U104","1","","","RFM-0505S","","","","","","945-3159-ND"
-"U108","1","","","TLV73333PDBV","","","","","","296-38492-1-ND"
-"C111;C115;C110;C107","4","","","1 uF","","","","","","1276-6524-1-ND"
-"C112;C103;C102;C108;C109;C114;C113;C105;C106;C118;C119;C120;C121;C122;C124;C123;C129","17","","","0.1 uF","","","","","","587-1226-1-ND"
-"R105","1","","","4k7R","","","","","","RG10P4.7KBCT-ND"
-"R101;R117;R119","3","","","100kR","","","","","","RMCS0402JT100KCT-ND"
-"J102","1","","","Conn_02x03_Odd_Even","","","","","","NoPart"
-"C101;C104;C130","3","","","4.7 uF","","","","","","1276-1044-1-ND"
-"D102;D103;D101;D108;D109;D110;D111;D107;D106","9","","","LED_Small","","","","","","846-1211-1-ND"
-"R103;R104;R102;R108;R109;R111;R110;R115;R112;R113;R107;R114;R120;R124;R125;R126;R127;R123;R122","19","","","1kR","","","","","","RMCF0402JT1K00CT-ND"
-"U105","1","","","ATtiny404-SS","","","","","","ATTINY404-SSN-ND"
-"U107;U106","2","","","Si8640BA-B-IU","","","","","","336-4377-ND"
-"J108;J106;J104","3","","","JST SH","","","","","","455-2249-ND"
-"U102","1","","","USBLC6-2SC6","","","","","","497-5235-1-ND"
-"D104","1","","","VM On","","","","","","SML-D12M1WT86CT-ND"
-"Y101","1","","","TSX-3225 16.0000MF18X-AC6","","","","","","SER4372CT-ND"
-"C117;C116;C127","3","","","15 pF","","","","","","1292-1259-1-ND"
-"J111;J113","2","","","Conn_01x02","","","","","","NoPart"
-"J110","1","","","Conn_02x08_Odd_Even","","","","","","NoPart"
-"R118;R121;R116","3","","","10kR","","","","","","RG10P10.0KDCT-ND"
-"C126;C125","2","","","0.15 uF","","","","","","1276-1972-1-ND"
-"D105;D112","2","","","10V","","","","","","641-1036-1-ND"
-"Q101","1","","","2N7002NXAKR","","","","","","1727-8643-1-ND"
-"J114","1","","","Conn_01x03","","","","","","NoPart"
-"U109","1","","","TLV9001IDCK","","","","","","296-TLV9001IDCKRCT-ND"
-"J112","1","","","Conn_01x05","","","","","","NoPart"
-"C128","1","","","47 uF 60V","","","","","","493-9631-1-ND"
-"R106;R128","2","","","10kR 0.125W","","","","","","RMCS0805JT10K0CT-ND"
+"J107;J111;J109","3","","","Screw Terminals","","","","","","277-1860-ND"
+"J102","1","","","VM_PWR","","","","","","277-1263-ND"
+"C129;C132;C136;C135;C110;C128;C109;C102;C108;C105;C134;C133;C130;C131;C103;C104;C111;C126;C127;C124;C125;C123;C113;C107","24","","","0.1 uF","","","","","","587-1226-1-ND"
+"U115;U114;U113;U112;U110;U111","6","","","Si8640BA-B-IU","","","","","","336-4377-ND"
+"J110;J108;J106","3","","","JST SH","","","","","","455-2249-ND"
+"D111","1","","","VM On","","","","","","SML-D12M1WT86CT-ND"
+"J101","1","","","Conn_02x08_Odd_Even","","","","","","NoPart"
+"D106;D107;D108;D109;D105;D104","6","","","LED_Small","","","","","","846-1211-1-ND"
"H101;H102;H103;H104;H105;H106","6","","","MountingHole","","","","","","NoPart"
+"U105;U104;U106","3","","","RFM-0505S","","","","","","945-3159-ND"
+"U109","1","","","Teensy4.1","","","","","","1568-DEV-16771-ND"
+"J104","1","","","RJ45_Amphenol_RJMG1BD3B8K1ANR","","","","","","1278-1052-ND"
+"U103;U107","2","","","MAX5035BUSA","","","","","","MAX5035BUSA+-ND"
+"L101;L102","2","","","100 uH","","","","","","SRR1280-101MCT-ND"
+"C112;C101;C114;C106","4","","","68 uF","","","","","","PCE5006CT-ND"
+"R101;R103","2","","","1.00MR","","","","","","2019-RK73H1JRTTD1004FCT-ND"
+"R102;R104","2","","","383kR","","","","","","2019-RK73H1JTTD3833FCT-ND"
+"R113;R105;R106;R108","4","","","10kR","","","","","","511-1733-1-ND"
+"C137;C141;C139;C140;C138","5","","","10 uF","","","","","","587-1226-1-ND"
+"L103","1","","","4.7 uH","","","","","","587-2407-1-ND"
+"U116","1","","","TLV61048","","","","","","296-TLV61048DBVTCT-ND"
+"R110","1","","","1.5MR","","","","","","311-1.5MGRCT-ND"
+"R111;R112;R107;R114","4","","","100kR","","","","","","511-1819-1-ND"
+"C119;C120;C121;C122;C115;C116;C117;C118","8","","","1 nF","","","","","","311-1352-1-ND"
+"U108","1","","","24LC16BHT-I/ST","","","","","","24LC16BHT-I/STCT-ND"
+"D101;D110;D103;D102","4","","","B120-E3","","","","","","B120-E3/5ATGICT-ND"
+"U101;U102","2","","","TPD4E001R","","","","","","296-TPD4E001RDBVRCT-ND"
+"U117","1","","","TLV9351IDBVR","","","","","","296-TLV9351IDBVRCT-ND"
+"R109","1","","","4.53kR","","","","","","RMCF0603FT4K53CT-ND"
+"J103","1","","","Conn_01x04","","","","","","NoPart"
+"RN103;RN104","2","","","100kR","","","","","","YC124J-100KCT-ND"
+"RN102;RN101;RN106;RN105","4","","","1kR","","","","","","YC164J-1.0KCT-ND"
+"J105","1","","","SPINDLE_OUT","","","","","","277-1263-ND"
"U201;U301;U401","3","","","TMC2590-TA","","","","","","1460-TMC2590-TA-TCT-ND"
-"C207;C307;C407","3","","","0.47 uF","","","","","","1276-1173-1-ND"
+"C208;C308;C408","3","","","0.47 uF","","","","","","1276-1173-1-ND"
"C202;C302;C402","3","","","0.1 uF 10V","","","","","","1276-6807-1-ND"
"C201;C203;C204;C301;C303;C304;C401;C403;C404","9","","","150 uF","","","","","","PCE5177CT-ND"
-"C206;C208;C306;C308;C406;C408","6","","","0.1 uF 50V","","","","","","1276-6807-1-ND"
-"R201;R202;R302;R301;R402;R401","6","","","10R","","","","","","YAG3340CT-ND"
+"C207;C206;C307;C306;C407;C406","6","","","0.1 uF 50V","","","","","","1276-6807-1-ND"
+"R202;R201;R302;R301;R402;R401","6","","","10R","","","","","","YAG3340CT-ND"
"Q202;Q204;Q201;Q203;Q302;Q304;Q301;Q303;Q402;Q404;Q401;Q403","12","","","AO4611","","","","","","785-1203-1-ND"
-"R203;R204;R303;R304;R403;R404","6","","","75 mR 1W","","","","","","CSRN2512FK75L0CT-ND"
"C205;C305;C405","3","","","1 uF 16V","","","","","","1276-6524-1-ND"
+"R204;R203;R304;R303;R404;R403","6","","","75 mR 1W","","","","","","CSRN2512FK75L0CT-ND"
diff --git a/cnc-controller.sch b/cnc-controller.sch
index 8a351e8..4162ba8 100644
--- a/cnc-controller.sch
+++ b/cnc-controller.sch
@@ -4237,4 +4237,6 @@ Text Label 600 10450 0 50 ~ 0
PROBE
Text Label 600 10250 0 50 ~ 0
FEED_HOLD
+Text Notes 11500 6900 0 50 ~ 0
+TODO fix 10 uF part number,\nfootprint for TLV buck
$EndSCHEMATC
diff --git a/cnc-controller.sch-bak b/cnc-controller.sch-bak
index dea2802..8a351e8 100644
--- a/cnc-controller.sch-bak
+++ b/cnc-controller.sch-bak
@@ -204,14 +204,14 @@ Wire Wire Line
$Comp
L Connector_Generic:Conn_01x02 J102
U 1 1 60195F17
-P 1350 1300
-F 0 "J102" H 1350 1400 50 0000 C CNN
-F 1 "VM_PWR" H 1350 1100 50 0000 C CNN
-F 2 "TerminalBlock_Phoenix:TerminalBlock_Phoenix_MKDS-1,5-2-5.08_1x02_P5.08mm_Horizontal" H 1350 1300 50 0001 C CNN
-F 3 "~" H 1350 1300 50 0001 C CNN
-F 4 "277-1263-ND" H 1350 1300 50 0001 C CNN "Digikey"
- 1 1350 1300
- -1 0 0 1
+P 1350 1200
+F 0 "J102" H 1350 1300 50 0000 C CNN
+F 1 "VM_PWR" H 1350 1000 50 0000 C CNN
+F 2 "TerminalBlock_Phoenix:TerminalBlock_Phoenix_MKDS-1,5-2-5.08_1x02_P5.08mm_Horizontal" H 1350 1200 50 0001 C CNN
+F 3 "~" H 1350 1200 50 0001 C CNN
+F 4 "277-1263-ND" H 1350 1200 50 0001 C CNN "Digikey"
+ 1 1350 1200
+ -1 0 0 -1
$EndComp
$Comp
L power:GND1 #PWR0105
diff --git a/cnc-controller.xml b/cnc-controller.xml
index eefed36..60edaed 100644
--- a/cnc-controller.xml
+++ b/cnc-controller.xml
@@ -2,7 +2,7 @@
/home/kelvin/src/cnc-controller/cnc-controller.sch
- Thu 28 Jan 2021 08:11:13 PM EST
+ Mon 12 Apr 2021 09:39:09 PM EDT
Eeschema 5.1.9
@@ -30,7 +30,7 @@
-
+
@@ -43,7 +43,7 @@
-
+
@@ -58,7 +58,7 @@
-
+
Screw Terminals
TerminalBlock_Phoenix:TerminalBlock_Phoenix_PT-1,5-4-3.5-H_1x04_P3.50mm_Horizontal
~
@@ -69,7 +69,7 @@
5FFF65FC
-
+
Screw Terminals
TerminalBlock_Phoenix:TerminalBlock_Phoenix_PT-1,5-4-3.5-H_1x04_P3.50mm_Horizontal
~
@@ -80,40 +80,7 @@
6000FCDA
-
- ATmega328P-MU
- Package_DFN_QFN:QFN-32-1EP_5x5mm_P0.5mm_EP3.1x3.1mm
- http://ww1.microchip.com/downloads/en/DeviceDoc/ATmega328_P%20AVR%20MCU%20with%20picoPower%20Technology%20Data%20Sheet%2040001984A.pdf
-
- ATMEGA328P-MU-ND
-
-
-
- 6002B4E3
-
-
- USB_B_Micro
- Connector_USB:USB_Micro-B_Amphenol_10103594-0001LF_Horizontal
- ~
-
- 609-4050-1-ND
-
-
-
- 6002F056
-
-
- FT232RL
- Package_SO:SSOP-28_5.3x10.2mm_P0.65mm
- https://www.ftdichip.com/Support/Documents/DataSheets/ICs/DS_FT232R.pdf
-
- 768-1007-1-ND
-
-
-
- 6006A1AB
-
-
+
VM_PWR
TerminalBlock_Phoenix:TerminalBlock_Phoenix_MKDS-1,5-2-5.08_1x02_P5.08mm_Horizontal
~
@@ -124,226 +91,7 @@
60195F17
-
- RFM-0505S
- cnc-controller:RFM-0505S
-
- 945-3159-ND
-
-
-
- 601B4C88
-
-
- TLV73333PDBV
- Package_TO_SOT_SMD:SOT-23-5
- http://www.ti.com/lit/ds/symlink/tlv733p.pdf
-
- 296-38492-1-ND
-
-
-
- 601C73C7
-
-
- 1 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-6524-1-ND
-
-
-
- 601EBDFB
-
-
- 1 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-6524-1-ND
-
-
-
- 60216332
-
-
- 1 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-6524-1-ND
-
-
-
- 6035215A
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 60352C5A
-
-
- 1 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-6524-1-ND
-
-
-
- 602445F1
-
-
- 4k7R
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RG10P4.7KBCT-ND
-
-
-
- 60382A46
-
-
- 100kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCS0402JT100KCT-ND
-
-
-
- 6049B3AE
-
-
- Conn_02x03_Odd_Even
- Connector_PinHeader_2.54mm:PinHeader_2x03_P2.54mm_Vertical
- ~
-
- NoPart
-
-
-
- 6066419A
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 607B5C7B
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 60874944
-
-
- 4.7 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-1044-1-ND
-
-
-
- 60874DB7
-
-
- LED_Small
- Diode_SMD:D_0402_1005Metric
- ~
-
- 846-1211-1-ND
-
-
-
- 6091899B
-
-
- LED_Small
- Diode_SMD:D_0402_1005Metric
- ~
-
- 846-1211-1-ND
-
-
-
- 60919040
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 609477B5
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 60947C20
-
-
- LED_Small
- Diode_SMD:D_0402_1005Metric
- ~
-
- 846-1211-1-ND
-
-
-
- 6098EE84
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 609A80FF
-
-
- ATtiny404-SS
- Package_SO:SOIC-14_3.9x8.7mm_P1.27mm
- http://ww1.microchip.com/downloads/en/DeviceDoc/50002687A.pdf
-
- ATTINY404-SSN-ND
-
-
-
- 602AA356
-
-
+
0.1 uF
Capacitor_SMD:C_0402_1005Metric
~
@@ -354,7 +102,7 @@
6013464F
-
+
0.1 uF
Capacitor_SMD:C_0402_1005Metric
~
@@ -365,7 +113,7 @@
60125D93
-
+
0.1 uF
Capacitor_SMD:C_0402_1005Metric
~
@@ -376,7 +124,7 @@
600E27FA
-
+
0.1 uF
Capacitor_SMD:C_0402_1005Metric
~
@@ -387,7 +135,7 @@
600E2408
-
+
Si8640BA-B-IU
Package_SO:QSOP-16_3.9x4.9mm_P0.635mm
https://www.silabs.com/documents/public/data-sheets/si864x-datasheet.pdf
@@ -398,7 +146,7 @@
6007AAAB
-
+
Si8640BA-B-IU
Package_SO:QSOP-16_3.9x4.9mm_P0.635mm
https://www.silabs.com/documents/public/data-sheets/si864x-datasheet.pdf
@@ -409,7 +157,7 @@
6007CBA4
-
+
JST SH
Connector_JST:JST_XH_B4B-XH-A_1x04_P2.50mm_Vertical
~
@@ -420,7 +168,7 @@
6000FCD4
-
+
Screw Terminals
TerminalBlock_Phoenix:TerminalBlock_Phoenix_PT-1,5-4-3.5-H_1x04_P3.50mm_Horizontal
~
@@ -431,7 +179,7 @@
6000E02E
-
+
JST SH
Connector_JST:JST_XH_B4B-XH-A_1x04_P2.50mm_Vertical
~
@@ -442,51 +190,7 @@
6000E028
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 60A68320
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 60A68A98
-
-
- 4.7 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-1044-1-ND
-
-
-
- 60A68F3D
-
-
- USBLC6-2SC6
- Package_TO_SOT_SMD:SOT-23-6
- https://www.st.com/resource/en/datasheet/usblc6-2.pdf
-
- 497-5235-1-ND
-
-
-
- 60B628E2
-
-
+
VM On
Diode_SMD:D_0603_1608Metric_Castellated
~
@@ -497,128 +201,7 @@
60D209AE
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 60D9DDCC
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 60DB6900
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 60DCDD35
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 60DFFA41
-
-
- TSX-3225 16.0000MF18X-AC6
- Crystal:Crystal_SMD_SeikoEpson_TSX3225-4Pin_3.2x2.5mm_HandSoldering
- ~
-
- SER4372CT-ND
-
-
-
- 612B6BCB
-
-
- 15 pF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 1292-1259-1-ND
-
-
-
- 6132FA74
-
-
- 15 pF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 1292-1259-1-ND
-
-
-
- 6132FE97
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 6177FD85
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 617A0119
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 617E1223
-
-
- Conn_01x02
- Connector_PinHeader_2.54mm:PinHeader_1x02_P2.54mm_Vertical
- ~
-
- NoPart
-
-
-
- 619127E9
-
-
+
Conn_02x08_Odd_Even
Connector_PinHeader_2.54mm:PinHeader_2x08_P2.54mm_Vertical
~
@@ -629,282 +212,7 @@
619A11F1
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 60D9CF34
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 60DB68FA
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 60DFFA3B
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 60DCDD2F
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 617A0113
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 6177FD7F
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 617E121D
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 60FF0B0A
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 618AEC97
-
-
- 10kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RG10P10.0KDCT-ND
-
-
-
- 61E73CB9
-
-
- 0.15 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-1972-1-ND
-
-
-
- 61E75F7C
-
-
- 100kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCS0402JT100KCT-ND
-
-
-
- 61EBEAE8
-
-
- 10kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RG10P10.0KDCT-ND
-
-
-
- 6205EFD9
-
-
- 10V
- Diode_SMD:D_0603_1608Metric
- ~
-
- 641-1036-1-ND
-
-
-
- 62148069
-
-
- 15 pF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 1292-1259-1-ND
-
-
-
- 621C3C3F
-
-
- 2N7002NXAKR
- Package_TO_SOT_SMD:SOT-23
- https://www.onsemi.com/pub/Collateral/NDS7002A-D.PDF
-
- 1727-8643-1-ND
-
-
-
- 6221B5EB
-
-
- 0.1 uF
- Capacitor_SMD:C_0402_1005Metric
- ~
-
- 587-1226-1-ND
-
-
-
- 624F18CC
-
-
- 4.7 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-1044-1-ND
-
-
-
- 624F296A
-
-
- 100kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCS0402JT100KCT-ND
-
-
-
- 61EE303B
-
-
- Conn_01x02
- Connector_PinHeader_2.54mm:PinHeader_1x02_P2.54mm_Vertical
- ~
-
- NoPart
-
-
-
- 622C470F
-
-
- 10kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RG10P10.0KDCT-ND
-
-
-
- 628541EE
-
-
- 0.15 uF
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-1972-1-ND
-
-
-
- 628541F4
-
-
- Conn_01x03
- Connector_PinHeader_2.54mm:PinHeader_1x03_P2.54mm_Vertical
- ~
-
- NoPart
-
-
-
- 62934CDD
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 6221E9A2
-
-
- TLV9001IDCK
- Package_TO_SOT_SMD:SOT-353_SC-70-5
- https://www.ti.com/lit/ds/symlink/tlv9001.pdf
-
- 296-TLV9001IDCKRCT-ND
-
-
-
- 629EE2A3
-
-
+
LED_Small
Diode_SMD:D_0402_1005Metric
~
@@ -915,18 +223,7 @@
62B34755
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 62B3475B
-
-
+
LED_Small
Diode_SMD:D_0402_1005Metric
~
@@ -937,18 +234,7 @@
62B621EA
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 62B621F0
-
-
+
LED_Small
Diode_SMD:D_0402_1005Metric
~
@@ -959,18 +245,7 @@
62B8F8D3
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 62B8F8D9
-
-
+
LED_Small
Diode_SMD:D_0402_1005Metric
~
@@ -981,18 +256,7 @@
62BBD7C8
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 62BBD7CE
-
-
+
LED_Small
Diode_SMD:D_0402_1005Metric
~
@@ -1003,51 +267,7 @@
62BEC6A6
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 62BEC6AC
-
-
- LED_Small
- Diode_SMD:D_0402_1005Metric
- ~
-
- 846-1211-1-ND
-
-
-
- 62C1B277
-
-
- 1kR
- Resistor_SMD:R_0402_1005Metric
- ~
-
- RMCF0402JT1K00CT-ND
-
-
-
- 62C1B27D
-
-
- Conn_01x05
- Connector_PinSocket_2.54mm:PinSocket_1x05_P2.54mm_Vertical
- ~
-
- NoPart
-
-
-
- 62DCB437
-
-
+
JST SH
Connector_JST:JST_XH_B4B-XH-A_1x04_P2.50mm_Vertical
~
@@ -1058,50 +278,6 @@
5FFF6225
-
- 47 uF 60V
- Capacitor_SMD:CP_Elec_10x10
- ~
-
- 493-9631-1-ND
-
-
-
- 62F9925E
-
-
- 10V
- Diode_SMD:D_0603_1608Metric
- ~
-
- 641-1036-1-ND
-
-
-
- 62FFCE3A
-
-
- 10kR 0.125W
- Resistor_SMD:R_0805_2012Metric
- ~
-
- RMCS0805JT10K0CT-ND
-
-
-
- 60D2322B
-
-
- 10kR 0.125W
- Resistor_SMD:R_0805_2012Metric
- ~
-
- RMCS0805JT10K0CT-ND
-
-
-
- 63062E3B
-
MountingHole
MountingHole:MountingHole_3.2mm_M3
@@ -1168,9 +344,911 @@
6341A9AA
+
+ Si8640BA-B-IU
+ Package_SO:QSOP-16_3.9x4.9mm_P0.635mm
+ https://www.silabs.com/documents/public/data-sheets/si864x-datasheet.pdf
+
+ 336-4377-ND
+
+
+
+ 605A2DB8
+
+
+ RFM-0505S
+ cnc-controller:RFM-0505S
+
+ 945-3159-ND
+
+
+
+ 605C032C
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 60640F66
+
+
+ Teensy4.1
+ teensy:Teensy41
+
+ 1568-DEV-16771-ND
+
+
+
+ 60A44A8F
+
+
+ RJ45_Amphenol_RJMG1BD3B8K1ANR
+ Connector_RJ:RJ45_Amphenol_RJMG1BD3B8K1ANR
+ https://www.amphenolcanada.com/ProductSearch/Drawings/AC/RJMG1BD3B8K1ANR.PDF
+
+ 1278-1052-ND
+
+
+
+ 60FCC45E
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 6121AAA5
+
+
+ Si8640BA-B-IU
+ Package_SO:QSOP-16_3.9x4.9mm_P0.635mm
+ https://www.silabs.com/documents/public/data-sheets/si864x-datasheet.pdf
+
+ 336-4377-ND
+
+
+
+ 618A19B8
+
+
+ RFM-0505S
+ cnc-controller:RFM-0505S
+
+ 945-3159-ND
+
+
+
+ 6194986E
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 6199EC8C
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 61BC23ED
+
+
+ MAX5035BUSA
+ Package_SO:SOIC-8_3.9x4.9mm_P1.27mm
+ http://datasheets.maximintegrated.com/en/ds/MAX5035.pdf
+
+ MAX5035BUSA+-ND
+
+
+
+ 61E6EB6C
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 61E96C77
+
+
+ 100 uH
+ Inductor_SMD:L_Bourns_SRR1260
+ ~
+
+ SRR1280-101MCT-ND
+
+
+
+ 61F0D5B5
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 61FFEBE9
+
+
+ 68 uF
+ Capacitor_SMD:CP_Elec_5x5.3
+ ~
+
+ PCE5006CT-ND
+
+
+
+ 6207CAE7
+
+
+ 1.00MR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 2019-RK73H1JRTTD1004FCT-ND
+
+
+
+ 62180817
+
+
+ 383kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 2019-RK73H1JTTD3833FCT-ND
+
+
+
+ 62180B40
+
+
+ 68 uF
+ Capacitor_SMD:CP_Elec_5x5.3
+ ~
+
+ PCE5006CT-ND
+
+
+
+ 6225BE2F
+
+
+ 10kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 511-1733-1-ND
+
+
+
+ 62311C5E
+
+
+ Si8640BA-B-IU
+ Package_SO:QSOP-16_3.9x4.9mm_P0.635mm
+ https://www.silabs.com/documents/public/data-sheets/si864x-datasheet.pdf
+
+ 336-4377-ND
+
+
+
+ 629EDD1F
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 62F78B94
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 62F9F292
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 62FC6B4A
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 62FEECA3
+
+
+ RFM-0505S
+ cnc-controller:RFM-0505S
+
+ 945-3159-ND
+
+
+
+ 630E4F90
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 6310D7EA
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 63136FCE
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 63163768
+
+
+ 10 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 6067AA4E
+
+
+ 4.7 uH
+ Inductor_SMD:L_Taiyo-Yuden_NR-50xx
+ ~
+
+ 587-2407-1-ND
+
+
+
+ 607C9424
+
+
+ TLV61048
+ Package_TO_SOT_SMD:SOT-363_SC-70-6
+
+ 296-TLV61048DBVTCT-ND
+
+
+
+ 60865174
+
+
+ 10 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 6095CB11
+
+
+ 1.5MR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 311-1.5MGRCT-ND
+
+
+
+ 609F4652
+
+
+ 100kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 511-1819-1-ND
+
+
+
+ 609F53FE
+
+
+ 1 nF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 311-1352-1-ND
+
+
+
+ 6085FE12
+
+
+ 1 nF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 311-1352-1-ND
+
+
+
+ 6086031D
+
+
+ 1 nF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 311-1352-1-ND
+
+
+
+ 60860689
+
+
+ 1 nF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 311-1352-1-ND
+
+
+
+ 60860B4A
+
+
+ 1 nF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 311-1352-1-ND
+
+
+
+ 60BA3F30
+
+
+ 1 nF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 311-1352-1-ND
+
+
+
+ 60BA3F36
+
+
+ 1 nF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 311-1352-1-ND
+
+
+
+ 60BA3F3C
+
+
+ 1 nF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 311-1352-1-ND
+
+
+
+ 60BA3F42
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 61852414
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 6189AE19
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 619C6CB0
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 61A5E1F4
+
+
+ 24LC16BHT-I/ST
+ Package_SO:MSOP-8_3x3mm_P0.65mm
+ http://ww1.microchip.com/downloads/en/DeviceDoc/21703d.pdf
+
+ 24LC16BHT-I/STCT-ND
+
+
+
+ 622A1E28
+
+
+ 10kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 511-1733-1-ND
+
+
+
+ 625C405A
+
+
+ 10kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 511-1733-1-ND
+
+
+
+ 625C441A
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 626BBC36
+
+
+ B120-E3
+ Diode_SMD:D_SMA
+ http://www.vishay.com/docs/88946/b120.pdf
+
+ B120-E3/5ATGICT-ND
+
+
+
+ 627B68CC
+
+
+ B120-E3
+ Diode_SMD:D_SMA
+ http://www.vishay.com/docs/88946/b120.pdf
+
+ B120-E3/5ATGICT-ND
+
+
+
+ 627B825D
+
+
+ LED_Small
+ Diode_SMD:D_0402_1005Metric
+ ~
+
+ 846-1211-1-ND
+
+
+
+ 62C1B277
+
+
+ B120-E3
+ Diode_SMD:D_SMA
+ http://www.vishay.com/docs/88946/b120.pdf
+
+ B120-E3/5ATGICT-ND
+
+
+
+ 628B4D16
+
+
+ TPD4E001R
+ Package_TO_SOT_SMD:SOT-23-6
+ https://www.ti.com/lit/ds/symlink/tpd4e001.pdf
+
+ 296-TPD4E001RDBVRCT-ND
+
+
+
+ 62A17E7B
+
+
+ TPD4E001R
+ Package_TO_SOT_SMD:SOT-23-6
+ https://www.ti.com/lit/ds/symlink/tpd4e001.pdf
+
+ 296-TPD4E001RDBVRCT-ND
+
+
+
+ 62A195BE
+
+
+ 10 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 62E1F02B
+
+
+ TLV9351IDBVR
+ Package_TO_SOT_SMD:SOT-23-5
+ http://www.ti.com/lit/ds/symlink/tlv2375.pdf
+
+ 296-TLV9351IDBVRCT-ND
+
+
+
+ 62F2B515
+
+
+ 100kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 511-1819-1-ND
+
+
+
+ 630DBE3A
+
+
+ 10 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 630DD2CC
+
+
+ 100kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 511-1819-1-ND
+
+
+
+ 630DE203
+
+
+ 10 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 630DE209
+
+
+ 4.53kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ RMCF0603FT4K53CT-ND
+
+
+
+ 63662D69
+
+
+ 10kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 511-1733-1-ND
+
+
+
+ 63829F18
+
+
+ Conn_01x04
+ Connector_PinHeader_2.54mm:PinHeader_1x04_P2.54mm_Vertical
+ ~
+
+ NoPart
+
+
+
+ 63BD001B
+
+
+ MAX5035BUSA
+ Package_SO:SOIC-8_3.9x4.9mm_P1.27mm
+ http://datasheets.maximintegrated.com/en/ds/MAX5035.pdf
+
+ MAX5035BUSA+-ND
+
+
+
+ 63E8332A
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 63E83332
+
+
+ 100 uH
+ Inductor_SMD:L_Bourns_SRR1260
+ ~
+
+ SRR1280-101MCT-ND
+
+
+
+ 63E8333C
+
+
+ 0.1 uF
+ Capacitor_SMD:C_0402_1005Metric
+ ~
+
+ 587-1226-1-ND
+
+
+
+ 63E83348
+
+
+ 68 uF
+ Capacitor_SMD:CP_Elec_5x5.3
+ ~
+
+ PCE5006CT-ND
+
+
+
+ 63E83361
+
+
+ 1.00MR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 2019-RK73H1JRTTD1004FCT-ND
+
+
+
+ 63E83373
+
+
+ 383kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 2019-RK73H1JTTD3833FCT-ND
+
+
+
+ 63E83379
+
+
+ 68 uF
+ Capacitor_SMD:CP_Elec_5x5.3
+ ~
+
+ PCE5006CT-ND
+
+
+
+ 63E8338D
+
+
+ B120-E3
+ Diode_SMD:D_SMA
+ http://www.vishay.com/docs/88946/b120.pdf
+
+ B120-E3/5ATGICT-ND
+
+
+
+ 63E833A5
+
+
+ 100kR
+ Resistor_SMD:R_0603_1608Metric
+ ~
+
+ 511-1819-1-ND
+
+
+
+ 64EC7365
+
+
+ 100kR
+ Resistor_SMD:R_Array_Convex_4x0603
+
+ YC124J-100KCT-ND
+
+
+
+ 60B59FA5
+
+
+ 100kR
+ Resistor_SMD:R_Array_Convex_4x0603
+
+ YC124J-100KCT-ND
+
+
+
+ 60DDC872
+
+
+ 1kR
+ Resistor_SMD:R_Array_Convex_4x0603
+
+ YC164J-1.0KCT-ND
+
+
+
+ 60EB1F4C
+
+
+ 1kR
+ Resistor_SMD:R_Array_Convex_4x0603
+
+ YC164J-1.0KCT-ND
+
+
+
+ 60F87852
+
+
+ 1kR
+ Resistor_SMD:R_Array_Convex_4x0603
+
+ YC164J-1.0KCT-ND
+
+
+
+ 607C46AD
+
+
+ 1kR
+ Resistor_SMD:R_Array_Convex_4x0603
+
+ YC164J-1.0KCT-ND
+
+
+
+ 609D7EC2
+
+
+ Si8640BA-B-IU
+ Package_SO:QSOP-16_3.9x4.9mm_P0.635mm
+ https://www.silabs.com/documents/public/data-sheets/si864x-datasheet.pdf
+
+ 336-4377-ND
+
+
+
+ 62AEEC80
+
+
+ SPINDLE_OUT
+ TerminalBlock_Phoenix:TerminalBlock_Phoenix_MKDS-1,5-2-5.08_1x02_P5.08mm_Horizontal
+ ~
+
+ 277-1263-ND
+
+
+
+ 61D8B8DC
+
TMC2590-TA
- cnc-controller:TQFP32-5x5mm
+ cnc-controller:TMC2590-TA
1460-TMC2590-TA-TCT-ND
@@ -1178,7 +1256,7 @@
60498915
-
+
0.47 uF
Capacitor_SMD:C_0402_1005Metric
~
@@ -1233,7 +1311,7 @@
604AB000
-
+
0.1 uF 50V
Capacitor_SMD:C_0603_1608Metric
~
@@ -1244,7 +1322,7 @@
604BBEB9
-
+
0.1 uF 50V
Capacitor_SMD:C_0603_1608Metric
~
@@ -1255,7 +1333,7 @@
604BC0A3
-
+
10R
Resistor_SMD:R_0402_1005Metric
~
@@ -1310,7 +1388,7 @@
5FF8AB51
-
+
10R
Resistor_SMD:R_0402_1005Metric
~
@@ -1321,28 +1399,6 @@
604D6316
-
- 75 mR 1W
- Resistor_SMD:R_2512_6332Metric_Pad1.40x3.35mm_HandSolder
- ~
-
- CSRN2512FK75L0CT-ND
-
-
-
- 63212AA7
-
-
- 75 mR 1W
- Resistor_SMD:R_2512_6332Metric_Pad1.40x3.35mm_HandSolder
- ~
-
- CSRN2512FK75L0CT-ND
-
-
-
- 63258477
-
1 uF 16V
Capacitor_SMD:C_0603_1608Metric
@@ -1354,17 +1410,39 @@
604AB114
+
+ 75 mR 1W
+ cnc-controller:R_2512_6332Metric_Sense
+ ~
+
+ CSRN2512FK75L0CT-ND
+
+
+
+ 60B06002
+
+
+ 75 mR 1W
+ cnc-controller:R_2512_6332Metric_Sense
+ ~
+
+ CSRN2512FK75L0CT-ND
+
+
+
+ 60B35859
+
TMC2590-TA
- cnc-controller:TQFP32-5x5mm
+ cnc-controller:TMC2590-TA
1460-TMC2590-TA-TCT-ND
-
+
60498915
-
+
0.47 uF
Capacitor_SMD:C_0402_1005Metric
~
@@ -1372,7 +1450,7 @@
1276-1173-1-ND
-
+
6049EF14
@@ -1383,7 +1461,7 @@
1276-6807-1-ND
-
+
604A9644
@@ -1394,7 +1472,7 @@
PCE5177CT-ND
-
+
604AA8A2
@@ -1405,7 +1483,7 @@
PCE5177CT-ND
-
+
604AAEEC
@@ -1416,9 +1494,20 @@
PCE5177CT-ND
-
+
604AB000
+
+ 0.1 uF 50V
+ Capacitor_SMD:C_0603_1608Metric
+ ~
+
+ 1276-6807-1-ND
+
+
+
+ 604BBEB9
+
0.1 uF 50V
Capacitor_SMD:C_0603_1608Metric
@@ -1427,18 +1516,7 @@
1276-6807-1-ND
-
- 604BBEB9
-
-
- 0.1 uF 50V
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-6807-1-ND
-
-
-
+
604BC0A3
@@ -1449,7 +1527,7 @@
YAG3340CT-ND
-
+
604D9337
@@ -1460,7 +1538,7 @@
785-1203-1-ND
-
+
5FF78E9B
@@ -1471,7 +1549,7 @@
785-1203-1-ND
-
+
5FF844E3
@@ -1482,7 +1560,7 @@
785-1203-1-ND
-
+
5FF8AB43
@@ -1493,7 +1571,7 @@
785-1203-1-ND
-
+
5FF8AB51
@@ -1504,31 +1582,9 @@
YAG3340CT-ND
-
+
604D6316
-
- 75 mR 1W
- Resistor_SMD:R_2512_6332Metric_Pad1.40x3.35mm_HandSolder
- ~
-
- CSRN2512FK75L0CT-ND
-
-
-
- 63212AA7
-
-
- 75 mR 1W
- Resistor_SMD:R_2512_6332Metric_Pad1.40x3.35mm_HandSolder
- ~
-
- CSRN2512FK75L0CT-ND
-
-
-
- 63258477
-
1 uF 16V
Capacitor_SMD:C_0603_1608Metric
@@ -1537,20 +1593,42 @@
1276-6524-1-ND
-
+
604AB114
+
+ 75 mR 1W
+ cnc-controller:R_2512_6332Metric_Sense
+ ~
+
+ CSRN2512FK75L0CT-ND
+
+
+
+ 60B06002
+
+
+ 75 mR 1W
+ cnc-controller:R_2512_6332Metric_Sense
+ ~
+
+ CSRN2512FK75L0CT-ND
+
+
+
+ 60B35859
+
TMC2590-TA
- cnc-controller:TQFP32-5x5mm
+ cnc-controller:TMC2590-TA
1460-TMC2590-TA-TCT-ND
-
+
60498915
-
+
0.47 uF
Capacitor_SMD:C_0402_1005Metric
~
@@ -1558,7 +1636,7 @@
1276-1173-1-ND
-
+
6049EF14
@@ -1569,7 +1647,7 @@
1276-6807-1-ND
-
+
604A9644
@@ -1580,7 +1658,7 @@
PCE5177CT-ND
-
+
604AA8A2
@@ -1591,7 +1669,7 @@
PCE5177CT-ND
-
+
604AAEEC
@@ -1602,9 +1680,20 @@
PCE5177CT-ND
-
+
604AB000
+
+ 0.1 uF 50V
+ Capacitor_SMD:C_0603_1608Metric
+ ~
+
+ 1276-6807-1-ND
+
+
+
+ 604BBEB9
+
0.1 uF 50V
Capacitor_SMD:C_0603_1608Metric
@@ -1613,18 +1702,7 @@
1276-6807-1-ND
-
- 604BBEB9
-
-
- 0.1 uF 50V
- Capacitor_SMD:C_0603_1608Metric
- ~
-
- 1276-6807-1-ND
-
-
-
+
604BC0A3
@@ -1635,7 +1713,7 @@
YAG3340CT-ND
-
+
604D9337
@@ -1646,7 +1724,7 @@
785-1203-1-ND
-
+
5FF78E9B
@@ -1657,7 +1735,7 @@
785-1203-1-ND
-
+
5FF844E3
@@ -1668,7 +1746,7 @@
785-1203-1-ND
-
+
5FF8AB43
@@ -1679,7 +1757,7 @@
785-1203-1-ND
-
+
5FF8AB51
@@ -1690,31 +1768,9 @@
YAG3340CT-ND
-
+
604D6316
-
- 75 mR 1W
- Resistor_SMD:R_2512_6332Metric_Pad1.40x3.35mm_HandSolder
- ~
-
- CSRN2512FK75L0CT-ND
-
-
-
- 63212AA7
-
-
- 75 mR 1W
- Resistor_SMD:R_2512_6332Metric_Pad1.40x3.35mm_HandSolder
- ~
-
- CSRN2512FK75L0CT-ND
-
-
-
- 63258477
-
1 uF 16V
Capacitor_SMD:C_0603_1608Metric
@@ -1723,54 +1779,101 @@
1276-6524-1-ND
-
+
604AB114
+
+ 75 mR 1W
+ cnc-controller:R_2512_6332Metric_Sense
+ ~
+
+ CSRN2512FK75L0CT-ND
+
+
+
+ 60B06002
+
+
+ 75 mR 1W
+ cnc-controller:R_2512_6332Metric_Sense
+ ~
+
+ CSRN2512FK75L0CT-ND
+
+
+
+ 60B35859
+
-
+
- TLV6001DCK
- TLV9001IDCK
+ MCP6401T-xOT
+ MCP6001-OT
+ MCP601-xOT
+ OPA333xxDBV
+ OPA340NA
+ OPA376xxDBV
+ TS881xLx
+ TSV911xxLx
+ OPA330xxDBV
+ OPA356xxDBV
+ LMH6702MF
+ LMH6609MF
+ TLV2371DBV
+ OPA842xDBV
+ OPA843xDBV
+ OPA846xDBV
+ LT6015xS5
+ OPA197xDBV
+ OPA196xDBV
+ LPV811DBV
+ MCP6L01x-xOT
+ OPA365xxDBV
- Low-power Operational Amplifier, SOT-353
- http://www.ti.com/lit/ds/symlink/tlv172.pdf
+ 10 MHz, 850 µA Op Amps, SOT-23-5
+ http://ww1.microchip.com/downloads/en/DeviceDoc/22141b.pdf
- SOT*353*SC*70*
+ SOT?23*
U
- TLV172IDCK
- Package_TO_SOT_SMD:SOT-353_SC-70-5
+ MCP6L91T-EOT
+ Package_TO_SOT_SMD:SOT-23-5
-
+
-
-
+
+
-
-
- USB_B_Mini
-
- USB Micro Type B connector
- ~
+
+ 1 Port RJ45 Magjack Connector Through Hole 10/100 Base-T, AutoMDIX
+ https://www.amphenolcanada.com/ProductSearch/Drawings/AC/RJMG1BD3B8K1ANR.PDF
- USB*
+ RJ45*Amphenol*RJMG1BD3B8K1ANR*
J
- USB_B_Micro
+ RJ45_Amphenol_RJMG1BD3B8K1ANR
+ Connector_RJ:RJ45_Amphenol_RJMG1BD3B8K1ANR
-
-
-
-
-
-
+
+
+
+
+
+
+
+
+
+
+
+
+
@@ -1788,22 +1891,6 @@
-
- Generic connector, single row, 01x03, script generated (kicad-library-utils/schlib/autogen/connector/)
- ~
-
- Connector*:*_1x??_*
-
-
- J
- Conn_01x03
-
-
-
-
-
-
-
Generic connector, single row, 01x04, script generated (kicad-library-utils/schlib/autogen/connector/)
~
@@ -1821,43 +1908,6 @@
-
- Generic connector, single row, 01x05, script generated (kicad-library-utils/schlib/autogen/connector/)
- ~
-
- Connector*:*_1x??_*
-
-
- J
- Conn_01x05
-
-
-
-
-
-
-
-
-
-
- Generic connector, double row, 02x03, odd/even pin numbering scheme (row 1 odd numbers, row 2 even numbers), script generated (kicad-library-utils/schlib/autogen/connector/)
- ~
-
- Connector*:*_2x??_*
-
-
- J
- Conn_02x03_Odd_Even
-
-
-
-
-
-
-
-
-
-
Generic connector, double row, 02x08, odd/even pin numbering scheme (row 1 odd numbers, row 2 even numbers), script generated (kicad-library-utils/schlib/autogen/connector/)
~
@@ -1887,21 +1937,6 @@
-
- Polarized capacitor, small symbol
- ~
-
- CP_*
-
-
- C
- CP_Small
-
-
-
-
-
-
Unpolarized capacitor, small symbol
~
@@ -1917,41 +1952,6 @@
-
- Four pin crystal, GND on pins 2 and 4, small symbol
- ~
-
- Crystal*
-
-
- Y
- Crystal_GND24_Small
-
-
-
-
-
-
-
-
-
- Zener diode
- ~
-
- TO-???*
- *_Diode_*
- *SingleDiode*
- D_*
-
-
- D
- D_Zener
-
-
-
-
-
-
Light emitting diode, small symbol
~
@@ -1969,6 +1969,65 @@
+
+ Inductor, small symbol
+ ~
+
+ Choke_*
+ *Coil*
+ Inductor_*
+ L_*
+
+
+ L
+ L_Small
+
+
+
+
+
+
+
+ 4 resistor network, parallel topology, split
+ ~
+
+ DIP*
+ SOIC*
+ R*Array*Concave*
+ R*Array*Convex*
+
+
+ RN
+ R_Pack04_Split
+
+
+
+
+
+
+
+
+
+
+
+
+
+ Shunt resistor
+ ~
+
+ R_*Shunt*
+
+
+ R
+ R_Shunt
+
+
+
+
+
+
+
+
Resistor, small symbol
~
@@ -1984,44 +2043,30 @@
-
- USB to Serial Interface, SSOP-28
- https://www.ftdichip.com/Support/Documents/DataSheets/ICs/DS_FT232R.pdf
+
+
+ B130-E3
+ B140-E3
+ B150-E3
+ B160-E3
+ MBRA340
+ CDBA360-HF
+ CDBA340-HF
+ CDBA3100-HF
+
+ 20V 1A Schottky Barrier Rectifier Diode, SMA(DO-214AC)
+ http://www.vishay.com/docs/88946/b120.pdf
- SSOP*5.3x10.2mm*P0.65mm*
+ D*SMA*
- U
- FT232RL
- Package_SO:SSOP-28_5.3x10.2mm_P0.65mm
+ D
+ B120-E3
+ Diode_SMD:D_SMA
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+
+
@@ -2058,105 +2103,6 @@
-
-
- ATmega48P-20MU
- ATmega48A-MU
- ATmega48PA-MU
- ATmega88PV-10MU
- ATmega88P-20MU
- ATmega88A-MU
- ATmega88PA-MU
- ATmega168PV-10MU
- ATmega168P-20MU
- ATmega168A-MU
- ATmega168PA-MU
- ATmega328-MU
- ATmega328P-MU
-
- 10MHz, 4kB Flash, 512B SRAM, 256B EEPROM, QFN-32
- http://ww1.microchip.com/downloads/en/DeviceDoc/Atmel-8025-8-bit-AVR-Microcontroller-ATmega48P-88P-168P_Datasheet.pdf
-
- QFN*1EP*5x5mm*P0.5mm*
-
-
- U
- ATmega48PV-10MU
- Package_DFN_QFN:QFN-32-1EP_5x5mm_P0.5mm_EP3.1x3.1mm
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
- ATtiny404-SS
- ATtiny804-SS
- ATtiny1604-SS
- ATtiny214-SS
- ATtiny414-SS
- ATtiny814-SS
- ATtiny1614-SS
-
- 20MHz, 2kB Flash, 128B SRAM, 64B EEPROM, SOIC-14
- http://ww1.microchip.com/downloads/en/DeviceDoc/50002687A.pdf
-
- SOIC*3.9x8.7mm*P1.27mm*
-
-
- U
- ATtiny204-SS
- Package_SO:SOIC-14_3.9x8.7mm_P1.27mm
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
Mounting Hole without connection
~
@@ -2168,143 +2114,71 @@
MountingHole
-
- Very low capacitance ESD protection diode, 2 data-line, SOT-23-6
- https://www.st.com/resource/en/datasheet/usblc6-2.pdf
+
+
+ 24LC02
+ 24LC00
+ 24LC04
+ 24LC08
+ 24LC01
+ 24LC512
+ 24LC64
+ 24LC1025
+ 24LC32
+ 24LC256
+ 24LC128
+ CAT24C256
+ CAT24C128
+
+ I2C Serial EEPROM, 16Kb, DIP-8/SOIC-8/TSSOP-8/DFN-8
+ http://ww1.microchip.com/downloads/en/DeviceDoc/21703d.pdf
- SOT?23*
+ DIP*W7.62mm*
+ SOIC*3.9x4.9mm*
+ TSSOP*4.4x3mm*P0.65mm*
+ DFN*3x2mm*P0.5mm*
U
- USBLC6-2SC6
- Package_TO_SOT_SMD:SOT-23-6
+ 24LC16
-
-
-
-
-
-
+
+
+
+
+
+
+
+
-
+
- LD39015M10R
- LD39015M12R
- LD39015M125R
- LD39015M15R
- LD39015M18R
- LD39015M25R
- LD39015M33R
- TLV73310PDBV
- TLV73311PDBV
- TLV73312PDBV
- TLV73315PDBV
- TLV73318PDBV
- TLV73325PDBV
- TLV733285PDBV
- TLV73328PDBV
- TLV73330PDBV
- TLV73333PDBV
+ MAX5035BUSA
+ MAX5035CUSA
+ MAX5035DUSA
+ MAX5035EUSA
- 150mA low quiescent current low noise voltage regulator, Fixed Output 0.8V, SOT-23-5
- http://www.st.com/resource/en/datasheet/ld39015.pdf
+ 1A, High-Efficiency Step-Down DC-DC Converter, 3.3V fixed output voltage, Vin 76V, SO-8
+ http://datasheets.maximintegrated.com/en/ds/MAX5035.pdf
- SOT?23*
+ SOIC*3.9x4.9mm*P1.27mm*
U
- LD39015M08R
- Package_TO_SOT_SMD:SOT-23-5
+ MAX5035AUSA
+ Package_SO:SOIC-8_3.9x4.9mm_P1.27mm
-
-
-
-
-
-
-
-
-
- 2N7002
- 2N7002E
- 2N7002H
- 2N7002K
- BS170F
- BS870
- BSN20
- BSS123
- BSS127S
- DMG2302U
- DMG3402L
- DMG3404L
- DMG3406L
- DMG3414U
- DMG3418L
- DMN10H220L
- DMN10H700S
- DMN13H750S
- DMN2041L
- DMN2050L
- DMN2056U
- DMN2058U
- DMN2075U
- DMN2230U
- DMN24H11DS
- DMN24H3D5L
- DMN3042L
- DMN3051L
- DMN30H4D0L
- DMN3110S
- DMN3150L
- DMN3300U
- DMN3404L
- DMN6075S
- DMN6140L
- DMN67D7L
- DMN67D8L
- MMBF170
- VN10LF
- ZVN3306F
- ZVN3310F
- ZVN3320F
- ZVN4106F
- ZXM61N02F
- ZXM61N03F
- ZXMN10A07F
- ZXMN2A01F
- ZXMN2A14F
- ZXMN2B01F
- ZXMN2B14FH
- ZXMN2F30FH
- ZXMN2F34FH
- ZXMN3A01F
- ZXMN3A14F
- ZXMN3B01F
- ZXMN3B14F
- ZXMN3F30FH
- ZXMN6A07F
- IRLML0030
- IRLML2060
- TSM2302CX
- AO3400A
-
- 50V Vds, 0.22A Id, N-Channel MOSFET, SOT-23
- https://www.onsemi.com/pub/Collateral/BSS138-D.PDF
-
- SOT?23*
-
-
- Q
- BSS138
- Package_TO_SOT_SMD:SOT-23
-
-
-
-
-
+
+
+
+
+
+
+
+
@@ -2322,6 +2196,42 @@
+
+ 14-V output voltage non-synchronous boost converter in SOT-23 package
+
+ U
+ TLV61048
+ Package_TO_SOT_SMD:SOT-363_SC-70-6
+
+
+
+
+
+
+
+
+
+
+
+ 17V (Typ) Clamp 5.5A (8/20µs) Ipp Tvs Diode Surface Mount SOT-23-6
+ https://www.ti.com/lit/ds/symlink/tpd4e001.pdf
+
+ Diodes*UDFN*1.0x2.5mm*P0.5mm*
+
+
+ U
+ TPD4E001R
+ Package_TO_SOT_SMD:SOT-23-6
+
+
+
+
+
+
+
+
+
+
FDS4559
@@ -2355,6 +2265,81 @@
+
+
+ U
+ Teensy4.1
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
IC MTR DRVR BIPOLAR 5-60V 32TQFP
@@ -2412,29 +2397,20 @@
/usr/share/kicad/library/Device.lib
-
- /usr/share/kicad/library/Interface_USB.lib
+
+ /usr/share/kicad/library/Diode.lib
/usr/share/kicad/library/Isolator.lib
-
- /usr/share/kicad/library/MCU_Microchip_ATmega.lib
-
-
- /usr/share/kicad/library/MCU_Microchip_ATtiny.lib
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/usr/share/kicad/library/Mechanical.lib
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- /usr/share/kicad/library/Power_Protection.lib
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+ /usr/share/kicad/library/Memory_EEPROM.lib
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- /usr/share/kicad/library/Regulator_Linear.lib
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- /usr/share/kicad/library/Transistor_FET.lib
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+ /usr/share/kicad/library/Regulator_Switching.lib
/home/kelvin/src/cnc-controller/cnc-controller.lib
@@ -2442,947 +2418,1189 @@
/home/kelvin/src/cnc-controller/mosfets.lib
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+ /home/kelvin/src/cnc-controller/teensy_library/teensy.lib
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/home/kelvin/src/cnc-controller/tmc2590.lib
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