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QAEKUIACHggwgD1AZ5cUoAAFKEABBjDnAAUoQAEKUMADAQawB+jskgIUoAAFKMAA5hygAAUoQAEKeCDAAPYAnV1SgAIUoAAFGMCcAxSgAAUoQAEPBBjAHqCzSwpQgAIUoAADmHOAAhSgAAUo4IEAA9gDdHZJAQpQgAIUYABzDlCAAhSgAAU8EGAAe4DOLilAAQpQgAIMYM4BClCAAhSggAcCDGAP0NklBShAAQpQgAHMOUABClCAAhTwQIAB7AE6u6QABShAAQowgDkHKEABClCAAh4IMIA9QGeXFKAABShAAQYw5wAFKEABClDAAwEGsAfo7JICFKAABSjAAOYcoAAFKEABCnggwAD2AJ1dUoACFKAABRjAnAMUoAAFKEABDwQYwB6gs0sKUIACFKAAA5hzgAIUoAAFKOCBAAPYA3R2SQEKUIACFGAAcw5QgAIUoAAFPBBgAHuAzi4pQAEKUIACDGDOAQpQgAIUoIAHAgxgD9DZJQUoQAEKUIABzDlAAQpQgAIU8ECAAewBOrukAAUoQAEKMIA5ByhAAQpQgAIeCDCAPUBnlxSgAAUoQAEGMOcABShAAQpQwAMBBrAH6OySAhSgAAUowADmHKAABShAAQp4IMAA9gCdXVKAAhSgAAUYwJwDFKAABShAAQ8EGMAeoLNLClCAAhSgAAOYc4ACFKAABSjggQAD2AN0dkkBClCAAhRgAHMOUIACFKAABTwQYAB7gM4uKUABClCAAgxgzgEKUIACFKCABwIMYA/Q2SUFKEABClCAAcw5QAEKUIACFPBAgAHsATq7pAAFKEABCjCAOQcoQAEKUIACHggwgD1AZ5cUoAAFKEABBjDnAAUoQAEKUMADAQawB+jskgIUoAAFKMAA5hygAAUoQAEKeCDAAPYAnV1SgAIUoAAFGMCcAxSgAAUoQAEPBBjAHqCzSwpQgAIUoAADmHOAAhSgAAUo4IEAA9gDdHZJAQpQgAIUYABzDlCAAhSgAAU8EGAAe4DOLilAAQpQgAIMYM4BClCAAhSggAcCDGAP0NklBShAAQpQgAHMOUABClCAAhTwQIAB7AE6u6QABShAAQowgDkHKEABClCAAh4IMIA9QGeXFKAABShAAQYw5wAFKEABClDAAwEGsAfo7JICFKAABSjAAOYcoAAFKEABCnggwAD2AJ1dUoACFKAABRjAnAMUoAAFKEABDwQYwB6gs0sKUIACFKAAA5hzgAIUoAAFKOCBAAPYA3R2SQEKUIACFGAAcw5QgAIUoAAFPBBgAHuAzi4pQAEKUIACDGDOAQpQgAIUoIAHAgxgD9DZJQUoQAEKUIABzDlAAQpQgAIU8ECAAewBOrukAAUoQAEKMIA5ByhAAQpQgAIeCDCAPUBnlxSgAAUoQAEGMOcABShAAQpQwAMBBrAH6OySAhSgAAUowADmHKAABShAAQp4IMAA9gCdXVKAAhSgAAUYwJwDFKAABShAAQ8EGMAeoLNLClCAAhSgAAOYc4ACFKAABSjggQAD2AN0dkkBClCAAhRgAHMOUIACFKAABTwQYAB7gM4uKUABClCAAgxgzgEKUIACFKCABwIMYA/Q2SUFKEABClCAAcw5QIEuFNBgdD4g5wJ4E4p3AbwDkbQkwrEu7DbnpjUYC0PVB+BgCA4CcBigj0giMjPnxliBAhRwJcAAdsXEQhTIXUCLYj+EaBnq5QfIt/eHGgdB7VEQ+Q5sLJZqM5x7q51fQ4usGAyZDFufhSErIfa7UOMjqP4GKmVSHf515/fKFilAAQYw5wAFukBAg7GRgC4H8G1JmEubdqHFs/fDDv9vAayXhHl5F3Tvukktit4FkUPRJ/V9qZrz8W7jDFoTAPwBkHGSCK923SgLUoACrgQYwK6YWIgC7gU0NDsfmr8Uqo9ItbmwtZoajD3ufCeJ8FnuW++8km761yJrGkTOhdRNkPicus7rnS1RgAIMYM4BCnSygA6bVwSf/YIkzIOzNa1B604AQ1u6As1Wt73f53oFrkHrHaSNk2XdrOr29sl6FKDA5wUYwJwVFOhkAR0xdyzUt0ji4XFums78Bis4CZ8NOVbenbLdTZ32ltGDHuyLvT74K1RedPsbtIZiyyHpqbLmhhXt7Zf1KEABBjDnAAW6XEBHRCciLaZUmxPddqbB6C+hUivV5jVu67SnnBZZP4VgoCTM893W1yJrCXxqyZrIErd1WI4CFMguwCvg7EYsQYGcBDQ0bxJsvVCqw6e7rahD5w2E334TNk6UtebrbuvlUk6HW0fAwJ+RMg6T9bM2u62rRbGnYMj9Ep/1tNs6LEcBCmQXYABnN2IJCuQkoCHrHNg4WapN5/lf15/MgicDp0nc/LbrSjkU1JD1B9h4tq2FYS01p0XWIzDwgsTNR3PojkUpQIEsAgxgThEKuBQoOEIPkXrMVGCDGMgXRR8F8lXRH8BT6serm1dIjYasy2BrsVRHLnPZ9K5iGrSWQfQBiUcezLVuW+U1FJ0ClQskYY7Ptd3Mo0qGVEncvGvgWC2UFI4CcLoItghQp4IdaqNOgMGah5tqX5e3c+2D5SnQGwUYwL3xrPOYXQsESvRsCA6GjUnOvxUoNwTLncBxgscJIChGQnAAgKNUsHle6o9bRqc3pMbGLzjadUeNBbVo3jcg9qPoVz9Mysu25Vq/xSvYMWX9sC1vHdQ4R6pn/SXXNleEHvr7St8g/yz/t/qLYiCAVyH4AIrVzh8gzh8izh8ktuJIAUqheAcGnnb+nayUx3Ltj+Up0FsEGMC95UzzOHMWCBTrVRBcpcDzAvxfslJeytZIYIwePqvu5ZtHac2Yyf6za1SwsLZC7slWr+n3GozdAdjbJRG5Opd6rZXVYPRWwOgrifAVubRXUKqXiGLaY6nFhauk8PUb84+7Llkub2RrI1CiJ6jgTENxqipuS1bJbdnq8HsK9EYBBnBvPOs85jYFAqO0AHlYCMVAsTGtZqWsyYVMD7/xENSnlwb6hKeIYBqAYlEsrN8bd334N9mSrS0dMXt/2HlvQvQUid/wWrbybX2voblHQo3nYKSGyZo5H2Vra/8jdd/8HbhUG8ZdpYqFyR2xB5HnmyBvXJ/TreXC0TpCDSyEYDPqMS25Smqz9c/vKdCbBBjAvels81izCmTC14dHoXgtWSVm1gqtFNAi6y34jO/ImlnxwtE6Tg1YAAYbwBWbKmW3rSlbakKD0csBOVMS5jfbOwanngatPwH6hCQizoYfbX4GlegEG7gDgg2SRqRmpSzXEfNCSNvPSLV5aLb6rX0fKFbnOedxSOMchnB7FVmvJwowgHviWeUxtVsgUKq/gY11HQnfTPCFrAcBfVXikbt3DqagVM8VG3eIIFZTKTdlG6QGrb8B+lNJRJ7MVrbFEA9Zp0NxrSTMY7LVLyzR61QRVgNX1FbIIzvLayh6KSBHSdyckq2Ntr4PFKsFA8OSFfKDjrTDuhToSQIM4J50NnksHRJo/M339GSlHN+hhjIBHLsAtk5s/ihSwRg9VBR3ANiWVkz9sFI2ttZXZjW16jckETm7PePRYPQxiPzFWb3cWv0BJTrYJ1gEoJ8Krqgtl7ealm14BEmWSDz8QHvG0LROoERfhuIp/ibcUUnW7ykCDOCeciZ5HB0ScFY7C3AjbJya62++LV59BqOHAfKSJMyvtvR9YamWqeIS57fW2gp5osU2Gt6a9G/syNtP3p75n1wOUA+Z/yX0qf8YfVJfbv6WoyZX5Gc6v02L4J6aCilr+TisfwJ6giQib+bSf4vH3PCb8PMAZnJ1dEc1Wb8nCDCAe8JZ5DF0WCBQqrMUGFJbIVM73FhjA9leYjCwRKMGcLUBnNza78IajD0GsV9peivbzfgyt47VOE4S4Ravnht/730BwK3JSom0GL45vFTCzZicMgUl6tyC/yBZIfPc1mE5CvRUAQZwTz2zPK6cBALF6jzbGnbzqJHbhjUY+yXU/qtUR+5trU6gVM+C4m5VnFJbJX9vXk4bfse9ShJmTrfFNWi9DMFtEjefat5mQbEeLYLnIbg0WSGZVyK2GMBF0YshxrGSCP+P22POVs55RAmKWLJKnM08+KFArxZgAPfq08+Dz1yVOTtcpfGPZKUEOlNEg7GLAJ0gCfO8ttrNLM5S3CaKk2uq5HNvHNJgdBPSvuPdvg6w4XWI6ZclERnUvN/CYh2rghdUcFXTxVYtBnDQ+hUgSyURvq8zXQIlmlQfvs4dszpTlW11RwEGcHc8axxzpwoEivUeFRxQWymndGbDOjw6HIY8IglzbLZ2C0v1fFXcaCtO3lwlVU3La9D6GUT/I/FIi7/Tfv6qOVoGlS9Jwvzfpt8NLNZiQ/CCCK6vqZCHso1Jg9YK2HqurI2szVY2l+8LSvR5UXyQrJJLcqnHshToaQIM4J52Rnk8OQsUFOtsw4C0thAp5wabVNCg9WeoPCDV4V9naydQrNdDcIbPwPEby2XXNpSNm2n8UhJmUbY2nO81aFVD7P9puonH4DHaL23DWYX8ZLJKbszWjo6I/RC2OntHn5itbK7fOwvQbBtaWyVzcq3L8hToSQIM4J50Nnks7RIIlGoMNj5NVnX+wiANWt8FMMPNs7jO4AMl+nMA+yQr5cJmV8EVUL1aqiOvtHWQWhQ9DiK3SsIsbVouUKL3A9iarJSfuEFqeAYZt0jC/L2b8rmUCRTrLBjYO1kh4VzqsSwFepoAA7innVEeT84ChSV6iw1sqq2UBTlXdlFBg9EKiBGWeNhZdZz1U1ii5RAsrKmQXW9E0qB1LVQOkepwm29Y0qLYXRB9WxLmzTs7KizVKVBMq6mUMVk7b3iG+WSoHZNEZLcQd1PXTZmCEp1uAINqKmWGm/IsQ4GeKsAA7qlnlsflWiBQor8A8GayUm53XSmHghqMXgjIdyVhnuamWuMq5T/aguLNFbLeqaOh+V+F1q9CwvyyANpSOwoVBGP/huSNkvjMfzplBpbqUEMzezp/q6VV1i22E7SeBfT3kog4V82d/gmU6JUADktWyo87vXE2SIFuJMAA7kYni0PtGoGCYn1QDNQlK+TSrukh87vsOwDOloT5qps+Ckv1WiiOr6mUk3eW16D1PBQPS7XZ4iv+tMhyXp34I0mYuxaTFZboCxC8XFMhu66I2+pfg5bzeNBjkjAPdjPO9pQJFOvdzmsMa6ukQ9tbtqdv1qHAniTAAN6TzgbH4olAQbGeIYKLk5VyalcNQEPWDChGZXskqWn/gWJ9BgbWJysks5pZg9a9gAyQRNj5XflzHw3Gfg/oh5IwL3a+DJTqz2BjaLJKvuP2uDQYfRgiKyVu3uK2Tq7lAiX6nCrura2Sdu1xnWt/LE+BPVWAAbynnhmO6wsTGDhWC416rElWyle6qlM94Na90H/bJqgxTqpnrXPTz8DReqxhYImmcGDtaknq8NgoGLpYEmao5QC24rBlsqwNryoYqQHx430jjRM2rZJlbvrTonnDIPZybOk3SD64+jM3ddpTJlCi/7LzMGLzCqlpT33WoUBPEWAA95QzyePokEBhqVar4PtuXjjf3o60yIo5K5yl2nS1ErnxKvY2BepqK+TaxqvgT7Ejb3DzvaEb937eKAlzb6dcQaneLEB+skKucjteLbKcFdhbpdrsstXJgTF6uCp+W1shrh6pcjt2lqNAdxRgAHfHs8Yxt0tAQ7PzUd/nEPjr+wPSH+rbB7D7A+h/v2/shVuRv/kneHVari+edzsYHX7TYBipfyJlDJL1sza7qTd4rB6Yrsd79TYO/NdK2aDB6FIYKJM1kSVN6+uI6ETYKJNEZMJXRuuQPAPv+/LwtY0r5H03/ejQeQPh102w874qa69r9Q1NbtpqrYwefuMhv8CRi/ZGasCF6RXOAq8tgLEFkt4K6Bak8rYgb8fbEp9T15F+WJcC3UWAAdxdzhTH2SEBDcZGArgP0ABENsPWrYBsyfyHH7r1dePAUVuMPkOPT79VB8UOGFgKyDKovawz3gS0c/AatO6EaNLtrlZOPecxKVUYySq5OrMrFmSjJMI/3S2Ag7FrAB3s7H4VKNZbRWDn8piPhjK7ZwUkYV7eIegmldV5I5QY4wEdDxsTIOjziu+Q/H3s7euPsDesAmSfzB9C0P4wZB8oBgJIArhIEuHVnTUOtkOBPVWAAbynnhmOq9MEtCj2Q4jel3k5fbW5sLWGAyW6ShXTk6kbN0DT42HLeAgmAEgDuhQwlsG2l3Vka8aGPwT0ZQRSg+SVOfVuDnLAGB3ks/G+ARy6cce88VA9TRLm5N0D2FoMkWcH95m1zAbeShs48MNy2eSmfT1udh6S/k2AHN+R4GvYetMJXDih67j5oFgKQ5dBfMsC/uuHiGBBslJGtXqVXGRNg+BmqFzkZvcwN8fHMhTYUwUYwHvqmeG4OkVAg9H5gJzZcFVlLm2r0YJSvUQUpyYr5fTdws15uYGRHg8RJ1yCAJx38y5q7y5RWmQtgYHXJG5e7/YgC0p0vgD9alLWnUjL05IwD2sWwG/Cp5MK/eblCmyrrZSZbtvWkOW8B/lIqTYnuq3TrG9nVfZUQPcDJA7VZbB9y5q/PCJQok+p4LnaCrmnrX40aDnh7dyteEISEdfH0Z6xsw4FvBRgAHupz767XECD1gcQOU3i4d1ecNDGVfB7YuP7NStleatXaQ37JDuBs1dDEOe2YYUeWlaA/LzVUOP7Uj3rL24QDhitQ1IGHvHl4bwNW2NvIF0/VNaVfejU1WFlA+DLWz+4X3iUbeNXeWmcu2GVfOCmXS2a9w2I/VvU1Y+Ut8pq3dTZWaZhgxEneOUzGLJI1rS+33XhaB2nBn6brJSvuelDD4sVI0+flYR5gJvyLEOB7ijAAO6OZ41jdi2QeS+uodHmi5Zaa6CwWK9RAycmK+SkbJ00bNnoBDFGQLAIn/Rb5PbxHQ3OPQ+QH0sickS2fnZ+HyjRR1WwNLktdhYgN0l1+MVMABfFTgL02kC/8G9EMSFZKee4bVOD1usAfi4J82E3dTKPU+27bSrUCV6sgcgiN1tsBkr0j6L4U02V7Pbbdet/5DiLyiSS63uQ3RwDy1BgTxFgAO8pZ4Lj6BIBLbIehCHLJB5+wE0H+x+p+/rr8HcVzM/2vtz/Xgk6u0c5QSzfgWIR1L/IzUpiDcUehdrvSCJiuhlbQameKYrLaj6LrYQhH0k8nHmrkYasWbDx5cK9wqNVcFdthTzhpj0NRi2IcbDEw1kDO7OCW1JTIZlbzc8A4tyCd7WrV+P7jmem++HrH/7NWfiW/aOh2AWwdbxUm9wtKzsXS3RTAQZwNz1xHLY7AS2ybgDwlVyevR1UohNs4Bk1UFpbLm+568m5Ep03DLCnQsQJKWfXqkVtLWrSYGwQoKshOF3i5l/d9BMo0Y+Xbr931jCpnShx83uNAfy7dVqwZELfi+clK2U/N+1oyDoWiqcAGSmJcKuLtRoXjTl/XFwM1UWAscjtRiLOOArG6KGSRqUhOG1TpbT5G3zTcWswehtUPpJqc66b42EZCnRHAQZwdzxrHLNrAQ3GwhBcgPy6MVI152O3FQtL9DoVTHRzK7p5m5lnavPTU6Hi3Kp9A/XGWa0996uh6BSoXCYJ80g3YwsU6wPH2W9tXJxafM7O/Zo1GHtnsv+sR1/xHTqo+WsMW2tTg9ZrEL1L4pFdb1zaLQCd36n9eYshOByii1DnW+T22eWm7QRK9UVRLKmplJvcHF/mD4ri2fuhzl+eeY9yIuxsXsIPBXqkAAO4R55WHtRuYVIUnQeRsZIwv5mLTKBUfy/AypoKKcul3s6ymcd7av1RKJzFStNb+51Vg84jRFgrcXN2tn4Ki/UUCGZu2h4LQfKdZ5sBrVs9qG84DsX8mip5PlsbGrLmQDG8+aNMu8YdtH4EYAEE96MgFXH7uFTzfgtLtUyB0ckKaXHv6jb+OPgTVFdIdWRWtmPh9xTozgIM4O589jh21wJaFL0LYnxZEuGz3FYaUKKDDeB1Ae5PVkrEbb3m5RpXGi+AyFooZjS/5atDZx8Av3811D5Zqm/4R7Z+AiWaXL/jlnX7aN18p+xWyZ85tM8M5/V+hdnqatHcr0OMF5BKjZT1c3ZbKZ25JS64BarDocZ0tyu0W+pzYIlGDeDCNHDEh5XiemctDcYeh9r/lupIm+89znac/J4C3UGAAdwdzhLH2CkCmf+4Qz/KZbenxoVPDzu3sZMV8nhHBpJZ9AS5HKIzmt/61WDsIkCnSMI8JlsfBSX6/Es77hs70q75O0R0tQSOOaHPRStqK2XXawjbuLr8GyAPSiJ8X9MyjbfCbwH0TreLwlrrI1CqZ0HxgAp+5HZBWOZC3tklDLJ/Ln8kZbPi9xTYkwUYwHvy2eHYOl1Ag9afoFieywsHGhdlPa2CaW5XRrcagA2LnxYAeAep1IymV6Easn4HG6uyLTxyVhXPrfvz9Evt5S85/dxtjDvhhvwTF2QbW2ZBmoFROxdvZUKv4erbefXgwRBMd7sYrLXja1zxvNAAJuW06Mp5UYVgXK4/E3T6BGGDFPgCBRjAXyA2u/JeILPAZ0fenwFZjZRxjduFRQXFerQInhbFjJoqeaijR9L4O+xPAHFuSWeuRjVoOZtUrIHAWeHc6kYghSUauiD9+pJY6sXnnHph/0mnPuA7YmJNpcTbCP5xUDgvcBghCfO9hv4yV923QPBzN78/ZzvmwlI9XxXOvtWTaqvk79nKN/wB4LwEIn0LICPQJ3ViLgvl3LTPMhTYkwUYwHvy2eHYukRAD3qwL/puiMLARbARaWt/6KYDKCzWsSp4GopfJKsk8wxuRz4Nv8eK89vwRmhmkdZ7GopeCjXOkUTY2Y6x1c/FoxPbbq97OnMFfGX+pBPuXRns11Z5DcaWQuxHJR65OxP0ggVQDILaM9z87pztOAPFej0EPxbFpJoqWZGtfCZ8nX2fDURh4z5sHxKRd6dsd1OPZSjQUwQYwD3lTPI4chbQ4dYR8MGCYm+oYbpZdDRwtJYYBu4C8GqyUly/17fNcHRuDQuuhej0xoD8o3Ml7LzZqLV6549eW/XTVOYCGNf4T8VDK4cXt1a24Q1KmSvfbzUEvDjhe3O2W91uQQMl6rxH+ChbcenmKsm65WfjojQLgk+RhilrTWc3Ln4o0OsEGMC97pTzgJsLNCxAggUYT8GoM2XNnI/aUho8RvulbdwuQLGtuNLt7dY2QzhkjYOKswhqO1L7fg/+T14E5ElJhFt8fvbc0W8+vCD1XOblCdP9py55ZOVhzqNDn/toMHYdoGcgte9J8H/yO0D6NiwCa/0Wt9sZ4tyWNwS3K1DlM3DlxnLZ1uYxjpi9P+x8C9BJEI209gyy2/5ZjgLdXYAB3N3PIMffKQI6pqwftvmcVcrnARqRROTObA0XluoUVdwugrk1FXJztvJuvm+8Wj3KuSUNgbNV5RypvuFzvzmfXfzWVbfXPWU5bV6Zf7r5WNWht33uD4uiuedDjNlQnJO55Qy82tZVtZvx7SxTWKrXquIGEVxZUyEtbubRtD0NRi8HJAror9AvbUp5WZthnctYWJYC3VWAAdxdzxzH3SUCGpp7JNRwgq0fBA8jP7W4rYVBA0t1qE+xUBUpQ3HTppXiakvJNq8UG65aL4PYUaixEIaeKWsif2haZ/KodUfel3oys9DpIv8ZRy9eNey13QJvRPTbsOUJiD0NakQAuau1q+lcIAeO1mMNwXUi8KcF0zZXyPrW6jfuaDUZCufqfBvENiV+w27jzKVvlqVATxNgAPe0M8rj6RQBDUbPAOC8dWgyIIshulji5lOtNR4o1Z9l3hAkuMPnw4KNK+T9jgxEG65e74Cht8KWaRA5rvkrFdPBmDp9+BLh3f7/WEOxYqi+AkMXwparofYVLV1F5zK+wWP1wHQa06G4wnnzU7JCWv19WkPW6VDHTZ1/FgN4XBKRJ3Ppj2Up0BsEGMC94SzzGNstoIfM/xL6piY3BkpRQxjbi1u6kisYqQHkY7rzqJIAt9YbWPBhubT6ooNsg9KGq9jFjW8fGgfIcU130fo4eIvttLFfYoaxs63GFzy8AjjvM9bvwNDJza+es/Xb9PsBY3RQno3pClytzi5ZdVhQu1qSzdtovHPQGLpS7fzBgu3+xfL2zP/k0h/LUqA3CTCAe9PZ5rF2SECHzStCXroxjOH8hrkYkrdY4jP/2bThr4zWIXmS+Q33xwrc4k9j4YZVstu2j24H0ng1+zgUH0CQh0T4OIFkrnw3Bn9eLwIdFP+J3/nfFSoIxl6Boh6CAyByVvNG5YnZAAAgAElEQVSrZrf9HjBah9QZuFKAGc5jV/WKBf9aKRua1tfQ/K9C6ycDcP7plwndet9iWTer2m0/LEeB3izAAO7NZ5/H3m4BLYoeBxiTIc5tVji/xW6ALbfL2vCqnY0OKtGv2cB0AKOc71Xwf7lszdjsqta5lbs/IPGdWzW+HVq4wwnjg+NT+2YCuGGrzRCAj5xb5229ZrC1A2/cevP/ARgM4A0DWLCpUjIbd2T6GB4bBUOvBDAEwNFQ5wrdXizVkVfajcmKFOilAgzgXnriedidI5C56iyKTYbID5x4AvA1QMsBKYdIOQy7fHAf89O04mRROO/vHQvg/0Txf27eXLQr+DJXt/Oc29HHQPVJqY5Mqw7etQ0GtGjNZXtrMLoQkDMA+RsSsybvvEp2c5TOG5ZU4ISu889y5w8Fn+CFjTusvWEbY6A6BnD+kTEA3gOcl0rob1AdXpxLP27GwjIU6E0CDODedLZ5rF0ukPnNeK/UmExwZUILzj8DoSgHULFOCt65wT9x8F98h05QYBiAchU8Zigq2tpK8r9Xw5mgdVYV3xWXwOXO/z2kSeeRqcug+rATzNkO0tnK0haUQvFDAUoFWPeN9FtL56aWbBymtQcDKIVkxr3ZGV/mjwnDLsdn/nL+pptNl99TwL0AA9i9FUtSoF0COqxsAAz/GBiZQC6FOleS2n+r9Em8i/2K/mYc9ME/jf0GbZZ99k3BWFcP4420GOVqp//R/PGizG3goOVszvG/tdjbhgAFus0A9GeSMK9rPkDncSUxfF/3qT0mD/bhftjDBurWT75qf7zpGPvdAw7Cx9X76I4gIFsgzpU7KmBLOexUuawr+7BdB8xKFKCAKwEGsCsmFqJA5wpo6OZCaMoJ4oshsh6qX94Bf8EW8R9owxjog/2lvlq/115IGVvQRz8Tf3o78tI7xJdOqy89AFvzC/TTPs6oarH3jg9lnzqf2L58TeX11bSvH1JGf+yQz+C3t0veZ2kY/zFgb+6vqff7IFULkX/Dtg+DGPdA/OUSv7amc4+QrVGAAtkEGMDZhPg9BbpAYFcAq30JDOPNbAG8LROkvnSd5DkBXD9At+YXoDGAZe8dH2KfOr+kfX5N+/qi3reXpnxZA1h1KCD3MoC74ASzSQq4EGAAu0BiEQp0ROC/t6BRmvldWDO/r3bOLWgABfjUeQ64g7egsQXS+Huv7dyG5i3ojpxz1qWAGwEGsBsllqGAS4E2FmFVOAuami3CGq7OIifBr10vwgpZt0NxXicuwhojwNpmi7DGwFmkxUVYLs86i1GgfQIM4Pa5sRYFMgIKCIqsNh9DGrKXubU+jVNEM4/5jIPiCQF+t0c9hgR8D4Izc3sMyVwsGQJ+KECB9ggwgNujxjq9XiDHjTgOdzau6mYbcTgbbaziRhy9fqoToAsFGMBdiMume5ZAe7eizLdx+wfNtnF0K+PVVpRDRukBKR+mcStKt2eK5SiQuwADOHcz1uhFAnvGyxjkGUBzfBmDLgeEL2PoRXOVh9r9BBjA3e+cccRfgABfR7g7codeRyjS5qscv4DTyS4osEcKMID3yNPCQXkl0PhaPavh7T54GPmpxVI15+PWxjOwVIf6FLerot5W3LR5pfy1o2PXYOw6QC+D2FGosRCGntn8lYLODlf3pZ50XgKBi/xnHN18x6zGVxk+AbGnQY0IIHdJIuzsoNWhz6BSHW/buFYEeWnBlZsrZH1rDWrx7P1Q558MhbN15jaIbbb0GscODYiVKdCNBRjA3fjkceidJ6Bjyvphm88C5DxAI5KIOPsrt/kpLNUpqrhdBHNrKuTmbOXdfK9B62cAjoJmXmf4KNSeI9U3PNS87tnFb111e91Tzh8KuDL/dPOxqkNva15Gi+aeDzFmQ3EOBAsAvCoJ83/djCNbmcJSvVYVN4jgypoKeTBbeQ1GnX2rnfH+Ev3SppSXOa9z5IcCvVqAAdyrTz8P3hHQUHQKVKKAPA2jzpQ1cz5qS2bwGO2XtnG7AMW24sraKslciXbkoyFrHFRuAXQ7Uvt+D/5PXgTkydauWs8d/ebDC1LPTXT6nO4/dckjKw9zrjI/92m8mj4DqX1Pgv+T3wHSF6IzJG4u78h4nboFxXq0IbhdgSqfgSs3lkuboaojZu8PO98CdBJEIxKPZA3ujo6R9SmwJwswgPfks8OxdamADreOgA8WFHtDDVOqZ/0lW4cDi7XYENztXE0mK+Un2cq7+V6LrBsguBai0yUeuVuD1h8BrGnravX80Wurfpp6LtP8Nf5T8dDK4cWt9dV4VT1CEua3NBS9FCoLoLhZqs25bsaXrUygRH/uXLXbiks3V0lVtvJaNO8bENuC4FOkYcpa8/Vsdfg9BXqiAAO4J55VHlObAnrQg33Rd0MUgouhMKXaXOiGrLBYx6rgaSh+kaySG93UaauMFs39OsS4BYJNzi1nSZjvNQSkcY4kwhPaqnvx6MS22+uefskpc2X+pBPuXRns12ZfwdhSiP1oY8B/LXNLWjEIas+Q6hv+0dFjCRTr9RD8WBSTaqpkhZv2tMiaBsn8AXQvtg+JyLtTtrupxzIU6CkCDOCeciZ5HK4EMguDdvj/DOgapHwzZP0s5523WT/O7VYRPC2CGTUV8rnfZLM20KyAhqw5UPwEkBmSCN/nfK1B62vOlS8EE9u6Rey8z/eC9OtLYqkXM5fAYf9Jpz7gO2JiW+8TbrjFjSUAnCvh9xr6i10EqPMHwM8lbs7O9Rialy8s1fNVcYsqJrm9La9D5w2E3/4poCPRp/7Etha8dXR8rE+BPU2AAbynnRGOp0sFNGj9CYrlUm2G3XY0qEQn2MDTKphWWyGPuK3XUjkNWcdCMwui3kEqNUPWz/lgZzkNWb+DjVXZbg0XlOq5c+v+PP1Se3nmCvhuY9wJN+SfuCDb2DK3ug2Mkrj5vV19Dp19APx5CwA5CILpEjc7tIrbGZsoFhrApE2VstStlRZZMQjGScL8pts6LEeB7i7AAO7uZ5Djdy2gwdjjgH4kCdNZkevqU1CqZ4riYQguSFbI464qtVJIg1FnlfXlDYugdl+A1Hg1OkUS5jHZ+igo0edf2nHf2JGa/BtUZbVRePQJfS5aUVspp2Srq8Ho3wHjgZ1X3f8N/8xCNGcR2J2SiJjZ2mnr+0CpngXFAyr4UW2FPOG2LQ1adwKyvyTCZ7mtw3IU6M4CDODufPY4dtcC7fmP+4ASHewDXreB+zdXSsR1Z80KNi46WgCRtVA4t5w3NS2imatQ/2qofbKb32MDJZpcv+OWdfto3Xynna2SP3NonxmHJSulMNsYG393fgGp1MimV99OPQ3GBkFwC9QeDvVNd7MorbX+AiUaVeBCGzjiw0rZmG1cu/4QaMcfSW7bZjkK7GkCDOA97YxwPJ0u0N7bm4FS/b0AK2sqpKw9g9LjZueh1h+F4kLnaSFJmA+31I4GrcUQrHXzO2xhsZ4CwcxN22MhSP7ITHtat3pQ33Acivlu3rDU+PvzcEmYk1sez9zzgMzisPtRkIrIK3Pq23P8haVapsDoZIV8N5f67fmZIJf2WZYCe4oAA3hPORMcR5cIaDAWhugFyE+NyWWBT2GJXqeCickKOSnXgWUWFuWnp0JlKhRvIFU/Wd4qq20x7BqeQb5MEuaRbvoJFOsDx9lvbVycetxZKX1w45XrO5P9Zz36iu/QQclKccI+60eD1msQvau1Z3H10LIC+POcPwwOh+gi1PkWuV2w1rTzQKm+KIolNZXieheuhh208sud29iSCMeyHgwLUKCbCjCAu+mJ47DdCTQ8Y6v7SyJylbsaQOOiq2fUQGltubzltp4WzRsG2FMhmArgXkAWSSK8urX6mVu+0NUQnO528VOgRD9euv3eWcOk1lkpnVlM5SzeWqcFSyb0vXheslL2czPexsVgTwEysvkt8ab1NRgbCahzPM4jW4sAY5FUz1rnpg+nTMEYPVTSqDQEp+W4KMt5tvhf2RakuR0Hy1FgTxRgAO+JZ4Vj6jQBLbIehCHLJB5+wE2jA47R/r5t+IcK5mdbVbyzPQ1aRwG4AsCkTEipf5GsvS7r754aijlbTb7jdtFT44Kwy2o+i62EIR9JPJx5FllD1izY+HLhXuFiFdzpduFTZlGYGAdLPHxONhsdftNgSGrnHxdPA7hDEuar2eplQrhhZfTMVD6O/ug1+cRNHQ1GL4TKsVJtTnFTnmUo0B0FGMDd8axxzK4FNGi9DEOjsibiPAOb9VNYrNeo4JvJSvlWtsIaip0MzVwdjoBgET7pt0g+uPqzbPUyoRm0nK0jfyIJ8wg35Z0ygRJ9VAVLk9tiZwFyk1SHX8y0VRQ7CdBrA/3CvxHFhGSlZA3UJn88OLtQ/by136ebj00PuHUv7LvNubXuHPcaiCySePiFbMeQuRVt4881VfLTbGUzxzQiOhG2RCRhHu+mPMtQoDsKMIC741njmF0LaND6APVymrwZzrpFYmPIvSc2vl+zUlrdK1lHxH4I2wle3QvAIklE7nc9ICdcnN9X8/NWQ43vu11pPGSUHlDvwyOGgfM2boutQrp+qKwr+zATVsPKBsCXt35wv/Ao28Yv/TbO/WClbHAzpsYV2r9FyhiR62+8matUOEEsn0FlkVSHf91an4WjdZwa+G2yUpzNRrJ+NBQrhuqzkjAPyFqYBSjQTQUYwN30xHHY7gQ0GJ0PyJnOW/skYba5MURBqV4iilOTlXJ609Z12LwiGOnxEBkPIAjgPw3Ba/7e3Sh2L6VF1hIYeE3i5vVu6xeU6HwB+tWkrDuRlqclYR622xiD1pvw6aRCv3m5AttqK2Wm27Y1ZN0IG0dKtZl5uUOuHw1azipn54r4SwASUF0G27dM1s2qbtpWoESfUsFztRVyT1t9aNBytuG8D9AnJBFxfRy5jpvlKeC1AAPY6zPA/rtcQItiP4TofVBc29a+z4ESXaWK6cnUjRug6fGwZTwEThikgcyuTstg28tkbWRtewfduKjpZQRSg9w+3jNgjA7y2XjfAA7duGPeeKie1vwRooZHmeTZwX1mLbOBt9IGDvywXHZ73ri1MWcel0r6N0HyjpP4zDXtPrbh0eEwDOePlPGAOm4+KJbC0GUQ37KA//ohIliQrJRRrY6lYX/om6FyUVtX1O0dI+tRYE8SYADvSWeDY+kygYbgy1xVBaCyGdCtgGwB1Pln6+vGgaO2GvlDj0u/XQfFDhhYCsgyqL1MEpE3O2tgmQ1BRJMSj7h+triwRJ39lY1klVzd8GYj2SiJ8G6/pWowdg2gg503KAWK9VYR2DWVMsPtuDUULYNKIJddwrK1rcHoYRAnkHU8bEyAoM/LvkPy+9t164+w318FyD6A9Ae0f+Z/Fh0ISLLhbkXrq8ez9cvvKdBdBBjA3eVMcZwdFtDQ7HzU9zkE/nrnP/j9ob59ALs/gP73+8Ze+Cn8H/4Yr02VN65/u8OdtdBAZiWxUf9PpGSQ299bB4/VA9P1eK/exoH/WikbNBhdCgNlzReVNSxaQpkkIhO+MlqH5Bl435eHr21cIe+7OZaGlyLoJth5X3WzgttNm83L6OE3HvJzHLVwH9QNvDC9wvndfAtgbIGkt2b+EErlbUHejrclPqeuPe2zDgW6mwADuLudMY63SwQKS7VaBd9PlssbXdJBZrWy5WwqsY9Um67fIxwo1dsUqKutkGudcWnQ+hQ78gbL2zOd36F3ffSQ+V9Cn/qNkjD3dv6PBaV6swD5yQpx/fyzFlnOs7dbc3lRRa5WgTF6uCp+W1shRbnWZXkK9DQBBnBPO6M8npwFBo7VQqMea5KV8pWcK7uskHl8p/+2TVBjnNuNLAaV6nhb8ZKmcGDtaknq8NgoGLpYEmaopW41aMVhy2RZG15VMFID4sf7to2Jm1eKqzccZTYSEXs5tvQb5PZxKpeHv1uxQIn+y87DiM0rpKY99VmHAj1FgAHcU84kj6PdAgXFeoYILk5WyqntbiRLRQ1ZM6A6WhIR5/lfV59AsT4DA+uTFfK/jVe/zu5aAyQRbnFvZQ3Gfg/oh5IwL3bKB0r1Z7AxNFkl33HVYeYKO/owRFZK3LzFbZ1cywVK9DlV3FtbJU/mWpflKdCTBBjAPels8ljaJVBQrA8KUJeskkvb1YCLShq03gFwttvdowpL9Voojq+plJN3Nq9B63koHpZq87EWr4CLrLMh+JEkzF2vJSws0T9AsKSmQm52MUznFrezq9djkjAz+0x3xSdQqnerjfzaKuEuV10BzDa7jQADuNucKg60qwQCJfoLAG8mK+X2ruijYcMK+a4kzNPctF9QrEeL4I+2oHhzhazPXP2G5n8VWr8KifCXBaItBjBUEIz9G5I3SuIz/+mUGViqQw1FlSq+VVslf3fTvwatZyHyhNvtO9202bRMoESvBOC8PvHHudZleQr0JAEGcE86mzyWdgk4j/nYwKbaSlnQrgayVNJgtAJihN1s2eg0VVii5RAsrKmQB5tc/V4LlUOkOnxZW91pUewuiL4tCXPXFW9hqU6BYlpNpYxxc3wNW2zaMUlESt2Uz7VMQYlON4BBuTwmlWsfLE+B7iDAAO4OZ4lj7FKBQKnGYGNrskoyLzfozE/jLlEzJGEe46bdQIk6K5H3af5aQQ1aFVC9Wqojr7QdwNHjIHKrJMzdwjNQos5jP1uTleJqBbYGrb8BuKW9u321NcZAsc6Cgb2TFRJ2Y8IyFOipAgzgnnpmeVyuBQqKdbZhQGoqxPXmGG4b16D1ZxjygKxpfZ/knW0FivV6CM7wGTh+Y7ls23X1G5p7JNT4pSRMV4/uaNCqhtj/I/EbXtvZxuAx2i9t42UonnTzh0bjftcXSMI80e2xui1XWKpltg2trZI5buuwHAV6ogADuCeeVR5TTgKBYr1HBQfUVsquxUs5NdBKYc1szSiPSMIcm629wlI9XxU32jZO2bxSKpuWz+x+Jfoft7tnNe5q9SVnV6ym7QwcrSWGgedFcX1NlTyUbUwatFbA1nM7svVmS30UlKgzhg+SVXJJtjHwewr0ZAEGcE8+uzw2VwIFR+ghksY/kpUScFXBZSENxi5y9kSWhHleW1Ua35d7myhOrqmSFc3LajC6CWnf8c1fbtBam5mXR/jSL0siMqh5mcJiHauCF1RwVbb3HWvQ+pWzB7Ykwve5PGRXxQIlmlQfvl77unTJjmOuBsFCFNgDBBjAe8BJ4BC8FwgU66sQhJOV8lJnjUaDsV9C7b9KdeTe1toMlOpZUNytilNaWqWsIet0KK7K9b24mfcgC26TuPlU874bV1k/D8GlyQp5vNUgL4peDMGxkoj8T2eZBEr0BChiySpxHnfihwK9WoAB3KtPPw9+p0CgVGcpMKS2QpzX6nXKJ/Psb9o4ubUr10CJRgFcbQAnb6rMvG3pcx8Nxh6D2K9IPHJ3LoPSUPRSqHGcJMJnt1RvUIlOsIEXbODWzZUSabHvzJW0/UJnPhNcUKqLBNiQrJB5uRwPy1KgJwowgHviWeUx5SwQKFEnqJx37p5cUynxnBtoViHzJiDIS5Iwv9pSW5mFSIpLIJhWWyFPtBiAxbP3ww7/v7Ejb7/mez9nG1/j3tAfo0/qy1I15+OWyheU6pmiWCiCe1pbgKZB65+AntAZb4QqHK0jYOA5Ba5PVkqLm4lkOy5+T4GeJMAA7klnk8fSIYFAsV4FwenJSjm+Qw1lNs6IXQBbJ0q1eW7TtgrG6KGiuAPAtrRi6oeVsrG1vjRkXQbVb0gi0uJVbLYxajD6GET+InHzrtbKDijRwT7BIgD9VHBFbbm81bSsFlmPwJAlnbEpR6BEnVXYTyWr5LZsY+f3FOgNAgzg3nCWeYyuBQKl+hvYWJesEtN1pRYKash6ENBXm946blxs5dyCnVdTKTdlaz/zLK7g5pZ+x81W1/leg9EzALnGzTPIhSV6nQKzVDC16eKszK1syFESNzu0bWSgWC0YGJaskB+4GTvLUKA3CDCAe8NZ5jG6FgiM0gL48CgUr3UkhLXIegs+4zuyZla8cLSOUx+iUAwxgCta+713tyvPYPRyQM6UhPlN14Nv6Q+BoPUnQJ+QROTObO00/i7sXJ1vFBtmzUpZriPmhZC2n5Fq89Bs9Vv7PhO+giORxjnJVVLb3nZYjwI9TYAB3NPOKI+nwwKZEM7DQigGCjA119+EnRfPoz69NNAnPEUE0wAUO7+11vXB3R+9Jp9kG6COmL0/bP86iH1q0800stVr6XsNzTsSaj8HIzVM1sz5KFsbA47R/nmf4jJtGLezh/TC5I7Yg8jzTZA3rs/psSHnN181sBCCzajHNIZvNn1+39sEGMC97YzzeF0LOL8Ji+AqW/CcKJ5w84iS88L56+teuWmUbjribP/ZNSpYWFsh97juNHPrOHYHYG+XROTqXOq1VlaD0VsBo68kwlfk0l5BqV4iimmLU48VrpLC8nn5x1+bLJc3srXhPGqkAmeB12lQ/Iy/+WYT4/e9VYAB3FvPPI/blUBmdbTgYNiY5PxbgXJDsFxt1Klgh/MaQwhGQnEAgKNEsNlK/XHL6PSm1Nj4+Ue76qRJIS2a9w2I/Sj61Q+T8rJd21Hm2k7T8jqmrB+2+d6E+n4o1bP+kmtbK0IP/X2lb5Df9H+rvyoGAngVig8gWK1Avij6iIF8WzFOgDFQvAMDTzv/5mrnXLVZvjcJMIB709nmsXZIILNjVj1mKrDBCRwneJwAUkV/AE+pH69uXiE1mdXLthZLdaTNNxe1eMs4aC2D6AMSj+x6E1KHBt1YWUPRKVBx9nYen2t7WhS9C4ZUOaupB47VQknB2UTjdBFscf4Acf4Qcf4gEWCI5mE+d7jKVZjle6sAA7i3nnked5cJaMg6BzZObv4IUrYOtciaBgOnSdz8dray7fleQ9YfYONZqTYX5lK/4VEkvCBx89Fc6rEsBSjQtgADmDOEAp0soKF5k2DrhVIdPt1t0zp03kD47Tdh40RZa77utl4u5XS4dQR8+BPqjGGyftZmt3W1KPYUDLlf4rOedluH5ShAgewCDODsRixBgZwEdER0ItJiSrU50W1FDVoPQbFZqs1r3NZpTzktsn4K0YJc9nfWImsJfGrJmsiS9vTJOhSgQMsCDGDODAp0soCOmDsW6lsk8fA4N01rkRWD6En47IBj5d0p293UaW8ZPejBvthrw1+heFGqzbCbdjQUWw5JT5U1N3zuTU1u6rMMBSjAAOYcoMAXItDwOkB3LzHQoOVskDEUfVLfb23P5s4etDbsMf1bAOslYV6erf1sL5XIVp/fU4ACDGDOAQp8IQIamp0PzV8K1UfaWvCkwVjmVYCSCJ/1hQysWSdu+s8sDBM5F1I3QeJz6rwYJ/ukQE8V4C3onnpmeVyeCmgwNhLQ5QC+LQlzt1cN7roCVX2rPY8qdeaBZR4xEjm0pStwDVoTAPwBkHGSCK/uzH7ZFgUoADCAOQso0EUCWhT7IUTLIKkfQPL2hxoHwdbRMOQ02PbjUh2Z1UVd59SsFkXnwZCzoPoMxFgFsd9FnfER8vQ3UCmT6vCvc2qQhSlAAVcCDGBXTCxEgfYJaDA6HxDnlYRvQvEugHcgkpZEONa+FrumlgZjYaj6ABwMwUEADgP0EUlEZnZNj2yVAhRgAHMOUIACFKAABTwQYAB7gM4uKUABClCAAgxgzgEKUIACFKCABwIMYA/Q2SUFKEABClCAAcw5QAEKUIACFPBAgAHsATq7pAAFKEABCjCAOQcoQAEKUIACHggwgD1AZ5cUoAAFKEABBjDnAAUoQAEKUMADAQawB+jskgIUoAAFKMAA5hygAAUoQAEKeCDAAPYAnV1SgAIUoAAFGMCcAxSgAAUoQAEPBBjAHqCzSwpQgAIUoAADmHOAAhSgAAUo4IEAA9gDdHZJAQpQgAIUYABzDlCAAhSgAAU8EGAAe4DOLilAAQpQgAIMYM4BClCAAhSggAcCDGAP0NklBShAAQpQgAHMOUABClCAAhTwQIAB7AE6u6QABShAAQowgDkHKEABClCAAh4IMIA9QGeXFKAABShAAQYw5wAFKEABClDAAwEGsAfo7JICFKAABSjAAOYcoAAFKEABCnggwAD2AJ1dUoACFKAABRjAnAMUoAAFKEABDwQYwB6gs0sKUIACFKAAA5hzgAIUoAAFKOCBAAPYA3R2SQEKUIACFGAAcw5QgAIUoAAFPBBgAHuAzi4pQAEKUIACDGDOAQpQgAIUoIAHAgxgD9DZJQUoQAEKUIABzDlAAQpQgAIU8ECAAewBOrukAAUoQAEKMIA5ByhAAQpQgAIeCDCAPUBnlxSgAAUoQAEGMOcABShAAQpQwAMBBrAH6OySAhSgAAUowADmHKAABShAAQp4IMAA9gCdXVKAAhSgAAUYwJwDFKAABShAAQ8EGMAeoLNLClCAAhSgAAOYc4ACFKAABSjggQAD2AN0dkkBClCAAhRgAHMOUIACFKAABTwQYAB7gM4uKUABClCAAgxgzgEKUIACFKCABwIMYA/Q2SUFKEABClCAAcw5QAEKUIACFPBAgAHsATq7pAAFKEABCjCAOQcoQAEKUIACHggwgD1AZ5cUoAAFKEABBjDnAAUoQAEKUMADAQawB+jskgIUoAAFKMAA5hygAAUoQAEKeCDAAPYAnV1SgAIUoAAFGMCcAxSgAAUoQAEPBBjAHqCzSwpQgAIUoAADmHOAAhSgAAUo4IEAA9gDdHZJAQpQgAIUYABzDlCAAhSgAAU8EGAAe4DOLilAAQpQgAIMYM4BClCAAhSggAcCDGAP0NklBShAAQpQgAHMOUABClCAAhTwQIAB7AE6u6QABShAAQowgDkHKEABClCAAh4IMIA9QGeXFKAABShAAQYw5wAFKEABClDAAwEGsAfo7JICFKAABSjAAOYcoAAFKEABCnggwAD2AJ1dUoACFKAABRjAnAMUoAAFKEABD/Ed6ZMAAAJhSURBVAQYwB6gs0sKUIACFKAAA5hzgAIUoAAFKOCBAAPYA3R2SQEKUIACFGAAcw5QgAIUoAAFPBBgAHuAzi4pQAEKUIACDGDOAQpQgAIUoIAHAgxgD9DZJQUoQAEKUIABzDlAAQpQgAIU8ECAAewBOrukAAUoQAEKMIA5ByhAAQpQgAIeCDCAPUBnlxSgAAUoQAEGMOcABShAAQpQwAMBBrAH6OySAhSgAAUowADmHKAABShAAQp4IMAA9gCdXVKAAhSgAAUYwJwDFKAABShAAQ8EGMAeoLNLClCAAhSgAAOYc4ACFKAABSjggQAD2AN0dkkBClCAAhRgAHMOUIACFKAABTwQYAB7gM4uKUABClCAAgxgzgEKUIACFKCABwIMYA/Q2SUFKEABClCAAcw5QAEKUIACFPBAgAHsATq7pAAFKEABCjCAOQcoQAEKUIACHggwgD1AZ5cUoAAFKEABBjDnAAUoQAEKUMADAQawB+jskgIUoAAFKMAA5hygAAUoQAEKeCDAAPYAnV1SgAIUoAAFGMCcAxSgAAUoQAEPBBjAHqCzSwpQgAIUoAADmHOAAhSgAAUo4IEAA9gDdHZJAQpQgAIUYABzDlCAAhSgAAU8EGAAe4DOLilAAQpQgAIMYM4BClCAAhSggAcCDGAP0NklBShAAQpQgAHMOUABClCAAhTwQIAB7AE6u6QABShAAQowgDkHKEABClCAAh4IMIA9QGeXFKAABShAAQYw5wAFKEABClDAAwEGsAfo7JICFKAABSjAAOYcoAAFKEABCnggwAD2AJ1dUoACFKAABf4/nnUIs3/HmngAAAAASUVORK5CYII=

5037.680.2167θ

because snap doesn't respect mathmatical standards. sure degrees are useful when you need to calculate something quickly but radians are far more useful in computing.

false