tag:blogger.com,1999:blog-34863042955059823892024-02-18T21:36:59.562-08:00Swipe Tag: An Umpire's BlogDonnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.comBlogger9125tag:blogger.com,1999:blog-3486304295505982389.post-2825008802860154062016-02-20T16:58:00.000-08:002016-02-20T16:58:30.091-08:00Dead or Alive<div class="separator" style="clear: both; text-align: center;">
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VIVm8kaHx/vHhlsG+ipam2qeXy3pu1OU1szbXxQphSpdErdtHppwWienjfpF3TaWbVyis8Rc1j8iXFmw5OWorv15OqKP+alfxEf/8OY6M9iYz+KuvX9uNiPEgkfplD/Ob30v5UOgNtC0MgHLbOg4wj0vQVDLjDmBhwMx4VAiIWGOCyCpO9hQoSFpIfwHVBCTkoUViVBqSUOXxRgV5NDCOCGkHQFo9BLEggEMCR/glqG/07fAZ4f8APgSgaG5AkETCykoYKqihucBnFsP44ZAEzvNY4fxw+7Tn4ACFAc2w9EEHD9QAoB9xKIIRAFAA8NuT9RIPSxBWExGBz8ABBiOC4EAhTHh4BxCXgwCKaQj+MGcGw/4PoBxxsyenwvjuPFsX04pg8wvTi2D8fwAsYlju3DsVGcwA+4l4B7Dvg+wPcC7mXoCt8L2JeAg+EYl2G15QPtw83ttOYOWlM37X7X8J3u0cYB+sMhxuMx5hPaREs//X4/7e4Q8+Hg6MOBscaB0YbhiabBsfqh0dqh0dpBWs3weM0gvXJwsnSIXjpELx4Zyx2dKBhmUocmC2jMMhqzbIxVzhDUs4V32ZJmjriZI27my1rYwiaO5C5P+oAteTDGus3g3uXw7vG5NYzJcj6zkjNRLhY2MOnFHFYhk0nlMfOFgnwRL0/MyxPyi7icXKEgXyigyiX5SmGBWlKgFudoZLkaSc60gjolz9eJs+bkObOybLUia2EqRy9LMykyZyRpOjFxXkrSSZLmhEStKGFOkjAvTdRL8LO8eJMkSS9MnJUnLcjxehnZoEhbUhO3Z1K3ptO2p3PWZ3Mcc5mO6eyDOarNkOdYzNk3FtgMBbbZgn1D8eFi0YG+6GtD4QtDyYG+6IW+5PVy5eFikXOR+txS+HIx781KzsuVrLemjBNz9mtT6vFS2ttF8ttF4skS+c1asmuN4lojus14lyHebcZ7lsjnK0muxfgLC8G1GOdajjxfSfCtJHqX4n2WuMBifGAl2WeJ81niAhvRgY14/1pi8OhfS4RbBN9a7OVmgn8rGd1N9m8mojvE4Dm2k4ztJAe2Ev1ria65+Ndz0Q4VfkdK0DAipcOx410Jjx5E5lclJuTH/4Ea/zkh5tOkuH9Livt3YtJvyPiYIiqhsqSoprq28d6DltYnbR2dHb1DA8NcJkvKERqUstUF3c72mh3Zstq29nY3d5aXthZXjPP6KY1WJFRyOUIWizU+Pv6su/1+58P6ljtNrfe6B9tHmHSmlKnSysxm86LRtGI0rhiNCwsL80qtRqUVc8R0Or1jbKhxsKehszW/oYraUFPecuf20+Ze5sCkmMlXCqc02gXN/Lxqdk6rm1VMK0VKIV/EZnJGR0ebnjykNtREl+b+jpr2Y3zcp9GxP4yJ/Dgm+sPoyO8mEb6Tnv/tzApQPfRfysZBkxg8nANdh6D3GAyd4iYu3mkZMQRcPxBDwPEFl24YLvCdFJK/F2nJQ+kVkEAgfE+hiMLmUYKGZREGhFgIHwIsCKNrnPCP4ndkfIczdjhp4gWVURg9rADgBgAPAg4GmJc4th9MQsBAARMDbBTH9uH4EHAvr74C4EAggkFxFHqI0A+4l+HzoElEAT+AU4ctHjuYUkHA9wHGJeChQOwD3EvADwC+F/C9QBQAHB8QYjiBH4gDQIICUQDwfaFfXRBAfB9genGCS8D34gR+IPAAhif0EK4f8C5wLA8QewHfCzg+wPcCoR9wfIB9AZhewLgE4x7AQAHjErQPV3cP1fSP1XUNlfYOlfX3l/aPVo6MVYzT62iM+uGJStp45QS9anyyisYso01WjowXjYwXTdLzWKw8BiOXxSykT1DZrKIxOnWSmz/Jy2EwMrmcXCG7kMst5LKLuLxSJq+ML6kTCxtEggax8LZSfkeqaJLJ7ggUzQLRbYW0Uae8KxHdFvDLxMIyMa9ELixWsgo13BI1t0DBK9Dw8pWsLJ0oVyfPVwuzteLceWnBjDhzVp4xK88wKjMN8qwFWaZBnmWQZ62p801qillJ2dBmrKrT1tSZq4rMNQ1lU5Vm0hCWNMlmOcEsJ6wqkpbEsSvyhBVZrEURvyaJ31Ymb6rjdjVJO7pk6yzBsZB+qM/Yn8v42pjtWMx6ac54ac4+XMx8vpL1aoX6fCXncDHz1Vrx26WiN5b8k7WC49Xi47WKk/XK45WKs/Wak42iNys5bku+x5J3asnzbhR61jJdllSXJfVsNdW9SvasETwr+PONVO8a0b2R4NnEX24kX64R/GuJPktCEEk+S5x3LS6wHY9u4NG1KHQDj27jA9ux/q0YuIWHWwS4hYcbyXAzHm7Fwp0YuB0X2I5Fd+Kw3US4mwyteLhLgLsEbDcR7sVBKwHuEtCdhIAh1m1IeDUVvyuN09EjxaORI+3Xnz2MSy+7GZ0X9fucxJ8lx/44OfqLpPhPEqJ+SkiIKcgiFuVmV5YV1dTdvfPg8cPWro7uzvYe+vgEj8NVq6TTM0rz0vzOrmV3b217a21j1bJqXF00mkzTc0qJQsgXMJnMkVFac1d72ZMH5fcbqu/fftz7pH9iYEIwwpNyp6en9Xq9cV5vnNfPK7UamUImEMm50nH6xJOezgdPHtc8vEeuLsA3lFDv1JS13O4c7aGxJgQCgVQs0cq0s4ppnUKnUiiVYqmAxx+dZPUPD9U/uJ9eU3kzP/sPuWk/irzxWcytH8dH/yDm1sex8d+LS/wOMff/yaj5m9IuUDcBmsSgZRZ0H4C+t2DEhRs5B0wMcLC/yK1EWChF4qNB6fROTInfy9qFEEhCr14ThFMtYRhD0vBMEQRc7MptAQkaesgV4HjoewFWKDAKAYXrf+fOBCjg+kOP4mCAHTRlWIhWHAzHDPs7NopjXs1BgSD0wPDwAq4fJ/CHMjhRAIgCQOQLQSd0hECIAb4vrH18gAeByAf4PsDzAL4XSL1A6r0m8gLxBRB7gMgHxF7AdQOhH4i9QIQBfgDwLgDfC3genPAccN04jveaDAVCDMfxAoUPiNxA4QeSSyD2AOEZEHuByAf4XsA8x7F9gOkN6kRAG84bH8pmjKZP0ijs0Qz2WBqbnsqmpwjoBAGdIGZliLh4EYfAZybJOKkSFkXGSZXxs5T8DJUgU8VLVQpJM4JsHS9rVkLVytJn5RnzkqwFSa5OmTOnyTFoqCZ10aKyxDRVZ55uNKjrzXN3l2bvmGdvr8w17ejvrsw1bc02r83eXp1pWNJVL2krFjXFi5riRU2hSZljUuYsq9M2VWkbsvRtdcraFGltirQxRd6dSbXqUu1TqfaZTGSK4phOP5ijOPWpDj3h0EB4MU96MUt+bUg/NKU8N1BeLqY8N1Cem1O/Xsp4uZj+Qp94bIg5Nia+mUt8O590rMcfG2JODYRTA8m1mOJaSj/fSD9bTjtdy3FvU91b2WebWee71MB2hXer6Hyr+NxaGtgr8++W+mwV/t1Sv600sFcSPAb2yvy2Ur+tFEXK/bZSFCn12/Mxa35gLxfasqEtG9tJg3tpcCcN7hLQ3WRoI71/hDuJcC8ORYjYDhHuJcGdKGw3EdoSoS0e2hPgXhK2g8cQCrQRoTMZ2hOgNR7aYqEDD/fiMCQJsxMxOxE6wpCyE6EjETrwECFgTjJmJ0KEhNmJcCcRW4v3mGLezt98o4iZnYxQTySwe6K7WpNLq+MSqJG/TYv5Eh/7i+TEz5OTPk9M+Dwx4ZdppK+oGTeLclOrS8sa6msb792/1/z4Sevg4ODI2ACXMymTCmYM+qVF86p5ad2ytrNk2VmybC2uGBcMGpVayBcwWMyOwb7SO/XUOzWkqvy02vyGtqYnvW299IEx5oRKJp9SqHQK3Yxcp5Vp1VKpjCvicDidQ/0PHj8qvtdAriiKKs/B1+ST7paUPqyjjQ8y6JN8Lk8kEKrEKpVEoZVplSKlmCPmMllj4/S2gYGsxpqEkvz/QU3/JDn+k8hbH9+69YPY6I+ibn4QFfHNuMRvEtP/JbXom8WdoG4C1yQAj02g2wm6n4PRYxztLJi2hJTI1aoWhUuB0ncZfMjlBQuIHH9IjwhD5hFI4DVByDO+u4uDvXOIIghEGJDCd3JJgAbt519ESO9S9ivEYKHMSwjDtTnsHYOYGGCgOGYAMC4B8xLQL3DssC/jn+OkASC+uCbzA8E5EPiAFANiL04aAGIvTu7Hyf1A4gfiC5zcB9QBILvEyX1A6gViD5Bf/BexF0gugcADhGdAhQKp9x9Fl9+Wn/+r4uIbKs+PVN7PlOffFrt+rPX9QnP+peric5X7M7X7pwr37xTu3ys9f5Zd/Fzh+aXs/Kfyi0/k7p9I3F+qLn4icf1cfv5L5cXvFRfX5d6byvM/aDw/V3h+Inf/i+QM8Nw4jhtw3YDrxrF9gHcBOPRc7lg6n5YiGqfIJkjycaJyMknLJk5xSGoeSStI0QqJWl7ytJAwI4ifFycsKslz4rQ5cbpOTFyUZxplpAV5ukFDmVdRNpWZBgVleSpna5q6O5O6MZe7MZe3qS/Z0pfvmar3DLVbhrotc5PdfM9uvoeYWhDzw+fLLXbDHYehyWmod+qrnfrq57NVz+fKtqdzrNM5Ni3FNkVyzqbvz2UgU6kHc5SDOcqRPu3FXNprfdqrhbQjPeW1KfW1kfjKQHpjoLwxkN8uUk5Mmccmysli6ttFssuSerxOOV5LP16nnFoIp8upHnO6e5F8ukTyrODdZvy5Ge9ZIbjNeM8KwbtGPF/P8G1QvFvpF9uZ/t1i7ybVv1votxWfW0sDu5V+W2nAUQ7tlRCpgEhFwF4GkQpoL8UcFdBWiR7UoM4KaC+F+8Vwvxg6CqAjDzoKoD0f2nOgPQfaMjFbCrRT4C4Bs6XAPTK0kaCNBK14bDce7iVBhAQREooQ4V4ctCWiCBHuJaE2PHTg4W4y3CVAGxGzE6GNCK1EaMVj9mTMnozZidCWGERScGB2InSQoS0RIgTMHpxJhAgJ2pLhXpLfEne+GOtaiH6hidezo9X0uNGuP/c8iS+qjEvMi7yRlfgrQsLniTE/JRM/iY/7PC7u3wnJv6WkXM/NiCvJp1ZWljQ01DQ2ND9s6ezu6hnoHx8f53A4CoViZmZmacG4ql9eN1rWjZZN0/LKwrxGLReLxeOMyadD3QXNtSl1+fjaXGJdXvmz23cH2wZZI3QuXcgXaGXaKalqRjo3JdHIBCIxU8jl85729Ta2thTdqyZVFUaUZKbXFRbcqa59ep82PsicZMgEIplApBIopqVKtVSqEal4HP7ExETfyFDrYE9WQ0VMSe7vMsifJsV9EnnrB9FRH0bc/DDixreiY/4FT/h/iWkfZpb9c2H731XTwD0B7uEM6DzAdX8Nhk+v0S7Czivsv8Ke7r0mg7A44ryXwQdxI4U4WTDbwoAw5PUAFwPcwF+E8eHuh5ALk71nNjlhSIW0WOBdmZ/3/+uE4ASjLohjQRwrXFtkhpnF9gPmeSgMEvmA5BJILnCSy6Aa+q8K31+Lzv+rPPC3Cv/fKC7+Qe79R0Xg7zSX/6Tw/p9S1z8pvP+i9f6rzvcNqeebSs83VJ6/UVz8rcb3t+qL/0vu/xeF9x/k3u9LL34u9/5KfvGf8vP/oXT/QeP5jdb9B437q2nPH7Vn/6l1/UHn/qP27Jbu7NbMeeT0eaTm7ObU+VfSk6+U7n9Xe36vuPit9OK3Uvd1ufv3cvfNqfMbGnek5ixa476lPI1Qnn0pO/snkRuI3DjhRcgz8i6AcjJDw0qZYpGnGQQDl7LAIi0ISfN8vF6cvCQmGuXJRgnBLMRvKkmL8qRlFWFNSdzWEHemyNu6lB0NZUeTtqtL2dVRbLNpVkPmnj7dbsh1mHL39blOQ/7+YsmBueJoqcG5VH9kaTpcajpcanqx/vDlxqPnlodvLQ9emO+9Wr53snT37fKdF0u3ny/Xfr1Y/PVi/ktT/uFc1it91quFtDeWlOcGygsTJRj9vDUT3i4Sj80px2bSsYXisqR6lsjnS5TLZcr5CsWzgr9cJ3ksKe61VM9m+pkgZdsAACAASURBVPlWxul66sUW+XI7zbuV7lvP8K9nBCyp5+vEy43kyy2y15KMrpCxjRRsgxzYTgnsZGF71MBeNmrLh/bS4MCc1RCpwBxV0FkNndUYUgv3a6GzGlor4EEVdJZj+5VwvxRzlGH7lRAphgdl8LAE7hdBRwHmLMSchZgtGzqzoJMKbRkYQoF2CrRTMIQCbRnQRoIICUOSMCQOOhIxJAlzkKAVD22xcDcK7iVhSBJ0JMK9OOjAh9DjwGN2IoZQ4H4KPCBBhAQdeAxJgLZEzEbCEAqGkDE7Ee6RgzMhQgqRCyFhe0noBt5jijmZi/paEaXnRSgnoyaHbvW1xRRWx8fnx3yVlfCz5IQfJcR9khj/cVzMj+Jif5GM/3UK+Q8ZKTeoGanlhQU1FWV3G6ubm591dfb09Y6MjDDokxKZVK1WL04bzdPGdaNl07S2YVyy6E1zaqVULBmaHG/r7ci7X59cQ8XX5qY1FN7uano20D42MS4QCeVSmVIs1cq0KrFKLVQq+CIxR8xkMtt6u2pb7+fWV6ZUFkaVZqTfLiq5X9PU10Knj/O5PJlAohCJVGKVUqTUiBUKnkzA4oyOjrb3djd1tcXVFvwxN+1XxMRPEmK+e/PGpzEx34u49f3oiA8S4r6dkPRtUtqHpLx/Ku34325PgDs8XIsetDtB/9dg8DVu5Bww0FA7AjcQjq4wIAqECCIN1/jeK6IBEQRC+D7dAAfDXRnGq8YIYVg6ve83rxgUStnfYTFUQwzV78LhNwcCJnaNHeRg+ISDAW6oqQrHRnHMAI7pA1wMx/YBvg+IvUBy+Q2p5yOJ9xtSzzdUnp/I3Z8qPJ/Izr+QuD+VX3x/2v9drffHmvPfaLz/ITn7ncL77yrvrzVnf9B4vlKfx6gDv5Vf/Err+7HW90Ot98ea858q3L9Uu3+lcF9XeaN15zG68+Qpd77uLGvmnDTrSp7xpE67SDpXxvwZdc6To3VR5zzUmbOsGVfK3Fm85ow05YmVHycoj1OVrhTlKVHrxs968NOepBk3ee4sR+tKnfIk6dx/Url/onR/W3MJeB4g9uI43r/nucEcJ32el2YQpCwKiXoxcVGYvCZLXpYmbcnJm0rCtoa4rSFuqpJ3p4i704Q9HcGmIyCzSQ496Wgh5WCaeLSQcjiX+Vyf/dKc/bUpc38p62Al88ic8WKJ+tZS+Wa14pWl6sXS7dfrjcdbd99s3HVtPPBsPnLtPHm7ed+18cC903K20XS20eReb3Cv159aqlxr5W5LoduSf7qU416lHi+luZZSzzfSXSvJniXymYXiXkv1WtIvVijnq+QLC+F8K9m9keDZIPo2KOg65XIr5XKbeLmecrmdcblFDmyTAtsk1EpB99LQvczAbqp/l4yuk7CNFGwjBV0nQwsFbpHQdTLcScP2crC9PGw3qIlKMUcFdFZijjL0oAo7rIMHVdhhLTysww7r4EEtdlgXwpazGtsvxw6r4UEVdlQOD8pCwDoqgQcF0JmPHWRCRxZ0ZsP9TOhIhXYKtGVAOyWkg5xkDEmCNiJECNBJxhBKyNnZYlFHAobEQXsShiSFlBRCwPaSoC0Zs6VChASdZMyBx+xE1IbHkAQMSQrKq5A9dJIxZzxECHCfAhESZk+Gdgrci8NWErxL8a6F6H3V9XlWrGIidrz/Rtejm3nl+ARq9J8z4n9OTPo8Lu7jmOjP4+J+Ghf9RVL8z5ITfk1M/BOFkkylZpaXFNVUlzc1tbS1drZ3dPf3jY6O8ng8uVQ1q5gxTxtX9cubprVN07JFb5rWqRUKxRB7vHO0J7+5Mr0mn1KXT71f+binpXOol8lk8vl8pUillqjVMs2URDMlkaqlUi6TNTExcefxo5Lm26kNhZEFqYSG/Kx7JdXt9x4NPGGwJnhctoYv04pkSr5cJVYpJSo+V0Sn0wdpo619fcXt9yOLMn6WRfwiKf7juJgf3vjTD/50/bOIyE9uRHwz8uZ3ExM+IFI+Si36h7KO/1Y5gmsUgeZZ0OEEfW/B8Bsw6gEMNOT1ghy5qvSJg50NfxlgCbCQrROggB8ISS3eVY8oCkQQCP2hu67CLwEGZBAIMHDV4vAOW+HHBm1puEQYrhJeXQ8rO3a46scNtyME+x7YfhzPB7iXOM454Hj/WXrxqfziS+n5L6SeG+rLSLXnlsp9fe48YtoTobuI0F3cmjmP156TNW787Hns9MWtGXf0nDtu9jJuxkvSeWOnL76a9vxB4/5q/jxiyhWjO0/QnEfrzklTntyps8wpV8GUq3LOUz13XqF3VxrPC+fPavRnlbMnNfqz2gV3jf6s1uipXjgrmjornXOXzrvydWd5U67gKJj1lOtcVZrT2pmzmilPzfxlmdadrztLnvHekJ38Vur+Add1TXD+HeHZZxwXOJqiHmhyDnWUw2n881nCgS75zRz+zVzimzn82XzaqYH01kQ4XiQeL+Jdqymu1RT3WurxGsG9lupaSnWvpbrXUi+2ss438tzbVPc21btbcmkt8+xWeqxV3t0ar73Ra28MWJv9uw+99hafoxWztaHWJ9D+NOB46nc+QfdaAsgDDLmLIXex3Rp0r8K3Vx6wlwX2ynw7BYHd/MBODrqXidlSMWs63KMEbMSAjYhag0dK8CJmS0XtJNRGwGyp0JaNIWQUSUOduZg1HdqyoS0DtWVAJBPasqGjAO5mYtYsaMuAezlBimF7VGjNg/Y8aCuB+6VwvxgelmCOCuywFjusg0f1cL8WPm+AX9fDozr4dT08qocvGrAguY7qscNq+LwCHpTBw2p4UIYdlcPDYngYtIQF0JmNHWRCWwZ0ZsP9NOgkYw4SdKSEJNIBBe6RoY0IEdKVccP2kjAHCbMTg0IMOvAQIUErASIk6CCH4qowm+B+SmgmQoD7Kag9EdpJ0JaIWRPgfgpESFcPwZCkoPf0WeLOF+NP5qIONdfnWVHSkevCvuje1oiiyojEvKj/zIn+KTH247io70Vd/yQh5kfx0Z8lRH8eG/lF3K1f4ON+l0qMzs5MKqNmNZTVPrh779H91mdPe3p66HS6lM+fUahXNbM784s7xuVtw9LWglmv02nUcr6I/Wy4M7+tPqulMu9BWdWjmr7R7lHGOI/HE/IFUxLNlFSlkyimpCoFTybmiCcmJjp7e8oe3smoKokrzYkqyaLeLq1/cudZ35N+2qBYLJYJRGqRXC2Sq0VStUgqFXD5XN7g0Gh7b291631qY/Wvs8if4+N/FB/9g6gbP4i59cHNGx9G3Pgo4ub3o2M/jI78VxL5m6nU/72s/a9r6bgmAXiwALrsuO4jMOgGg+eAFe4jv3Jhovd62YVXyug9bPHCLaPCv1BJ77vIa/yw+BIEpVAABBs4xfCqXPiuPSJIpVDX5VVvFxpqW+WEm7z4gavEHTBD3aSAFQB0H2B6/4rj/59E3m+Jzr+Uer+Se5IV7jSNJ2vKmzXnLV3wli+4axfOq42e2sXL2oXzeqO71uipN7rvGNzNRs8jw3nz4kXzord5wXPfcF6hd1fpXdXzriq9q2rutGHu7K7eXbZ42mhwNxs9Txe9T+ddfcvHA8tvaSsnQ6snfcvHtJUT2soJY8UztOqirXuGVl1Dqyf9pjedC6dPTaePjCfN+uNm/fGjhdN7MyetM8dP9Sc9+tOemZPO2ePe2dO2udP6ubO8KXei6iRRfnZTdPKV+OSPkmPwcibvxVyG25B2skA8MRLchjSPKdljInqXSP4FysUK+XIl+XyVfL6a7F5L9W9k+rayLtdTA1sU33rG5XbaxSblcifHZ8vz7xb6dwu99nKvvTyA1Pgdt32OO35HcwB5cLn3wL/7ELM9wxxt0NGJObugrQPan0JHJ7Q/xRytqPMedNyDSANEGlBHrd9WCh0FKJKJ2vOgowC1UlArBSKZ0J4WsBExhBywEUOQQjICNiK0ZUBHOkRSgxSD+5moLR2zZ6BIJmrPRp250JEO7TnQToXOQmjPh9ZcaMsOHgN7uagtH1qLoDUP2kuxo0roLIcHVfCoDh7VY0e34WET3G/Ejm7Dozr4sg4e1cGjuiCtsMM67LAaO6yGhyXo4XuoOiqBR0XYPhUeFmIHmXA/Ex7kwn1KmFNJITAhFOhIxezJ0EaCjhQMoUArEXVQQjnXfgp0kqGVBG1EDKFAGwnaKdBJhnZy0ANChIQepEAnGTrwmIOEOUjQQQ5bSDyGJEFbIrTisT0CtFNC+stGhDt431qsdyn+pSH2SBO3xI2Ypt8U9kf0tkZU1Mcm5Uf/MTP2S3zsT6KjP0mI+TwxLgisn8bFfhZz8xf4uN+lESLzs1Mq83Nripru377/8M7j9ied3c8mJ+gSBkenkhtn57fnTNuzyzvG1XWDeVqlUSnlk0x6z2hvRfud0rbblR13azube2gD44xJLperFClVYtW0bGpKqlKKlDKBiM/lDUyMPurpyGu+nVRGjSjLiazIKbhfVd/e3Db0dJg5IhIIlWKpUqRUipRKgVgplkoFXA6LPTA62vrsacnDppTG0p+lkj5Nivs0PuoHUTe+c/3G96Mjvncr4nu3bnz75o0PYmI+SCR8i0zFlT3FVY38dZMANCtABwJ6vgZDLjB8dmXBcPz39NT7flAQrv0H5ZXwXUcoEGA4tj8k0K7uZcNrgrBhfK8t651nDD0/gOOFoy42GrqdgwExBiShNw31Q13VAUIsCwOOiwEmBtgXgH2BY/sAx/dDaeB38ss/Sd2x8tN8zVmp7qxGf1Y/d9Zs9Dw0nT5c8jxeOmkxn7ea3IOrnoGV83bz2ZOVk6dLxx2r7sFVT7/ZPbJ0PmDwPDG5Hy6cPZg/fqQ/ezB/9tTobtOfPDacPDWd9hiPB5bOBs3HTIuLsXkysXHC2HRz1k6ZlhPhxqnQcszeOOFvnIg2Xazl18NLJ91Lpz3G416Tu0N/0rng6pp5Ozj/dtD4lmY4Hlg4HTCe9BmPBxZO+xZOnupPKmbdmVOuVKUrUXV8S/4qWfkGnJrzTxZz3YtpblOGe5HsMadcGJN8ZoLXkhywEDALEV0n+TdI/g0yup0e2EgNbKWh2+nYHjWwkxPYy4a72QF7SQApCDhK/UiZ3159iVRijgbouAcd96DjPrS1YPZHAaQFc7RBZzt0tsPDHrjfBZ3tcP8xtv8AQ+5CezN03IOO23C/HiJV8KACOgpQey60U6GdCm0Zgd0MaE+DSC5qJUJ7DrqXBm0ZGJIDkUwUyfQ5SNCehtrSA9Y0v42CIpkokgltGdCWiVnToTMbQ3KgoyCA5GMIFUPyMSQfsxbDvUJozYPWPNSehzoK/buFmKMKc1RAZzXcr8UO67CjJnh0LzSeN8Kv6+HX9fBFA/y6Hj6vh1/XY4fV2FE5fF4Bn1fAw2K4XxTMraAjHzqz4SEVOrPhQTp0pMD9NOhICVoz6MBDJxkiJLifAm0UDCFjwSsOMjxKgwgJ2kiYjQTtFMyWApFU6CBjznhoJ0NHCmYjBfN1DEnCkCToJIduvEIYkgTtSRAhwb0EaEsMqTCEBJ1kaEsMlRTNeK8xxrUQva+MNDL/rKJd5/dGdD26UVEXjy+IjsiI+3lSxI9joj9LiP5RfPSPEmI+jY74t/iYnyfG/IaM/yojJaEgnVyTk9tQcu9B44PW+896Ojr7u1kshkjMndYoF2entxbMO/OLm6blNfOyVquVyWQMFrN3uL+u6351V3Ndb8vd/tZRxjiTyQyiZ0qiCUZRSpFSzOIPT0x0jg8/7O5Mqa+Kqsy9XpweVZVZ8KDs/mBrN62HxqDxOFylSKmVKLVitVagVArEUj6fQZ9sG+6rbWspam5IKqP+IjH2s5hb37nxx4+jb31wK+LDmJsfRN/44Ob1b0VFfDsq6kM84bvk3L8qbv37ysFr9ZxrD6dAxxboOwBDx9donncqRvxuf0woTgqSiItd4SnoE4NoAyII+Og7ogkxwEZD0kyIvku4rrAlwECwVeL9CCxs9652uoQsYXDCu3JhyHKGXg22LDADYNwL2BdA5Av2E3wp9V6XXJKU7hzZWcW0p3bB3Wz0tC25ny152s1nQyueoRXP6MbFyJp7YPV0bOWUvu6irZwML53wtjysDTdjxTO+dEZb9wyaTrtNp93ms07TaceSu8d4PLx4Mmo6mzC7hsxvxlZOuSsnyvUzxfqJbPNYtnms2D5V7LrkO2eSbZdi+0y2eSpafy1eP+WuuIZMb4fNp4OGk4GF4+HZN2PzJ8P6N6MLb8bn39AXjidNx5OmU5rh7bDJ1WM8rp05zZ8+yZ0+TZ85y9Ce5mpOgGcl78KS71pK9Vky/KtpgZX0y41kryX5co14uUUObKege2nYThq6nerfJaN7aZg1Hd1LQ+25qD0bQ/IDu/nBWn5oqVsr0f16zNEYcnn7D6CjFSKPof0pdD4NM6sLc7RhjlZ4+BgePoQHLej+A+i4A52V0FkNnZUQKYOOEugogbuZ0JYN7TnQngbtOUF/B+1pGJIGHemoPTdgz0CtFBTJhI50zJoObRkokonaMlBbOoZQoS0bRTJRey6G5GAIFUOoASQ/gOQH7CXQXuq350N7KWrLD9jLoLM6YK+ASAV0VkNHDRqMqA6b4FFQW9WHmHUUBtbX9cHQCh6WhG1gCTwogIfFmLMQOvOhMx86syGSCZ1ZcJ8C99OCfjDIHejMgDZiSFXZiPAg/Yo4oQwreIKkQSs+6OwwBwnuU6CNCG3JV4U/zE6ESPgk2MFgJ8K9BMyejDnw0J4UspNBw2jFQxsJbhKwlQSfKfF4NnJfGW3m3NQMXuf3RnQ9vV5aG51SfOvPaRG/IkZ+khD1vZgbnyVGfpJw6ycJUV/E3folIeE/yEnRRZkJBdlZDWXUuorm1ntPOlo7etsH6IM8PlMt4enVqqX52a0F89biyrrBvDlnUqvVUqmUyWSOjdHuDN6/N/jg3uCDZ5M9tMkxLpsjEghVfPm0QKsTqWeFciVHLOJwBkcnHvX0NLa2kOrK4sqzI0pT8dW5Na2Nz7rbRmj9HA5LyBfJpQqVUKYUSDV8mZTDF3E4DPrkk96ekodNKY3l0SVZ/5YU873Ir34QG/m96IiPom59Lzry+zFRH0bc+FZUxHeiIr8Ti/+ASP1fytquVQ6BRjZ4oAGd+6D3ORg4AWNuwPyLBs6wmELfUekqchKH8ybhu+zp2lXOFeqSD+/a46OhnEuA/RU3rJh4wSYsLNjMGSom8sKGVBBsv8KuLoYUFhuG9g8JrvqzII7tD/eUegHfBzi+fxRe/EHijZV5ctXnRVNndwzulrnTXqNndMXNWHPxLW7hypnY4pFsnEk2znjbZ5zNU962i7t+wlk9UWyfKbbPxOun0k23ePWCaTobNrmGzacj5pPRlbec1RPuysnkysm45S3H8ka8firccE1vn8xbXVM7Jwu2s6ntM92Oa2brdG7HNbVzotl6q9h6qdw45Znf0hffjJpf00zH4/pTmuGYZjgeNx7TF99wlo8F5tc881vR4qnQfMpafjtsPn24cFq16CqYOynQn+bqXlOn34CLtWLfTsnlVh66kQs3srCNVN92CmrL8G2nBLbSMGt6YDcD2rLhXhaGUOFBAWrPhbaCYF0fIhUBR7lvv8q/X+Pfrws461DnfdR5H0UeB6zNmKMVRR5jjlZofwrtTzFbm8/acml75HO0oIeP/Ectl0fN0NkEHU3YQSNEGoLBNrSXhmhlK4COAmgrgPYcuJcVpA+G5GBITsBGhdZcbC8HWkMqLGDLwWx5qD03eIIh+QEk3+/ID9hyUEcB6ihEHYWhLgSkCtoqobUC3S3DrJXQWontVUCkCiJV0F6JOevg4W24Xx9Kr47q4fNGeHgbvmiCR/XYYTDDqgmF60c18KgGOyiGh8XwIA8eFUEnFTqp8CAXIlnQkR6O28mhOMlJhkgqdKRiSFoofQ/rIwyhvIeqNGinQFvQM6aHovrg7UGZtk8JZlhBsYYhSUGzCe1J4T6JlGAtErMTg3VDuEeGexS4S4E2EraR6FuM88xGH6ojl3g3puk3xf0xg+0xVVXRGUWRMelRv0+O+izm5o9ib30SF/lFUvwvCQm/SUm6QU1LLMzIrC+n1pRXNdQ1Nd971tXZM9hF4wwwRbTZWdmCQb68Or+6qt9aWt1YXjUuGExzeqVYGuzDGqYPdY129Ix3dY72DDGGWSyWWCyWiORyqWpKqgjG51I+nz4+0dbR3tD+OKupKrooM7Ykm1ybV3CnsrXnSe9IL4M+KeLxlSKlWiQP1hPlHIGAxaGPT/QN9Dc8up9eXRZTRP1NZtoncZHfu/XnH966/sMbf/r+zZsfRf75o4ib371546ObER/FJnwrjvwBkfqtwmf/WDTwPzcIwB016LKD3iMc7QyMewATw7HC21CudvyGY6ZQn7oYhvIjHgQ8eI2FAk7YG4ohEIcbR4Xh9ojw/p6w/oI4HgrYV/gL/3MIUYg+78ux9z1piIOhwmV4a867/cb+0B7mSe8/8Ly/FnrTFRfZcle11v1gyjM4/3bSdMpaPhFbPLod1+yuS291zVtd81aX3na2gLgWENcS4l5CXCbrqdF6atp1GXdd85snsxsu2ZJbsugSL59KVo8lq8dyy+nU5lvN+uuZnWPd1rFhz2Wynq44XcuO0yXbqXHvxGx1LW6fLW27VndOzVuny5unxvW3po1T4eJr0fwr7twxy3g8YXw1YXzFNr7iLr4SL79SWF6pV99Mr7m0K8dTqydTqyfCtTdD5jcd5tdPFr5+Yji+bXzVqj8G/p0K306Jb5sa2MzFtrKxrWy4mQa30uFuJraTge5lwt30wG6G35p9aacG5QlmK4H2SuisRh1VAaTKt9/odzZhyF3UeQ91tKCOFsz+CLM/gsgzaH/qR1oDSAuKPA4OzNHmdzT7kHt+RzO63wSdTdB5G+7XQGd1sKcJ2oogUgTt+dBZGMqtHQUYQg2ZREcetFOhLR/by4HO/KD+whAqas+D1jxsLydgy0Hteag9L4Dko/Y8v63Yb8/37xYG7CV+WymG1PrtlZi1Et2rwKzVGFILkSoMqYW2Oog0YEgtdNZDZxM8ugef34HP7wRjrFC+flgdotjzqitVhR2Vw6MieESFh4XwMCsYV2EHmSEnaA8SJw06UqEjBTpSIJIJ7RTMmQodqdBOhvspIc0VisZToTMjdOJIxa6Y5UgNEi2Yu0MrHnVQwgrrnenD7ERoJ8M9MmYnQhsJQ8I1x7006EiHdgq0p8FdAmYhBpYSLuZjvp6KM7Fuasf+zOr580DrzcqqiJyiiNjMiC+jr//w1vVP4iI/i7n1RVzUL5Pj/pCWdCsnJamMmldbVVxb09R871HLw/aejqGRQRaHplBx5wwyw6p8fcO8ubm4bVlfWTSvzi8tzeinpCo+l8dgMEYZ472TPYOMHhpzaHxyhM/nS0RijVCuFsm1IplSIFWKpTwOd5g21NLdVvXwbubt6siijLjSLGJdXunDupbeZwMjwywGU8ThKPlyBV+iFEhlXAGPw6XT6cO0kfahvrz79QlV+X8szPoVMfHj2Bvfi/zqhzf+9EnE9Y9v3vj45o3v37z58a1bH0bc/OBWxLfj8d/CZ//3/If/a/nAtXoO7q4GdFlx/Yeg7zUYcgF6ICSmhO91Wl3FWJIwIEJAQd8V9QRhzSV9DzTvdguG/rXDNQEErHCmLgybRAEa3haDXQEIcHyhHX9XHfDCv1Bb1wQQx0NDbQ1XXREcH47j/T+E3n8TuclyT6HmvHHK82jKPbZwxlo4lSx51Kuema1TvdWlt7qWbKcryNnm/tkmcry5f7yMHK86XcvWkzX7qdnqMllPDXuumY3X0qW3sjWXZOlUsvxWs3asXXszv326sPN60fom+IRl68mO42zD/nbD+say98Zif7O89caye7Ky5VreOjZtHK9sns6vvNYsvlSa3rBn3zIXXrH1r5jGl2zjC+7iK/HyC/XqK93q62nLG8P66dzKG+3aG8X6W9by20HzcY/5TZfx7TPDi/bFVwBFbl9YqwM7xYGdYt829XI7w7+T7t9JD+xkobu52B4V2vJRe27Amud3FASQAuioxBwVoUXuvI3uN13ut/gOWr37dwNIi//gqe/gEbS3Q/tTv/NxAGmBBx2BvUdepBlztKJ7LeheC3Tcg84mv7MROpswRxV6UAOd1XC/JmAvQR2F0FkIkUJsLw/a8qE9J8SsgwIMoUJ7DnTkYkgOas8L2DOgowBD8kOdmUhhACkIIAWoo9BvKw6OAFLgtxX7baWXSMUlUgHttRBpgLY6zFqLWWuhrQ7a6lDkNkQaoLUuGPljzlDXAnrYAA+bgiOstupCZjCYWx0Wh5zgYSE8yMUO0uFBLtzPhIc5cD8TIpmYMxXuZwb1EYaQoTMt5AEdqRDJhE4yGvSJwWAr2JblzIb7mag9JSSsDnOgPQs60oMjNMGRAg9SMYQMHeRg70KoWdRBgggJs6VgthRoJUIbKVSLsFGgMyPY8xV6aYMYMCedziW+1CatCaJm6NdlwzdHWm/U1N7KroyPzIn5JSHqi+ibX8Td+izm5meJkb9JSbqeQ46iphLLcstu1zbduffgwYPHjx8PDtDGaKNSGU+k4Cwta9fWp7e2lre2lrdWV5dNi4vTxgXNvIYvE3P5HA6Hzpjo5/QNcQYZ7FEma1zA4km4UpVYpRSplGKpjC+TcQU8FvvZcE9j1+OatubU6tLIgvTkkuys2yWVLY3PujpZtHHmKFPAFMi4Io1QKeOKZFwRh8UeHx8fGhlu63qW0Vj5p/z/j6v3DoojX7MFk56NiY0Xb/btxOzMvNm583bH3e6WQMh1t7rvvTN7Xd+Ze7sFZSgDyHuQhPAgjPAeBAgEMkhCAuEKCm8kgQRIGAkBwpsyaSozy1JA4cpkfvtHZiH1RPyCyCpRJf46cb7znXN+V//t4tlvA2X7RT5fi4X7fX/08vHd7y/xFB3dLxV6sxOD0wAAIABJREFUC49+LhJ+6Sf+ecAJz5NX/vpa/l9cr/RIbkaye5FyArlLI/csyGMb0uheDna6PQfKTxxVbW4lizMTdMKnxOqjCd6NPnxMp+MT8b6V4RqvkHb4FIB42OKGSi5FzC0f2z4pfuBwrY1B2gDpgM+UTn5HqXQiSgfS7OIfWh1/3b7z3bPtc31boT229N6tosGN2tGtp29sneMbfVObbxfWx9Rr0+jaLL4+i6/PE9YlYn1ZZ1MRtgV8hUOuSfXquHr13ZJ1fHa9e2Kle2Kl+4O178P6m3nr6znzmMq8qLWYaQtFm1HauoSuLGrWVIRtiVhf0FqntdZplenD4sr7BfO72ZWRGfPQnOX1hOn5uFkxZKgfMVcOGp4Mm2rfGRrfmpveGTonDc+nTa/nVobmrKOz1pGZlYEpU//8StOkuWra8mh65d64qWLMWDlpRuzLqY7lJLsq0a6Od6ijHYvXYPkKLIXA8jVm/jKrDmMwjp5EObEkF3nDpUtyEOlOXYZdl+0g8+xEvosud2JlTl05Q5S78HKGuMMQdxzkbTte4sJLXVgxixXZddnbeDZo8kGb5eKgavmGC73BYEksFufSxjo1UYBGABHFS+NajlhdBe1VwDlUugpoBL/mw0JBFw5EpAsN523l2jAgoz4Z/RJc2HUHEefQxDmwBCeWAmg6aNIYNA3UqYBnAJrOLCezmkzQpHH0CtBUwDMYdQYQKdxhqTQg04Byy+2crYFKATIedLEsFQNkNHA/ySgWjwT8Cqu7AvhlIK8Cdhmwy9xmE4iLoAkCLASIi4Bf5gELuwC6M0AE8/wLDQbVWVBfAl0I6C4BdgnwIMAucPTKfS4BegHwi4BdZtHzQFxkNWdAdwHQMxxx46mZ9iyrOcNodw0NZ/kH7UVQX4LlMzB93jV+Yn1Uan7pP9kkHamTdD8QPC70jU0Wno06Kr7q9/1Z2a9koiMy0ZEAv28DJf954Zg09GJgyJXgxJiUjPTs7OyC/OKS0rLqJ1V1tVXtbcrnL9rHJ4anZ4cXFz8sLH6YGZ+cGpl81/92tG+op7WnvbWtubm5QfG0rrlW0dbQ1KxsbGxsV3R1Krt6Wnt6W59xnTBdTcq6mtpbD+8l5GUGJ8WeiQn1C7908UZkSFpCYm7anbv3aytrG6oUrbUt3bVtLxRdLxSdPYq2hrr6p1U1pXfKM0qLT8ZG/nD5wq9PHf/GX+Il9tnn53tA7LtPKvhSJPCUCPcKBXuFAi+R2NNP+kXA8Z+fDfmHiJv/M+aBR0YLktePlKiQuzTyyIzU2viYcYsbUHYDNz/xXrn43r5Ot+NhN2OodJMmzpbV8lPr1i4R6/qkzmE35Nzu3h62u12grZ9wLi6Isxu9bna5zRCsB5fLabB7NNgR5Q7SAf/U4fi3tq1TXevRLzYz+7ZK+1eqh6yNI7aOd+uvp9ffL67NaTZnVGsL2jUVYVvW2dS0TUPZUL1NRa0vEevLxOo8vjGhsr5fsoxNWwenLRxm9Uytvpw1j86atEsrGxoj6AxAGcFgXjFYl8k1lFhfxqxz+MqEyjytsowvWt7OrbyesQx9sPRPWl5MmprfW2qGLQ/fGB+8WSkdNt4bNj8aMVePWhTvzV0fjAMz5oEZ85t569Cc9e3i6vDimnLa1DJrbZw0102bKyb0j8cNCKMutKvydlRZDlWGU53qUidx4TinJoZVxTiJZAeexODZTjzLhRU7dSVOqtShK2eJ+4yukiWf2HXVLqreRdU7qDonrXBS1S6qntXVsHilS3uH0ZbtaG86sTyXJsulSgd1KqO6warjndp40MZzOMVNbUBEudBwFo9gNGGAhbOaEEAjWPQaEJF8wAULBTyCwSJAGwN4PGfsZLE4FxHPcJZOPBGIFBZLdWIpLjwV8DTAM7hlpQNLc2FZLJrFLKc50XSXJotRZzDqDIcqxYmlsFjqR8wikgBP/MRjlez2Xt1gyUSGSuShio4FXTiQEUBGABYGZATgYYCFgC4c0BAgroImiBewsMuAXgY0GPAroL0K+BXALgDBDXqXeSaFBwF2DrAL/DvYJZb7IH6FRz30MosFA3YJdCGAhQB+BfDLrDYYsCuAXua2DYBe5i2p2CXQBDHaK6AJcmmDWPUlQINBdRFUF0ETBMvnHdOBjg/HbG9lxlf+k01+fVU/dj8QPS71SU0WhCX4nQqR/O605IBccFgqOCwVfOMv/iHopPzqhfPRoZFxcbm5+cVFt0uKS588fFD3pKazrvlla8+rnleTY+8/TI7NTU7NjE++fzf2bnjk7cvB1x3PXrR1tre2NTc3tbY11ipr6hpq6+rq6msbWp82d9Z2vFB0vVB0PWvs7Fa2VlfXVD55nJGXcyUxJvD6Nb9rl/yuXjwTFRaVnJCUkVFacqeqorqmolbxuLHucX1jrbK5rqWhSvG0qqak4n5KWXF0VsqPV8/9+6VjXmLBfpnsc7HAUyTcL/LxFh79XOCzVyjwkoo8RUJPiXiPTPL5sRP/ePri30Td/Fn84//Gie63tR539R6PNjwqVpF697DGTXYtDNINHm3MTwbDHjfJanezsE+o0Ecr/K57q/MjyeLN7h0u99jo3iTuToXKT5oC21ikCZAmQFoYpNntdOcwkeuBaWM9mt0FflxvX7MDUTr+ssX5XYvNv2s1+MVGct9mXt/ao+GVpyMrnZO2l1O2icX16eXV6eXVedSK6m0osU5Qmzp6S0evYPpVNWVdwtamNOb3C+YZ1drrOXPrO2PTO0P9e0P9e8ObCb1pRmd/twBvRqHjBbT3wasRGP9g0uiXMesUanqvNQ3MG1/PmfumLC1v9c1vTY1DK41DKzXDlnujlpzBlcxXphsvTBH9lhuDqxn9ltL+lccjlsahlfb35pcTq8Pzq+8X10YWrK9nLAML1hcLlufz5s45S+ek4cWsCdnW3HOiFVuqm3ZNkUud41Rn7miS7dqkHc0NOxrvxNN3iCy7LtehK3KSd5zEPQf2wEVWAqlwUY1OqtFBtTB0h4tqd+qbGbqDoVqdpILV1Tnxx0A8dGlKAS21q/IYVa5Llc6qk1hVCmjjnZoY11KUSxXJoNed2jBudmPRMBa9xmhDQHuVRa+COpTRhjDaUNCG8bCFRwAay2KxDB4HaAKLJ7rIGy7yBksmA57mwtMZMh3wNEBTAU0HLJtRZwCW60TTAcsFLNulyXJhWaDJB1WWU53JqDNcqnTA0xhNMqtOBHU8iyax+A2Gs7ATSfwSQJfAW0OpG0DHAh0LRCSQ0SweCbooIKNYIoyzXAEVAngYaK+CLpzFLvPggoUCfsWNMleACAf8Cuj4l6w2GLBLgEcAHsFqgwG/xmqD+d/kPshhnPYq/xHiChBXgAzjsYyLKHIHCwE0hNUGg/YaqENY9WVAQwAN5R0e2quMKhhUF9ml0+zsqZ0J+faExNwvn2zzG2gUdz4SV5b53ogXXIkWBwRJf3tGcjBAdMBfuN9f8rVc9MeLJwPCgs5Hh0anJObl5ZUVlt27ff/x/UdNlQ0dDW3PW7sGugfHByanht9Pj0xODo2PD4y9fTUy2jPY3/28u72jtbmtra2lqUlRU1NTV1f3tKqmprq2vlqhqFK21rZ11na1KdrrnjbW1NTcuXc3MiPxdFKUMCpIGHzOPzzkQkxYdEpiSkZmaWnZ3fJ7T+9XNz5UKB8qGivqGx8q6h81PH70JP92aUJhweXUuP+4eObbU3JvmXiPwHevUOAtERwU+hwQHPUS+OwVCr7wOeolEOwRi/bKpf/iH+h1NvivIgv+NvaBR3ITktrlcUuDlFFIhRmptSN1LqTpkx4oJew61z2aAVGyn7V/0gXKjXhuMOKqsj5rA/4bOoGb8naZF49QnJC/q6m3s7t6/G59za7vdNfy/l/MqB/HVSXLVVB5KLjUocOjzY50OP6u0+773Hr25UZkvy2931YxuPp4dEMxvtY1vjqysD6mXpvArDPo6jK+oSbWDIZNk36NWbHZLFadwbKks0yi1oF548iipfeDUTFqqh61VA2Z6keMI6Ok6fUiPH/FtjWy1ZXwoAaePGUVzfBWtbxknlkyTqssffOW7imTYtxQ9d5UMWK8N2S4N2SoGNTndxlSX1nieozRPaZLPeawvtWEF9bUXlPRG8v9EUvdqLVlfOX1jGV4zjY0Z+2fX+mfX3m5ZHk+b+5dMnYtmHqWLMiG9v4W9mBLU76Dltu1JXZNkQvNc6qyHWjuNp5px3IZvNSFlzPaOw6q0kU82cZqHaTCSXcwdDdjeu7Qdzv1vS5Dv1Pfy+h7GbLHqWtm6RY7Uc9o7rnwcqfuNoPls2gWs5wM6njAE9mlWKcmxqWNdWljuT4Dp/bjYbTcji+cwSIYbSj/4D4sFgtoAmCc7JUCWBpLZQCeBvpcBs92EslOPJ3jgwyezRI5LJoFWDaLZoHmJqvJZtEsFnW/qUpnVemgTgNVEmhugJbjaDzD+omFnWNVRCQ//VExLB7Bv9SFAxYKulDQR7DENZYMASwEtFeBuAK6UNCFA34NsMuAhbDaYDcLCwXiKmDuyZEHslCgwoCM+AkA4WGgCwEyDHSh/NdyzgkiDLBwICJBe9VNP8MBCwc0ArRXQXMNNFdY9SVWfZlRBQMWApogWL7E+VFAdZGZO+GY9l99LTf1B0y2SYcbZR2PJY/LfVOSfEOuC48HS39/SrRf5nskwO+IzO+Xcr+jp0/Jwi5dio+KSUsqKMwvLi6uqqh6er+qsaZBqejoVHa+6uyb7ns/PTjOZQknX70d7Rt62fP8Zc/zzubWttampsaGhrr6mpqa6urqRw+rHj96Uv+ooamqUVnd1PxUqaxuflL5tPrJ01vl90IyEgOjrghCLvxw4aQkJPhiTGTEjbik9NybN4vuFZRXlj2qvVtTX1FTX1FTf7+u+l7V7XsPM4oLr2QkXboR/9uLJw/4C78U+Rzwl3iLRPuFAi+xwFsiOCA4ekBw9JCf2NPXd4/Eb49YdPD4if2ng/82rOi/X3/okaFEsp4h5YTHXT1SYUaebiD1Lp7dtLtxhxu43NbNj3PfM0B6XB4dn5AsTvlu/ymZ4h663V/V7Mav9o8l7vzyUclt/RzcEMoDVgvDlxdzJq9mFx8wbHe3nje7PuM0L65DhivnbNn++/btgGcuWft2SJ/9+vO1m4Pr5W+sj0fX2z/YXs2uvpm3jqnXJlHrgtaqwVZtlJUlDSxtYU0WMFnM5pVRlen1nHlgytT1wXhnWF/+ZuXOG/2jEfPbN+TGwHto6YT6CrhZBEUlUFoKpfege3x+ippZtryZNbdNm1vGDDVv9RUj+pJeQ8kra/5zc8ZLY+ILS1SHPrrdGNyqP9FuOddtPt9pCOm1ZPWbb49YHr1bUU5bRubWhubXhuasw/OrAzPmF/PmQbW5f9k8NG8aXKSRbbxxG2/Ywh5tYQ82sbt27M4OVrqNFtvRAjta6MLLgbjrIipdeDUQLQ6ixUm3O+l2F/2C0fe69INOemDH+MZuGtkxDLD6QZeh32XoZ/S9LqqdIZ4y+EMGK3eh+U4szaVNBm08aOOZ5ViXKtq5HMGqYjh65dCE7gKWCw13asMYTZgLDee1M02USxvNEtcBjeMTM6h7aiOznHg6q8tkyVwGz+YOq8t34lmA5fLYpMlnNdmgzQMsG1RZjDoLVFmMOoMT3UFzg3tg1fGAJvCYRdwAKhl0sZw1lKWus1QMb2Enoxia163AEAu6cB5ZKA5cLvOQpAvlaZcuhD8cGOFhLHENdKGgCwHiCqvj+FTYx49wOwQ+1hMGunAWDePHz921Ke5+xiMAjQBNJPeS1XDULITRBAF2mRf+tFdBHcKqL7HqIFBdhuVTrg/HXR+Ob76RWl7JJ5oloy0BPY+FNaWi9FTfa1G+AUGi350UH5IIv5KJD0mEB+XiP5w9Kbx28XRkSEhK/M2iwvLyu4/uPqh7VN35tLm7tu1V8/OhzsGxF6NTvWMT/ePDz4cHng+8edbX193do+xqbFA0NigaFbX1tXWVTx7fu/+o4v7jivuPqx/VVFVU1z9qUD5W1D+qq3xYVXz/XtKtouD0eEHo+e8vnPz+3Am/q0GnIyIibsQlpqXlFxQXF966f/vu/eJ7D8oe3L999+Gdinuld4oKbyflZAenx5+JCvvm1LEDx+V7ZaI9YqGXWHRAJPYSi7xFIu+jvvt+9DngJ9orFHwhFewRi74MCNx3MvhvrxX+j7iHHvFPkYIhpGQJKSeQ+wbk4apHIyCNLo9mdxPWc+C1pF0UU7ojhG4Rncedlu1dSvWZ0vVRzOr4r96IjwFpd5DQzbM+qZpR7pqt3HKVOyq4i4w8enLdMk3gbiJ2cMVY/71p+2jXjm/7+smezSs9ttQXtqK+zfLXa9VvN7qnNvtn1kcXV8fVqzNqM4au7mgMoCbYZYzVaFkcYylqaN7UM21uHtM1jlvvDRmKBiylr0wVo+b5l4vbPUNsYx08Lt/KTYfcXDYnH/LzLY19MxPk+JzlzbylcXLl4ZipbMRQNKhP6jdde2a61mOO71sN7TZf6KAutplPNZuONluOtpj9u1bPPVtNeGnNG1p5NGKuH7MOTNmG59dez1iG5qxj6rU3KuMoZnmrNr9Vm0dVJsSGd9mJZ9t4lx3v3CGaHLpWO9VkpxrslMJFNW7jDXay2a7rsJNtW/SLDfLFFvXaRg5sUe9t9PsN/eSWfnzdOLupn93Wf9gxzOwY3u4Yh+3GfpfxmYuqB301gz8E/DaLpQOazmpTAE0A7XWnNs6hub6DRrnQeEATOLZlR+PsaDyjiuPyPXb8+qYmxo7H76BJDizBjiU7iWQXkbFD3nAQ6RyTYvBsB5oNeLEDy99Bcxi8yIXmc9YKF5rnQvNBVcyoCxlVLqPKZdEslzqH1WSzy5mupSRQp7LqJBd6A7SJoL3OqnbTznGgiwM8HogYlophCR6eGDqGIaOBjAbarbjrONi6znvcOSVLF87qwlk8AqhojmSxunAgggG/AmiIG3rCWDwCyGggo1k8guNNQESyOHciAI0GLBrQCM6YCmQ8n3B0h6tZMgnIaBaLBTIadHG8f5WI4Teny9dgiXOo8XyN0QSxmnOM+iyozrKzp9jxk86xk8bB4xNd0snGgO4KyaNyn+S0Hy8nCPzDfH95XnjAX3g4QHJIIvzGX/LLQOn3508JQy8F3ojJyMkuKiqquHf/6eMnrY1tnY2tncrOvvYXgz39gz39bzqf97f3Pm/t6mluaVI0tjYpa2trKysrHz6suFV2u/TO3cLiouKbt8tKy+/fLq8qe/T49qMHdx7dLr1XfKs8LT8vPCdNHH7ldxdOfnsy4Jcn5EcvXjoREhIUFRUVH5+UkZGRmZeXW5SbU3iroLQwt+hmwe207LzQtJSLcbHCa1d/F3zRSybwkvh6ioReYpGnyNdLLNgv8vESCzxFQm/h0X1+vvuFgv2+Pt4i0d5jgf9y7OzPQwv/PrL8f09uQtJ7keJlpFyHVBiRmi2kwcmVF3P1Mh+3ex/vgOAu0eEQhP2JJV3JIm0fr5NB2oEDPu6Wmo8e93rYjQoibYC0cbfLsEgTfNb0ccpDmhiPVvjYNbpbmtwOSIP9Yxa62YU0OjwULqR+B2lwtyTXOTyUO3/e7jzSbf/PVpuodT34xcaVZ+uxgxvpQ6v1Y+uNk6sd8+vP563TC2bjuA4GJ9iu5/D0ATy+B3WPoaWG6ltsGjI+GjIVvjalvrLE9hiSO+gnz2lze7+r5hFTXrCZn0JnRWlTI/CUKE1avLrh9dCo/tl7U/u0/t6wMavfnPjScP2FObbTHNtjiO83Rvev/LHV+m9NK98pN76rN/9j/er/0bDy84aV3ypXzz2zJbxcKxncvvvG2jlpezW78XrWOjy/OqGyTmnMc9rVCa15WmWaVZmRTfL1Jvl6A39mwzttRPOGrmWbbrfTHZv6lm26kz9kl8PwfM3wZl3/ZpMaXdW93TDPW+nJNf38mmFm3bCwbpzdMsxtGeZ29ON24zvW+Map72UNzUA0gK6SwW8xeLYLT2fxZBZPBi1XKZXg1MY7tfGAJjiwhA0szoGnOInkHW2cHY13oMkONNmBp3CWVIZI2yGynHjWDpHF4Nk7RNY2nrmNZ28TeQ5dgUNXZMeLnboSB1bkQvNZrIhDKxea79Tmseo80OSDNs+lyQIs26XJYNQZoE1nVDc4wGI1caCOBW0M4IkubTSLxQIRwzmtWF0U37tARrNUDHcYjl7RsUDHsmQowyEXh0FEJFDRrMENW8Q1Hox04ZwhA3TcLBnFlzrsHoJXxEAXC0QcEFGARbNYHI9NeCJLJoEujjv8hgFPBCJh900O/oD7G7BwVuOeIrkQpfYaqC6ymnOgPsPOnnJMB9onA60DAUudx4ebxF2VRxvKxWnJP4TGCwJCfxRc8N8fIPQSCw75+30tEX3n7/ebU4HC4HOnwi7fyM3MvVlQVlb24FFFbW1tW6Oys7m1W9na29jd29jd29zT29zT09zW1qisr62rrq5++PBhWVlZQUlJXmlxYlFuWkF+bm5+Ue7N+8X3SopL75bfK799r7CwOC+3KDwj7ez1GMHVS786HfDdMfl3/vI/nD8lC750LjQ0JPZ6Qkp6ckpmZkZeZlpudnZuTk5eRmZuSmZOUGqCODbsx8sXfn/62IEAqbfI57BUdEgiPCD23e/74wHBUU+R716h4EtfHy+BwEsgOCQSevkc3Rdw/Av/M399LffPYh/+eXLDX6V3IcULSDmB3NMjT9bdKeJP8nq7t920fewv/ri/4xpEO3grqUfzJyaslk+SOkrgOtTdNM398Wa3+t4ESC0gCn4VyJWF8tSsERAF+xPYUjL8tWPcl9S5kBYGqdv2aHIiCjvSZEcUOx7KHQ/lzj8od75q2v5D05q03RrYYb3SZ4t5vVkxuvp0bK39g613au3tFE2/mYXOLqh6CKW34G4pVJZBVaW5faJpgLw3bM4eNFzt1Id3WhLaLcpO1NHygn14b6s0fTUvXncjXJN4TXsjVJ0eN9U0MjRMPRs3tE4abw8Z016aLvfqL/bon/ZgU28I3QROzdIhs6afd5mRJuP/1rCOKDYQxcY/1K9/VbcR8Gz1Wu9a1ivb3VFb08Rq3+zmq9n14cW18eWVKY15HrVyNrEp1ILYiNE1fHANe7mO92+Qfetkj0s/aDf2b9Ev7FTfjnFwi+7bMgxt64fX9e9txvdW/TurfsxMT1v0Mxb9jIWcWtXPrhnm1owLNuPihvHDjmHMpR9m6FcM1QpUE4tXuvBylshj8Gwnng5oBuBZDJHB4JksyWPQFpHuwHkk2iEyOGxyYTlOLGcHzdjGMx1orkud40LzHdhNB1bkwIrsaJ4dzXNgRQ7ytgO9xWpucT5V0Ja4VDed2jxWm89o8lxonkud41LnMqp8ULmHQVUWq05iVHGc/A/qOFYTzaAxruUw0EYAGc1S8W4oifs4D9JxnJLF4pEcirHUdRaP5EZFnjHpwrmxEahoICP4hhkyyk2Uoj46TvFIji4xZCzoPsEdPJ4lk3iQIuIBTwRdEuiSAE8CLB50cUAksWQStyEFKoXfCeDxQEQxWARoIgGNAk04aKJBHcaqQkEdCtprrPoSqM6C9hosnYPZE1xhw8qAdL7N722jz4unoqdl4ow0QWi8+Hi4+I/nJF7+fl4S34MB0q9k4m/l4l8GSv8z6Iwg7MK1jNSY/Iz826V3y+9UVVXV1NQoqhWdja09rT2divYOpbKnua25RlFTXfu0qvrxo8rSO+V5hTfTbuZm5OUkpqWlpedkpObkpOcW598qLLhVWHArv6A4Iy8vPiPrSmrSiZiw354//d2pwG/lsl8GBvzu1LGjF87KQi5dio2KSUiKu5GUkpKWmpp+Iy0zMS3lelJSSGL0ydioH0IufX/+1K+OBXqKjnqKhN4i0X7fH73EPl/JxF6+P3iJfT4X/Pi54MfPxYLPxYI9voJ9EtmegBNfnAr6f67m/W10xWcpys8yOpHb0x53cOSu0aPKijS6kEaWt6G3Mbulem6d253g2534doe4Xd9WE3g0uy/UaeObqjiR/rMmd7+7Ejya3S0xSjdxa2U9moEnVrtNMgrgvaNu2sVNi58pWaTBiSgZRMEijSyicCKNDo8mp0e9E1E6EcXOZ41ORLHzF/XbP2vaPti09buWdeGz7WMdG6F9G7eG1u68tVV9WO2Ytk69J1ZevYOaRnh0H4pToTAbbhVC0S1tw8CjTjp90Bz30ny623CqSZei1L9sW3TVKJh7xWtF6frMpOnIS/Nx12ajgxdSk951TY6+pXo/GOvGDblDVPYrQ/gLw7luM9q6CKMYLKCA6m0odf2D7v/t1CMtFqRuC2mwIYqdPfU2eaftUtdmct9mwaC18cPm89nVV7PrQ3PWcfXqnNqyqLUsY9YF1LKAmpAV+p1FN2whRlbIkVX963VyYMswtGMY2TS+3bBMblFjm9ToOj26oR9f10+s6yfM9LRRP22m5iz6WZN+nqJnV8zqVaNqzbi0blq2mae2jFM79DuXfpClW1hCAcRjIO4CVQJ0PieEfyo2MWghaEscuiInXugiiliyyIEVOYhbdrx4Byty0kV2vHgHu7VDlDjI2xw2ufByF14Omtugve1Cyxjijh0vcWElrOYWoy5kNbdcqpsMWgiam6w6z6XOcWJ5nJjFolkuVTqrSrdrUhnVDdDGu1TRfFIHiwY0gtVE8/KQLhaIGE5f36VX/DzIu9uj+WIGzjhKRoE+iockfoEYy+KRQMeCPoYL8bBkIhCRQF7nMUsXDbo4oJKBSAJdAuf1Z+lklohnyUSGSuJFOiKJJZO4rSXo+AZBvvFGlwBEEktc5/9aLBrwGMAjQBMOeARgkVy0G7RhrCqU1ZwD1UVYOgfYJZg9AdPnN0cDLa9lE82ikVrBsypBbZkgPVUYcl14MlLy/TnJPrnvVzLhYanoa4mBJfw9AAAgAElEQVToa4nooFz8u1PH/hB09lR05LXUG8n52fk3C+7fvffo0aOnVdWK2romRWOzorGhuqahuubJkycPH1ZWPHxQdLcs/WZBbF5OZHpKWHJiVHJCTGJiQmpqckpGXl5eXk5+Xk5+dk5eQmpqcELCicgwv7Crvzxz8rtj0m/l4l/K/X5/+uSfTp4SX7xwJjQ0KDwmLCYqOu56fFxSTGJieGzsteuxwZHRsqCg/zh38psT0m+OB+wT/OgpEnr5CvcLBQcERw+LBd4SwZcSHy+xj5fYZ4/gB0+R8HOB7z5/+T8FHvuXc8H/EnLzryLK/kdiw59ltSHF80i5zuOOBXm0ytMrdy7Hfdx7wLZPbrjZldV5QykgbczHXlDlbrn7Dp+52b0eVQnc9+wC00eEagH+zh6le2PY9ImY1cAgu5fT1APSxCAK8GgFpNGFKFikwY7UbXs02BGlk5feG+xI3TbS6vJQ7vysY+dwi+2PXTv+z7bj36yXjtgeja21TNjm32jXeoZcdfegosSZl76dm+jIueEoykWrn1cosYQXdNAL0w/tJt8mU46SGlS+hapK9nb2al48kRa2eO3yVNj56aircxmZky9mX01QzTPGyglDwVvz9df05R4irIe09c6ww2PwYRpmVUAZ2DlNSj/6vzpWkAY7UruJ1G0jDZv/1r5x5sVG9OBm/NvVhglb19Rq7/zqm3nLpHp1HrUu4CvLOssCZlzWWRCanKTJSRofM2BjVnrSSr5d08+vG2c3zPMbpqVN8/KaccFqXrYa1KtGjdmwRNHzFD2PEpMENc0dHbVgMOIWg8Zi0GwZFndMS056nDG8Zg3tTrrVSTUCWesk7gF5D3RlQJaz1AMXVcFSD5zUE4Z4yhBPnVS1i651GmqctILRKxm60Um3OqgWJ61wkUqGbuCsXi6q3k7Uu6h6hm4AoorBHzqJey7dfQavcOHlLryUIcpdeCmjKQC00L0TzAIsm3ONsup4Vp3EqG44NTEONe81cy7H8PMgGgGacAaLADyeJROBiOGxiYhkqes8Lnw6wRmuAxn9cY1IxLirZq7zSEQnAJ0A+hSWTuYi0yyZDGQyGNM5excXsWbJZIZKYshkMKTyxlQ6kyFTWTIJyDQg0rnD57H1KS7yBgdngCfxjV26BIbnaAlARH7U5ncXjjgfGgfVRVCdZadP2idObI7JrEOBM52S942SvmpBzV1xTqYw4rr4bIT0+3N+R2Si/VLhQbn4sFT0tdzvcIDkYID06+OSPwSd9Qm/JIkNP5MUn5iVmZF7M7+guLC46O69ittl92+Xl90uL8u9WZBekH8jOyc8NfVSXNzxqChZZKjo0oXAsGunw0LOR4Zdi41JiE+JSIi/cD3mUmzsibCrR4Mv/OHC6V+fCvxGKubOEZn0FzLJr08G/PpU4O9OHfO5FCS/GnosJOREaKg85Iro2uU/Bp377fmT3xwP+EomPhwg2S8VfiH0/Vws+LnI90uR4GuJ6KDvUS/fH74U/vELoa+XROgtEu0R/LBHLNojFn3hJ9tzJujvL6b9bWTZXyZU/Z+prR6laqQcQ+4aPR6t8XeRtvy0W/2/JGzaflo+4240/sSLAEgzyyv3HOi0fPINSvebvBHUDUlNgCgAaQKkFXavR+SxrOEnne5IE8N/vIlBGrj7BxmkzsVfLVNrR2q2kDoHUmtHanaQBvvu9TMeyp2ftdukL9dD+9fzhm33R0xY1/uNuia4U8wWp5vzEomcGH12JF2QNHKvu+ypNr7NdLbLcqTJfEKh62yYM9f22kvyVnNvYFkxqsSwdyGnx65c+BAdPVNSNflePzBj7pk1Nk+Zbo/pi1/TD/t1b18tQGcvtLVBXT3U1UJnB3R27HSPPmxWIU02RGlDlDtIk8270yHo2jzTsxHZb3s8utHwbu351MbA/PqEyjqnsc1pVxd06ypyZZkyIxg+hWMTKP6exCdIYmzFMLtqmF83ztuMi1uGxXWjet20vG5UrxlUZr2aIJdog0ZHLWPEAkbOaYkZNTWNU/MEtWw1oWa9esuwuKmf3dKPu/SDLuMzh6GD0bcxdIOTfsTQD1jqAegqnNQTDnQYusFJtzoMbU661W5scxrbHfpuh77bYehg6G4H/cKp73VSz52G5w59N0N3M3S3g2pxUC0s3QKkgtXVuIhKp/YB6CpZ/A6Qd0F9C/A7oC1xofmsOo9Fs1hNNqvJZtQZrDaNE85Y1XVWFQPqWGY5mlVdZ5ajQR3HoDEudSi7HA5oBGDR/ATHIZEuEug4wBMBv85pW0BeB100yz1TCdzMyFLXgbrB1/vRCaBP+tj2R6Ww+nQgM8CQC3Qmq0sHQx5gmYBl8ukfKgfIDNBlAJUJZAZQ2SyRBQT3r1lAZAKdyZLJQGW7/RZJoEsC7AbPuchE0MVxcyuDhQMWCdoIvkgevQzaq6AJYjUXQBMEqouwfAoWT7qmArfey1cG/Ga6AoabxK9q/J6WSbIyBZEJ4rMR0h9Oir865nfAX3wkQHpIIjzgLzngLzkYKNsfIPz9uZPfXzjpFx4qjAwNTkgIT0+/npGRnJF9I78gMz8/q6AgLScnJjMtPCPtcmpCUEKsMDLE98rFP108+/35U0dPn/QPuhBw5crZsLDgyIhzkWFnIiMDrkX6XL30hwunvz954hdy6RGZ9IhMymHWd2LBEZno34/L/z1Q9odTx//j5Mn/OHvhD+fO/eel8785feKXJwK+Oc5f6XxA7Pu1v/+BAPkesXCPWPilSHBIIjwo9Dko9Nnv++Mege+/Cn28xKL9UuFekehLgcDL/8SXx8/+a0jW34WVIDfqkaxupGQJKdch9w1IhRmpc3g0uAtbWj/p6lN+Es1R8unoXZfDrn8K2Q1INwHS4C5XaAGkgfnUb8WTuN1EdNMnrtHdS24aAakHjybmv9xA4c4MujmXApC6baTegTQwSB2L1LmQGgdS50QanEjNzkfMqnP9WR0X99kWPNu48tKa9mq9csC00jNor6pk72RCaSqVE4dnRtAZkVhOUv/dnjuN+vAei1+X/jf1hrQabETxZr22w1WRbShK0OTHLGdFTSVfHou8/CE5ae6J4sO0/vWcuW/e1DNrrJo0VL3TD7wniOFZtkMJigfsg8dw9wHUPGWrqtbrXrQoZ/653fZ/t+wgjRtIq2OPcv1XHevyHltIv614dL1mwtYyYXu1sDGxbJvSrs8Ttjl8RUusaIkVZEnzXoNNqqnpZXSUwMcJcnKVXtiwqDct+IYZ27TgG0bUZtCu0cs0raYpDCMWcHJJQ8+pqell+sMyPa2h5wh6gaa1FgPKCfCbhg92/VuX8RlLd7B0G0u3AF3H0k9AX+2kalyUgqVbWLqNodoZ03Onvtdl6HPqe53mQYdpwG4YttP9DtPAjmHAZRzifjKG1y7j0I6p32nsY0y9Dn0nS7exZKOLqndS1Sz5mCXuM8Qd0JWx2pucksWghZzNnUWzQJ0K6lRQxzk1MaCN5ymVJhw04Yw2lGubATQa0HDQxrCYW1SibrC6qF1nA9BxLHUdaLewxfEpfZI7spPM0skf84a7xIpOByqbr9Yy5AKVw5LZgGWCIRuoPJbMBbKApTJYMhuoHFaXziMamcHq0lldOkvmApUDZBarSwciBcg0nnlRySyZBLoEoFIYXYJ7XRjLEBGgvQaYW3FHg1ltEKgvsSjXy3oOlk+5FuXM3ImdiQDLsGy2XTrcKHlW51P30D89SxCVIDoXLfj9edHBY+LDcuHXcr/9UuFXcvk3/pKDcrG3THjouPTIueO/CTr9+8sXTsdEnoyNunQj4UpcfGhmWnDyjUspNy4nJl6KizsTGXkiJkwYevk3wRf+cOH0n86e+v2JwD+dOu5z5tSx4MvHgi8HXr0aePWq6NrlPwZd+PXFM7+6cOzrAPGRAL+v/aSHpaJv5bLDQt/DUsFhsQ8HXv8WIP/18cBfnzj2jb/kyInj3x33/1YuOyKTekl8D4iEB0TC/UKBp8jXS+yzV/ijp8j3S18fb4HvfpHPfqFgj8B3j1j4ucDnS5Fgn798r1y6Vyr74tiZf40s/Oeo2x7x1Uh6q0fRAlJKetzVf/Zw1aOG+UzJNb18VMc/a+OUb/6yL4/mXaLkHg+b2Y+kjCM+HeCh4DSpTyiVgrthkP2s5eOtE/y3ceJUPa9wIXXsxyBO0ycdpNxM2shZrhiPBvcthA12pIFBqreROsdnNXakgUEamM/qdvjrc+q2kZotjyaHh3IH6dgSPt+8+nIrddBWOWCxNvbAg/vO22nWwutkfqw6/Yo25ZomLa7/Tl9pA3mty3S6y+LTaCyvV6maRqC2CSpLnY8KNssz6eKEmazQibSQ6ZL8ubZnUwsrb1XrrxYtL+bNygl97ziqeT+/MfAOGiuh4j6Ule8UFkFZ+c6tO6pHinrF9G87bD9vXf1Ziw1p2d7b7vqma0fetX3x2cbtt46H79abxlafz66OL6x9QDcXsY1FbAWjbRrUjCxrxxdU7+bQkTl0BMOndNQHk37RYtCsGjU2M75mxNcsOquZMJtx2qCh9GoOsFTk5Dw1MU9NzNITy/QH1DBH6FSUfmnNuLBunN2wTNsNE4xxwGV8xtAdjL6NoVqdumYH1cKxJ1bfwxhfMsYBu2HYbhjeMby1G985DBN2/VuHaWbHMLNjmNnWf3AaF3YMUw7z1I5hym6Y2DG92zEM2I39jKnXZep1GNrA0Mbq6oCsZcnHDFnhpMpY7BZgBaDJB02+C8viss0smgRYMquJA208qONYVYwTjeZ9qlgEaGOcmhgGiwAiikFjAI/nlWxeCHcbR+k4IPmGBpZMBH0KSyYBlcLu5qK5gc6QCoYMMKaBPgOoTDDkuogMhspiySwgC4DOYfQ3gb4JdD5Q2SyZBYZclsoAshB0+aDPYskslsxiiRzAc4DIBDINyAygOKhKZjkNnrrBuC34DBnL/VUMGQ1YBKDhQEZx5Rbu/SA3GPJF8qA5Dwsn2OnTW2PH10ZOzHZJ37Yce6Xwq73nl5UliUuTnosS/uGC8HCg+ECA4FCgeK9cciBAfjBQ5iXx9ZYJv5bJD0sF3x2Tf3cq8E9B5/4UfF4SGiQKC/KLiZDERB9PiBGFX/3hcvB/Xgv5/YWL358/9ZsTx77zl/4yMOAXAf6/CPD/9xOBvzl34renTvieP/tD8Pnfnj/561PHv5XLvvGXHAqUHQmQeolFh2Wy/WLxAYHvIYnwa7HwsFhwWCw4IJd5io4eCpTslwoP+vvvk4n3yaSevr5fycSeoqOHRL6HJMIvpIJ9ATJPochL7LNPKvKWiT1FR70Egs8FPj8X+f6r0OdLP/HnIuEXEtEXMtkXx87809Wsv4m4iyTWeCQ3I4UTyG0CuWPweGBF6lh+LttlWC3MR3hq+QQ72vkAjcenRaBcmUzzJ6Oi0h2vUbqXgO4r4z9imRKQRu6B4d2qHIS1/HR4VADSwPA7AQ77ahmkzs2zGhikwe6hcCF13FXvO0gtg1TZkVonUmtHquxIncOjyYl0OHy61y70byUObVUOmCxP65mKmzu3bmwW3FjKCltODVlKDllID++ofFHUTIV36a92mIJa6L7G9ysNL1jlY6gshQdFzjt5K7ez9EVJdGkmVl2tfv5uVmWeUJkn1ZbhJdPreb1qbNE29J7t7YLKMrb4pjk3zZCThWYnLRcVv6zovKOYE3Ws/3/dm990rHt2bv9Vs21fq+1ox/bp3o2sUdudt7baSVv7tPWtan1SvTqnWVvCbDi1huqsyBtN/5jm9fBS35Tq9aJmRIVO0LR6xYitG3CbkVi30OtW/doKbTZROlJN6FSYbnlBNzmOD00Qwx/I0Sl8ZIYYm8ZGtPiEjpxeNcyvGuY39bNb1JjdNLRj6rcb+12Gflbf76JeMmQ/Q7/aMQ5v60d3qPEt/fi2/oNNP7NpmN4yLKzSmlVas6pfXjOoNg3qNXrZRi/bDOimQb1tUm8ZFu1m1abhw45hxmn6YDcMs1Q36Du58RDIxwxxh8FLASsCLJdXr/AM0KYDlsHnBLXxoI4DTTyod6320fy9OFgcoHGgi+aWdPzVEtzkRcaDPoXRJXFzGUsmc/3u7m6sFG6IAzqTNWaDPgeM+RyZYi23WEMhGG8Cnc8aCllDAaPPdxhugqEE6CIgCxh9PhiKgC4CXT6QBSyZxRJZQBbwjIzOBDILyAwg00DnjgoRyUClgC6OJRMBT/x44QURBVgo7+HCwlkNV7Ia4i6lCQZ1CKChoAkCzWlYPgOzJ7beB1iGji13+090ynufytoqhHm5ftdTRKcTxH8MEh4J8DscKP7KX+QtE++XSffLpAf95fukogNy2UF/+bcy/8NiwbdyydfHZAdP+B84HvDtyWPfHA/47lTgLwMDfuEf+J2//JuAgIP+8q8CA76SSr6W+30jl+3zEx4MkB6Ui4/IpIcDxQcDpF/L/Y7IRNwVp4clfl9JJZ4SobdEcFgq+kYq3i8UeEsE+6SifUKht0jkKRRxHqt9MvEhidBL4ustl3pLBF9LRJ6iowcER719ju4XCvYKBV+KBF5S0ZcioadQxPmwPEXCPQLfL4S+PxcKPCV+X8rlXxw/+b+upv9lbMln8U+QtA6kYA4po5D7VuT+mkeNk5+tPkWT3Tu1Oj/VodwDoMJNi3aRSMm6jQi7WPOJsq4Ej2bwqAePegZpAqTBjihYj2bwaGIQBSC1TqQJONHKo4lBGlkPzsXezHo0MQh3b3ujA1E63ZoXg9RscUMfUsd+xgleCifSYPeoZ5BaO9K0iSh2PGq3ufZkpHPHp2fz6sutvP7Nxj7jTkO1/UmO/V7KdnnKRnnq2t0MfXnCQmnKc8Vsdo8xsWvlyrOVqtZZrK0PlLVsze2tsvT1oqTVvHi6OJEsSV55WLja3m4Yn5/Xmmcxy5TGOKUx6iaXN9+8gZZGqLljKEzBM+K0N0Kn40JHEuNeFNxTVg/f7DKe77EKn6392Gn9RcvaP7ZZ/6HJ+m3nqk/3ekavrXTI+nRsreH9+vDi2oTKuqBdW1atoPiKGjMjg6q+geXn/UsvxjQjH9TDM+q3FKXSG7VGI762QttWDbZVg8VMW8w0TatxUqWiF6d04x/Ubz4sD46ig6Po6yl8ZA4fQ8kPmG5i1bSwbpzd0E/uGMYclrc7xmGXfpA1DTrol056wG4Y3qbfbJEf1smpLWp+jV62kovrBtRKqVdoLSfbW/WoVY9a9LiVwlZp3EphVgqzGYl1vdZm0O7oF7f1sw7TzPbKB5buA0MvS3cwdAPoKlnqAVD3QVvitlBkOfF0FksFNJVVx/NGdjTOHbq+zrlV+VY/PNGljeWMoxwccLo4L4q7g9CMLgmoFCDSgXYfrjnLkAuGXKDyQF8IxiKgi4C+CfRN0BeD4TYYShh9PmsoBP1toItAd4v7BQeZx3euUjcZfT5QeUAWAJXnHh7dQyKZ4Q5jJzO6JNAlsHQy6BIAjwc8nltHsjintUeyvAmeSzWeB00Qqw1mNRcAvcxyQWjteXbpJDN3wjkesDYSuNztP9oS8LJR3lAhzMv0jUsVn70uElz15wBln1S0Tybxlku9ZWJvmdDTX7rfX3LAX/K13O9IgNRbIjp4THIwQHooUHYowP+AXMY9fy2THpH5HZSL98uk+6Sir2VSb4lgv1TI+SQO+Eu8ZIID/hL+pUx6UC7eJ5N84y85LBZ8JRPvE/zI+ew9RUcPiH0P+gkOCn32+Ym/FAm9pKI9QoGnv9RLJtgnFXhLfTihylsk4twMB4WC/ULBQaHAW+DrefTHfb4+e4WCfULhIT/xIZGvt0j0hdDXSyr5wj9g77Gzf38l9S8ibv15/GMkqQW5yRlHzR4PLDxaKXgs4Kv4dlmVkr9FglvzfbYrwDeBRytPoHjO1cB4cAYFt4mB1+DdOOjR6raJcrjzEeDc6juvte8OjAx3QaEHtyJU8qCG1DqRBqeHwoXUbSMKFqlzIXUOpMGO1DIeChdSa0dq7UidA6nbRhQ7SPMW0rkjfOkIfuPI71/rfUW4lDWgKIHGUuejXOejXPZpIVQVOarK6hXT+V2GpGfms12GZ53v15Wd0FjO1uRtlySv5seQ+ZGqvEjdrRRT9Z2Vlz3UlHoBX1nAV+ZR64LGbJqaY/o62IY7bEWOOiNyOenKTEzwWETQm6TU7nuNlVUTxc9M4S+sZ56tSltNv2my/nOL7WcdO1+0rn3fvXF9YOPWa8vj0VXF+9Wh+bXJZeu01rqAr2CEVY2ZkU5VV+dCV9981/Diy7GlwQ9LbzBigabVRoNuxaLfWDPaVowcYOlILYarlvD5WfX4GPp6FB0cxHrfaPreqvs/qN+osHc4ObVimF41TNjMU9uWGYdp3G4asptGdoyD2/SbHePwNjWyoZ9c1c+uGReshuU1etlCaSyUxkShekJt0euMNG6mCROFmmnCTOtW9PoVUr9CUmaaWKXxdQO+YdRs6Be2DHMO0wyr7wdjL0t3gL6VwR/yMhZ+GzT5gOW68HQXng6aZNDGs2gScJiliQd1PGgTeU+DNp43CvA+zCTAE0Ebz18woU/nkUKXDPokvijZkAFkBhiy3ScXjPkcewJjERhKWP0toItAXw6GEtZQCHQpSxUy+nxWX8zSZcAdvBioPEafD1QO0DeBugn0TQbPBrIAyAKWzGXJLKAzWYqT5FNYbvwkE4FOdY+rbm6FhQPFGSnCWTySIT62HgIW8lFr1wSx6iBWHQTLl2DpIkyft0+cWB87ttztP6GUvVH4N1WKivL84lKFF6KFfzrPJ58PBPp5Sf28pZL9/rI9UqG33G9fgHivXMJNiF5i0QG5zFsm9pb7HZSLveV+BwNlnlLfb/wlR2R+R2TSr+V+B/3l+2TSA3LZkROB3nK/z8U+nnLhvgCJp1C0Tyo66O//lVx+wF/iKfU9JBF+IxV7SwQHZH77RT77pIJ9UpGnyJfLMHtLBJ4SoadI6C2V7BELPSXCPSIfL4mvt0SwT/AjR8EOiwWHJEJPkfDnvj5evj/s9/3xkEToKfL9UiTwkvjulwr3CI7uFYm8pBKvAPnngaf/59X0/xZ+yyPmEZLS7FE8jZShyAM98mgFqWP5w9mpeN/5x6p1nijV7UpLH69B9WgEpIkb7twmeMUnFQuc96qJN2rxPix+lGP4ugX+P3UngThhi8OyRvcOkVPWuY9wg2GzG792dfc6Dsjs/JBYs4MoWKRuG1FsIZ07Rwecl/t3br1YH+zVQtMTaK8A5W1ouMU+LYCam9BwCxQPWpsXsl+YrvcaQzqo992j241N7NMC9lHmWnESmR+rzYlUZ4fobiWZGirNA0O6Ga0KX5nDVxYJixrXr40MsC2VbEW+uTBuNvHKh6iz78NODgafep1e2PLg2eMmTWnvSlSP5cKL9ZMdK+Keta9aN/6xZfvzlvVfdaxH9tty3qzdGbLWvLO+ml39gG6OLpkXtGsosb6otSCNs62Ns63tC+0vZrsGFvonNcNabJqiVAYDZjHTG1bzusWwbjGsWPQ6GsUJ9RI+O4NNvlUNjKKDI+q+QfWzSc3wB83bGc0bjJq0GmfWDHPrxvlNy9zOyuz2yge78Z3d+G7HMLahn1ynxtb081Z6yUqrrBS2osMNKEYTOkpHkgSlwwkdTpOEjsBwSkfqcIKi9DrCoKdoM6Gz6HWrlG6DxjZoLbeLZAyvGeMAQ3ezdBvoKlniPujKgCwBLTcP5nC9V4Cms+okQFNZdSKrTWFRHpVAGw/aRL4c2Y1ZDJnM0smgSwYinetHZslkoNP5uY/KAToHqBww5gOdA3Q+0PlA3wSyCOgiMNxmDLeAKmHpMtCXs8YSMNxmqNssfYc1ljBUOUuXsXQZY7jFGkvAWMTBE1DFLH4TqBxezyKzgMoGPA3IDJZMAh2HmHFAJAGVzGIJLJnEO0XJaCBiAIsAVQSoImApklmOhoVQ11wwoOGwfAmWg1nVVT4RvXwJVOdBdR6052HhFMye25k8YXt7fLFb+r5V2q+QN1ZK8/NE11PF5yPFkhD5oeN+XwVK9/kJDwTID8rFBwOk3jLhPqnAO1B6IMDfWyY+6C8/KBfv95ftP+bvHSj3FokOBkj3+0s85cKvj/kflom/lvt5y4SeEuFemWivv9grULLfX+IdKN0XIPGUC72kogMB8gNy2X6ZdJ9UcMBfclgq+EomPOQn9haJvMSifVKRt0S0VybaLxUekgi9xD5eYtEXwqN7RcIv/cReUpGX2MdLLPCUCz2lvp6io99IxfsEP3pLBFwVspfYZ6/PnzxFvnvEwi+Evj8XC/9V+OPPRb5eUtEesdBTJv/C/8zfhWT8TXiJR+wDJLkBuTntUYJ53KU8Hlg9apw8w/pUPOLSfM1uNcp98TLS/MlzE8eb+DXiZ21uZuS2vyNNjBuAAGnib3VGPm4Ad0Uu7sb5T8CLE9QVbkN8k7tMZvcnd2qdSB3rUeN0A5bdQ+HwULg8apwetXakbhup3kSUDqRl069nI+TlRuXzlanns9B0BxTF0FgGtaVsVR48yYGqm87GO92dy3kvV1L7jOnPabzjBdtazdTdtD/MxArDtTmRmpxrC1kh2oI4fUs9OTmBaUgNZUPxFRRfwXGd/U0XNBev3E7CCyLeR54aCz0+cE7y8oL8WWFtd9VoZZe+5JU1rW8l/IX1dLtZ2rX2L03Wv+nc+L/a171arKH96ylDtoq3G08nrAPzW+/Ua1Pa9XnN6iK2soRbkaZ3jY0TTU2Typ6ZjpcLz14v901p3y/h05ReTevxDatpF7P0NI5jqiV0blbzbkY3Ooa+Hll+OYoOvseGptVvVNg7LT5hNS+uG+e3VpY3V5Z3LPM7lvlNy9y2eW7dOLtmXLLSS+sG3EjjBh1GUziB6dQovbxMq5f1ywuG+SXD/DLNncVl4/yiflGtX8aNGoyiaDOloykdaaYJix5fM6i2yGWHadxlHH3AQ7sAACAASURBVHLqe1m6jaEeg66CJW6z2C0GzwYyC/AM0KQ58BS7NsWBJnP9fKBJdi3Hs+p4wNMcWAKLJoE2HfAcB5rMUhkslcHjBZUHVA4Y8lgym6VzgMrjVCegixi6CMgSIAsY/U0Om1i6jKHKeWCiy1i6DKg7QN0DfTlD3Qb6LujL2f+fsDeNaiJf234Lz7dzznrPs85zzvvs/ex37+52dyuQmUFwtmdbJUlVhapKwO62u21t3W2rbTuLqDghKCIzDkwyhkEEFEVEFEEGmWXOnBoyMogMSep/PlRA+h3WycpiQQjRT9e67+v+3ddtTmapVGBKBVQqMCe5SK+rBahrgIwDVDygLnrIy8ASB6hYtz7WM3hxoj2KehGtf3rW3nJm7tUp9+BZ99Ap99Ap99Dpud4opu4EXXdqsOpo570/qnN238veV3Jrf0HW4YzUozkZ5wpuxRTeia7Jj6vOjq7NOvOyMOZV2bmXJVEv1FHP7kYN3ft9+sn+iZffTr7crqn7oe3+9sZSVVk2mhSPR5/Dfj2JInuJwG/DOQESKcODcSwYx4IIInC7kqeUCXBUrCLEKiwgAhcSmECFCyIxMYEHRhKSCGWgSrkKQ0Mj8GACEeNIgEopURJcUxkYoRLgqJDAhDjMXQyUqDA+hvBVuDCCkBBoEBYuRuAApSKIIEQYKlDIBJhcEK7gITK+CvdVoEI4XEzgfAxZqYD9cbkQR/1xuR8m8w2XCgnMH5bzZDKBAuUhMo4d9ZNv9VfIhQgigaVCuUyESFdKw1bIpf4E5qvasfyXU/9+KOn/5kJHr/dBqRoonYFuObyCVbZwo7R8oc5azOdb2h4u7gNyC4blS8Cr8iVMFuffly60fmUAKvEs884HWe9wkDOwypaoJPch3hgGAJV73reBZZ6FbpF9P08sYiE1V1h5fApcPgUuKM/lkzMPFbmhooVZYfEsVDn79ePZvbUztY+tpkc9bGkCm391MjtmKvOcO+PUXObZ+axL0zk3K2tGUuqdafXmZ/UjrsfloCLZnXXRdStGf/1w95VfOmN+aj21o+96tO7JY9OAfkznHDNOGAwOG2Wf0uvBy0JQkQzUiTN3LvdfOfjsxI4HeyPq9vyrPqflfo22sMFx87njzGP70Vrnr1W2yArbGvXk/1toX35vKuDh9JG6qXMtzpRXbwtfT9a9mWgeGO8bnRjQjI8ZJ0aMDuhua1Fee1FFV8nD3oq63poXb+p7de39ui6jeZimNQ47PT5OT9qZCRtjo4yUSas3Do7pu7rHmto0je26F636F91jTX2al2OG1wZzn9M2NGEZnHaMTtsHZ63DM8zonG103jIyZRu2W0fttMFuMdKUmSRJg8EwZiD7hsmuQXProLm9n2wfpFvfkB1D1Ms3ZHsf9foN0/WG7B1jRsaYYa1Zr6NNRtpOmyyUboIamWOG5yxtbvq5i37ioipZKo+rsDjBYo2xQHsJ6C8C3Tku0s8bIMO575ozrP48MFwAYzGAjHMZznuMF4D+stt4ARhigSneY7gCqGuA4tyoVGC+DshEzn5i6RvAmuzt7IzpwHoTmNMWpCrdQ6ZwmsVS6YBOA9ZkYE1beCWVNScDaxqgkgF13W266q2wOJfdfNljuMiaL3sMl12DMZqXJxuLTxakHE25HpWZcLIy90JXeYzu6cmR2uNj1Wc7yo/lpx9Ju3bwxpXDVy4fTEg8fvXaqaTEc0mJF27ExSRePH815uyVC+dio6MSLsRcv3j+1pUr6dcupKdeSr1+/nr8mdSUMyW3o9qzfjNW/Wx89MPrqu9ayrdX5iPXrhJnYvDfjikUe/HASCw0IjyYQMQKhUSFBaiUIiURGEmIlOECTC4hUBGBiCLxgEhCoAqXROAiAhEThITAxSpCrFAEYkgQjgZEEkICC1Ap/RUID5MFROAiZXiASikiFJxa+SthUSQehKMSAudjiChSKVHIJQTOQxERoZAQqD+O+ONyHiZbSSC+OMxHuVJLJsDkYgIXKxQ8JEygCudhMj6K+CJSHibzV8hXoFK+XC5GZUI4jI9KhXJZAAILZFK+DObBCB9B/fBwX9WOf+6N+Y+D16GTWVB0KXT1NZQ4AqVZoaxxKG/OyxYsMZugcgBVehYdd2/1VMpCd2eWLdnR8WrKexFh30sP1/pxNVTxQpG1OCvkxnxqFroHfLhCTM16e0w1+6dar2geWuBRly2GOhSxUDnwUbNQGfAKbtG8j9oNFbmh/BmoaIazsXzUbqhiDrr/7rNHM78/nn5aqWGqG9nSxLnc2InMGHvyKWfC8fnkc66U2OnMzKoHw6nPx3Pqza317aAqH6gTPNlxkxlnNUlHhuL298bsfHXy296Ma6aGFyOD+iGjXWdwMOSEU6+fG+tkn9wB5SlsaYK7IHbs+vG++F/rT/785GzMo4r+0qdUbgN987nt9GP77zXWPQ+cqjJHUJn9w/KpFRVOYeXU3rqp6BcTqS0TBa3jTwbG20cmO3WTPUa71jAxbHBC2S/v3n6ZV9Gmfthb9ai3pmGorlXT1G94rSEHKGrMbqMmbbYJGzNhY+y0yUTpDOZhrb63V9/SY2h+bXj5Sve8XfOiz9DCeVjjltFJm2bcrpkZ18w4xmadumnb2LTNy51aaS1DGxmGMRqoMZ15WM+0DJPP+8jGPvpRF13XRdd1MY/b6UedluevLc+7rS96LS+HLJ0jzBudbVRLajS02WiiScbGGCYsw+/I9jlL2zz1ZI6qBuZCj+GOh8wAZBIXNQMMcazmMjBccBvOA0Msq7vgMV4A+gvAcIHVn3fpYzyGK6zukkcfz+pigemGR5fgMVxmzVcAeQ2Y4lkyAZBJrDHJK1JUKiCTOJ1aFCBAp7FUOqBvesiUBdlKB1QGsGR6yEUV89ZcHjIFGFIAmQTIREAmAv01QF0HZBwwxALdZdYY6xm74NKdnxk9b3p06VnWH1dP/rR757c7d+7ce+DXQ0f2R589dCvzQlrK6cTEw5djj548uT/q2B9RJw5FnziSfP58cuylpNhLafFXrlw4G33y2Mkjv589ejj68JGjhw6cOHww+vChazFnb8Sei78Uc/HCmdgLp2IvnIq/cjIr8WjL3Z0tpd8+K8WrsvCEy2j0WdWBo1jkfnzNdjyYQIIJRIjDYgIPjuRuQUvFOCJRYdywbxWBr1ZiwTgWEIGLVUpJhCpApQyMUAVuj+C8rYBIQqTEBQTMV+FiZXgghggJTEhgfAwR4GgorgyK4PAuhQDFBKiCj6AhKkxChEsiVCsUCPch/PAwHoH6oYgfivAQmR8q42OIEIfFqCwIC+ejiL8C5TArEQbzkDARgfgrEIFCxkflAhz1Q2GhXMaDET8U4WMKHoz4obA/hvtH/PDh3uj/uj/R50gmdLwISmj3SdZCaSSU9RYq9Ly3utULysUd4FqyfsyFUi1bQB+8xZR6MS+U9f7h0taSM5vUrFdr1KxP6cLfcp3gQr6Vt+v8kxnPQmUenzKPj9rNtahQqdv7P+Gs/SK3l3rnSPciFiqeX1bugtSzUNGMT+nCpk7ZDFQ5+9mjmUO143VVI+PVtfPF12ayzlvTz5hvnHgbf9xx7cRk5iVdWnr1/ZH05/bq57qR+gZQneHOj58qvDKRf3oo6ffeuH2dF37sjdk5WnBn5NXAqMExPGI3Gp0Ok31ar2P7WsCDVI/66nzxNVdhLJl2RnP9dHvsyWeJGaVVutIGS1GDJbOejnpgO/DQsavKoqhyBKsdgkJHcLEztGbij7q3sc8dya8mbrfbGwcmW0ecPdrJQe3EiNExYnRAWS35d9pzyzuKqrtKq3rvPxx48GqovlfXrjH0GQyDVot53Gl1OmxOh81iJymL0WAeHdP3DpvaenUvewzNrWPP+kyv3phaR8wdOnO3gx6ctGmmbKPvnFrXpHHGrp+xG6dtRqfN7LQZLYyJYSiKYvQG6o2W7tHSTW/o2k5TRRtd/IrObzLlt9HqNkvxC3Nlq628mbnXSld3M40DdOsA3Tlq6tPQJgNFmsxW0uCkhicsXXNMp4tucNFPXKYyD5nj0qcCfTqrv84arnLrit57roZYoL/sMVzm9nWA/jLQxgHNNVZ7zXvORx/P6q+z+uvAnARMNwCZ5OKMczIdmG4A6honT4Br60xc07fQANI3WSodWDJZKhWQSR4yhdMvQKcBMpF7EZhusGQCoK6zTAIg4wAZB6hrrDEOaOM8w5c8gxen22PHW2LJxkuD9fEFdy5diTm0e69K/t3m7Xvkvx3ccfTYL+dOH74ac/bKhbNx50+dP3viTNSRU0cPnYs6HnP6xJnokzGnT5w7dersqWOnjh6KOvbH4QO//r5n7949u/fs2f2vvbv2//broUMHL5w4Fncu6vL54+ejT148deLi2ajLF05fv3yy4Pqe6tSIR4WRiQl4dAxyMAqLOKAKjcCDsPAgJSIikAClIkCp4JwmEYEEfasSE4RESYgw79aOEIf5KpyvwvkYIiQwEYaKVYQfgfCUmL8CERGIgJAJcDSYUASiCCd5fAwRKGQiHBPiqJjABbjXv+ejUm4iKSQUAgUqUKCcu8857nxUykelfFy+ApUKFDIxKhMoZEICExM4H5UG4ahAIeMS3CUEykel/rDcXw77KxAeAvsi8k8Q2Qq51BeR+xMYj9j+0W/n/v1AvM+x28tOFUEJr3ySx6AMG3RzyqfAAxUsNG6L+e5/MuAXASsO7PQsbf3eU1dlC6ToYpHFeeqlCzioeuEDSxZuo5Yt3KcodXvHjiVLjC3u/SUL1tWCWv3JtudCR0vdUJHbRz3vpRmKZjjkfVmh26fMBd33fPZwNqbW+ary9UxpmbvoynROzFRqtP36Sfrab/brRx0pZ8fSM0ru60uayBf1g5qqh2xlwtuiWEdRnDUvZij9j+743V0xP/Re2q0pr+55PdY7au/UTBgMjskxg3ugG7SWgaokd+HVubxrkzmXTRlnhpKjOm8kNmVVqhuZnEY6q5G+Xms5UWv5Vw2lqCS31jj+oratKHGElDs+qxo/8OztpaaJW23O/E7n00HHq2Fbj3ZyUOscM06MmpxQflNubnOu+nVJeXfZvd7Kmv7qhqG61tHGfn3HmL6Xog02K+W0UA47zVhMFG3Qkpox82C3+VW7ubnV2NRmetlpbO4xNI2au3Tm7gm7adJhHHfop2yG2UnTtFP/1mqYtpknnbSFMdttNE3TOqNlxGDp09C9Y0xtN6NuNd1spq41UTF11pha66kH5nMN9ugq8lwtdekJc+UZVdFGP+oyN/SQLYPUsNas1Rhpo9ZqGp20ds8y7S6y2UU/8ZjU8+Y8tznbY0wHxnSgTWIN14Ah0aOP9xguA/1VdiwOGBK5A9QeXYJnLIE7lQi0SawuFZjTXKakeeMNYE4DhhSWSgemVNacDMxpLjod0BmcQnFqxVKpgM4A9E1ApgNLJmBuAUsmsGSyplRA3/RaV2SS1/CiUjkn3kPHA/NVVnNxuv+Soz1m9NGJhuLz93Iv3c24cDvl3I24mMT42MT4y8kJsclX4pKvxF29eOZabEx8zOm4s9GxUVGnDx09tG//vj179+3Ze/jg7//6ec+PO37YufPHnT99v2N75M7vvvsh8ts9P+88sGvnr7t/2rNzx56ff/w+UhmhIpQE9l1E5E/fRf7yy64D+/edPXr41PE/ok8djjpx8PzZYzHRR86dPhwT/Ufi6X2pCZHnYrF/nYKxA3IObecppAERuCgSl0Tg4u2EKBIXqwgBjoqV4QIcFRN4UAQmiVAKCYwz0UVKXEhgYhwR44iQUIhVhJDA+Cqcr0QkkeEiDBZhcIBKyTnf3NJPEKEIxBAerBAiSAiuEOAod1ae86pEOCZCUQEMBxMKIcK56WgAAgcgMjEq85PLBAp0pQL2IxCumPKH5XwU4SEybpIoJDChXBaEozwkjDv2JZBJ+ajUV4H6RkT+44djnxy4/l8Op/ucVUMJTVDSKJTOQJkOb3lS4lmMpnrPhS72hu9bRRYqZ73DwQXW1NupLSoaJ0klHqjivS/mFbKSBU18j30trO9wlrzXtALvhakM+JR4vXyo3MWxFz7qhe3CMo9PgQu6O+P9wIJ5qGgGKpnzKZyBCqa929Hls1srp09V2dqLm+YLcl0F8WxenKco3pV9Gdw+D27FgNtXNNlZT+rI9qb+sfrH0/duAnUcqEwBNalzDzOYogvGtGNDCb/1XTs4Vvd8sM/aP2wf1E7YNfq5vnbw6h6oTX6bFTOVed6SdlafdvRN0sHOhIvNSXeril5lPrbF1VlOP7Edekjtuk9FltqkaltoiQOrtu9qdO5+Zt/Z6Ih5Mnn9hfNWm7O4e/zJwDiXMthvmNQZJ3UGB1TwsqC4JV/9uuR+f+X9/qp7vZV1Q4+aNM+6Na1D+h7KYrRYjVYLabHQVgtNM8YR4+AQ2d9netVpbO40NreZmnv1Lb3a5lHytd7c57QZnTbjlM007SBnHNS0zfjWapp2kBM22s6QDEVbLBatyTKsZ3q09Othsq6LyW03XH9luPycPlRDH31kO1BB/lpB7a2gfik3HrxHXqglU1+a8hpN6nZjQ6+pf8gwpjGYjHorqZugh2aZnlnqlZt55qIq58yFHsMd1pDO6tKANgXokj26BI8u0XsP0XDVpU/yGNNYYxLQJrG6NNaYAgwpHmMaa0gH5jQPmTZHpgJjBjCme+WJygBkOktleqWKe9GcCeibS5/eTpDTLzIdMCluS5K3mDIneOh4D30NmK+yxlgwfM3SfHHkycWn6rOFd6Jiov84HX0wOupg9Ikj56KOx0ZHXTwVFRsVdencqdjo03Fno2OOHz179NiZo8dO/X7ot592//b9zl+27/hJuT0SIyIJpZLAFCgciSoiMSxSFaEilJGqiJ93fLvj+8ifdkTu2K6KJHAMQTEEJRThSgL9fjvx448Re3f/ePTIwZMnDh87+vuJI/tOn/zjTNQf0VEHY07+Fn8m4vxFbO8JKXoQWfMdEbAdEynDxSqMK7JWbVf5w9IAFSLEYZEyXEzgokglj0B5SkxM4GIVxsmWAEclKkykxCUEGqBUSAhUEqHkqRC+EvFXyMVKVBAeJiIQX1wWoFSIcURC4GICF4YrggmFCIO9BRoqkyjkAgUqIhQCGPaH5ZzTLyQwAQELFKgvIpco5Hy5XIwr/GGpHybjITIeIvOH5f6wVKLC+CgiRlAxAgvhsABEJpLKxXJZYLiCw7IEKMaL/P6fe8/8/ddL0B8p0Ik8KOEFdOONT7phWSbjUzjjzaJa7ArLlvBTS79WLMkFXewW34//Ft52n110rBaA0oV9QPWCF/YetlraDHLl2JKP4gSrdEn5pgZQicv7vRe/ckFFbs56hwpdUNEMVOKCCuegEhdUNA+p56BKt6x6+moN87r82UxB1kxhrFt9BagT2cpEUH6VrUwEpcn2/OKqOl1/YwtdWz6nTmCL4kD1TVCfA57meypvTN25SCZH6zKvvGnseN3v7B5yDOscUyMjoLMB1OeA6kTH7XPmtJO6lGPD1/e3Jhx/mpJQcet+dsHItQeWsw+Y0w8sB6oYZblNXs5sK7AjZfaGh4zupXGozfygzxTT5ExsceS1va3pmngxONU+4ujROgdNb0dNE1qjA6puL7/fWnr/dcn93rL7/RVVg1WNI4+bNA3t2ud9+i4TOUIzRsZisthJhqG4CmvA3Ndnau00trQbm3vIjh5DS5++Y9TcpTX2M4ze4TA5HKZpBzk7wUw76HdOasJGT9hoh83OMAxD27Umekhv6tKSL4eosnZTVos+oYk6V0ftrqK/u8cQhVR4HkUU2LaX2beX0germdh6MqOJLugw1fVQXUOG4RGd3jBG6YYnzX0zdPcs1THLNM4z1fPGclZf4OEWocl0oE/z6JKALpk1pgBtEtCnA30aMKQAXarHkAzMmR5jukeb6jJmesy3WH0m0N0Culus8SYwZwJz5nt58nZ/6YC5DUyZwJzm/ZVXqlI5xwqYUlk6GTApHlMCV16xDKdW8YCMm9dfnBw7O9V5vroitjT7YnbqldjYqHP7D53Yv2//b3v27Pnh6MGDx/cfOL7/wOGDv584cPDY/gNHDx04uO+3gz/v+dfPu3ft+PHn73/A5AgMwzKZTBYmxeQIIg2TSbchsAyWyWEZgshhBYKqlOHbI4nvvlV9H6lUhitQRK6Qbdu2ZSsCb8NVsm+/RXbtijhy9ODJqANnY44dO7Hv+Ilfjx07cPTo/pNHfzt9+seTZ5T7TyvQ/YgkEhVvJ3gEyo8ID4rAAlXhARG4EIclSoLbhRYQsABHA75TCSOVPAL2QxGREhdvV/GVSEAkwc0BJQQaqArnKTG+EhEQsFCJBG6PEBKYLw7zVbhYRXDywccQPxQOUCm5/o4DKSQEzkel/go5H0MCIlV8DBEhCg5hF+CoH+Z1rPgowoELIhQVIVKBAuXL5SJEKpTDIljOgxFfBOajiFAuE8CwLwKvVMACHPPHwv0jty/fe/Lj/bEfHUpadqoIuvYSShqF0s1QphUqmPXJBz4FnvcI6ELp9L5oureUgF9MEPVqmbfpK/tTep+XU1+6wLyYpbUY0vB+2XBJF7moht7fenyKXV6ulRMsNet9lri8Hlbe3LJSl0/ZPFQwCxW6fArnoEKXj9oNlbiWlbug8nm0bjr7vn6k4hkoyQJFiaA0la3MBHU54GkeqLsD6nLc1fdeNA4PPa1nHtyeKj7jKToP7mWAmlxQe5e9nwKK4915cc7cGx0dAy8HrO1DtpFh2tXXCV7dAw+zQEWi9WaULul4X+LBvhu/v0g4X5uUeTfrQYrafPK+9UiVfV8xuaPCCpcwSJEDK7El3qPmX2hA9wgYNQA9mT1sz+xw5L4er+ge7xia6Bx19mqdb8bsI8ZxjX4cetjzoKq36mFvVW1f9f3+qprBB0/e1DwfrOW6QhOloSxGm51iLGaG0VsYk4YcGTGP9pq6243NL41NL41N3caOflP3oKlLSw1bGJPDYXhnN007yEknPWmnphz0tI1yWiiH0+Kw2RnarieZUaP9jc7WNkQWdzJ3OqiURuZCneXne9aIUgpTM9/kWTfn2r65Q8vzbL+U0Gfq6Ov11J2XVFmrobPfODA4ptXqDfrRcUP/NNP9jux4x7xk6RoPWemhSoAp12PIdOlTWWMK0CW7yNQ5Q9KsPtljTPNoU1lDukefBjSZrC7DY8j0GDKB4SYw3gHGO27yFmu86THfAuRNYMwA5E1vMcXVVpxOmTOBKYMLyfFaV/R7uso78qMW3HQOAaUuusYu2juvDdVffFlx8Xby1fRr8alxsXHHTv2665fdP/3404/ffft9xK+7d+7duevH7dt37vhhx3ffR2yPjIyMjIiIQOQoHCZVyGHZ1i2bv/r6qy++/PrLrzZv3vLVF19u/uLLLV99vfXrr7Zt2Sr75hvp5i3yLVtQRK4Mx5Qo+q0Kj4jEtsFbwr9TIN/Lvr0csfvO7iPFB889PpnenZSnvVNM3y0x5p2uPnIwZc+xs7+dOHXw8MFdp37fdeAIih9QiL+FxSpMGEH4YmhABB78Pc5XIjwlJorExSpM8q1SGEFIVJgfJvPDFXxM4YcrhBHEIrXAGVViAg+IwMXbVTwlJlESQhwV44gQh3mYjI/L/TBZiEoRiMr9sXCJkuChCB9FOEvLF4GFqgixiuBmgiIlLlCgYoVCoOB6PQUvHPba6gpUhKI8RMZZWny5XEKgAvk2HhImUcg5ekugQP3hbQFyqRiB/VDYF4EFOCrAiOV7j//ngfi/Hk6Dogp84luhq4NQKgmlU1DBO6hgAUG4t1AicXBD9ftjOYv4wrKlFdBSFVuaA1PiWejyFgolNfu+mKrgsIYFwbrnLa+4+s77D1W4IbWLO+3lUwl8ylw+ZfM+ZfNQicvbnJbMecGIvDlIzULFbqhwYTWncA5SA6/pXj4Plc/+Ue54WNbrrHzA3s8C6gy2/DaougUeZYOGPPCsEDwpBU9r2hveDL+odVSnThWcA+o4UHEN1GSC6hRQHgvK4zz5sWxlTkevvnPU1j9sNwwaQdMDti4HVGd4imN1iScHEv/ovvp759X9Dy9euXujKP324OkC0/4H9p337D+V2ZWlzOfFdkzN3Ck3dlSNgKZetqkNdHaC/qGpIVNVF1nVaXnYY28emOgdmewbnXgzZh/RO0cNDqhz+FXrwPPHfQ8eDjyo6a+pGqyqGbz/aOBhk6a+Q//yjal3lBrS6jVmiiRJ0mg06k1jI8bBXn1Xp76tR9fcrW9+rWvt0LT3Gfr7DP0mSkczRsZmdjoY7jnutIyP0+NOi9Npd9jsNpuNpGx6k3VMb+vVWuu6mNJWOrPZEV9PHa6y7ygjtxcyW/NtwemmT29ZPs+gkFzzsVrq0mM6o8Fc3GJo6NL2DZMardFgHHPSgxNM3yzTN2dpc9FPPFS1iyx/Z7g7b87xkDlzhtseU7Zbn8FJksdwB5iyPYY7bm2mx3BnXn/bbcz2kDmsOcdjygbmHO9yjykbUNnc9yx5G5gzAX0bULcWpn7pgLoJzBxglQzoFJa+ARivYwXMV1lOp0zxHsNlQF6e052bGbzwvOR8cfr56zEnr5w6eeLg7/v27du165cIpQqVyVGZHA0LQ8Nk4ahCIYcVctnWr79AZFs2f/3llq++3PzFl19s+vSzTZ9+unHThnXrP924ae2a0A0b1m3auP7zzz/ftGnDpk0bNn/95eYvPv9iw4ZP16/77LNNxN6t+xJ/OFf8R9rThCFdPWUZevvW4pqeA7MAvAPsDAtmwX//YAGYBT227rOn9x85fGD3vu9V+yOCv8fF2wlhBMbZ4RICDYwkAlRKoUoZ8O12sYqQqDBJhDJApRQvkAoSJcHHFJylJSFwMUFIUESiJMTKcCGG8RGU46e4EkmAyf0ViHdJEJcHRWBiVBYciYtRGbe1w0lbQDgsRmViLYGoUwAAIABJREFUVCaCET6KBOGoGJWJVRgfQ3wRub8C4aNSESIVoSgPRQIwJEgBC6VhIqlcJJXzkDBfRP4JLOchsBCR8mVbfWVbVsilfiiyUo6sIJT/+cvRv/zr0j8O3Pjf/7gDxT2Drg9DKQYowwIVzPoUuLwzuHveIxHL7nmTQrlM0WULeX7vE9+XkFPvW7/3kKeHSyL1DgHLvRNGqMi9KGocBL9ssa9c4me9P0vBeVUVbp9FANXbFXKBDR6o0AUVuqDcWe86TsEsVDQP5c1Bd6c5FMunfNan/N3hUvuz4uaZ0hxQngRKk4E6ERQng/IUUJMO6tPYJ3fYZ3dNjx5TD0ps6stTWVFu9WVQfh1UJ3ruJ7iLY+bzY9jSxLe1BR095r4BWt+rm+poB/U5oDrDXX5jNv+q7saRzrjfmi/90hy7Lyu+6GR6k6yADFUzq9XO1WqnqGQitNASX0o2lr4xVb8ClXWgrBQUF4C7eeD2HbaqSfta39hje9pvaxuY6B209Y86B8bsI3rnsMEO9Qx3dI10PB+or+9/WDtS83C4+tHQg4fDDxpHHjeNPu3Vdw0ZB3X6EZ1+xGQy6fV6rXZsUNffrW9+rXvJcVhNmlctmlcd2s5ObY+J0tGUgaINDKN32OlJJ+10MA47PT5hdTgZu93ucDgo2k7T4zqD442GedZrffLaVtZmzW60nr1vj6p0/FxikxYwG3Ica287N2XZ4TzLwWrmYjWZ1UCpG5mWXnPPIK3Vag0GnZUamWQGp5nuaVuni3nmoR6yVPWcsRgYczxkzpw5y2PKZo033frbwJQNjDluYzYwZgNjDmvI9ejy3MZsTrOAMQcYcoA5B5C5wJwDTLmAzGPJLMBkAfNtYM5kyduAuQ3MmR4yDZDpHCYKyBTWkuSmr7vp64BOBJbrgLzmReHNF4Ah1qU7/2744sjT6LQrx0+fPHL04KFfdu3e/cPP36oiFAgq3Ra25dMvwr7+Rr5lS9g3m5FtUvmWbbKtm7/Z/MVnmz798vMvPtv06fq16z5du3ZdaMia1SHr1677+vPPNqxZvWHd+g0bNqxdu37jxvXr16/9cuPGLzdu/PLTzzZ9vm7TxvXnc0+1vK40mYbnpt8BJwATANgAcACm0z3S9G6kb3rmrVekbMADAJgDIEc3Nu4ELMseSD528vS+/Qf24r9sX7MdFylxr4cVqQxQKSURuJBQCCMIsYoQEYhECXN8g4hARBgsQrl0BCQIRzkSQqTExXKZRKUQ4qiQwPmYgqfA+JhCoEADI1RcnLFESfgrEGEEJlaiYhwJUWFiBA4mFCJEKoGlK+GwYKVSjMoCEJkElgeicm75RowjfBTxReRCBAlAZHy53B+B/WE5F9kukknFcplAJhXIt3HDwZUo4ovIV8KyFXKpvwLxV6A8nPANV32w+9j/s+8CdCT1/zpZAMU1+1wfhFKM0E0GKnRBedz5GS9x/qdAZO7azQPgnRVWv79X+F5lvLHICy1koceb+75k8siZUz7FS/rBpWTWe2CV5fJn/oxrLUEuiue9QsYJFudhcc+SOSjvLVQ455M/CxVyvvssVDLnUzZ/upRpKn85W3zbU5rozksAhUkgJwEUJYCyFLY+Azy5BRqymQfq8dJbEznn3mad9BSdd6svgvI4cC8elF50qy/OlyfYG0rbekxjXSZLR89c0yPwrBA8zQV1d4A6YTTlVNvV317F7q0/f/B80mPi9jAv3yYodPyfec7/LX8CKnAIi2yPy/XasnZ3eS3ILwQpiWzydVdS/GzC9XF1be/LwcY+S30n0zxk7x21943Y+0dtgxrboM4ODWje9I30Pu9vahisrxuoqemrqB2peTT6oHHkcf1IXbepu1Pbo9EP6wxarV6j1WuG9UMjhuEu06tufXO75sUr3fMWQ1Oz9lWHrqND2zlmHtTRI7RlzGLT2+yUw0k5J0iH01ttOWx2p93BWBwmxm5inCMm+8sB6+NupvaVPb+ROfeAOVVl+7Xc+kOp44ss+1c59q9y7Ei+7ViNLbqKvP3UUv6cbOoy9fSTmjGjQT/mNGne0sPzlpFZqmOeesoVWfNmNWsq8hgLPcZCrqoCxhzWkA2MOfOaW8CYxxpyWUM2MOaxVK6HzPEKljGHNedwdRagslnyNqDuAOoWoLIBlQ2oWyx5E1jSAZ3B4QusORnQaR7mBiCvA+o6a0wC5gRAXmbNVwB1BZgveEZiZt5c1D869/Rm1PE9ew7+vGcn8V2EUqVAUIUcln2z9evPN21Yt37Tho1ffv7FF599/s3Xm7ds3vr1559t/vrLz9at+3T9hrUhoWtXrwldFbImdPWa0NXr160JCQzasGbtxrXr1q5es2bNmo0b12/YuGbTmjUb1m3ctG79hg0bNmza2P76udM2NWWdnzR4xp5Ot923PyxlkhNaI/+VsHnXnqSinNk512JpNQUAAMA8O7m/NM5CzlQ9r/sj5tdjR/b8vG/H2ggsIAKXROBcZydQ4WIVISZwEaHgOjsRgXDzPkmESkjggeGKoO1KMYGLUVkwjgkxQkQoJCgigGUiZTjnx/uhsL8CERKYMBwR4rBYoRBgcj9M5ofKOBRerFAEIHCQAhahqBD3bucIESRIAYdgRCAq53Jj/AhESCj4cnkQFi6RhQWiiEDBfTgqgGGxPCwIkQeicpFMKoTD/GG5kMC4tAbuKcAQPoKuVCj/tufYf9134b8cSfq3U/k+V19AN3qhNKNPuhnKc0GF3Mqe23sndXFyd9+bjbXkCPPCGLGchSq8KVc+i8s65e/XoRc6vjmfhbBQDsKCyrm0BvDellq06iuWhJSWLU4G2T9TWgBSz/qUzftUAqhoHipxecNkSjzeAL+iGahg1rsaXTTjUzYPlc1Eq5nWgqdzBZmgItGVf9mVdQXcjffkXmFLE8HDDPAkE9RnWcrv0IXx46lH5tKOgOzz7oJYtijWUxw7VxQzV3BmSn3VWF/T/UpPNfW7nzWBx2Wg7i54Vgga89mqdN2t6Nc3Dry48mv1xSPHk1vX3NL/H7etUPYElDsO3XX63LUfKrYYKlvnSh6yeXkgPdFx8ZLjwjnrmXPUhdMDpQ+6m0ZedFqfddnb+h39IxPdQ7buQbpvxNo/aoM0upFR7WDzYMuL4aaGobq6oUe1msoHoxV1ow8adfVtuo5efdeAeXBA/2bEMDxkHB40j3TpensMLZ3Glle6Fy3a5y91zc2aF6/1ba91rcPmAR0zSFvGGIvJ5jDaHEab0+QcpznNmrAxTrvDwjistJM023VG25sRR0e/raHTpn5uu/rMdrbOcaTaoSqzbbtp/vImsy2LwfLt++9T52qpjAZzYTP5qo/sfENrxoyU0TRFG6YY7TTdP2/tc9PP3cwzD/XQTVa5yWLWVMQacoE5z0PmAGMeMOYuFFb5rKnIm8tsvOsx5rOmAjeVN2/OAfRdQOd5TNmAvsuac1jyNrDcAXSOV7MsmSyT4SHTgPWmh0zxkGmcewXMSYBK9VDcnnMsl7XAGi9NtcT03Y+qST9x5ch+lQKTbgvb+s2Wrd9s2fzV159t+nTjxo0bNqwLlgRsCF2zac26javXrgldvWnDxk83bfh007r1a9etXh0SGroqNDR01apVa9asCQ1dtXZN6JpVIauDV4UEh3IqFhISsjokdE3o6rUhoetCQ1atClq7dr1mQDvpcA8N2K+nNX65deemzeiGz7/5bONX33z5mWz31jsPM1iW/R96QjDqZC4/ujlNuxPy0k6c2v/TgV1rVPjaCFUQDouUuERJrCLwIBwNROUCBcxDEWEEwSNQrxaocH8sfBWBCxQyiZIQhiMiQsEhBWIlyjGi3Ct8DOHjcmG4QoSh3ASQM62CFLBYoRArwwUKVOyd4ikEqEJIYAIFKlDIAhBZMKEIJhQChYxLj+GjCDc95IwtIY76InKBAuajUh4C8xWoCJHyZVuFYTKBfJs/LPeTy3xlUn9YLkQQX5n0Y7lsBab66w+/L9934Z9HbvzteD4U9wxK6IRSDVC6Fbo746N2e+ud+96LhH9KB11cwbn/Xrbe38JZclhwydrzQk5W9UIBVQagctZHvTS4fYGGXwS+uNs5ZQtqyHn/ZR6owg1VupeMHcECkMVCxQBSsz4FLqhwzovFF81wqX6cYEHlsz7ls5dKjC8LaufzkkH+VZB9aT7rEnsr1p19ARTFs5WJoD4NPMl8mxNPZxx2JB14l3Rg/k70XNbZubvR07mnxnNOWvNP0WUZQ08bOl4MkbX185W57L1k8PgmeJwBHqaB6gznnQt9qSfaEqPUVy4oMod8cm1QrsMnzwnlv4UKp34uYAqLR97eewjysudSr1JXokaOH+o6+q+OQ//qPHWwtfpFc9NYY5+tscfW0mdrH3F0DNs7R23dw8xrLQMZjXq9YfSNprdvrLVj5MWrsWdN2rpXmieNuroXxucdppZec8cbU++AqVdDjoyZB0dMvaPG3jemtk7yVZvpZZvpZau+qcPU0mV61aV/raF6Ruk+o23IZNNa7Aarw+gYNzuclM1OTUxavJaWw2m32mwWO03ZNQZr9yDd+sZW32O908Rce2yJrXXuLXeo8uzyW1Y026bMZg7fs56tttxqoPObTE095o4es05rNhmMk4xhitHNMKMu25CHaZmnns7TDz3ejNP7LrOai4EHZjUwlrD6onlznou8y30FZjUwF7OmIu49XGy8h1GzdBmgylhLqYcuApYSQN8F9F1gKwb0XcBkAeoWa8kGTKabSgF0GmBSgDkJmJMAmcTSN7xEqCZ+uu9i9tV9xw7vUkVgW7Zs2RC6JjQoOFgSsCpAEiwRB0sCVgUFB4glQr4oQCIIWRUUGhIcErwqNCh4dfAqsVAUErxqVUDgqgBJYIA4KFgcFCgJCpRIJCKJWBgoCQiUBEgEwlUBgWKxOCggUCIRBQZKgoMCgoMCQkJCDiWcmabnPTaQmF++OmRN6KqQdaGr169e8+XnX8B4eGJqpnviT1L1FrjeLdhak5Y5OzN/RZ3+x7E9G7YTEgIX48hKhcwPhUUYzFdiIiXuj8uFEZgoUinE0WBCISFQsQoTKXEBjgoJhR8hFxM4F2gViCEhKoWYwIVYOFcxBcCoCJYHK5V8VM5H5f6w1B+WcrBoACKTKOQBiEyAyblD8wI8PDBcwflTYgL3plxhcgEml8BSsTxMLA8LUsBcoChfLhfLw4TSrZxJv1L6jS8iF8CwUC7j8FG+NIyHwCtlMh6M8BDYX4H6KlDfXYc/3nvxLweu/dvxPCiuGbrxBkozLstkvKQ451tz7ML9JaHGiwO+xTs63iM37wP/vD8+/NNeoddxXxw4li1cul+6nLjITNxbomIli4UVF8bAmWseLqPZW+JxtwiLAVTi8W7hLOFFfYpdUNGcl8ZSv4Oq3cl3h97kVs5kxbtuxbjSzs0nn3Enn2UzzrEFV0D5dU9lIqhInLx9wZj6x1DCr9bUP2ZvRc1lnpnLPD2VdoJJP2zKjhmqKG550NxZ9WQi7zbIjQPlV8HjJLY2ka2Om1RfMt88qU+Pbs1IKbxVuiWXWlto9y1w/DXfsaPYUXCPfHO/23mv/m3yNUPsyaETB14f+OH5LtXzvd89+P3nxuvxtS90D7tsDX325oGJF53Wlj5L2xtbWy/d0k+2DDGQidKZjJoR/cCorqdP87LX8Lxd39BqetZuamw1NXeYWjoN7QPmviGyf4R8oyGHRky9Q4aOQaqr39zWR7Z3Gpt7yI5OqqPH1Npr7tBQb7T0gMk+yNi1VofR5jDaHbTNaXJMkM5JxuG0TE5a3k5NvB2fmLDaGdpu1NsGRsjOQaaux5L/wnKz3hb7yHqodlxROP51zsT623ZpgXVfFX22hk6uo/KbTC/6TF1vSI2G1GsNdtowY9HP28fc9jfz1tfzdKObeeq2PPKQlbOGIq8MUYUu8i5rKgDGPEAVsXSZmyp0U4WLhy1Y6h5L3QNc5jL3PVXOMpWspZSly1hLObBWAEsBS+UCSwHL5LuoHNaSC6hbgLm9SLd7I67MV4H+qmvw4mjt6ZN7vt9BRMjl0m1btoauCgmUBAQEBEgkEj+/lX5+fkIhn8fz812xUiIWBkgEQQGBgZKAoKCgkOBVgZKAkOBVIYEBoUGBQYGSgABxQIA4QCyRSCRisVjIF4iFIrFQJBGJuUdgoCQ4ODBkVVBIYFBoUPAX8NcPml+CKTDcz4SEBIeuCgldFRISvOqzTZ9u+uLzrXh4rvre/1hhcY9uetBlZ5+39x6K+vmrH79dReASAherMBEGB0fiARHhImW4SBkujCDEBB6gVKzfHinCUD6m8BJYClSgkK1WEmIVJlDIxMpwASbn6AcxgfuhCB9FxAgsQlE+KhcTuBBBgglFkALmardADBEiUoFCxkelAkwugOEgLFwkk4pQlI8pBDDsh8I8RMZHpVykTCAsC4JlwSgcGK4QymWBqJwvl/MQLiIZ8UNhnkzmJ9/qK9viD2/zk2/1piTL5L5y2SewnIcTvrsOL99z7p+/XfvHkVzoaguUPAQl630ySCjPBamBj3qhsOIUoeI92eDjPYzqPULhs4inLx5z5q5DVwPu3PyyMrA0gsb7Zu+285/3qMved5FePmuBaOfUamF9GkBqdln54r1o17Kiee/ms5r1gq9F8z6F7yAupIErr0pc3kgs9WxiUU9XbvF89rX5rEuupHOzN07PJUW708+yebFs5VVQlgAqrllvR5uTD1Gph6cyj7gKo6dzT0zePGZNOmpNPm7OS2gvq3hW09xVeH/yZjybF+cpuMBWxbseXJqpvDxefEl763hfZtTz7KzCuw+/qWS2ltvXllgD1RPZD+juh4OTD1+Cx5W6+BOD5/a1/7brxU/Eo29l93eHV0Yfqb6ZVdtKNvbYGntsjV2WZz22F29sL3rpV32WF710Qw8NWRgzQxtNZu2IfmDE2Ddo6uo2vew0NbWZXraTbT2GlgFjx4ixT0MOaQ0jY+ZBDTkwau4bobqHya4BsnOI6urSv+4zvh4kB0bIfh3dq7eNGG1DZseYV7CcJpvDaLEbbG8p5zg9NWmfmrJOjk+MO5wWxmE2OrRjlv5he3O3pbrZevMpc/kBfbjKHl5ok+XawrLG0VzbrxXUmVpbRh2T/9z4qNPQ9YbUa00Gg8lOG6bthrf0oMs2MG9p8TAvWOszl6XGRZbOm9UusxrQlcDaCGzPgK0UUGWspQnYO4DtBWAeucxqF1k6T5aw1H0Pfd9D32ct1SxdM89Us5Zq1lINmAfAWgOsNYB5ACz3WaYC2CpZWs1SuYAqAkwpsBSwZBaHubNUOqCuAXOCZ+gK8/x8Q97BCAImtm2Tbfl6y1dfhwYFrwoKFgtFQqHQj+e/8pMVHy//p++Klb6+vmKxUCT0F/r6CoVCIV8UJJZwerQoSYEB4gAhTyIWioUSIV/A8/Pn+/P8ff34/jyxWCwUCoPEklXBgYGBgSEhIWtCVwevDv015viUac7l9ARtDAkMDORKtk0b13+6ad2XX22Cfwv/XwlWr93gcMxSxrcxN69G7PpxXSQegit4BCxQ4YvmuhCHBQqUO1O6CkNDcIUQh3lYmFihkKCICAsXIghXZEkIVITBHFvgbQy57Co4LBBDuCMRAoVMhKIiDBUjsAhDhTjsh8m4gFCuAeTjcoEq3A+VCWDYH94WiCFCOIwv28oVWYGwLEgBC2DYb/MWSZhcjMA8mUyEwkIEkSjkQmkYX7bVH97GQ8L4qNQXkXPGPB9FVqKIP4Gt3PGb746oDw4m/tvJLCiuGbreB6UZvYJV8t+x7Auk+33Wp5J93xJ6r0MvxM6U//lZsxR29xZi7xPflzr03D5gmQcqd3n5hsU/qVhgHRYPfHmXb+ahchYq9e4P+pS5IO+aIQsVzkGFALo7402b4cKRuWsURTPL1PM+ZfM384eG8tRsbgLIvvQ25dS7G1HzSac8qdGgMA7ci/fUxrFV1+x3TzO3DzlvHZ3LOw0qr7jU58ZvH3OkH7KnHNfk5bTdq39y71V/xu2p9NNzOTGu/Mts6TV38fl3BVH0rd/Hbh3runn9Yfa9nNJXEQ9o6UPblnvWyGrn4NNRqrnV86wGPC4cizv2+syu5l9/ePETVvWjvPzX7x5cS71fUvOk2/K8x/msZ7yxx1bfydT3WOt7rHVdTFWnqa6HgiyM2W6jKNpAUnoNOTBC9g9SXb3mth5zZ4+5s4/q7SZ7h8j+UWpgzDCiYUY05ICWGh6jBzTM4BDdP0T39pq6B6m+IVOvhhk0kAM6ZpCy6Embhpkw2Jwm64KNZXfQHN8wPWmdnrS/dTgmbeN6k92gsw6O0l1DlvIWMqOBSn5su1hlJwosW3Is0tsUXmjZW2GNqaHS68iC53Rdt6lzkNFoSKPe5KDGJi3aaat2xjY8b3nppp97qAaX6eE8ec9FlrrJUmCqZulu4BgFTgNrbmbpbmAbY8cpdpL0UNXzlnJOodyWRyzzyGN5yl3E8FieeiwNHmsta6v3WB8Dy2OP9TGwPWJtdSxdw6kYV3mxTD4gcwGdA6hbHksmMCQ6WmKbC49fO7UTkYZJv/pi8+cbN61bvyogMFgSIOSLeH7+Hy//58cffrT8w3/+4+9/Xb78Q9+Vy/k8Pz/fFR9//LHfSl8Bj8/35wmFfKFQyOPx/Pz8eDwez89fyBfweDx/Xz/uq7+vn5+fn7+/P9+fFySWeMuokJDQVSFr1qz5VLnt8fMm4AIbvoUD160O3LBGEhK8Zt3qjRvWbNi0/scDKuD5n9hY3INyT81PgtKG+h9/27v+hwghDvNQlK/CJSpMiIULcViAo1xcn4RAQwlcgCpEGMoFqPPCYREKByngQFgmQRGxQiEiED4qDcC8gJUIlotgeSAql8BSiULOR6UChUyEoVwmnx+u8EXk3OiQjyJCBBEoUDFB8OVSMQIL5NtE6MI6DqrgY4gYlYlkUhEsF8tlIqlcAssFMqm/HObWm4VymRAO4yFhIgzmCHgBDPOQMK619MVhXwW68rv9vj9FLf/9+l/+uA3FN0IJnT5peiiThgrnoEIXVAx8SgFU4fJ2f1zuVZUXaODUyktmVSzhSMsAVAaWLRhey7w70ktyabjtmcVC6f0K4UIJ9n730LOsfJE1BZAa+KjdXnC0EizkuHMG1kJUFmeBFbHLClmo4J13aMh1uCULmlXigtTvsu6OGvNK2dyrbO4ld/LZuaTo6cRT4GYMKLrKPkxinyaBphuuJ7Geh1dBbTx4Eg9epIH6NE/5pfm8c/ac863FpXUVL+oqW0034ycyo+dyYmbyL7+9G2O5edSUdkib8vtAenRT3p268oZbdYMnm8aP1zniaxz368wzLzrA81rwNJ99kD5+J2Yg7tfHvxGVkbKq/T9WXrj4IKuipr63tsvZ0Gdv6pto7LHVdTAPuyzVnXRlh/VeO1XaYYK4cD6bnaKtJsZiYiwmDfVGQ73RMYOj5j4dPaKlhjXkgJ7Umu06k01rtGoYm9Fo1RgsYzp6RGsZ1VLDOnrETI/RjJ6xGBibnrEY7Haj3UHb7JTdQdttlNNJvbWbp5zkzFv79KR1ymF5Z3dM2Z0WymHU2wx6Z8+AtbLNUvrSkd5Anam1bS+ikBzr5tuMNMfyexkdVcMkPDbnNZoaOsmON5RGQ5I60yRjmmR0szbdjGVg3vp6lmnk8vzcZKnLrGaHi9nWXFCez94vA/V1oPUlKCsG94pBTTWofwTG+gD9apZpdFmb5y0tHkv7nKVt3vp6zvp6zto1Y2l1OV677a+BtWve+tptfw0sbR6mhWVagbPNZWuatze4LHWs5QFrqQZ0JWspBVTRZGf647yY07/vhOVbpV9+tXH16nUha4PEAk6nVnz8yfLlyz/8xwd/+ctf/vrXv374wd+X/+ODDz/42z+Xf7h8+fIPP/xw+fLlfit9P17+T/+PPv54+T+XL1/+8ccff7LwWPnJCr9PVviuWLlixQo/P7+VK1f6+/v7+vr6+60MloglYmFgoCQ4MCgkeFXI6lWfhn/T9LqtoU3/U+K+vtf1Y4aRgIi16zaGrlsfHLEH/1+p1eLDPQd+PX0A++2X1Tu4OaBSTOAi4r2bLsRhgUImwmDO8A5QKbnXA1SqAJWSHw5z57aEOOyHwiIl7ofCgdsjOLNciKN8FBEhUu+fY+E8juRUyIRwmIR7Ay5fgUr9cTkPCVuibjD3oxiB+Sjii8P+CkTIEQywd08wAIE55RIhUj/5VgEM8+XyALlULJfxOLcLlYoQ6Scy6UpUsfyn/R/uPvOPA9f+/fgtKKERSuiEboz5ZJA+RW+9HlaJh1OHZf/DOa9FzfLyVur3ltaf+r6lECmHbnEIVcWSxJgiN/QQQOWzS8EIn/dnCtmFbR7gFc0FrMGnzLOsbOEo9D0PVOHmEiC8Ecnc17szUMEsVDALFbshtWuxK8wuGtbnqWcy48Dty3OZZ6dSz85nXfDkx4LaW2xTMeiqYgceeQzNgGxh6S7gHAS6F6D3EWjLBc9ywNO8udYGXccr7fOnM9WJtrsXJ/Iv27PPjF77o/vSzp4LP7Wd39GSfqOh8mlV/VDJK2PdK6arTW95Nfquow3UF4P76bMFcdN3YzUp0UPXDj89uUP9m7wy6eaD+421T/vrO2wv3jgauq0v+uyNfbaGTtu9Vrq8lcprobNfGrOaTdCEjZ5yWBx22mGnLXaSsRl19AinUzp6xGAZ0zOjJpuWZDSMTU9aTSRjsNhNFouBsRiMtJ5TLpLRkIyBZoyMXcu1gXaniVMrm52yOYwOh2nCbnrnpDjBmpl0TE843tkddtphMth1GmvfsKWh01bW5LhVZz1fZfmhiJLnMt/coWW51r2l+lMPTRl1TF6jqbGbbOk1a0Ypo97E5b5P09pZpm/e0uKmn7vIx/P0QxdV6TIUg75iz4t8Nv4yuBYDbmeC4rtsciK4fB7EXgA3EtgOhycoAAAgAElEQVSGIqBp8pAvXdTLeaZzjumcZXrmrX0z9r4Zun+e6Z+xvZm1D0xb3rhsA27LGxf3ZLrnmc556+t5eytrawGWp8D2CNhqgbUG0DXD9SnF6Se+w8I2f/35p+s3hASvChBLhP685cuX//3vf//b3/72t7/99T/+4z/+8y9//c+//PUf/+3vH37w9w8/+Ps//v63f/y3v3/wwQcfLj7+8cHyD//50QcffvTRR598tPzjDz9asfyjTz5azqnYihUrli9f7ufn5+e7wt9vJW/lCj7PTyjkBwZKAgLEq1YFhYauWr9xTVTihQkKXCvLt1EOAEBMXroIDv0M3rDlly3/v4IFADgZf27HH7+s+ymSh8mEBMZDYD7mTW4QYHJBeBh3WtWbS6XC+LhcrFLyMYQXDgsUqABHeeEKnkzG2UlCHPaHpZ8gYX6YjI/L+XK5RCEXYbA/LOUhYQIF/AkiExAwx5H6KxBfHOZjiABDxDgSgIQFKWRCuUyIeDFRCSwNRmERIuWjCF8axpdtFaGoBJaLEdRfDosQhQiRimTSQCSML5UJ4TCxPMxPLlsJy3icgyaXiuUyCU4s/2n/f/vp1AeHk/5yOMOLNaRofTJon4L/j6/zjmoy3/b+g3Pm3HPve869Y6NICp0khBCKjk5x5kxxRgWSPAkJYO8de9exV5qiYFcUpBM6iCBNQQUVKyAdkjz9SSAB6fm9fzwBvWu9683KQgwh+tdee3/3d3++Jih1mDGg/686xZSnPAAVfulmAJMmMqILgGVem9gPZo5+HgDVYxbOshp8lf256HyGQDCeifGt3zhtZsJ1ZXnF8v9htocZZgs8S23xNFipxyZljUBZI4xrdFLKKJT6CbprtEoZgFKHoYxBJofiTvxr9H7WaPxFEH8e3AgH8eeHkyJA1mVQnTlWXwTePgIfnwDiA8Dfm6kGgDWBlkrwtgDUZoOadFCdB16Xgo63oPU5qIwfy7/ckxrZFb/vdfjq+mNLav8KfXZidV2SurTiRWEdUvAG17xBe140jNS8MD8uGc6IM909R9w60Xn16Mcre99GhlUfX5f/1+qc5NzC0oaSF1jxO+rJe7rmLVXzhq58TT94SaTUofeeaq9XY9ersbjHWsigx2kK7TEQJKGjKZQgNRiuQdAulOjoJto0ZLuW6sCpLozsxPAuikYJUkPrEZTowshunNKgRBeCd+OEFsO7KFo3UaooGjXocZrW6GnMoMeNel2/HvlkQPt6sb5eYsTU02egjL00TfTqELK7W/+mCSupx9TVaHwVdjIP35BGyZOowHvEwgRyW7ruUCEW/RBNrEKq3iB1jejHNqSjVaPXdvdj3X1Y6zDRMkTUDeHVo3jlMPbAjBaMaLNHP6SNlN3pOb/LeG6XOfIguHnGGH68a/d6ZPt6bPvO0fhw8KEAIE+H8PpP6Guj7m0f1WhCGz/hHz/hH/vxNiPePEi19uNtfVjzJ/xjv771E/5xiGoZIRrMhuZh4rWZqB8hn5rJx2ayEuCPAFZamXTx1N6Nf/zx+7xffprjO9NH7C0Werq6urLZbHt7tq2t7fTpU+3sbFj2NjPsbJxYLCdHrqO9vQOXzWbbs9lse7sZ9nYz2Gw2i8Vis9lcLpdtz7K3m8G2Z3G5XOYVplo5uTi6ubnx3F35PBcRjycS8EUioUgkFIvFs7+d+f13s+f+9N3vqxWg3/zwees1dRagwNNy7brojRuurdmVvrHH3Pv/r1ZmszkuLWXbnh3ydWu+C1UxuD6hSuqplHorpL5K2FsO+ymDfIMUPrBMpAgSKZUewTJ3hUSgkgqDJGJYzpdKvEJUPgq5UC71VkgFMqmnXCGUS4UhCk+l1AMO8JVLxXKJT4jCB5aIVbBQCc9cvEgoWSiQSd0VMlGwUiQL8FPIPBUSXyUslktEUolIJfeAAzwVEm/J+NmNTMbwlAWBFssVXyrxgGViqUQUIBHJAgSyQL40gCfxF8gC3WUSJjWHL5EKYblQGcRZuZW78YjLtgtTDtyxOlUIXai3im2DbqJQcj+UMn4iUwigLDOjnU+k1UMF4DN3gbGw5419YWIAli1elvlzOfuCVGOlHoGyxsbfML5zTB+DcsY+T3zpAMoZm5Q+CqWOg5WZFWH6iKVyZZotb564T0ybGAmHofQh5uskprSlj42bG0aZmpWR+p66nzmWGGNOujAaHw7uXwAZ10HuPfA0G7x8AF6XgncVoPUV0DSC7veg6zl4nw9eZoC6VFCTAp7ngIYn5q4WgHw0fywFT+7h6oiP13Y/Obykci9cvT/kZcSB6sKSJ3VttY1YXQPV/6ZttL4WPCkGDxJ7bpzpuHSw6+Ke1pjdL8K3Pjm7+en5sKqoY0UFdQ9eIY/eEFVvqWfv9XUf9DVvqbK3ZM5LXeIz7E4NevU5caYSiXpCQAYD2mMge41UTy9p6CEoGiVohKC1GKlFsW6C1BA0gqDdBKnBCS1J6PQGnHkPqUcJGsHIblqP4YSWolE9jdF6rIfGJsZAvV5roDQmA9KvR/r1SL8R7zfiwyZyoI829lK9PXocJ1GEQjR9H1rIsno8o464UYadLEJWZJLKJHrhHSzgDrYpGz1SREQ/RK9X6CreaOo/6BpbUKQL1Wu7e5HOYaJtmGgeJp6Nos+G0XIzVjyG5Y1oCobeppLZMZqIfYOXjgxfOa6POtp1dP+HLcvfr1G8WatovbB56HnCYEfdENZuRJpM6EcT+tGEthiQDhOh6cW6evAuI6414t09aGcv1tVLd+uJjl681US1moiPQ3jzCNkySjeN0K9HyNoRsnYMqUmKDV8WEvLjjz/+NGeOSODh4uTs4uTMZXNsrW1srW1sbW1tbW1ZLBabbc/lct0dHR24bA6LzbK34bDYbDbb1tpmhq2dnZ0d04LZ2dja2djaffGYKGROTk6urs6OTmw3Nxd3d1c+z83LU+TBF4hEotnfzpz73Zzv5vj9e/4PoA98+gT2v0r8q+pWo6ajsauBRLpHDCZzH/h/mbEmHmPmUfD0Uceeo0dWb9z485KQ2cFBfio5U7ZEcKB3SLCnSs5gRWcpg7yUcrFK4RksEyikPJXEe5GKwewJFHJPhZzBfnoFK4RKBaPBe8klE7q7WBrgK5daWFcqqZfSYqTygANEsgBfudQDDmCejNeBgbVbDgzlci/Yn0mgYPDHYmmACIaFcthLKRfIpHy5zF0hcZMH8uFAl0B/D1jCl0oEMilfIhVIZXxlCHvFZqeNR222R/zX3qtQeJnVxdfQlXboBgYlD0KpZihtPCjwEbAq+CL09H/brxhxfXzWG4ayxtkJE7CH1M+uBavsiSPnMcaENb4oNFvSuiYcEhOeBiacVT38uboxFnzmF5lTZ0ufNe53Z+InEj9ZpY+H5aQNjkNHR6H0kUlppkfJL/WpGebUWJB6FSRfAimXQepVkHEblKeay9WgKhs8LQTvKsxN1eamatBQBV7kgNp08CzVXJ1srskELwrB23LQ+sL8rgK8uN9bcLH5xr4nB0PL98hrTm5+fe3m6xdtjc1kUyOua9GCxibzqypQmjqUFdces+9jVNirMxvqzm14dnpz5aktJReP5d+/9+AVUv6BqmoyPGmgnr/T173VP35FldQTuc+xOzVobA0aXU0ercQPl2FQn4HsG3eiG/S43oDTeoygEQJHcQwhCYzAUZrCSAIjCYzEGcwMOfEKRZC9JMlA30164lMv3WfS9/VRJiNtMtL9RryvBx0x4qMmarAXHzISQ0Zi0EQPGKkBI9VnIEmcwlGiq4tsbKPL3pL5T7Fbj7HzD/BVakx6j/rjNhl4j1yj1h3K0V0qxq6Ua4pf6mobkOZmpKuj24B09ei6BoiuQbpxlH49Qj4dI8rNVOmYrmikJXesvmio8GbPzZPmtAtjBakgKeX9nrBnK0JLg+aVqebVx+zUlt4zNFTpde0GpIvs1uAaDarpRrQ6AkGRLh2hRRAtimhRnU6HIBii1VEIQmNaPW6J8DERmk941yD2cZBsGcQbTG1vD4ftnP3tD97e3r7efk5OTqwZ9jNs7Wysp02bNsXGxsbOxtbGztbBwcHd0VHo5ibkubs7O7hwOGyWLdtuhq21jZ2Nra21jc10a+tpNsw3zIvTpkxlShjbnmVvb29vb89msx0dHZ2cnFxdXZ2cnHg8nkAgEAg9RCKRSCQSi7xmzpw5e/bs1fsPabSDYAyYSYC8A02P+tLvdB05VRC4/PRs2bof5of+Oi/k379LF0hgiRSWh4TMXbDgx4X+P0ul/1aqlm8IW7NmzZYNa1dtWOejhGcp4G9VillKuVge5KeQiFRygcISJOEbqhoXpGQMPM9zUTA/GBaopEIl7KGUiFWwl1zmBQf6KmGhPNArGObLJW6wTCCTipRBYhXMU8l4sMzCFJUv9FYEeiphr2AFw+fjyyUCGaPTB3rAEjepPy8o0AOWiaQSbynsppAJlbBAATPFTiALtIRQKKUecABPsoAHBwrlUoFCyqwLPaX+IlmAQCrjKRWuoetdNh1jb4uy3RcPRVRC0R+gqxrohg66OwTdH7JKHvm8wmOCVJkT6Nzx6Y/xiKaNWDxWOQDKApPU4Au835jFb1U4nn/DdEPp40XqM48BTOBDmWNDi6kibyI7h0GVjpstssxQ+pCVesRKPQKlj0AZAEoetJxYZ4xnfKWaGWLfRLcFpVuwM05pfR8yq8ey00DWdZB5xZwcBxJjzXcvmOPjzBmXzepYkHUd5N42l6SBR1mgKhtUqM1VSebK+6AqCVQng5JEc0XqWHkKeJwOirNA3jVzZozp9rG359Y/jthXeyel+VF9RyuNdmJDnchI40dz/SPzMzUoujOcfOVd5K4Xx1Y/P7i6cv+q3KO7Cy7GPrj/oKCkpby+p/qdvuYt8ey9vqweL31JPnqpz6zF7lVhtyqIS2X40Up8RyG6swiD+noJk5E26QkjjTN3fxOViMBwAsNJnJh44jiOowSB4RRB6ikDRZAGWt9H6k0E2Weg+o30qNE00msYNfYMGPUDRv2AkRoyEkM9+HAvNmTEhk0kU7P6DPhgL2mkcYqgcUyv7TY0thoq3pAPa8m7j/HzD/C1SVpVEvnnbfLX6+imdOxQjuZiEXL1MfKwXlvbgHxsQzraNSSmMWHdw3jHMNE8Sr8aJWrM5OMxonygu2DwQyaoSTFXpYCCuLHsyyD1qvn69ffbtj1fEloomVco/Xd13L7uGjXWVodp2nCNBtVosW5Ep0G03aimS9vdhXa0I5purLsL7e5Cu7sJRIvrdCiCICiKYgiKoRoaRQ06Ta/uoxHrMGpaibdvVy5ZIfLxFgm9RDwBm822s7G1mW5tbW09bdoUa9vpdnZ2HA7H1c1B4ObsIeCJeDx3Nodrz2JaKqY8TZ08ZeqUb6ZP+8Z22nTbadNtpk6zH69l9nYzmLpmb2/PZXO4bI6zs7O7qxvfXeDi4uLu6ibg8fnuPB6P5+HhIRKJvMQ+vnPmfLtwwe6Im0lJrWs3Xvl53trvfgry9Jk9Z873s2fPnv3dnJ9//vnff/z+S8D8PwP9ZRJp4IKFCxb8OW/eb4H+ASpVUOgi5eZNazdsWi8OVc5SyhkTw7cqhXcoYy6XeSpk3sFyXyU8SymfHaxiDOs+ixfxlRJ+MMwASHmyALEK9lRIxCpYKJcKVVJPhUyssqSl+qnkPrDEVwkLlTCzLuQHS91lEr5c4qmQi6QSBtTnp5IzKV4+sMQPlnrBgQKZv1AqFUqlbtJAD1gmVii8lHLm/oYvXSiUShk/F18uEcglQrl0olSJZAHMMpGnkHut2Oi8dj93Z/SUXdegsw+hiKdQbBd0TQclfrKk1DCnMHljE67RSTnj3NHPhs/xCpIz/lU9BjHQ94wvurCJavX5XudLBpYFATgBfmCEMChrxFL+Pkv4ZqtcYPExMBvADPNEkWLGQ8ZEapU2ZjGOMk1W5qjl/elD81J6yaySscxEoL5mzogz370AbkeBxIsgPgokXwJpsSAtFqTdADm3QG68uTAe5N8BD2+CRwngUQJ4cA88vAGK75gL40HRHXNOLMiIAXfDR+PPaK4dbbp5szm7rPl5C9JO9rR1gY/N4MNT8FQNniSZC28PJ1x4H37g8cE1D3euKAhbnHv+Utb97Pzsd0Xl2vL6nifv6aq3VOlL8mEtWfqcLKymip6SSVV4bCkaWUIdKKVWFnQtz0OhPgPebySNNGqkcaOBMOgpA63HUYwiSAzDCFyPYQSF0jhGoyiOojiB0aQO12MUiVuePXqDydBj1BtMerK/Vz9osFSrQRM91KcfNVHDvcRIDzHcSw33YqMmYriX+NRLfuolTXqCpg0YSms0dGMbWdmAF78g7jzWRTwkw1LJoARy4R0s8C69NgM9nEOcL9bFVmqrXmpefNA2tGm6ujQU3m1A2vqxJotxlK4dpp4Ok1Wj7Q/MdRmgOgvUlICPL0B7PShPbYnc/2rF0kplYO7CXwqkv9XcCG+pK9O1tuk6tbpOtLMLae1AWtu6LYE9zXhrC/mxhWhuo5rbqPY2ur0daW/TtTbrurvw7m6tVototQiT4tOr6e7taGurePLbT/P4fD6fz3dxcra3t5s6eQrL1s7O1trOzobFmsFizXBwcODz3T08+AIBj+fmzrW3nWFrZ2NjM3369GnTpk2ePHnatGlTpkyZMmWKzeTJ9tOns20ssySbzWbGSWYq5LDYjlwHR66DC4fj5ubi5OTk5uDkwnHgO7u6urq6u7szPZevr+8sH19fT29f71leYh8PvsDDw0Mg9PD19fX19Z05c+aPP/74889z5/3+q9R/oVwSuHD+gj/++H3hwvkB/gvkcKAqVL5seeiWsA2zQsZDt2CZSBYgVsHewXKRSuaplIpUMl8mxV4p81XC3rJAX7lUoID5wbBABfOCLAu+iZwusQoWyyVeMGNokPkqpTPlMm9FoK9cOksp9w5WCWG5OFhl4cwoFHypxDtY7gEH8FQyMSzzkQb6yiReyiChXMpXSvhKibsy0FMlt/RWUqmfSi6Q+QtkgWJY5q2Q8qULxXKJF+wvkAXyYKkHLBPKA73kcr4c5gcpPFZuEK7b67btHGffdejsQ+j8Y+hyM3QDgRKMUHI/48O02BHyzJMKvygxX6BjJo0jqxj76OcrwoyJ/Hpgub9hQpvTBscr0ahVrsUXOmmCd/xlUmHW+KnzBL4mDXxuwdTDVuoRyww4oWQxNYsBKKcOWGUMW6V8gpIHoaQBKG0USh+Ckvuh+6bt9/Wm3AfmvHiQEw8yrpsTLppvRY7dPDd84xxIuAxSr4KkyyA1BiRfBPcvgdQ4kHEdqK+Zc6+D/Csg/wrIigPqayDjOki9Cu5dALfDzbdPj906aU6NJR8WttU0dDdi/e1ac9MH8PoZqH0AnqSBikSQd204Ifp15LaHu0IzN6pSNq9Iu5mXnfe++DFa/IIoqScevaEevqSLX1D5j4n8Z3RONZFRRd4swaNLiGN52OZc3WI1Is9BoT4D2W+kTTRt1BsogtRTNIlTFEFTBE2jJKajMJTGMT2io1GEQnQ0qiNQhMIxPYJafkTgeoqiKIoy0HqToadP3zOgNwwY9Z/6e/r76cE+cthEDvcSw73EUA861IMO9xJDBnrIQJv0hIHopVC6U0N97KAfN5HFL4jUavpSiWFdOhaUQs1PJP99D12ZiRzNp8+WYLGVSPkrXf179GMTgnRqaay7j9QOkB2jdNMo+WZE/2KQqB6l6kbaC0deZoCKHHNlKWhtBjoEoCTISKtbvaRKqSiR/ZoT9HNd/JXW+ueajs6Odm1Li675I9rYgr5vxF69Q+ub8LoG7OUH6lUD+bKJqmugXjXQLz+iHzrIDy14exvd2KJt7sI7OwltF4ZrdLhGh75vfpZd8d13PzC+BCcHZ5vp1tOnT7e2nmZjM93OzobrYM/hcFxcXEQioVDgwXNzd3JwtLextbOxnTZt2jfffDN18pQp30y21KxvJttMnmo/3cbextZmujXTW82wtWOxWJZ50IHDiFlcNsfFwZHL5TpwuA4crhOH6+Lk7Ozq4urq6uLiIhJ4iEVejLfLw8NDKGRMXiKRSCQWi2fNmjV79uyf5/70628/BS6Yr5DK5v85748/f50377eFC+fDsBSWBy5bHrpz24b5S0NmBiu+VSk+lyrmPFAhZxCgYhXsJw/6VqXwU8m9VBLmSNADlolUMo8guVAJewbLhCop4zhlSpUXHMioVH7ywJnBsJfE31cJeyrkIinsKWFkLAlzweOrhJkiyOwHxYH+IqllVGRqkKdCziRLeyllsxQwI+eLpRI/hcxb5i+WBghk/p5Sf6EcFgVIGIwyXw7zFHL3JRtcV+9xCjv9z703JkWUQBHPoYvN0BUESjExnYuFLZNlZqjHE4c4n08L88wM43i84owXqQzz5x4qZ4yJ2LHKnMh5HoPShpkECktQReo4OmZC1ZpI7koft5gyElX2KJQ9AqnHoKzhiQ4LygBQ6ujnMTN9xCK9ZwxaLnVShiy0hsQ+h/iBoxn4p9w8UJACcm+DnFvg/nVw77r5ZvTg1bMjdy6M3b8Iki+B5Isg/jyIPw/iI8D9CyArDmTFgYwL5qwokHYRJEeDlEiQEAVungLXz4JrJ0D8eZB101xZ0fOuiW7DBj82glcV4HkOeJwMntwDlTfNeZcGU8/XndtQvGdVwoYlKTsP56fWFTzqyqrB8qrx3Doi/yWVX0dn1mIpT/D71eTdKvJOFRVegh8rpg7kEWvzyF8zyT/TKaivp7eX1vfSeoqgcYzGMALR0VoN3t1NdXXRXZ36zk6quZ1obSfau+nGNrKpnWpsI5vb8eYu/GMb0t5NIlqDphtDtDiiIUic0lO0kdIbKarPQPYbyZEe/XAvYe7XD/XgI33UsIkc6sFHTUyTRVMETaB6BKXaOg3PX1MPa/Xqan1sCRWWRyxTmxbE4wsTyNVpur1q5MIj9Fo5UvwSqfmANTbj3V0ojWmNBGrCOwap1kG6ZZBuHNM3jukbBxorRksKBu5cAtdjwJWrID7RnKE2FxY3HThQHPpnQcjPGRsVNQ8K3r1pfduE1L/VVdQjlfV42Qu89CVe/IIqeIarn5HZtYas5/qCp6S6jkyrI3LriIIX5KM3VEU99ewt+fw98aoBb2wmP7aSLU147aPG61FJrnwBh8Phcrl2NrbsadPtradwpltzWTZOrhx3d7aniCfyErjzeS5Ozg4cLteeZTPdeurkKVMnT7GePnnq5CnW1tY2U6dZT5n6P//6b0a0sre3t7Ozm8GyZ7FYEwLWDFu7GTNm2NvNsLOxZdaIzDtZLBaXy3Vmcy3Nl5Ozi5Ozu7u7m5sbY9oSCjyEQqFQKPT29vLz82PM8XPmzJn7w4/zfv8VhqUymcR/4R/z//xt/p+/BQYslMEBixYrV65YFrR+LYN491kc7KVSMjnyc0KCGSi7b2iQl1ImCJGLQ4OZIZGJnp+gqvPlsK9K7quEvaULfWWSmUFSP5XMVy71ggPFKpg5tWHsnV4hQUzMhLdC6hUMC1RSz2DmlIf5HAlzmsMI+XzpQrEK5sthgQLmy2WeCrlIFuApCxDIAhmeHyPDM/q9pyTQXSbhyy3eUQ+JxCsk2H31hhmb97G3noL2xEFnH0AXa6EL9dBtzOquAbo/AKUMMQHOn8e9QgDlWM5lLIOhBavAmA9GoImBcdzXPkFSZixUFtt6lqV+WSrUF1AHy2LRMvcxpWoMygBQ5iiUaYbSLFwHK/UIpGa+H7RSjzDvZEBaVjljFhMWU7OSB6HEEavkMShlyEo9DKUPhSb1pme2gxI1eJQMChNAYQLIvWfOug3U1wYTogdunuu7emL02snR2OOjscfN14+PxB0fuHxs9MbZoVsnh+NPj90+P3znPLh7duzWqU+XDvVc2Nsfc9h89Ti4EQ5yEkHlA3P9I9DaYH79wFyZCMoTQMlNUBg3VhBtzDirSzj66MyWrCMHk8/fvnO1KL0Uy3hMpVZTyU/p5GoyoZq491h/p4K8UULEPCQjS+jTpcSBImR9PhaahcgyKY8UkptGQ3qK1lM0gdEERiJanCR6Orv1LR1EQzv+vh1704K+bcVev0PeN5DV79HaBqS2Aan9gL5owuobiTeN6PtG7H071t5NdrRrEQ2BY3oMpWiMMhG0SU/0GXCTHhswEUNG4pMBZQrWcC8xaMCGeshBPWWg9ShCabX6jy3Es/dUSR2trsFiH+k351BLknsC46kF96jlmbpD+eiFEuR2OVb8Cn/8EnnTokOYgoVrTXjHAN01SLUOUq1D+tYhfXN/4wtTcSZ6+QIeedR04sjAmRPgzDlwPRY7e+7hKjhnye8FhzZVlVTVNOiq3iCP6nQFtbqCWjz/MZFZjd+pROOrsNvl2N3HPXGV+muP6WuP6SuPibuP8eRqPKWOzKylil9QJS+IijdkxXvqTTP+4TXyILfp1P5bXGcnjq0tZ4Y9y9aOPW06l2XjwLJ3deHyeG6eQp7QiycWi3g8HtueZWtry4yB06ZNmzp5ivU330yePHnKlCk2061tpk6bNmXqlytCBwcHe7sZXDaHzWbb2dnZ29vb2lokLa79DM4Me8YJwWVzuByWE4frwOG6OjoxNi4XFxc+n+/m5sYIW2KRl4+3p4+vyNtX7OPj4+fn9+OPP/7yy88//zxXJvUPUsAKuUQiXbhgwZ8yf6lUErA4WLVi+eLVG9d/v2qRz+Jgr5Agb4V0lpKRkxgXqEwsl/gqYXeFzE0l8wyWecGBfLmMYb3zVQqGviBQwB7yhX4K2Syl3AeWzFLKfeVSplQxyNBvVUpfJSxSBvHlMs9gGYN5cA2WuSulghA5L0jKgJWZpwcs85bDFjO9XM6Xy9zlsEABe0r9veBAZj/Il8uYAdAjwN89cL6nTMaDpTxY6in150sXekoCPeUKtxXrnNbtcQg7/q89lyYdzYYinqnO4CEAACAASURBVEIxH6yuY9BdIxTfB6WOWkYwRl/PH1/5ZXzR+2SNQDljll1ezhfnOBNHhWoA5U+0YOMcBcbpPrFJZKohI5llgM/eK/XEh0yk2I9ZZYxaYr7UYxYZK3UASgdW4z+yYgbP1AEoyzyOauiflDQGpQxBWWarlE97U7GHmXWgQg0qU0BpBshPNGfdNmdeB5lX++/FGG+cp+OOG2IP98UdGLtwCMQdG4o9OBh32Hzt1MjVY31Xj41cPzN849TAzWOfrh7qidlPRe0yXDjQd/mvsZvnQFYSqCwEz8tB01NQX2yuTASPboGiuJHsswOpp3pSjjZe35J/6nBGxLXM2OLk++/TH9FMG3W9Ar1Vht8ow26WUdfLqZgH+PmH5Jli4tRDamu+YVkWEZKG/5hKfJNMQYkURKB6TEchKNXehbV3k+3tWFMz/qYRrW/CXzcgT98Qz94TFR+w0td46Uu8pB4reY6UvcBL6rHyV7qnb4iaBqS+haxvwptasaYOVKPFEa0B1REUQhj1Bj1F9/fqTXpi0EAwU+GoiRoxksyWcEBvMOA0geoRpKe9q+f5a6r0JZn2jLhdQe9KI1YmE5IE6rd4clkWtbuIPFeMXq9AH7zE6t4Rjc1ke5uGRlE90WUiugZozbC+c4huG6I7+gytxg9Pe7PVXRfPfjy+vTVsSUvYOmTXTuzMHurEkZoNKx6u9S85u7O8+k1Zrba8FsmtQW8+wa6WI7Gl6KUy/NQD9EQxeqwQ21+EnSgkzxbRx4vw4yU9px5S4WV0ZAV5uZy48ZRIqCbUz8j8Z3jZK6y6XHf7ZuX69Sc5Dlw2m80o6BwOy8XFycXFiefiKBIJRUIvkdDL00Po5uTIYbFtrW2mT58+efL/TP7mn9bffDNtylRGurK1tWXMDba2tlwul8tlc7lcDofDTIIsFmuiitnb208o8Vw2h8Vi2dvYMtWKy+Y4cLhuLq4TRlN3d3exWOzr7ePrI/b1Efn4iH1n+vj4+Xr7+nz77be//vrrTz/9+PsfvyyC5UtUqpAgWCGXBUsDVQrJslDl6hWLN2xaO3/jKq8loTyVRKyCfReFeocEM6lcAoXUTyX3Vkh9Fy0SqeSzlHJfmUSggD1Dgxj6ladCxuwThUqFl1LurZD6jWMemMZqosnygSV+yiDGIi9WKLzkEje51CNIPt5ASRjzKj8Y9gpSCqVMOo7MJ0TBgwMtbAZZwHiivZRx1fuGBgkCA4XyQB7MjJkyBunHl0t4Crn7knXCNftcNp602RP3ryM5UPRz6PJb6EondKfXkk6YNq4fZX0W2j9j2gvGeyVmVMyxpOxY5Zon5X2+mrYgXyZEd/WwlXoMyrfsH8crEYCyvrCbMp+TbWGQWhJ31GMWG6oFK2i2yjBDWQxocNxBOuF7YBztlnI2BGUMMd/zMweSM9GO4lfgaSGozAAF8f1pVwYyrhmT4vT3Y/D4SCT2OBpzGIneRV/cZ4za0x+9r+fCPtOF/b0XD5ouHOy9eNB06aDp2rGBK8cGrh5HY3ZTF/YaovcPXT4Orp81p1wZK0gFFcXm+kfg/WNQfR9kxYHEmJ74w+1X9jZd2V4dvSXzTFxCbNbtpMY7+filCiK8jIx4SMY8JGNLiOgy6vwD/FwpeaKQPl9s2POA2lBIBOfqpVn4bxmkKJ1mGDVQdxeq1eDdXXhXJ9bRrm9pJl43IHXvsKo3SMVbrLgWKaolcuuItOdIxnM0pVqXWY2qn+pyq3UlL7CiWqz0Jf74ra7uHVbbgNQ3YB/bsLZWQtOJa7ooEqcogjSQlJHGh3r1QwaaqVbMrnDASH2i9XqKplESRfRtbfiTBqqonkytpm6UUDtziOXqHlliz4Kb2Lp0bE8edboYiS3VPXiJPX9NNDWiXZ0YgaA9KGbC0eEeZMTYNWLoGqRah+i2wdc1nzJS35w59Pbopjdrgl+uCHq/fvGH7Su1h/e93765etvimoijBeVNqc/QtCe6m+VobCl6sQg7U4QeK8R2ZxNhOVhYHrEuHwtTkxvU+PpscnM2vTfPsK9AfyCXPFxIRzwkrxdjqZWG1Go6sxrNLkUuRpfJJdvY9ixmlJs2ZaqzqxPP3UnAd/UVCXxEHn5ibyGPL3Bzd2Cxra2tp06dOnXq1ClTvvmf//7PKZP/aTN5qq21zbQpU22mW8+wteNyuQ5Ojlwu19mJw2VzmGGQy+UyzgYWizVjxgwOi21vN4NlazehbbFYLA6LzeUyT64Th+vm5Ojq6srjufH57gKhh1gs9vX19fX2+XaWH/Pw9fWdPXv23Llzf/rpp59/nrsIli8Kli8JUYaGBC0Kli1dpFgSKluzInjv1i2rdmz6bs1ivlziFQx7hwR7hqpmhoSIQyz3NL5K2HdRqO+iUGYe9FBKPJQSkUrmFQxbDFPBCi+l3HsRE+wsF6tgxukuVsEChVSggkUwPCdEycR8MSh3Sx69Qi5QyBnMA3ORw3C1GPVKFAQLZP6eChlfLnFXSJjiKFDAfLmEL5cxriuGgSVQwAKZVKjwFwUGiKUBAgUsUAZ5LFnruXav+6bj3B0x/+dYDhT50upiI3SlG7rbC90fgFKHLAA/pgrkAgbdZylYuRNJgoBRwcdzCcc+k2EmRKWMcSupGkCZ5nEbl/nznfOXIRRfet8zxj0NGeMzZvYIlDXyeRuYYYbSh6zSLeOeRdRPB1DqKAMXhTIGoZShiV3hqrvU45zG4bp3oO4ReJ4zWnCnRx2Hp8RgyZeIexHd107rLh9pj9zXGbVHF7XTcOGQ/sIew8Xdhou7eyL30FEHiKj9dMwRIu4QHXsYizlIxh5Conf1xhzSXzo6du08uB1rTos3q5NBmRq8egoqU0D6pYGrx7UXdn0ID3t6ckP5iU1Jl3Ku3n1xLR+PLMbOFxuOFVPHS/XHiqljxdSB0p5dRdS+AupAkX5LNrq6iFyTT8ky9b+l632SKZZ6ALpvgOL10Nsm7H0j9vI9+qIRf/peV/FGk/MMzanGkiuRxArsWgkWW4LFllAXHpBRBVRkARadj0UXYddKyBslxJVi5HoJllCpS32G5j3TFdZqat/qXjcgDU1oawup6UQ13SiNkkacMtJ4P4UOGKlPvfRQn36oTz9oMvT10DRJ4RiNIlRbF1XboC95QWTUkJfK8G3p6PJk3P82tvA2tSId26tGTxcikeXaopfa6re6Ny1oeztC40QvhQ0S+EgPMWDoHurVDtCaQbzb8KxyOD8Di418e3TH4xWKMmVAVaikdp307d41r3cte7l/2bOI4xklTReLsLOF6NE8bJsaXZWKrlJjy5Kw4BQ0JBULTadCMvHQNHSRuickDVdm4EHpmDyZlqXplenUqjRsQzayJ484UkRcKSIibjZu2hH/77khzKxnZ2vtwLIXCHheXl4+Ym9vDw8PvsDDncdzcXXkOjAmUhsbG2vraYztys7OhmVvZ283g82yZbPt2Wx7d1c3JwdnV2cXJwdnR0dHi9DOdeCw2A4cLuN9ZzMOeHsW4zVlsVg2NjYOHK6Lk7Oro5OTg6OjoyOPx2M2hu7u7iKRyNfX18/Pb+ZM35/m/jB37g+///HLr/N+/G3+r3/4/+4P/xm6OBAOXbh2w9I1mxcf2Ldh7/5Ne/Zt2rt/019Htuw+tHH/4bDVezb+snnpr2Gh320Imbk6dM6GJTOXBPmpZD8uD/VbrPg2VOETovg2VDlrSahokdIzNMgzWOaplIpDgpjcLbEKnqWAvSUBXsEKfrBlCejJyPYKmZ9KLpJKxHKJBxzgBQd6wYEeCqmHHBbBUneZZPwWWuKnkHvJZZ7BMqal8pRZaBCM0cFdJmHaMQ9YwhiymJB6UWCAWKHwkEgstgapP4OscV+yjrf2oMO2M9ywyL8dz4fCn0AxjdDldui2wQKTyjBDGebPclWe2Sp3vJGZcEhNeBpywBf91+fOa1LO56ZpoguDssCkz5fPE5TRiXwdYPGyM1JXAbBSj1kkqpJPDo/6ZJWmRTV9ayt71j4y+pfrvR6boAefoM8nkAz3ahBK/sRULqvkESh5UJpM5BV2DdbUgxfPwdMH4EkhqMocqUwlSm/gRXHajEvahMj3MfsaL+xoid7aFbEFubCVituNXdmPXNrdcn5zZ3iYNnK7NnJHR3RY58WdbRd2tEXu0J3bZow8+Cn6qCHyKBV50Hjx6MiVM+a7F0DuDfDgHki90H1x1/P9K8t2Lcrctene4agDd1sP5JJbstGt+Yb1BfTqInpFHr3oYU9wDrk0m1qaTYVkUcGZemU6BWf1/ZFCe2XoHdN6rBL0Vom9ULweumuEXr4hXr4hnr8mymuR0pf4ozosrZK8W4peL8auFOMnC9FzReTRfORILn4gB9+bT2zKRnfnoEdy0b9ytSfyNKcLkevl+O0STdJjXWKV9sELXdkrrO4d1tCIt7WhnV0IoqEIDKcpopfC+nuoT730iJEe7tEzxlFmKYmhdGcn9ew9UfqSzKzGr5Shm7KoZYm49J4+4A65OBnbkY9FFCI3StHsF9qKd9qmRrSjHSEwXI9hfQQ2aMAG9Jb94wCt7at6bLp/99PtmO7wY09WBpUtWVAWuqByxcIXu5a/3LS0fPuSyvNnLmc3nczDD+XowtKQ0DRUmYzJE7qVSbrQNHR5OrU0BV2ehoamoavU2IpMVJmBKzNwZTqpSiECkoglyfqVKfTSFHx9pv5YMnLsyru16y7N+X6BE4fNsrbmsG05bFtmPeftJfb0EAoEPMbr4OLkbG1tzVje7exs7OxsOBwWl8tmc+w4HA6Hxeaw2FyOHc/ZnVk1OnC4E5c6TJPFtbd1YrG49rbMitCBxWaqJLModOQ68NzcmX/I1dWVITp4eHiIREJvXx8fHx8/P58f586ev3Cuf8DvQcpAucJ/zbqQDZuWbN+1ave+dYePbD92fNfpEwcizh29GHUkIuJkRMTJi1FnLkSejj5/OvL8ieNnjh45eXjHkd0b/9qxaseWxVs3BG1cI1+7XLVxtXLdCtWmlfNXLl64evlvK0N/XhviszzIe7nSh5HJVbC3QuqnkPmpZGK5xDtIxlPJPBUW27qfSuYrk3jAEgYZ6hUMi0MsVzgM3MpTIfeAA7yCFSJZgBccKIJhgUzKXDt7ywIZUcxTyVhDJUJ5oAcc4CWDBQq5GyO0yQKYLFXG3MCTBArlgW6wzHPZWtGq3Q7r/3IOi7Q6lgtFVEIX30NXOifd0UNJfVDqqFXymGXlx2hYTBs1Eds1wbHKmYCvg3HowriANeHSmvCIMmJ51niRyrRE3jOxOp/B7eMdluVD8sxQ9hCUOxrzUP/0Kd391kC0knQnSjUjrU1o4wcyuhr/dwU5qbgfyvgEpQ5YpQxYIA33+6FEJrl+4EQO1VDWBJ7WgjdPQFUmKE8Cj9XgeYG5Jn3kYWJ/wU0y9WLLjX3Nl7e1R4d1RW3TRW1DLuzGL+3DL+/tuLC9JXxjy/nN2sgdHyPC2iJ3dUTvaYvc1R2xnYo8SEccpCIPkuGHqfADnyKODFw8BRKiQFqcOSlKd3l/2bbFWRtW3Nt5IvZY0spkKkStX5ytV+UbgvNN89TkvAz9H5mGX9SGn7IMczIMc9X6uWr9j2mGH9J7hCk9VvdpKMUw6X4PlERb3TJOum2CSp/j5S+o0tdkXi2eUkPcfYzFllCRBdjxQuxQPro1G9mRie5LQzdloiuTNKsSsZXJxLIkbF2ybmMaujFdE5aGHMzFDhehp4s6rzzQpVTrUmu0Jc81FfXI+2bsYxvW2YYgWpTEiV4KN+gpE00PGPWDJkN/n8FktFgoEJRq76ZrG6iSeiLrKX65BNmeql2RTkjuYPPje0LS0c1q7HhRV0xpd0EtXvEWe9Wk7ezQ0aS+hyBMODqgxxkhf5BGBwitoeJhZ/xlMuZk19mjZSsXVq5aULJifsXqoFdbltSHLS3ZtijjbMSx1OYtSfjKJI0ySReUisvvdy1OxlYmY2vTtbtz0ENpyP5UdEcmureQ2p2N7chB12TjS9Ow5emUMhn/8z75awLtn6xXpem3J1G7o1/IlpyZPfNnDofFYdtxuDPc3FzEIi8B393Dw5PH4zFeB1dHJy6bY2dnx/iqOBwWl2Pn6MJ2d3d1cnHmcrn29vZc+xlce1sHFntCjWJGP1tbW2ZFyLzIZtkyhYwxZFk8DQ7OzJPH4/F4PKFQKBJ6MT4GsVj07ZxZc76f/etvc+fNm7t8RciK1SGbNy45tHvrwYPbTx45eO7k0fDzp6LCT0ZHnYu5GHEpJvJSTOTlS1ExFyPiYi9ciYmKi4i8dfFSzOnT4buPn959+PCWvVvXb1uzdO1a5YploctDFMEhcOgixeLVS1euWLRsbejSdStWrV+/fsWa1X+sXPLDspCZQbBQHiiWBohkAUxIqihY6akK4in9BSFyT4VkVkiQR4C/WC7xVMl5cuaMZqG3TOotCxQFwR6wRKSSC5UwE+wskso8YJmnJNArUDorRO6tCBTLJV7BsEhl4W35KZgUQqm7TCKQSb3gQAaJ5QEH8OUwXyrxgAOESgVvyQrB6h3c9QdddsdAJ3KszldC0e+guA4osQ9K/ATdH4FSRr4IxZnAjX4hlk+0RanjP/2yxDCEhuwvdC5mc/d5JzgCpQ8x14WTMkegLDChi1nc89mjVuoRKHvUKhtAuYNr8/sM9Shoxs1dCEBRgCEA1QCdFnTqQJtm+E1XYjmxoKzXKmUASv00KWEEuvuFoSG1rzBfgz9tHKt9DmpLQUUGqMwAT7PB83zwNAM8yRgrSRguvqHPjcITD7bFbeyK2tYVta01cnN7dBhyaSd+eXdrZNjrU2saT69/fX79h/Cw1uidmuidSPQuNPogGn1QG7FPF7kfCd/XfX5XT8QhcOW4+U64OSkKv34oJUx5a9PeU8cSt8bU/pxp/D2dnq3W+6lp70yTt1rvlaF3zzE6ZxjdMwzTsoxTMww2afTUtF67DCOUYoDu90LJ/VCC0SrRZJXQByUOQeqnOvVTXfJjIrkav12OXX2EHyskDudTOzLRranYkmRkZTKmTMbl99DA26jiHrHwDia7g8sTKMU9KigRVSXhm9PQPanEsWzkdCFyrVQbX4UlVmmz6jT1b3X1H3UNHVh7O0JgpIGkDLTeSFGDJsOgyTBo6hkymfSUgcANKNrb1kXVNVBl9Xh2FXazEN2bhS1LwmR3iPk3qaAk3fpM5GwhGluKZtXqSt+i75ux1g4ERwk9RTOK/oCRGtDjgwRuwtHeokLN9UvtkfuajoU936goXza/csX8p+uVtVsXP9sSmhe2LuHkpb0J3WsS0cXxXcEJaGiibmmadn2mdks2ui9b81cOdrQAP1JEnCjCTxThp/KJo3nUvjxyRw6yPhPbmE2qkkhpIr3wLrXgHrX4JrL0SFXA4hMi0Sw3J0cOi+vk5OQhcPMWiwR8Vw93FyHP3d3R0c3J0ZnrwLVnObDs3dgcNydHvsBV4ObKc3fiu7q4uToyOhQjgbFs7RjXgr29PYfFnmFr58DhWg4JmXNotuVAh3k4OTg7OTi6ODg6OnBcnV14PB4D0hJ5CYRCoUgkmjXLb+7vP/628Dcp/EfwCumWLWt27960b++Ow4d3nzp55PSJv86fOhYefuJy5KmYM6fiws9diowMDw+PPHc+4vTZM8dOHTlw9Pjhk/vW7d2ydLtUovjtZ8n3s3/68fufvcUzBR5iPk/kwfMS8sUCvsiDLxLwRb4+3/r6zf7l59+l86XrlqxZvnTFvOVLZi1VClVSoRJ2l0k8FTKhSuoZqhIoYHeFTKQMEsphsUohkAf5LVJ6KmSiIKlQDjP8GSaowhLqpYT5cglfJhUoYL5U4iWXMRWQQV95quR8uYQvDWBIWyKVzE0eyJfLRLIAgcyf2RKKYZmfQj5bFcKXSIXLVrqu283aeMxucwR0IgeKqISiX0CXmy2jB5PlZxn0xs9xGO9VDpg0cein/jzxWZSp/HG0Q8a4gJVnUaYs+Jec8QYqy2yV/uXnMPPgeFRP9vjG0FIlh+PUFKhrAY0d5o420NkGOtvMXS3mzgbQ/hE0NYGGZvC+vbWs2aqgB0odsEr5BMX3WUIoUgegdNPHouaRJ7Wg+iGoygbVWeCxGjzLM9fmgydpoCIZlN4FFcmg+M5wfgx5+2jXlR2tkZtbwje2RW1FL+3tjt7aHL218dyaNyeWvT23/v2ZDS0RW7QRe4io/bqoA93hezXhOzvP7e48v1N3fi8VeXA09rT5VgS4HWW4dSrrwI6LB65sjCgNuNLulaZnqw12OcZpav20LKN1lmlalnFGluk/Mnq+yTJZZ5ls0k3/nW60zjL9d7oeytBDKQbovgFK/QQl6K0STdDdXujqA/T6Q/piIXG2kPgrBzucRaxM0oWkYspkPCgJUyQgymRsSQK2KAlX3KMktzD/eHzhje4/rul+jUO+u6L7/ir25zVCcgsLuYsvScEPZ6Mn87Xh+Z1XynSZz7uKXmufv0FetmBd3ahWg2MI3kvr+/T6QaNx0Gj8ZDTpaSOB6nFM39ZF1TVgj94Qd2rQ2EpsZy62JIWS3sYX3sGUSbp1auREnubiA01abVf5G/xtE9LageAYTRAETdMDRr1JT/RTdD9FGxGk71Eheium5dz2+gNralYvfLxi3pM1f1RvkFZvCSneuCh+77nw8CxpAg7fx+EE3fJk3c5s5Gi+5nShNqpYe6UMj6vU3qxC7zzWJVfjCdVEfBV2swqNq6RiSqnoIuxsIXZAjYWlkquTSdldYsGlzqWHKySS7X4+3zo5OTg5Obi7uwo9+HyBK1/g6urm4M5zcnbiuDs6unK5LhyOq4uTm6ujkOfOd+e5uLhwuVxHB44zl8NIUfb29jY2NtOnfcOc41hPm84gHBizlWX0c+A4OHAcOFwHjqOzszOHxWYuCl2dXdzd3RmnO5/v7sEXzv3x+7k/zVno/9uiRbJ1q5etWb1886a1O7Zu3L1r667dW/fu2X5g/+5Dh3Yd+evQyb/+OnFw/+H9B/bt2r1j7cbNK9bJ/5T+9uPvP86eKxb5su1Z1tOmT/5m+r/+Ofnrv/3nV199PQn66u+TvvrbpK++spr0tdWk/7L62z8nQV9D0N8mffX3v339f77++r++nvSvr7/6x3/+bco3k+1sbPkOrvI//ecuCRapZF5KmXeQ3FMV5AHLfFUqLziQSX72VMn5wZZGzEvib4lxlsOeUv+ZwQp+MGy5f1ZIhUEyT6WUuTT0gGVildJTEiiGZR6wzF0hY7hXHhIJY7xi1HfLN3KZKxzAJEW7wTLnJctcV29x3njIKSwKOpkOnSiCol9AsR+hezR0v8+SnZM1TkbO+YI+mv8FOJRZI44D/D6rWv/rWnDM0lIxhSmfmTHNn2NyvhwwJ0LtGZs7Y3DPMEPpQ1fvfTDfSxhLvA3ib4K7d82374GkFHNqkjkrDWRlA3UaKMg3PyoGz169rGgOfUBBuT1Q+pDV/eH/SjFey6RGn74BdY9BXQF4/xi8fwI+VIP6ElCXB55mgKcZoCYFVN0HJddB/vXBzAt9adEtsdvfR21+f3Z927ktnRd2t1zY2RS1/XXMlprTq57/tezVsTWNp7Y0hW9vObOp49SmztOb289u7zy3B4vcNxh73HzrvDkhauDuefreqZS4pDVx5d539P+ROWCXYXTLMvHVvZ45RlF+77e5+lk5tG+O/vts0+8Ffb/kGn/LMf6Sb/LPMv6h7v0hq4ev7rVXm6Aso5XaBKWYoOR+KCoPi8ij/spB/iqgd2Tjq9Ow4BQ0KEmnSNQsSaFWJmPr09B1yeiaVGRZEhYarwtKwmSJhOQO5n9T99sV3Q+xOp8r+Jyr2K/XuwJvo5sS2o+pdacyO88XdCc8bs2q1eW+0NQ06Jrb0e4uFNURBEYb9Ya+nt7+Xn1fTy9F0CRO6TC6VUO+aiBLX5J51fiVMnRHGroiCQ+4g/1wG12coFuXqjucq730UJdRi1S8xuub0KYOHY7RFEUZDAZjL23SE30kZaQJI4IYK4qw+MvN4QfqDqwpWbOgdN2C0qW/la4PrNq9In/7+luHoo9GPwi5hy5LwtYkYWFpyNEC9MxDXUyZJrZCc+ex5m61Lu0pWlCLZz1Dc1+SuS9JdR2eWaNPqiJulOKXyvDDRejeAmxdJrYsCYMvdwZuT//Df6NYLHZycnJycnBzdfYU8fl8dx7PzdXVmcd34TrYOzqxHbhsnqsDz8WR787jubi6OTg5OVgaK3u7GTY2NjY2Nsyu0Nra2sbGxtra2tramj3uC50wWzmw7B24bA6Hw7ZnMfgs5gqaqYDufDeB0N17lo/v92L/gD9CQmRLFqvWrQnZHLZq/YZVmzau37Z1084dW3bv2Xb08L6jh/ft373j0N6d+3ZtP7ApbM2iVbIFcOC/F/7w7fcuHAdnG3vHKdMdJ0+z/fvfv/nH1//5j6+gLx9Wlj+/tprEfLWCIOb590nQPyDoawj6+yTon5OsJn/99f/86xtbW1tYtchnkcpXCTPREr5yC7CYgYt6B8sZtjKTSeEDS3xVQQy8wRKTo5B7KCVei1WucABfLhHKpXy5TChZyFxi8+UWrDtzUTgOdZDzpRIvZRDDMhXIAhkPBD8Ydg9WiBYt568I42866BgWAZ1IszpfAUXXQZeboRs0dKcXum+G0i0gUMuIpx4bT061UNsnfdFejatX/xsumgGsMgGUBhgF3SKi54xBj77IzmGauGwmnsdslQug3HESA3O4M34JtOdOR2vUce2Z3fSJPaYTx3rOHBsMPw0iokFUHLh6DVy7Cm7cAonpoLbG/OY9UvEhvBy1Sh+EkgcPZvY9zm4HtTWgvhI0PAMfX4H2l6ClGjSVg9f55jq1uS4bvEgzV6eB0lugwFKwsHtnP8TtrI/c9O78ho9RW9sid32M3tEZt/9N9JYXZ5bUHVr65sDahlPr3x9d23BsdfNfdzEVdAAAIABJREFUa7pP7SQiD5qijo9ePgPiz4/eOtd74yR57WTCtRLV3e6paab/yOiZmaX/Jd/0U07Pb/km/yKDNN+wMF8f8KAnsKBHUWpQPDAFPewJLOoNyDfIHprmPzD8nkvPKejl59BfF/RAWUar9EFofya6Kw3bnYltTdOuT0OWp6HL0sjFydjyNHRNKrItA9ubRYSlIWFpyDY1uiVNszFJuypFszi+K+QuHnwP//NK95w4ZNYVzC8WmX0NW3RPuy4R3ZmIHMrRXS3WJlciWc/Qh691jc14SzPW1onqunEDrWeOePp7jQY9pacMKEa36vT176jSl2jWUzy2FN2fjS1NQf1vY39c0ynu6jandv+Vq40sRjKfaR7V6+o/6po7dDim11N0H0kx8FKj3mAgqR60e6As71Parabw/S/2rqpcJylftPDx4vmPVv1Z/df6tMN7z5++s/pa/YokfHMOtquI3JPXHf0QvVGK3i3vUlfp8p7pHr7GKt5iD9+hNR+J8jd4xVus4i3x4CWWU4unP9fdrUavlNBnC9Gj+fS2TGR5XEPI/rRf/lzp5+fj6urq5ubm5uYi4LsLBAKBQCAUCgUCgZOTg5OTk7OzI8/F0d3ZxUJJZnEmWifGumVtbT156pQpU6ZMmzaNqVm206azrK0Zvzsz/XG5XHu7GS5cZxaLxeFwJqoVg/QTCHizvvX5ae4caeAvCoX/4kUhy5aGrl61dO26ZRs2rtmwYd2mjet3b926Z0/Yjl0bduwO27Ft+8pFqxYFBsO/B/78/S8inlDk4MC3s3Oztub/65/8f/3T6R//4fRf/3D6x3+w/v6PbyZZQf+vB/OqlZXVxF8nWUFfQ9DfIOhvEPQPCPrbV9DXEPTPf/zn3Llz/y2T+sqlTJHyVcLeCqm3QsrYQd2VUp5K5hOiEMMyP4XFCi+UB/IkC3zlUh9Y4q0IFMMyoVQqVPhb4rzkMGOAGDc6BHgHyy13iHKJSBbgKZGKYZmnTOYDB3gFLPSBLSlh7gqZUKkQLVrKW7HRceNBpx2RVkfTrcIfWl14AV1qsLpFQPG9Fq16YveXPfqZ0JA7ntY1kV2Y9cXJzpdwmIzxX88CUMq4dKUepy+ovzC4q8csG8nsUUg9BuWMQXmMc2Lkq2zG2j4ApfcnH9mds11Ztjaweqnk9erQ1+uXvN2ypvHADuz4Yd2Rw6YzJ8ciz5kLssDTh+D9K/C2EX6Az1PT+fkIXvcBfKgG72rAxxpz2wtz2wvQ+Qp01ICOZ6DhIXibA15kmqvTQMF1kBvXlxZJJ5zF7p3tuHW45cqOVxEbPl7Y2hm1Rxf7FxZ3VH/zTPPFsNqTy2sOLq47uLx+77JXu1c1HFzbfXyP4fzRTxfPjF2NMF+L7LtxznD1jCbmyLVbtYFp+LSMfres/vm5JnmRaUWRcV2eYe0j47pH+g1lfZse9GysMq6spNfV9K0vM2yqNK573LfqUe/KR8agRz2K0t6FufS8/F5xft+/svuhLQma7YnIhnRsbQa6Pg1Zlapdk45syka3q7Xb1Oj+Qt2JIuR4Pnr0/zL2nlFNJG7Y94AdAQHTIKFKJ4QuKvYt6grphGJvq+y6xV3dtffexS4iSBWV3qX33nvoaTOTTCpd3czzYdDd//u+5zxvzhxOCOTrfe5yXb8rQ3wlE7yQKjydLj6dLj4SI/opQbQnAWZHC1a9EPk9AVeHg+seS5nPREEv4d1x4p+TR+99AMMLRVFlorRGUV2XsHMAHBiGREIYQRSYZVqtVCnlKrlUDcEKvkje1IUUt8iSq+AX+dDpNPhAgsT/5eiqCCg4FgxLAs+kC+/kQ8m1wvwWUXOPZHBUCkFSLJlVo1BOqDVKWKaApOMCwcfC1MmEyJE759pO7S074F++f2vl3i01hwM6bxwuuHbr7K2UHZH8HYmS31PAM+nSS+nCVyXQmypxUs1oZq24ql1c0Sps7JJ0jyAdA7KmPrClH+4YkFV2I4VNcG69LLde+roQfFQqv1GAnE6Df346dOB47FbObjcPmoODnZ3dMicnByp1tlQ5Ozs6ONjZ2tra29o52trZWdtgC3LLL5YaczIFEzoQcHicyVJM+04kEnE4HIlEMjc1s8ATvoK0sCKF3ROtLa0oFAoGJnV0tHdxtqe5Oa/0XbHlh40M5mZeIHNbaPCubaEH9u86dHDfwR/3/HL4pz/Cfvrzp5+PHAo7/vsvPx0K271jfzCb+53f937eq+2tbJ0trNyIRJqJMdVgsbuhvruhPk1Pz3XRIuc5c50WL3I0MrTQW6z3/1mx/velC8wBAGC+LoDVt4VzAF1dQBfQmas7j+pJW0nf4sbjUHlsZzrd/YtgHdum+2wP8QjmeHGYXhw2xn5YzuPQglizKBss8xmLrWfTPVj+3kEsJ+ZWKo9LxRinXIYnO8CDy6SxAtx4LBqbTmMFUJlMJwbTmcWkMRmuAf4YehTjuzuwmHa8UNddP1mHnbP89Tb+dCJwMx+40wDc7QaiFUCsSifxExaopYshRrNR3cwvUV2pX3ouLJPiPfqvtAr7PPnzvxLQd59mlQ1fE1W/bu6/qEb/beLSPuu8mwHSUSD9E5D9Gcj+CORMAxmfgdSPQNoMkP7P4fDc8BOnI8Lo8YFrE7auSN+6uoSzpXZfUOuhg91Hwkb+OCI8fQx9cl+bmYxWlmqbSuoK2pMqBeLWUbS3TztUhfZXoUNNWMHSDjaiglatoB4dqEa7i9DGZLTsjTY5/FPinfHEO2D0ZfD1taGIs0MR50URp0Ye/j388IT48WlZxHlNzA0o8vzAg6NNV3+sP7uz6e/tLX/vav97/8CFX+FrJ8fuXlU/vDH55PrY04tw+NmeO+evRrZ881bumjbunTbJyZ0IyR8LK5k+VDR2tHT8RNXkmaqps6XjlyrGzleqz1Vozlapj9doTpePHa+c+KN87FDJ+KHy8aASDb1QuTpVRcsYA0LioOBE6c63orAU8O93olPvRZcyR2/kgw9yReH5osgK6atSCeZWiSoDY4ol8YWSyPzRuzng1WTJxXTwTJJkxxt48ytwXYTE77GQ9ljk9UziGwGzogUH3w7/nTpyNUf0slSUUy8o75I08kH+EAyBchmMKBClBlEhUrlMqoIhhUSiau2VlbZL0xqguFLlhTRoX6IoKAr89jkcEi04mCQ8mj5yPW/kfY2gqAms7xXzh0AIkiJSuVKuGFepFYhcLldCElDa3zuRHKV+dn/w6rHukwdq99Artm+p3E+v/zNo4OEf/S+uv3yecyR++FSG9EYh/KQQjqsQZNYKS1skTe2Spj6wbwTqE8DDIukgCI8IIZEQloCIEFQNCxW9I/J2PtjUB35okb6thGPKoWd54OW4wcPn43+gh3p6urs4O3p6ui/38fD1cnenuTk7OjlYWzvb22GnPUtLS1NTUwqZYDoLviJiF0MSgTjLjcHjMUIDHo8n4I3JeDyFZEogEIh4AjYtmpFMLczIZFMzCoViY2NlZWNp72Lr7um2bsNqOv17OmMLl8PYuSto/57QA3t37N+//dCPob/9Gvbrb2G/HAz76+Dhg6H7d3G3b91Cd6U6OyyztTKzsMYTaSZLPPFLPHF63gRDP9wSP9wSPxPDlcaLVugvWrVk/goTYy/jJcvx+h6EJc7GenbGenP/f9Ssr7PhbMOlCyyaCxgZGbqu8vIO+MGby8K26W5BDHdmgG8Q1z04yJXLwhIrPLh0by4Ly/5yZbEcg1hOwWwqj+0YxHIL4lE5TBqb7c5mubHprlwWRgSkcphuIYFUDtMjOMgjOMglkOXEYXhw2G4cliuX48zyx4Rd7hwGNXCWcuPMZdtzWVah2xz3/bxs7xGr368tvJACXCkGbtcAj/hAlBzL+wSSPs9KN7O+6EX/51b4BXSFwWH+u4fKQ4H0f3Tef8barn9rGdZJfW3Tkj5/0XlpdXJRnZx/gBwUyPkIFH9eXDBlkfuRnDU1N/fjkoJPQPaUzodPOh8+AdkfgayZhe/HNrzsOL6HcXKT8+WVtg/8qO++X5sWsLkwNKBuf/DgyaOfblxHXzxG30agxWlobZl2eAAVD2iRXhTio4JOVNiDjrShQy3oQB3aV61tyUbrsrRFr9H0ZzNR19QRl8cirkAvL0KR54XPz48+Ow5FnpFFnIeenRE9OiWLOC+PuKSMuKR4emnm1S3ps4vix2eRR6fF4X8IHv4xcutX8Y0/BFeOjlw7Nnr7b/690/n37+6NFa9+p/o2Z4L5YTyseOrP4okLVeNnqtX3asdeNYy/aFQ+aZBHNCijWsaiG8eim5WRTepndernzaqHdcpHVYrbVaoLZcpT1aq9+cqgPCWw7bVke6z4QMLQkRTR2Szh5SzR03xJZDEcUw7FlUve1Ykza8Up1YL0WjC7HsyqAVPLxG9LwRf50NNc6HaO5Gqy6FC8aFsCyIyGNz0XuzwWej6GvB9L1j4X7Hsj/Cl++EKa6FGWOLlW+KEVauiTdA6AI0IpCMnlUrUSliulahhWg6B6VKhs60OwghVVLD+XiRyMA5mv4G8ihIHxot1JQ6cyRbdzR1PrxcXNUEuXuGsIBCUIIpXLZQhW+GCpApLAwo6O0ac3+25c7L/wV+dfOxp+ZJfs2lR5iFHzO5d/97A48lpudMaFt93nc0SPCkQxpYLUCqioY7ShF2ofknaPIEIBJJbIQEgOgXIprIQhhRRWSmG1CFQMCGX9w9LOIai+WZZbL31TLY0vl96N7ztyNX4re7unp7sbjerl6e7j7blquY+Tk4OTk8Ps+c/UjGxqZmFhQSKRSKY4UxLOlIQjEnAYCesr7sqMZGpOJFqQSESSCYFoTCTgZrmjpqY4HIH85WVOMbOwoHjQnDy9XNetXfntel8GfQuH6x/EY+3cxtu3b9vu3cGHDmwP27/7p4O7j/xy+ND+A7u37QrZzP5m1brlHr5UG2dbHI6KM3ExWOKDW+JjuMjXRH/FUj2fpYt8cYbrCcRVxgZ+Joarlhr6GuotN1jkh1viRzDyNTV2I+k5G+stmav7fy1Y83SA+bo6usCcucAcXV1gwfy5eCKBaG5K+2ata2CAYyCdymNj4YMubIYrFws05DhxWI6BdBc2w43h7xvE9QjmuHIZVA4b25HTmAxsfvRkM6iMrS5sDLPF+tpPubHpWG4YlUOfLVI8FpVD92DRsRsi5gryZPl7sRg0JsOBy1q2a5fdgV/tD/1l/stVnfPvgNtFwINq4EkH8BIGYhXA+2kg8Qsf5itlNPOLajTlP+PhV/tOyv/ss/49BX7NyPkKVv5a9TAgRMZnIPUTkDGtkz9Dyp7WLxj3KJzyLZlZXTS1unBm44ep1XmTTkUz5kUzbnmfl+V8AnKmdTImf70WcWr31tOrl13zsHmyjvbiG/d01jd52/w7//4RvHgcvXsXfXUXzXyJFiWiLRXo6JAW7ENlg6ikDxX1osPt6HAn2lWFtpRpq96ihVFoWjj69sFM1LVPL69rXl6RR16UvrwCR1yGXl6WRl7QxF6RvTyrfHlWFXlO+eqC5tVlecSVmdibU7G3tLH30beP0bcPPiXeAR+fg+4cF175uffMod4LvzbfuJj87DXvHbIlZ4qdrdpROH6yfPxq9eSN6omH1erIJvWbZk1Co/pNs+Ztm+ZdkyqjVfOmRZXUrnnTrHnTPBbTqHlSr3lYo3xYq7pZpfy7Ynz3BwUQGi3ZFyc5lSa6miO5kjVys3A4slIYVy56VyfOrhdn1wmKWsSlbcLyZklFk6SsESpuhIvrwNQycWyZMKZUdPMDdD5Z9Pc78ECSJPi1xO0x7BgucX8o8XomZUaNBseMhiUMnkofiSscSqsBc9okrX3QgFAmAREpqJBL1TKpSo5oIFgxKpK3DyE1bdL0eiimHDqeCu6PEwVGSb97KQuMg/clis5lim/nihLrBB9aoepuSdcgBEMKKSSXwVIFopRJVRAoFwlhcU9Pa/iZjgs/tx7d1vALp2zP1oo9m7GaNfLgJyTmXH/a2xeZdeEF4OtiybsqSV4j2NwF9g6DQ0MSoQiWy+WwFJHLlTJEpVSMKRAl9lMOKSFQPiJQDI2qqntkVW2yohrp2yLxk8z+EzcTGNv3+vqtWu7ts2q5r6+X93JPL3tbu2U2VrY2yzCauxnJlETEk03NLMxNKQSCOZFIWYqz+OIcJJuamRNNbSgUSzLFkkwhkQh4PB6PxxMIBFNTUyKeQMLhLczImHbUzs7OkeqyceOKLd+v8Q/4jsX2376Nt31b0P59O/fs3vbjvp2HDuwO27fvl33793B3cgMCt67f7Oez0tHSypFEcsThnU2MPEwM1hCWrCHq++EMVhMMNpgaryYY+OIX+5roLTcyWGlkuNrIYJWB3irDxSsN9NbgjNYSDDdY4v3Ml/qY4h1Mluj930vWbGM1b96cJcaGppZkG1c7B28XNzaXFsRx5XKoTLp7MNOFzcBIDB6hPDs2g7Yt2IXDduUy3IOZmMEQKz1YXg7GMsVCKNw5s9mFmGXHkz3bsjmz/J1Z/l/kpnQM2ufBYlI5TCqHPis6ZQV4shmuDLozm2UdFOS8/3eHH4/b/HoVOJsIXM8D7lcB99p0XiqA1xqd2Eng3aevUc//xuTMhtdrdb84onUyvghHZxXqn2fbqOT/OKW/4mJSUAADvWMCdyzwJuOjRYHWrnBiVd7Eqg9TGwqnA4o/coqmWKXTQeXTgcUT3KLxwOIJbsX0loKp1UVTXh/GzQumv38v/ePSnaMMz/M+Nnd8naO3+MTSV6WEbiw7FNx6NExy/9z0s+toUjiaE4FWJKKtxdrRDlTYhQo60eFOtKsRbatDm0vQqlz0Q4Q2/SEGjfkUe2cy9oo68pL85QXVq6vSuIvI64vKmMsTcdc0Uec0UecUEaeUEReUkVfUUdemom9r3zxF379A0yPR9Di0JAnNevk56Zbk2dH2k3ubjx8svHwt8WnWjkxVSO7E/uzxnwrHL5SOPaxQv24Yi65RZHZO5LeN5berC/mTaW2q3FZFfrsqt1VR0jOW3qzIbVeltalS2zUJjar4BtXjBuXNUuWREiUQ8kYY9l54Pkt444MwvFgYVSF+Vz2aVSssbhaX1ovrO0QN7eLWbklLJ9jQDTV0SOo6JXWdksImOLte/L4cTswHb2SBJ1OgPxOFYfHCtc8Ffk/AtY9kPneh756JtkWIdyeIjr8fup0vSCgV59dLsIvhiBCBYIVSMSaFFTCkgCHFiEjeNCyr6pZmN8piyqHzydCP8VDIa9j/BcJ7JTmcBJ3JE13NF6VXC/MaxfU9UNsIiNG4EKlcgSjlUjUskQsFENg/3Hj/asuJw82HOVUHAip3by4P+qZk2zflYVv7HoShb26i1RljrY13K4RJ1aKUGnF+k6S1WzI0BI0KQCkkh2FYoVAoFAqlUqlWqsY1Y2NjY2q1WomMSWE1JFGLBfK2PqStT1HSBr+rhV6kD56+l8zZuX/t+nXe7m6+Xt7uVFeqs4udpaUNhWJFMcf0ClhhsjQlmxOJZCKJTCSRTHDY0EfEEzD6ggXJDDPcmJFMTUxM8Hg8Ni2am5pZkEhkMtnW3tqNRl2xYvlqv5VbA37YtGVzYCBn+7aQffu2hf2468DuHWE/7tmze+eOoG17mDzWJsZav43uNC+nZQ42JFOHpfo0vKGPqeHypQbrccbrcIZrcIZ+eP11pkbrzYw3kE3WkpaswC9ZsdTAz8RwOU7PD6+/CrfYD6+/nojfZEn8zhy/hmziTVzihDfE6y/4f6/fdbFt+xxAdy6gOxdYuGCevomhIdnYlmZns9bd6fsNzj985xLMceCy3EODqWyOM4vpHEjHAlZdgzhUHtuOxaTy2F6hgZ6BDBoL01Kx3Hgc7NjnzGW6sFlY0+TGY7lxGFg+hSeb5cyctRBSOUzsQ7cvCdLuTAbGw3JhB7gwGBgS3o3HcuEyPUJCHAODl+0Nczhw1O6368Dpt8DFHJ0bVcDDXiBKrhs3AcTNAO9mZhur7P8srfK/jof/9l//3gf/G6ea+R+n9NetfOr/qqtyUCD7o272tGXep40F41uLJ9gl06EVHw+Xf/q57GNYxcThysmfKyZ+rpjYVzu5u3qKWzTOKJ/ZUjC1rmjat3hib2zFiSPbT260vrHC7uFGtycbfWOYK3K2ban5dfvgrWOSh5fQ+Pva9KdoScI/tTnargq0rxrtrUO7a7V1uWh1trYiHS17g6Y91aY/RpMfo/H30cQHn2Jvjb+6po64rIm5gT3y2OtTcVenoq9MRV8ee3VhIuqy4tWlz3G3P8XeQ1Nf/JMagebEanNeoSXv0II32g/x6NvHLbcO1Z/7Kf9aeMyLkgO5yrDi8d8KNSdKx8PLNa9r1W9qFWnNmqLOsdIuTWmXprhX/aFTXtKpLuvUFLWrSzrVRT2q/A4kv12V365636FKaFPHtWgelynOVyiAv94KL2dInheKoiqEbxvBzFphbauwrkvY3ivp7IGGBsDREUg4ighG4dEhcHQIHuyH+vlQe6+ktkNc1S4urhO/LYKic8DwdPDKe2FolID3Cvr2qXhluGhluGTdI3HQS3jva9G1dOGjDFFChTCzSdLeK+GPwqMiuQREsGolEilGhaquYVldpzS/UZpcJbuYjYTFC9mx4u+eiTgx4LYE8Gy69HquMKlaVNgka+iFegcgIYRg+y8prJBIVEMC2VC/aKCxqevB1erje2t/YbaF0av3bizfs6EwdE3Jj5unI8+i2S/R6gy0rQ5VycVdgooOQWOXZGREKhLCECRVKsZUCqVGoxlTa8bHlJMTY+Pj45PjE1MTk2NK1RgyhsAaGTQ21K/o7ERq2pDCRnls+tC1J5m7Dh1Zt2ats72Ds6OTvZWNBcnMmmxuSaZYmJExczK2tsKgMSQSCVMtEPEEAg6P1TNss47D4TAGKYFExBMJJBLJ2opsa2fpTHXw9KF9u2EFk7GVzaEHB/N27AzZuWPbnh3bd20L3cMLZf5A3/T9Vr/Va21tbS0sl5mSCKZLDKwMDa0Wz3cw1HMxMKCZGLrjDWnGi71wS1bgl6zAL9lIxm0m4783xW2hEDdR8N+bE/1MDH1N9Ffgl6zEGa4hGG/Am3xLIm4ww6+3wK81J3gTl9BMDKmmS6m2RKKpoTFxkQHB2JCMw1kRKE6WJHcbiqe9lbeLy2pP5w0rnbeud2VuobG2Urn+VA6Tto3nHMKi8tg0NhsjLtCCectDAr2COLQgFhZq7x3EwbonrKZgbh4XNoMaxHRlsZw5DIxm48pleAdxsNU71kl5cJkuXDpGW/Zg0V3YAW7BbCrXn8r1d2P7u3MYrlwWLYhF5TCpTKYjm04NZGHB0U7bti8LOWBz8C/7X24AZxJ0bn0A7lTphvfqREqBSOV/8p9n10862SiQ9yUCJ/U/5sFsVOffQLB/kyP+rVzp/1FXJX8Ft8/ofPik92HSs/DjxoJxetH44YqZv6pnztR9vFD36X7t1IP6iedNEy8axh81jz9smrhfr7lXP3m1evJczcyJqsnfK8cOV47/WKP5s0h08cnNkxuWXV1he3u53aM11Dj2quydASV/7Gy69ov68fmJyBto2mO0OBqtSEHL07QV2WhFHtqQM+vOKU9Ac6PQnEj0QyT6IRrNeIamhX9Ovjf19v7kmwcf39z/mPzwY9Ld6cTbnxJuzMRe//T6Gvr+Pvrmvvb9EzT5GZoVhebFoDnxaFaCNucVmhejzXmFZr/UJNxtfR6e8vxtRGLPX5WaYxXqkxWK2zVjcQ2alHpNfst4aae8fkDTPKhqHlS1DCgbexVNfeqaHlVVl6K2E6nrUjb0qBt7FeXdysJudUGXKqNNHteofFaLAKezxNdywbiy4awKQWGVqKRB3NQtbu4V9QxJ+odA0SgkESJiASwRKWGJHHsvHAGH+pGeQVlzl7ihVZJRJU4qlDzNB+/kgvuSwD1xMtYzaOMjic8Die8TyXfPRMGx4Ol3wzfzxY9KhUk1wupucSdfwh+FhUJsVaQWClRDo6qOAVllB5RfI40rhU6nwQeSJNujxKwXMCcG3JcoOpMGXi+C31VJipqljb1Q7wAklkAYfguGFKBEIRIphvoFo3V1jQ/O1Z3+qeqwf/Mv/kU7vi0O3Zi9bWXRoS2yF2fQxAdo6hs0LR1trNX29wy0ihq7JCNDMlCCSEEFIpWPKVVjao1aqZrUjE2OT2g0mnHN2MTYpFqpGlOMy6VjUmhMOKrs6JBVtcly66VvswW3n2bu3P3L6lV+VlZWmE7KhkKxJplakknmFBI2ypHJZAKJSCQScSZLsXEPhyOYkUzNTc1MiSRMFGpqaoqNgXgigUg2M6OQrZZRHF2dli/3Xrd29abvv/X3/yE4OHh76LaQYN7+nbu380J3sEN5W5grV6zxcl/puMzJmmxuZmhkiTOyNFxgZ7jQav48W309W71FTgZ6DgvnOxno2S9caL9onpvRYg8TA08jw1VkwvfmxE0WpC025E1WphtIOD+SiQ/OYBXOeD156UYybiOZ8A2FuJyI9yTgnQz0l+nPd8IZ+1hZejhau9vbOvt5uGzys/92tdOWb50CvnGnf08L2OzFoftwAj2ZdBqT4REcRA1hu/AYVB7bY1sIlkpP5bFdgwLdg4MxHrxHKM+Zy/bisX2C2T7BbIw548pluLAZbsFsTzbDjUFfHhg06xBk0925XPdQHsaBcGb5uwex3dh0Dy7TlemPnRGdWf5OzAAnHsOe6e/CY9ixGVQe24XFdmLMyr6cmFs9WHQX+g9OISGOB36y2Pub5S8X5pyLBa7nAXfKgfBe4CUMxKpmle6zB8F/vjZN/+HJoLN5qF83WanofxZb6GxsF/b5rHRLO/vF9H+A7I9A9keHoumNJTPcovEdZRN/101frZ2+Xzf5pGnyVfN4ZJM6tkUT3zb+okX9um3iVfNkROPE48aJB/UT9+smz9aNnWya+Lt8XRVEAAAgAElEQVR+8nzzxKWCkVN7vznja35xlc0V32VPvvNM4K7OD2OWHt/bdf2o9P41beRNNDECLUlCC9+hBe/Q/GS05oO2LldbmYbWpKBVyWhFkrY0CS2J+yfnhTYjQpv2Ak0Ln0m6j76/r00O/+f9g8n4m1Ovr0/FXtPG3UDf30eznqIZT9DMCG3qKzQrCs2IRtMjtamv0OQo9G0EmvRMEXu/LT7hbWLe3SzhmWr16UrkZq3ySb0mrl6Z3aAp7ZSXdytbhsY6BxWdA+rWQVVHv6q5W944qK7qUdZ3K5p6kY5+Vfuwpr5f2cBX1vPVBV2Kt02y13UIcD1X/LgQTKuR5DVLiltG69vF/f3g8DAoGIUFoyAMSuWgTAFJlTJECcvHpEqlUC4TKiRChXAEHuiX9fDhqkY4o0qcUA6+zAOPJYp+jhEGPh/Z8ETiGQ77PJKsfyIMiQKPJAxcTht9kCt5XSUuaxtp6QX5Q/CIEJGIlMJRBJQoRkfl3f2K2k4kp1UWXyU7mSHelyjaGSPbHAFzX4E/xUInkgevZAkSqkR5TVBDn6RjEBSIEYlYDorkoEguECDDQkVv7wi/srrj0aW604eqfuc0HAyo3ru1eOfmor3flPwUAD07g0Zen3pw5eP162jEc7QsFWrvau0WDQ9KJUJEKkYUiBKRylVK+Zhao1ar1Wq1SqFUKZQKuUatHFfINFJQA0nGhgfk3X1IU5u0sFEelTZwJTwrOPTgSncvjP9pQSJZkknWJNNlZmRLU7IFxfxre0UkEol4AvYrHo+fxYqamllZWBKJRAIOT8DhSSSShYWFnYM9lebk7eO6dt3KTZu/2eq/KTCQExISwmGxeWwObytnvd/GNStWe7m5O9nZW+Fw5iaGVoaGNgb61vPmWuvNtVm4wGr+PAtdHcsF88zn6VAWzCfPn2c6d47pQh2zBTq2+npO+gudFum7GpmsJOLXk/EbyCYbyTgPwhJ3ooknfom3idEagvEaM9xKgtFynIm9/mLzhQuIC+cR5s411p9PMDYwJ+FsbKw8V6zw+3aLN53hxWNTOUz3IK5PMBdTVy0PCcTsNRg1lMqhewSyaME8t5AgLIfCIyQYW1S5Bwc5h3DceCz3YKZrYIALj+HEYzhxGI6BdAxTg0FjsCUUNh5iMgiPYI5rMIsWxPII5rgzA7DRzyOQ5cZjYUBkKoftxGC6MtmObBaVx6Xy2K5cjivT35Xpj0UlOoWEOOw9ZHPoD5tfLs6/EAtczda5WwmEd80WrPipL+VGC3wFuv/nXPifIvVFNZryD5D5ZXjM+Rfa9/+0QKd9BNI+AdnjVnlTWwqmOOVT+2qmj9ROPKifeFKved00ntgy9q55PK1zMq1tPLNzIrlzLK1Nk9w59q5tIqlzMq517FWD5lGj+l6z8kGT5kGD6mE9fCv8/PHdnhdXWV/ysX64hvb4W49E9pqc/f4tp/Z0XA8buXd6/Nkl9P1LNCMGTX2DpsejJZloeSpakaKtyEYbC9CaHLQ6Ca1JQYti0cIYND8azY9GM5+jGU/Q1Ef/pIVPxl//9PrGp9c3/km4iSY/RjOfox8itLmv0YxobfJL9G2ENvkF+u6lNvkFGhf+OfqBIup+Q8yb1PT6F4XSu/XK27Xy51XS6Gp5SqOqpFNd1alu6lN3Dqi7+tVdA4r2IaRtUNbJVzXxZQ29suZuWWuvvLlb1t6r6eofa+LLm7vl9b2avFYkoUUJPC8UJRQLcmslWAp8a7dkZFgsFICQBJRKQI0U1EhBLFNHI4cnpcg4LFfCcgSUS0SwYBQeGBDVNYuqm8DcSklSoehSGngiUbwnDvrhuWTVE5nnQ9Gqh+B3T0cPxYyeTBZdzZc8KRMVNQobuqG2fnBwVCoUKkdHZQIBIhAouvrBuk5pbossthK8kCY5nCAOjRYHvIQ5kdDuKNHJpMGruYKUKlFes6S2V9wzKBMIEOEoIhEqJELF0AgyNCjv6xINFZd13T/fdPHnhiO8pp/plXu3lO34vvTgpuazO4Zu/y27e1p17sTQ0R9l1/7+GH9/rKKip0swOAgKR2BYIkekSgRRyKRKuVypkGsUco0SGVMgaoVcI5crEZkaBjViwVgfH2ntklW1yYqaFK/f8y9debV1C8/DlWZJNrMwI1qSSdbmFGuyuQXJDBsJzYlESyKeQiJSvqYNEklEIhFbxpuTKWQiiUKhkMmm1jbmtnaWnj60lat8/Fb7fvvN2q1btwYEBPzwww+MAPp3GzZuWLfR28fX093DxdLakUCwxeGWGRhZL1pgs3CBtf4iW71FlvN1LBfqWi6YYzp3DlFXhzRHl6A7x0RX1wQATABADwCMdHWWzAWWzNU1WTCHNH+++eLFTkZLPU3wvkuXuhsvoZkYOxkbOBovdjM29sIZuxgY2C9cSNCdYwjoGurqGurqkpaYEIyMrAhEe6KZkwVpBc12/Ter13BYrqEc12AW1h9h05kbm04LYrmFBH5JtGc58RgYSeZLJgXLa1solcd2CeHRtgW7B7GpgQy3kEAnDsM5iOkYSMeSCl3YDAcugxbEobG2ugWzXbksZxaTFsh047GcmFuxRBwqk+nCDqAFMpfzOJ5sliebhWlNPUO4bgy6K49J5bEdA9m0II4bm+7FYXoHsVw4W+1DQu32hy07+LvNr1cXnYkBbqYD9yqBh206LyRAlApLJ9RJw8zP//HcZH4J4Er7PFuzMr4I4jP/E1mY9qWfwsrW/4hOPwPZM0DBR5+iKV7Z1MGyyTPVM3erJ142Tca2TL5rm8zomCzpmCzvmSzpGC/qnSzumSjq0Xzo1eT3TqS1jae0jsW2q6I7NK9alFEtYy9a1M/bNDHFHeduHfvN3/air9WNFXb311EjNi9PCV2ffyiw9tiBoUtHJLePfop8gCZGYB0QmvZOm5WEpsej2an/lGegFXlodTZal41Wv0Mr49DyWG3VG7QsBs16iqY9RtPC/0m4NRV95Z83t9DYm9qcV9rcCLTgJZobpU2NQZMi0LhwbfxD7ev7H6Nual/f076+NxBxoyExMz2r52EBcrceud8ge1gPRzYg2U3qyg5NTY+6rVfTxVd0DSh6h5W9Q4qOAXlzv6xlQNnQK6vjI9Xd8qY+ZRNf3s6Xd/SrmvtkDb1wbps0pRUBokokb8qFVa2izh6or1cyMghJJCIpDCpgiRqBNQrhmAKaUcqnEGhaJf+oUkzJZdMKZEKqUMJyRCIFJUgvH27pBKubwPIq6EEudDodPJEEb48eXf0c9nkk8XgArnkiCY0W/54gOZ8yEl4EZdWJ8jpE9d2SnkHZ0JBUMCIfGZIND8i7BpC6TsmHZjCuFjmXAR5NEO56Jd7yAma+EO9JAI+li89ljSRUiPOaJS2dYFc/PDQECUZhbL82OCrv6Qc7OoZ7KksHnl1ovnCw6fedzb/zmsIYdT8zei7uAx+fEz640nPhaEPY9vJ9rNJDzOrwky0Zb1ubugd6weF+eHQEEgnkIiEMShDskUhUErEMi96QgIhQqBwdUQwNytu6VOWtssJWWWYV/Px9928XnvusWGNra2NhTiYQCBQCwZJMsiQQLUgkcwrJnIQ3J+EoS3EUAoFEIJLJphQy0dLSnEQiEAgEbB40I5Fpzi4eLi4+3p6+y73Xrl6zasXKlb4rPN29nByoLjZ2DmRLB1NTJ5yxm7GxJ97Yw3ChN97IE7+EZrKAZrRw2bx5dgvmmc+ZazV/Hl4HwOnq6gO68wFg4RxAD9DR19XB6y8xIxBNiSRzsoWtlfUyc0sLM7I50dQMRzBavFBv7ty5unPm6ejqAYA+oKunC+jP1VmoqzsfAJbMmWM8R5e0cCF53gLzhQYWiwxt8RR7sjWN4ujn7L3cztXJyXr1cudvt3znHcRxD2JTuf5ePLZ7ENs9iL18lqfM8mIHYImEmBbBI5TtHsykbeNRQ4Ps2AyPbaE+wVw3HocWxHJhM7yDuV48tj2H7sRjYBhSdw7DJ5DtEcxx5XKw6Q/bqbuwGV48theL4c5meQcHY59j4niMkOXJZrnRmRhikMZmYrwaLNjCmUV3C+Z6bAt12fGjzU/HrQ9eWHjmle7F1Dk3qoF7XcBrBIhWAG9mdBP++bfWZM8mEuqmoxjGTydDC+T9R5+V+fWYqMXicDBe6P82YiiQ/o9O3mfb3M9rP3zkFk3+XTdzuXbqXu1YbMtkXvtEYddYdc9YdfdUeb+6dmC8sV/T0qdpGJyo75us6x+r56tLOpVFParSnskPvZrcvvGCvrGUNmVGx3hWtzq1BboZ+frML/4XVlpf8lt2Z439i81e6aHfF+xj1B8N6bgQJrpzWnL/nCz8svrhjU/Pb396fheNfoS+fowmv0ZTYtDcd2hhqrYiG61IQ6sz0LostPYtWp6gLYhGs5+haeHa94/QpPtoUjia8kSbE63NiEDTI9GkZ9rYB2jUPfTF9bGnF2WPLoyEn4KenG97/qwwqfBNsTi6RvO8QfG4Ho5pUbxtVBa1q8u7lXU96rYBVVe/un0I6RiQtw8rK/ukpd3y0j55YQ9S3okUtSHlnUhtn7xlQNnWp2jrU7QMKCu7kfxWJRBbOpJXBza1i7t7waFBsWBYooAlckikkYnHpfCMAppWQjMqcFopmVHBU4jkk0o6pQDHpbJxCBmDFJAYGepH+nvhuk5peZ3kWbH4eabk4ltwb6x44zPx6sdivweiFQ8l/i9H9yWK/k4aupUjTKgYzWsWV3dLOvrgoSHp4CDcP4gMDMk7+xX17XBxI5xYBV/Ngn59C4VEiba8lNJfgrwE8bFkyeW00eiK0ex6cW2HuJMvHRlBRAKlYBQWjMj5g0hXv6y7SzxQ1wK/vtF/92jz8R2Nv4TUHQ5oOsYavnFI8OCo6uHt7svHa37hlO+h5xzYXHb3RE1qamldc0MH1NcLDfJlAwPQyBAiGJGNjEgHhqHBUWnfsLxvWN4/Ku8flff1S4f6FZ3dsvo2eVkj9KFGmlwqfZLQd+TsqxVrNtg52C6zsSCbkSwo5uZkijmFZE4hmZkSzUzxFiSSFZlkZkq0MCWQSARTEoFEIpiaEslksoWFhYUZ2ZJMsrextre1o1Kpzo4uzvYOzra2DpYUG3NTW1OiHR7vYLLE2cTIm2DohTfwIS7xxOn5GC30MNRzM1rsoDfXct5cvI6u4RwdA11ATxeYrwvMnzdnji5grL8Iv8QYb2xCNDQ2xRMsSGYUAsmGSLYhmNkQyRQjnKURnqBnSNQ30p+/cK7unLkAoKeju2iujt48HbzhQryRvonBAlOjxfYEgtViIyt9vI2hqT3JzsXSycXc2dPWw92Z5upCdfWkrvx2PS2I5R7E9gxlu3JZrkGcr/c4DKBMC+a5hQRi10DXII57SKArl0UNZFADWd7BXA8uE+uzMF67M8vfjcOhbeO5YqZoHtMtiOEVxMGid6hBTNdglgs7wJXLceIwnDgMjA7owaJjm3hMDe/OYXhxmB4suivTH9NGYGkU1C9p0t47t1ODQxx37bfa/xv5l0vWJ2N0z6fp3K0Gwnt1omDgFQK8nQaSPgNZX9Sh2VogBwWytED2V2r7bOX6dyuf8a/b5n/q1H8A7ToZ6MLcade8GU6Z9mDp9ImGj0/qJhPrx983aop7Jir7Jmt6NXX9Y4390439mma+pqV/rH1goqVP09ivaezX1PSpawbHy3s0ZXxVMV9Z3KfI71EWdKnyO5D8DuR9Af/2jYuX1ttfX20Xvt4lfKNLAntV5q5NDb/xWv7e1Xv1175rR0R3ToN3z398dm/66d3PL+6gkffRxEj0bSSaGIkmv0Y/vEXLMrQV2WhdtrY6Fa1KRsuiZ1utnEg05Tma/Bh9/xRNea7NiNAmv0DfPNZG3tQ+v/bxyVVl+HnJvVNDd48N3z3R+Tyi4G19Rqk4vk4e1aSIaZPFtskSWuEPHerSTnl1t7y1V97Wp+joV3X0q5r48spupKhNmt8GZ7aA+W2yzDY4r11W2IlUd8s7+lXYP1d2I0VtCJBeP5LfPNrMl/CHQFAAwUJQDonGZJAGFkwpwAm5YEopmJKLZpTij3Lwk0LyjwqaUUDjSkSllCNSGSKVi0aRoQG4o1dW2y6LLRG9yJHcTJf+miT0fyne8Ghk1UPQLVzo/3J0R4z4aOLI9QxBTLUkrVFU1Qm2d8J9fGR4SDHIl/EHFR29iuZuWVEDlFglO5cB/hYvDnot2PgKpL8EgyIFf6dILmWMxJYOFTRCTe3izh5oaFA+1I+IBHLhKNLJh1r7pAO9ElFDS/eLi133jvVfPVJ/LLjpd8bo5b2j934S3j3Sd/FIz8k/qsJCi/b4px/0z39wrTAlpaC0s6IFbu6GO7tlnT1QJx9q7YPah6RtfLiDL23vhRp7JS39cFMf2NINtXTDDd1IUZ0yp175tkKWWCwNTxr+4/LbDVt4dg62VtYUTIluRiFbWFAo5iQy2RQ7/5lTiCSiiYUpwYyApxAIRAKOgMNbmJEtzMjmpmbmRKI5CW9DItiTSMtIBCtDPUe8sRPOmIpbuM7UcKOZyWZzwrdm+muIhmuIhqsJBt4mi7yM9KgGi+0WzCPr6Brp6izRmzt/HqC/QMfEQA8LYSXjiRQCyYFi5WK5zA5nZosj2uHxNgSSJYFohydhj81Sgg3BzMKEYIkzwy/GLdCZY7xgHslQn2xiYL3UxMbExJ6IcyQQlhkRrI1IDgQrB7y1I8WRaunhZONpZ+7o6kLzcHFzX73C64dvqSFcWgjbLYiBTW3YeOgZwvUMCXYMYlFDg6k8rk8wl8ZkOHPZtOAgahDTlUf3wo6DX0K6aNt47sHBrlwWtpj3DGR5BHOcgpmu23kuvADHIJZjIN2Vx/TmzuLbMa0WpnVw5zA82QHeXIYbg76cF+jGpntw2N5cFo3NtucwnZgMLJPClcvCOH+ObLojj+O8Z79t2O+4I5fsT7wGLqUDd6uBex1AJALEqoDECcyaM/tko0A2qpuOAnmzTh2sYM2CGb5cDGcp7Bn/AFlf3mN/xWpW5j9Altao+OOGohlO0dThsun7tVOvWieS2ibyuiZqe8ZretTtAxOt/eq2Xk1Hv6pzQN0xIO8eUvcMTnQOqDv6VW0DmqY+dV2fqmFAVdOnruerS3oVxT3ygi5FQYesqAF6E593medzab39rfVOD753it3qk8xcW7RtY/HeLU1H9rf/vb/j3MGuK79OPbg9/fTu9NO76LMH6KsH6OvHs0/8CzQ9Di14g1akoNXvtNXvtNXJ2tIktOQlWhSB5kZpMyLQ5KdoegSa/AxNeoa+uoVG3vz4/PrUowvK+2eR+6ck904NPDjdFh1XlsvPqITim5HYNllcK5zciqS1y/I7kJJOdXW3sokvbxlQNvHlTXx5Xa+ssBNJa5cltkCJLVBKE5zSBKe2QDmtsspOecuAsrlP3torb+hRl7bJgPwWUUW7uGtAMjIqgYUgIoE0UnBcCk1IRTMKaFw6MqUUzGgE0+rRGbVoQj7ycUz4UQNOyWTTCDIuQxRSmVggF4zIB/nyznYorUaSVAjeThMdTx71fyHwez7s+Vji+VAQ8HQkNEoQ9lZwIU0UUypKrRcXtYgbuyQ9fFkfH+njI/w+WV+PvKZZVlgHJ5RLb6XCv76FdsWK/J9JOJHQrhjot/jRc1kjsWXC1HpxTSfY3ivpH0RGRpDREWh0BOrjI+29UF8PX9zQOPTycve9I/3Xfu44s731dHD/zcMjN45Jbvxd/+fe2p9DKnfwMnnfpfwUmHnvYWryh6SSnso6SW0rWNUqqW0F69oktZ3Sinawqk1W1Sqp6ZBVtsir25HCLrh2AKzrBxt6xAUt0vQKWWwB/DQfDE8QnrqatYW+x8XFaZklBXPhYLxjCwsKFhhhTqZYmBLIBBMKEUchEc2JRArJlEwmk4k4CoFgY25qY0lYZotztCe6Opg6W+EczQxc8YtWUgy/scAzLI0Z1rgtlku3UgjfmePXEA1X4Q28cEts5+lazl9kAgD6AKA3d67ePF29+XOWGOpbmprbWzvYWzo4WzjSLO3drR3d7Vw87Kk0O0faMgcXy2XedlQXCweqla2z5TIHsqWd5TIHsp2d6TIK3hzDwpgsXEAwWLhk3lyDeXNMFs8jE4xsiObWOAt7EwtHsp0D2c7VyslpmYO9la3fcs+Vyz281/k5bv3OO4jlxWN6cOnuISxaINs5iOnCY2BiheUhgZ7bgtx4HC8O0zOE68hmugWz3Xgs5yAmbRvXJZjlwWUuDwzCyOvuwUEeISHOXDY1iDmrxuKxMWS7cxATczi7Mv0xCqAHi46ZBz3ZLDc23Y1Bp9EDvNlMLxbja0vlRp+FLLtyGY5sumsQ5wv3neXI47js3OPw42/2v501ORunfy4FuFUOhPcAkVIgSgXEjX+pRF9EoV9V7/8yqv5HfqX7rwjrK0BZq5OBwWH+0U3V6mR+0sn8ZJczsznv446qz0eqxh/VT75pnshoHS/pnazp1TQNjHX0azqHJ7r5E118VVe/uqtf3TqowqpV54C6bUDT2K9pH5ho4asa+zWNA2P1fHVVn6akS17Wg1R2K1ILWy5t97v4neP175zvfGMf/T01fot34g8rUjjrq3Zx6veF1v6+vfH0AfDuefn9C8oHV5C7V6cf3P78+O7Ms3sfX9xFY16g71+hmVHohzi0KhltTEcbMtGqRG3Ra21hAloUieZEoKlP0OTHaOIDNP6W9vm1T8+uTD45r3l4Rnn/rOz+GcG9Mz33j/ZGpVQX9OU2wolt0rhW+F2r7H2zNKsdyW+DK9qVTX3qhh5lA1/exJfX9ynqu5HMNjipGXrdBEU3gpG1UEQ9lNgCZzYj1T3qJr68sQ9p6lNW98iK2+VAZZugqVs8OgTCQjECwQpYPC0Hp2HBJCKYkAvGpUMz8sGP8kFUOTIjH5xRDHxUCGbko9MK8YwCmkSkGkQBiRHBKDwyrOT3gfn1kjflYFQhdDsb3v0KZEbKVj4S+z6Urn4oYEWIdkULjiUJ7xcLEiqE+U2Shm6oswfq7oF7+LIevqyzW1bXKf3QCsVXwLeypCfeQbviYP8Xgu+ejoTGQr8lS87kCSJLxNn14vJWaUuPtIcvG+pH+ntlQ4Pyjl6kpV3cUdMG52dLI+/03TvafHZH29/coVthA/f+HLz/R8+V32r2cSt2MHICN75hroo6+uvrJwnRyS3Ps4Zf5wkSi6HUCuh9Ofy+QpBQIYwrFSdUCBOqRCk14tQGYWOfAIWRfyBQq5SiYyA6DqFKMSIQPikTHns98tfNqsDQ464uNBsLsq0lxcZqmQXFHHPk2FpZW5tTMNXorHaBRCCRCHj8UpLZkhXLzek/2P4Z4n0h7JtXZ8NenNwX/jv36u6tO1Y7BVDJmxwo/rYUf2vSZnPCdxSCH87AyUDP0mCxka7Owv+VbM6fO89w/lz9+QsJBoaOeLIjiexEILmaWbhZ2riZWbpZ2tAsLDxprt6evp6u3jRnF1eao89yd09PZ19vFx8PmivV2d7e3tba0diIYKhvYGmi70vB2xosMNAF9HR0lxjqL7Nxtnf0cXHxdXX28LC2drexcXawcaDafetH3bLSefVaj+WszW7BbFceHdteOXOZtG3BLqFs50C6RyjbPYjtFszFRjlXLstzW5A7l+vGYTlzmVjRceOx3DkM3yCuR3CQazCLGsLGUp2pHCYW+0xj0114DFoQg8ba6sWhe7Dobmy6N5eFvXFj010ZdA8u05UV4MLGkgcDqBymK3c26cuRzXTiBrjymFiajhOTQWUyXRlManCIy46dTvsP2/14eumpGJ1z6Tp3K4EHrcBzMRCpAN58AuI+zeKrsrHYm1lIg06GFsj8T7TXfw+FGf8aobGErtmC9UUeoZP5adOHmeCSjwerJ2/UTcS2TGa1TpT0jDUOjHXwxzv5GqxItQwoG/sV9YOKCj7S0q9uHFS39Ks7B9TdQ2OdfE1Hv6a9b6ylX13fq6npUVX1yPM7kOxWeW6L7H2D9Mbls2dDVl/f6HRjjf399U7hG52efEuN+I76PmBlGm910R7/6t+4DSfDms793H75l96Lf/Kv/T107U/RrVPwnYuTj29rn19Do++jSc/QggS0PBmtTUfrUtGiRG1pkvZDLJoRjaY+Qd88QuPDPz+7PvP4iuzuaeTOKeT+KeHdkwO3j/XePtp176/GtwWlVcLidllKK5LSimS1SHNbZDmtsoIOWWWnHJNZ1XYqavvkld1IXrssskH4uB6+Wi65Xgldq4Bu1CjulcsjapV5rdKSLqS4R17Ro6rslFd3K4HGLklnr0g4AkpFECKB1BLRlFw0IRNMyUVT0tm8v2l5/7SMP4XwsV8/KgQzSvG0UvJRCWtgkRyUSYSIcFQx2A9VNkDZFVB8GfwiVfJTPMyJEHo+HXZ5CK1+LN70dOhgjOSPhOE7xZLXVWBKvaCqE+7kS5s6wS6+vIcv7+LLWzoUBY3Qm2rpzUzwzwTxrmjRD08EW54LeK9FvyUKzmaIYsuEubWS4g5RQzfU3Yf08GVD/YruPmlrr7y5AywrqGl99br/6pHe8z91/BXYcYw1+vAX4bMTA3eP1/61p3znpkLe+hT2yqRAv2dnLt6OzruU1H09TfgwXfgkV/QkV/Q4W/I0R/w0G3yWB77MA18VCONqhN1d4vFRISqFUZkIVYBaJYTKR1HVKIqI0SHxkQTo8L0W9r5zHr6+NhZkGwrFxmqZlZWVlYW1GcnUimJuYUb+msqFEd8pFBOqC2HTettzB78JPxYUdX7f+9t/Zjw8l3rjdNzJw3fCtu3w82B7O31rZ7XSAu9NJrgT8E54Q3MTI4LxYmP9+fq6OnrzdAEA0P3ymjdv3vy58wwXzScTTNwpFm5kiq+F9Uorip+DxXJHc18nC29nq5XLPVb5rfdbtd7Dw83d08Hbx3XN2hUrV/q6u9McqS62VDeyywojgj0eZ7fu2cUAACAASURBVOZJMmU72S3H4fV1dXQAwMjIhGi/hkzdbO0R6Lp8h7uNtbvdMjdHG1d3h++/c9+y0W3z9ytXMTZjM51HKM+Zy6QF89xDAmlBHCqHPYtYCA5yDeK4B3Fd2LOuGs/gEOwrLmwGxpPBsOuYwdCeQ3fisahBTAcuNscxXHl0N7Y/luRMZWx147E8WEx3ZgC2t8I8N07Mrc4sfzcG3Z3DcOIwMJIfjc12ZmEYeLoLZ6sjneHEYFKZTCcOy4XLo4bsdN7/u9WhswtOR+pcyACuFgCPmnVeQECkFIifmM3yy0CBnH8dhZgTUBejOKT+L+I95d9r4Owy66teFKPTZH8ECj6tKZ4OLps+XDN5t27iXdtkXtdYQY+8plczO/T1KboHNDV9yrIBZVk7UtWjLO6RV3YrKvnqmj51K3+spU/T0qdp7h1r7J+u6VFXtCtLO+X5rcqsFuR9nSyhHomOS7v4286zmxwvr7S56md7zW/ZvXX2j9fZx2/2fRuwOmfnDwUH6NXH9jaePlB3an/DyQMtJw43nfi17eyvgit/yW6dGbt78ePjS+iru2hGNPrhLVqaoq1ORotj0PxoND0STX2hfXNP+/o++uL6p2cX1OHn4dsnxTePj1w71nf9WPeNY123/mi4fbIupayxRlzcCOe1ImktsrQOOLsTzmuXFXUjld1IZbeipktZ362o7FYUdMizWpCXddJrVdLTZbJjReITxeDZEvhKBfKgSp7XoijpVFb1KKu6FI2dspoOGVDfLu7hw6BYCoNSLNNhSikYl46MS4em4IEZpH8G6f8k7f4k7f6E9GgVQzMK/ox88JNSiDVZYwqpEp6VOAwPSmtb4MIacVwp9DQbDIsV7IiCNz4Wfh8OYeKGwJcDh5JG7xUKn5T3JzeJSprFzR1gdx/Sw5fzB1UdPaqmLqS4EU6plt7Kgo69k4XFwNwIGfslGPhK+EeS4GLarFa+pFnc0ibp60H6+UgPX9bdAzf2yOq7wNqi5opnUeU/sWt/odcd2Vr/h//Igz+lzy4O3j5RdjT0Q8jmtz94vmf7xnC8H125fSWy5Hw8/1SS+Mp74dU0wbX00cvvB29kS66lj15NFl1IEz0vFDU0Ccb6ROjQIAoKUcmwFhxGoREUHkXhARQe0IKjF2IFP91p2fXjfc/l65zsbO1tLB2srZdZWthYmNtZWpqbmllRyKampuYUkpkp3s6C4ONp6b92WTCTemz/D/EX9mTf+jPn1vGUm0dTb51LOnvsye8HboRtZ/h5r3exX25DdiIZWxkbWhka2pIJFmScg4O5jR2FSFxiYLhwji6wcME8/fkL582bhxWsRQvnmuOW+FnbrFtmtcHWap2jzRpnyhoX87Uu5itdLNas8Px2M3fdWrq3t7fXCu+VK31Xr169YsUKZ2dHRycXO5eVJOe1cwnOZFMLPxvzH73cOPbWposXAvN0jAyXLrVdj3PYRHbcbOcT4mFP9XVw9KI50nzsvv+eumG144Z1Xiv9v8fwVV4cpm8Q12U2Y5XjymK5cxjLQwI9Q7jYcOcTzKVymLRAtheP7RnIwpTr7kFs7yCOB4vuymVQmf5YMqsbm+4TzHXnMNyDme6cABcew55Dx5RWHlymG4/jzPLHjIHeXBZWuWisAAyY5cplObACHNl0FwbDnT2rfqAxsfcMZxZ2ZAxw5gS67drnsDvM6tD5hWde6V5NBm4XAXcagAgIiESAhHEgcRpInT0OYot2HcxVk4JxZrT/Mdl8mRBTPs3OjO//Y9P5KkDNmQYyPn9bMn2gYvJs7cy92rHMlvGiHk0lX1Pfq+no12AFq61PUdmtKOtRFHTI81qRonZ5QYesoENW3q1s6Na09I03d6kbu8YrOjWlXZrSTnlOqyytWfq2Fomvk8dUSyPzOq5du3aU43lynfnFVdZXVy27tdL2po9V3A+eSQEr0nirs/d8V/RHYOnR7RV/7Co7urvx1I+Npw+0nvml7dyRoWtHkVsnx+6d+/Tkpjb1FZofj354ixa+Q/Ni0IxoNDsaTX2Bvr6Dvrg+8+ji5L3z0psnR24cF147PnTp955zR9ovHK67EFZz83hDXmNZC1zcLstug3M74LQOOK0Dzm0Hy9uRii5ZZTdS26Oo60AqumT5bXBWO/K8CrpeITtRCP9ZCP+WDx0rlp0rQsIrZOnNqrx2WVWPsrJT8X+Y+s6ophK16zDve+9333unOTOOOlZQ6YSQ0OxdKclJThKagEpRwIq9oQj2jhRpYkWp0kF6hySEhJBKhyQkOekQUKk534+Dzl0rixVCDj/3evZ+9rM3g6dhCLQoYY9ioA9SjUJahVKnlE2qoGmt+KtWPKUanNIMfNUIZ1XCKSV/ViWc0vBnVcI5tWha0z+jk0zrpV818imVUgMp9UqtVAIN9kMMjqaKNprbpHpRCV3MU0S8VXokD+9Mkro+k+1NlvumjR55O/KoSvKmQZbVJq7rkrF71VyRtluk5Yq0bKEaAayyFtX9MvX5PPWxjFGvNIiarvZ5pYjMGrlVIv9QP1pMVzR1KVkCDb9PJejTCns1wl4NU6ihcxTMZlH7u9yGCHJr+K7m8F2sswAUf1URf73r9tGm84FF3ptyQdwbD3R2wMaMO3GXX3WefCM9+U5x5oPkfNboxQLFuTzx+RzJ+RzJxbzRcwUjBS1DGtYA3DsEjwzCQu48nw0L+bBQZBzuM0pERnEvPMwvzxWEJ/L8j6e4OO+2tDQ3N19nbr7OzGyN2cplZiuXrVr+59q/lq9auvSvZUtWrlpqa734RMDWhEhqyoXAlGuHCu6dLnp0rvxpVOHDa69vXks4f+xGeMBhEsEFh3GwMLddsWL5ol8W//rvlb/9il691Ml+7R4X9KFd2wAMev3ixT//83/+9cMP/+8H1H/+8Y9//u8//veH//ntX/9vzW+LtpmbbTM33WG+eofV6s3Wq7ZjTDehVznbmuGcsE678FuAo85b3V02uOKcHNFYB0tbm7Vmq8zWrl+zfsPva7f8c9Fai6Urt5ouP+Vsf9zVznH5H//3r//58V//9+cK7J8rsCvMXE0tdtjb4nbiMJ5bHIHdrhSyo5snxnW3syPRw5EK4kCiPRnA+lG/n87gvMlIbeqC6YECOIAkWwqA9iLhvMkLnM57YZ9o5U20oCLjEt7V12fhlpBCdKACjlSivTdoTwaQ/4Mhg1g/KqJwLaQ1gAQbMsEaxCNjly0FsCTirakkOxLeAQTsSB42ZCISxIyoV9ZUki0FsCKSbPf7Wh48svrotSUXX5ncyEM9rEc9opmkyVEvVag3BlTmNCr/Wyzft4SGH75nJSMQ9nf16fcIh/860CmAUdkwKvebg7RkBvVpGmiY3t86FUWffsacKOueaBYZmH1fOX0T3MEJ7rCB1z/GEKgrueoqgTafrSrgaIq42gKmsoSlrujWNfDHW3o+twsmW3mGVrahlmmo7NIVsVXvW5Sv2lTpNN3zdtWTBkXy2/rbYQE391rHOJve22h+Z+PaRy5rk3ZYvHLHZOAdcvdvqzhCrAojfzruUx8Z0HQmqO1cEO18BOPiscHYU6MPr44+jppOfWz88AIufgtXZMFVufCnVwtC+/u4+Tf35pLufE2ImnhyRXz//MCtyL6YU73Xj3NvhHdeP0qPPt769C69pY/O17TytdVcVXm3soKjqOpWVnUrm/maNp62g69l8HRMga6Zq6nvUlZwlM+blXealOerR49XQ2FV6tMN+msN+mdN+kLmWIVgvEVk6OjXt/K1jd1qlKhPOdgvV8rk45ByQqmYUilnlOIZ5fC0sm9W1TcjZ80rOfOqzjlFx5yiY0bNnoLYs2r+hKr3i3bgq1Y6rYa0CqVGrpJLNSND6i6epp0JldOhjCooqkgZkQlRX0AbExTbklRuSTJi8nDwB2lchSy1FklKkHG4ar5QLeSrhL2aLo6mi6Np6lKVtaiefFJfzlGEv5P5pECkVMgrXRyZNXK9VPaudjSHrqjvErO6VVyRmi9U9/VoeQIVk6didMt5TSJGZl7jaXLzKUL3JYAX49d7/6Tg+gnGieD6UHwJdVMewaEQdKk6srso/sWNN50H0rkH3wwd+DAS8k4c/mE44sNwxHtp0Jvh4AJJdMngdLsA7mTArE6Y3mJsqocrioylRXBRPlxbZqS1wmyGkUlnFLU9fN0Vdr1k53Zva2tLc3Pz9evXW1maW65abbnO1MJslbnpyn3bbA8CjpeDd9497Vb8LLYk/mZZwo2ShOj8h7dy7l9/dftC2q3LVy6cvXPq/NXgcLfN21cvX/HHz78u+unn335dtHTJ4lXLFq9e+quDxUrXdevtV5tZLVtmvfRPq8U/2/76k82v/7D57T+rfjZZ/tP/Lvvxf+0WL3K3NCVgrHdZmu60We9ss94VY4dDWzpg0E6u7i6bSfbOJDsrFwc7NNraxsbCcr2p2erlK5YtWfH7b0t//nnp0kVLN/75536LtRc22t/duSl60+adq1f++a9/rPjHf5YuWrZqqbnjOnsPjEPo1i3nicAlLzA20OuEP3H7ftCJSnSkEh39yIjXCedNwnmTnHzJWDLBAQQcqaAdCW/vDdr7edn4Ea19SNZUEo5CcqSCWDIBRwEcqUQHKsmO5IHzJmPJBEcf0Nl7oRfangw4+ZIdqUQkawGxKdhSAGsKwYb6zXUFEjAUgjWFgAYJDiBgR8DbEwEnX6o9GbAjeWDJBDToifS2WoMAMso5EAm2RE9rX29TX39z/4j1oReWnEtCXc9D3atEPaKhnktQ6VqTd5OonK8L6FO04LQy+Z5vhST5/dep8w/faWDef0eJIor77A+IwlVpNKmc8WmYvNQ2+5j2+QXrS6VgornvS2fPGK9vEtnxd/boWoW6fLbqNVP9nqFNZuietUBJTboX9Zp0hjq/01DEGC9nGsrpYwVtuvwO3ds2dTpd+bhR/ahBF9uguVmrfFivvlMLxWfUxZw6fHWDabTz+htOZlHovx5tMk/Yap243fL5Xrs3oGue3+73+/flBXiWhlLKjpDKwrxqjvvXRR7quhYmuXN5/FGs8W0CnBlvzEmEsxLgnBRj1nNj1nM4M2ku4/7XxGu6h+egR2e7Lh1mnj3IOOnfcSqg+cKB+otB9fdvdmYVdnAVDJ6uqVvd2K2uEqgqueoKLlTDUzeLVM0iFa1HwxJomFxNh1BX36Ws6VKl03R323SXGzUnahUn6pXn67TXm3RxTapi9lgDf7yRr6XzdXS+rpmrQfX3KoYGZTqVekwBTelVX3WKGZ1kVjUyo+qbUvLnFNx5GQtWsKZlrfNK+rySPqfizqiF89rBWb14Wi/9opFOKBUaOaSSqaUjaq5I3clSV9OUb5qgewWa4+9V3m+1W57LsfHyDc/lHi/kAa/F9z6JE2tGP7RIKzokDJaczVN0CaFOvrKTr2DyVHVMqLRNGV+suJYjj8iEwOdSIGEkIE127M3wjTLpq6bRkjZZO0tB5ygWwK5Xw+GqmTwVgw+Jmnns3IKmU360M5TeR4cG4o533zzRfjqwLsSzeP/WHILjew/7HAr204mtLcmJjzIYkZnCo++HI7NGzuSIT+WJT+X0n/4wcPqj9GZ+X2t9n5EvhLuYcGsj/CkPzsuD83LgzDfwuzfGwrdw6QdjWQ5c8bGlqCWlsPf84xq8b6StvaWNjZWNtaWVpfm61cutzFc7YWzJhA33T1JSrwcVPrn28fGl6ud3qpIfFj6NzX0SG389Ov5i1MMLZ++eOhXi4x/g4eG/cy/WwmbRTz///ONPP//fPxf9+H+rlv1pumLpmuVLzJcuwaxY7Lx60bbVvwFmiwNMfzmw4sfg1T+Gr1l0xPS3/St+oi79yWPV8n126C1W1lusrLfZ2TlhbF2wtlg7C4yFpSN640asO3b9Bpu/1qz7a/m6v5abLVm+/s/lK379Y+mPf/72z98W/WOR/ZIl/uarIm1Nb7k4PNu7PW7fjpgNG7F//sfqPz/hFi9xXWm2ZZ21P9rq8p6Nd/38Yyjel30pIQHkbRSyszfo+O0m2dXXy5FMwu33sfUCkV0e8hP5qw2ZaO9LcvQBsWSiDeCBowBYMgFxpduTAQdfCpZMwIFEB5DkQCXZeZMQAcuWikdQxp4M2FLx9kQADRKsCe6IdGVHwiOnOY5UEEcm2JE8bInuyOcOIB7nvZAtg+wNrQnuGBLBgUiwxXvakinWZKrVgVC7Ixf/cSnZJOoD6l4J6hENlSRGpY2ZvDagMicXImL+e3T6r5dJ/rdD6Pz/DsP6no9sROXM/Z0pWjSHKpn55ZPxcOP0+cbpR7Tx9x2TjfzP9N4Jdp+BOzjR3avjDI61i9S1fM1rliqBDt1haqLa1ZcbNdca9DE12od1urctujct41n08bz28ewW3Ysm7YsWXVyTJrp+/FK15lSF6kiVOqxac65WF5/De/4wIWa77RXn1dGuZtecVt50WXPH1ezpxvXP99okezqmE13fkbd9oOzIDdjzMcijMBQsCCFVR3gzTwXzLh4VXT+peHxrPOneVMq9uYz78y8fIDHt8y8efkm/p02K0cRd7b97jHExqC0yoPmEX8NR7+pT++uvRTBePG+rqWYJNGyhlsFXNfM1NXxVVbeygquoF2lr+FB7r6pdpGbyVJ08LUOgr+WqPvGUGXQonqa41wBFt6qvtGluNKkftOmft6vyOvWVXHV7zxhNNIZgFqq/XzE0KNVASoNSNa6Rf9XIpzQj05qBeUg0qxLOQV3zSs68kj4H0YwK2rySPq/kGFVco7Z3WjcwoxtBAGtsFFKNQqNiiMOTd7AVlW2y142KmALl4Ry5V6ZyX4rC6Rm0OUmJT4f8Xg9dL5M+qxG/aRBXMOUMjqaDrWDwIS5f28XTMDia+k5lYQuUUKa4kq8OfgP5v9SAz0f9UmTHP8iuFY+8ahrNaZW0MyEGe7SLp+Nw1Vy+mstXs7pVXJZ4lMGG8oqaz/szrlIHn4aPJF1g34ysOkat8d1RSnTN2u3wYRfmLcW67ty+3rSEzPctV3N7ovIHrxcMXy0YjCoajikWRxUN3/003FTfr6f3G3sERhHXyKLD1aXwm1T4bQb8Nh1+mQK/TDG+TjFmps58zGgopb2qFD153xUUHmtjbY62tLQxNzM3W71m7Qor7Eo3T0xMGOnlzcj8Bzc+xj0oTXr88dntdw9uJt68nHorOvpIxFm/gJP7/S8E+7tt3eKCtsBYrHFcY/rLzz/+8tOvi378dclvP1usXG63agl21ZJda/8IQ6885bT6vIvZZRfTi7bLLqOXn7ZcFmH6+1HzRUGrFwWa/UWxsNxug9mGcdqGwe3AOm1Gozei0RtsbJwsLNDrzKzNVluvXmn9119mS/80/fMPs98Wm/782+off13571+X/fPH1f/+Ze+aJeGWq2/grB5tcU3Yu/0l0S0D73bQfi1m0S8uS/7avmzVnlVrz7li7oC77gGEe2TyJR+ytx/J2Y+C2Km+00CsHxXtQ7TyJS+Y0b3JaJBi5022InlifMgLkpMP2Zbobk/GI/s+JFTPngw4e1OQyD0HKsmWRELcVXYkD0cf0NEHtCZ7WIOINZSABj2xZIIdEbAj4dEgAUch4UiAA+CBBfFYMgFDIdoSPW2JnohOj1QiImOaPRmwI+AxJKI1CbSmeFkdCLUMu/DH6YQfr2ab3C9F3W1CpcpQqTKTd19Q7wwmBbMmHxec7gttN9+bcr5PWN+vcBCemA+jcuGFDFJEd8/5VpPzaX5V+cyBus9nm2du0ibfdX1pFBjoosmuXgNivGL1aem96hq+KpOlTmpXPKSpL9N0x6vVEVWas9VjV2rH4psNGS2Gt036jGZdaoPueePY7XrltQb9mXLNoXKdf5nGp0wfVKI8+UlztlT6NL00muQYvcn8huuaGOfVdzauve1iGrfJImGH7fM9mHQPlxceW9Px2zJ9d+Qd2F1wCF90mFwV7lMd4dt0MoB2IUR4O2zw4Xn1k2vyJze+JN79knRrOun2dNLtmcTb+rgo6aPLw/cjWy8crD/uXR8OlgXji09SK+9ca8z92NEkZAo1Hd/09Rq+qlqoruAqavhQHU/VLlLT+Sq2UMvkalr52ka+plagzmQpE+jQ/Rbodpsypg263wI9bVOn0DUlHEN9z3ibSN85OM4Q6Jv5GtRAn0w6otCrNQalakqlmlZJZ5TDRq10Wtk3pxbNKTrnFB1zEG1OQZ9VNM8qmqeVtFk1d0rJ/aLrn9GNfNVKxxWQTqqUSeWSYYgvVDO7oLo25cdGdWyO5Mw7KDBd7p4o2xA/ui9RDj6XBrwWR+UPJtbI3zSIS+my9s5RDlfNE6g4AogjUHfytHUdqpJWKLFUeTVLfuiNbF/y0L4UBfUFdOyt9FL+0NsGcT5N0siA2jgSNk/B5im6ulWsblUXV9bLHpK2dijzc5ouH2q96T+YcFKWeIEWfaTiiGeh75aP+A2vt1un7bTO9cV1XCdI3r0oL2p/UjjwpHzkYdnIk0/SZxWSZxWS11WS8qZ+GUMECwbm+WxYyIW76DC9CX77Gk58Asc9MibFw6mJcPKDifS7UE5aWb0ou1b88v3AxfNptjZWdhYWlqvXrFq61A6zMtBnS+wZMO1GRN796Lf3rr67c+Pt/Vsp0VcTo6Junzt+7WREEIHovtFln6tDkOfW7a52juvN7FcstVm2ZNXvPy1Z8tPyJT+uX75o5/olRJvlBzGrLm8ySyHapgLoNyTcSw/0s92WD7fbxLqsi3JeEb7+N3/T3ykrluyzsNxhi9tp57gDu2GrHW6bLXo3FrvZ0mKTrZWrxWp706Xo5Uvsliwz//NPi8WL1//2x9pf/1jzn19N//2rxc+LHP9YEmK18rLD2juOlqk7nF557nhJcH8LAg/37cYtXrJpyZLdy5eAq1fd2e6a4LHjAYV0m0iM8AIIfkQsmYDzJuG8yS4+VEQCR/t6L0xGXkQ7EMR5kx18fawoxO+xn05eZAyFiGSKIn2oLj5UDBm09wYdQABNImJJAJZMtANBDBnEUAiIL9SW6ImhEDEkApZMtCcuzFxI4hWOQsKQCA6Ahz3eDUP0sCW62xMBOxLeluhuS3S3I+FtiZ6WRMCGgLcnA9Ye7miAYE8ELMkkSyrF0v+Aacip5ReSfoh6j7pdYnK3FZUk/p9UncmLL6jXU6i8eaQsZ4EJLuDUvEnRAvszyTcubAaRT3K/jVc53yLbEQErb96kYBZVPP3vT3MhdYYrTdP3GZ9fcccb+OPIYR1vWM8b1vMHxum96lah7l2nJoEOPaSpLzUoQ2t1wZ+0EVW6yCrdnTLD08ap+LrJpNqJuErNs0r9zQp9VJk2tFTjVTy276N2Z4EeLNN7l+sPlKvv5A/eCNh9faf5VZc1Ua5rY5xN77iaPdhsHrfNOnEXOnkv7vk+11SPDW+9dr0m78k+5FEQQio54lsaSqmI8Kk9EcC/HCa6caLnzsnhB+c1T6+Nx99QPY0yJEQbnt3QPb06+viM+O4J5pWDdce8K4+AJYc9CyJ9mlKet1UwGEwJQ6Bv5mpa+dpmkapRANXwVZU8eZNQ2SpUtYvUzB41U6jp5GkZPE2rUFXDV2UzFZksbVqnIrVN9aBdFdcOPW9XpTO0tYKJNpG+mathisbpfA2Do0ENDErko0qdTD6hVEwqpV+1ozOqvlmNaE4rnFJyjQqaUUGbl7fPyZvmoJZ5Zeu8kj4vYyF7Q6NueEY3YlCOahUK7ahSLlaMDOroDFkjQ5Vbq4opkh/Lkvm+Eu9Nlu+MV25LUO5Nlvu+Et8qG42vGn3fIiuly9pZCla3is1TcgRKjkDN6la1dSpLWqFnxaOXPkiOZSo8kgd3JErA5OHgtyMXc/pe1ItzWiXVLaN0lrSrW9XVDfG5EJ8LcVlScSdvrLHekPWm+8FR9t2wrqcRgqQzbRcPVR0mFFI2ZrvjUjavfbnbquzoJu4jP7jkdVdlY1atqLB2qKhhpLxZUto4Ut421MuSzvGHjX0DsJAPs5rhhjq4oRSuK4QLs+H0jNn798dirkBRlwcenBt+84BXkV1Lk1W2yXIrhh4+K8ZgLK3Xr7a0XLV1i2X7rZPjCfeNSc/g+AQ4/qnyYTTn1sWEI8S7Jw48PBp0I8T/UhDxki/hiAf2CGB7ArC/eWj77QNbEkN2vo7wKDrvUxxJKj/lVXmCVBy4o/zA9qrQPY1H8PUHPWsC3OoOuFUH7aoK3VYZur0wYHO+/9YUN7srG1YeslxGMTcFTNcBpusAs7VE83WA+ToPC1O39Wv3rl25Y92qbWtWbl+1wnnZYszvi9G/LbL+aZH1T4ss/+9nzO+LPUyXh1iuub7R7par9eNNdi92OWX77C3w3Vd2AKwNCaQ42u9ZsRS/Yim4Zvm9fU6vvHclentGe+3x9SI5UwA7ImDv5/Ut+4Xk5Et2oJIcfcCFEnk/igMVQIYpHIXkCBKdyCRHMgnrR0WCQDG+JAc/0N4HUanwyL7PhkxwoAIORAIWxNuRPOx9iLYkvD0RsCcDtkRPhOthyQR7ooeLD9WBSMBRSHYkPBbEo/Ee9mTAhoDHkAj2RMCGTLD03Ifo8ciEhUCVDZloDeItKGQrbz/LwKB1IWeWnn5qcjUTdbMY9bAV9VyCSlOhXuhN3n1Z6A1cKAqcReUYUdnfJKr/6rwxyTd+iz/+XjT/bQTLg1H5s0j/Dap4/v+Vzxxu+XKm4fO9tskslqFe8JnRO7Hgax8e7+zXsUb0zT3aLI4uma6Mp2uuN2nCGvQhlboDVboDn8aP1hiOV+nP13++WK0/U6459mn8yCf9wTItocDgnDthnjv574LPdkWTOwv0XmW6M+XK+KQXt876xWy3vrbBPNbFLBZnFu1iegW74uamtTc3rY3dtP7BLrtUvGsaeeMr6o5XvrtfUjZnUXfme+8rDcTXh/u0nQxkng3sunS4K/qI6Ppxyd1zpKVzKAAAIABJREFUI3fPD9w9M3DvpPBGRPe1ww1n/evOejec8i47QSyJT2goZdJZUk6PniYaaxfqm7maVqGmQaCpEqjqepQ1fIjOVzF4GpZAwxJomEINs0fdLlK3ibTIJjGXo8jkKN91q991q7OZ6jyOullkaBPpOwYMHT0GWremmatBDfTJRiUKg0I2oVR80cq/aKTTmoEppXBWJZyCuo2qrjlFx7yieV7RPKNoQABrWsWcVQmnNf2wfmRGJ5lSKfVSmWoUkg8reN0KOkdR2SbLrhXfKoYuvBsNSFPsSxpxjVdtjpftTBL7vxiIKRY/KZO+bpaV0qXtQnknF+riQ908qJun4nAVNLa6nA49LpZF5cqOvZWS0yS7n494JcvCX43E5g89rxLnNYvL6NLGDlk3D+rmKnjdCi5P0c8bUrV3TH0q/pqd3Bd3vjfuBPfJMdqtsIazfjURYJH35hx3XMYO2w+e6JoTe8WPI+DSVLixpq9eUNU60saUNXfK6CwpgyOZYPXB/EFYyIW5LLilCq76aCzLMeZ8gN+lwCmp84/iFNEXei4e4T27zMlMZtWWMznyVibU1KTI/UDb6em6B3A45Lfl3lG38Qcx8L14+M7Dudho+MGNubib8/EPpp/G1MeEFl0LzroSlnrGK/OMT+ZpanH0gbwr+3OvBpZEh9bfOUa/c5wdc5hz4zD7yiHmhaD6o0Bj2B76CYAWTm0OxjcE7Kk/sLc22I12nNB2HN9w1LMyzD1n/+bXlA2xG22CLFYErjcH162mWqzzsrAgrDMDrdfj168BrEwBc/PdK1bsWL7Uecli7C+/Y3/53eGnRdhfFjv/uWzfmmVHrFdHb7Z9tB2TtNcpbe+mFzs3ZoG788geVQe9a0KCUr0JAS7rfcwXB9ouf+i1ofCCf25U6JWjoCeVYg+S0KCnPYWIiNz2RABHARDfOZZKWTCF+pBtyARHHwoOJDqSQMSbjgFIDiDJgULGUIj2ZLy9z0Ku8TdNiujs5YOjkJE1H/KhLd7TjoRHdCuE3GEoRBxIxAB45L0DCKABgi3RE8E1awDAeZPtSB62VLw1iLcBPOzJeESGx5IAOzxgA5KtvX1sDxw0PXh02blnqKuZqCsfUXcbUPH9qDQNKl1n8u4LKnv2724uBLMQ6aoQRuUbfyhA4OmbuSHfiMqZ+UYD51DZswv5onnzqEIjKn8KVTT9R/l0UO342ZapR7TxVKauUWCg9xiEQ5/5A3rusIEzONY1NE7r1efwNBld0LMO6G6b7nzL+LE6bWiVPrR6IujTWHj1ZHCV/lC5LqxUf7hY71OspZaMueQb1mVPLM7+jMqewOQbPAsMBz5N3KwdzyoWvEyMjw7adGeXZZTjiijHFVccl0c5roh1MbvhahazYe3NbbaPdzvEuePSCJvSiJtT8a4vPJ1fElyzyTsqAwjlBzxrD1ObI/zbjwd1nA5hXwjnR53kXT3MigrqOh/IPB/QFulfG+lXe3J/8fWg8uySmraRFp6WKdDRRGOtC5RQhQjtzXyoWaRqE6roIk1nr5Ldq+b0aHkDas6gltajovVqK/nKCi5UwIVKuOo8gTpXAFUI1S08TWePrmtAz+nXd3K0DRwVanhAIRcrdErZpFr+RSufUI9MK/vm1P2zKuG0kmtUdc1BtDll05yyCYba50YbYXXHtJI2q+bPqoQzqv45tdSgkE0qtRpIqRDLevhqVreqrl2WWyu5ny+P/qA4mCohJUicnow4P5PgE0cCX0ijCwaelI+8rh8tpElp3So2T8HhyflCNYer7uJpWrjK0jZlUoXyykd5eKaUkiremzhMfj58JGMoJkuYVjn0oUVc0SZp7pR1cxXdPKi7SybgyvrYfZqWprGynLEPqb1PLsqSogafX2E9iiw7ia8JIxR778rca/dmh1U2Htd41l0edwquToebPxhpzRKmgMWVCbgyoUDW3yM18ntgntDIosPtDXB5vrHgnTHzBfzmFZyWBCfEwU8fK2KvNF0PYWTcYFdls7sYLK6suVPWyoSqK0S3LwYm3Ax+c/9E+cMz2tgrqvMnJcdCZMcOjV0N08Se0969Ovf4DvTomvD+efq1o5WX99dcPVR391jTg+OdiVcrbhyov3Ww41EY+9HxztjDzKuhHScPdp4OaD3m3nbMrfMEsTOc1Bbk0Rzs0RK0tyl0T9sxUnukT+tZr6qj+I9BW3L2b8oAMFc3mIZZrAq2WuO/bmWAxVofc7P9lisppn+STVd4rlruvnLV7iV/bfjzD+dff9rwyyKXn35x/fMPX4s1xxzWx26yittt98p982tg+/N9rm+BXTngngLQ4xMFrPT2aj51LNWPcHS75VVXi7wwct39s4KXySmPbjjtJ7sEeKG9SIichOwEnbzIdiBo4+eN9gGd/bzsQZIDhYwmk9FkEpIO6kgl4r51QywkK/gQcd7khZRREHDxoTqCRGcKiAYIthSSHQmPBjyRXgkrkueCUxQg2QAetkRPNJmMaPBokGBN2GdJxFsA7vZkwI6EtyJ52pHwGAC/wAqRhHiiOxogoAlENIFoTgTNyV6WfoHrAiJMzyWirrxCXc8zuVWNShxCpWhQ6QaTd1Oo3DlU7n/Vo+Z/o3sFsEnuLKocRhXDfweTIgc62d9do0ZUvtGkYB6VM4PKm0YVTaPKjGblsx61hmPtszHMqQz211rBRHvPGKdvQjRs6JVM8Ib13GF9u1Bb0a3P7VK+Z2tS6JrLLWORTbrDddpD1frQxongKn1o9URI1aRv+RihcmxfoW7vRwM6a2zF+8+orM+orC9/Fn7ekj8RVD4RW6EvaRDXfaxMjoq4TrC7tsH8kqNpFM7sOtbsuoNprNPam85mNxzXxW61ebwX+2wvLsVzw3N3p2e7sWnuzm9JroXeu8t83Sv98aX7PWpCSdXB1PbwAOZpn/ZIn5ZTPi0nvJuOejee9K095l0R6fPx7pXSUlYtQ93AH6f1GGiiMVbvOJ2vaxVqaviqZr6qUQA1CiBan7pdpO4Qalg9Kn6/ljOg4Q1ou4bGab3axl5tlUBdI9LUCTXVXFUtX9Mq1HX0GFi9el7/GFOgY3J1NV0qlHgEGhVDOqXcoFJMQJIJ5fCUZmBWI5pS8mfV/DlFx7ySjkxY84pmGKLPyZvmINqUkjul5E9r+mc04glIPiZXaCClYkTRJ1KxOcrattHCJllsofz0e/GBFwr3RBnuybBrgnxrojjglTymaOhZheRd40gJTcJgybkiNZun4AlUXL6aJ9C0dCmLaPKHpaPR+Yqwd2LflJEdiSOkpJGgtMErmSPPKwbfNUnLW8XtLAWNJevqVnV1y7kcmbhVqG6smvj47ktOUt/TSyNPo0aSbw0kXq08QfgUurvYf2M20SHL3b7Ua3PrRc+BJ+FwQ6qRWW1sLYKZbf090qEh+WifdLxPAnfxjEw63FgDVxQZ37+BX6fBaXFw/FP46d3ZR7e/Prg5HH267XlUd1nmUEfLcG+vUKTsEsjaOofr6nkZSfcKMhKaX8b3JD4THDnYSXGr2YEt3G7bQNrSF0YevXBQdvOI7t7loTtnuDHH2y4FlJ/1q7kZTHtwov3JRdq9iKboAMbtQ+zbwR1XA5nngrpOBXVF7GeEAa1he+hH99KPENqPAPRwYtthQmMoofusH/OcN/3i/s7z+yvD95Qd2FPgs+sFacN5+7UnrVdH2poetVwRaWt63GrZCeu/jq/9K2zVkuDVS7z+/MVrxeI9y5buW/I7fvmfZNMVpzeYxe5ySMW7ZuA3vAW3vyJte+6+IcVjyyu3re/xe0u9wTo/H/rJI71R54tO7H9xcHtJ5H5m/HXp2xdNKS8cAig4bxISvOdIJTpSiTh/CjJP2ZMBLIh3ADwcQADnRUW6uXAgEQcSMSSCAwjgvEkORII9lWBF8kQDBBxIdCSTXHzIaIDgQCRgSYADkWBF8kT0cgyJYAN4IOK6LQVAQvhsiZ72RMAWIFiRiFYkgg3RE0smWIN45Gvft4QIWlkDgDWItyF62gBuDiCAJhBtAZIFAbAmgWYUn1UBEcsin/zn0ivUjUJUTCUqoR+VpkG90KNeT6IyZ1H53yrp842oj98S2Qv+S1NHRjBkFsuZWyimzzH+zSUR/CqBUZ/mUeVz3tVTkY3zd+hTL5ifS/mfm4QTjN6J7gGDaNggGhrj9ak4Q+raHt0nji6vU/+yU3eLNXa5VXO6xRDZagiuHTtSZwivnvSt0nmW6TaVjmHyDej8L6jcz6jscVSWwST7yz+z9BsKP/uVT8bWfa5pHGJW0HITbj88tuey67pLjqaXMauvO62Lwa6NdlgZjV0T7Wj6cLvVox22D3bZ39+JebQd82Cz/dPtuJR9jukeG94A2994bs0GdhWA20p93Iq9d9eHAJWh+NpQUnUIqTqUUhlGLTlO+XguIic+raR2pIIzXiscbxeNd/Trm3naVr62XaitF6kRtGoVqlqFKmaPGjlm5g1o+f1awYCGN6Cm96ppfeqmHlVzj7a+V9PQp23u0bb3qui96s4eHatX3yHUNLBlnzqVqKFBqVQsH1dAX5XQlFo6oxF/1Q1OKgVfoe4pBW9aSZsdbZ2DWubkDbOK5nllK6zumFV3IJRwWjMwrRVPK6Tj8lGlVAENKbgCiM6S1tJk2bXi+/ny029H/dJl+ASpy6PB7c9GgISRgHRJTLE4tUz6onK4miljdMtZXDmbp+CLIL5Q3cXT0DmKUrrsSZn0Qbb84juJb/LA5mfiPfF9Ya/6zr8XppUMZdVJSmiSFpacwZEwOBImD2Lz5OK2VkNF+Xh20ti7pyNPo3oeXODEHmdcPVx7HKwKcSv0c80hYYu8HasP7qRfJktSIuCyRJhTAYtZ8HCHUdhhHBmBh0dgsRRurTWWfjTmvYezMuCUp/Djm/CdGPj2FfWdM7I754buRPLjrvYyiqTDQplUPipVikegHqG4u7tXwOTV52RWpSfUJj9l3L9RvW9n5XaLGnd0DcU1180uHrsswfGPcqqDICqAfz2w+8oB+kW/1rNe9WcpDRcolaeILVf82qN8aFFUZpQX+xi1M9SHHkxtDQIYoSRaMNBxGOw8CrJOktinQHYklRZJZV3w7b4YyL0Yyj0fwjkbxDl3sOtsAPtiaGnwnrLAbZkU5zck7HuiYxbRJZu08Y37ppTtji93OqXvxqXtwmTsdn650+k9YUcOZXfxAXxJAKGE6pZD2pnsvjkdvy3dfcsr980FXvuqDgH1h31oJ4J7oi9KntzUvUrXvnolT0/SvE7Qv0/rTEt39SPb+pDsvEkOVBKOQrIlAYhtHbFHIZUQGB8yzpvoAOJxFBLOm4QlEzBED9y3LHZ7IuD4rZHQngw4UYk4kIgErtsTAQyJgJR32RDwdiS8HcnDloS3I3ngKIADydOBSHAEiYi5AZG0bAA3O5IHhuiBIBeiZCFoiAHwyGk0FsRjCO5YEI8U6tgRQWuf/TaBR5adeLroUjoqJg91rxb1fBiVKkNlaFBvDAui1ce5BfT5Dk8FsEnW/AJm5cyhcoyI3G6CoBXifc+bX/h+9jwqexpVCKNK51Hlc14106caZq62fE5unyxiGxp6vrT2jPOHP/ePTA6OTPRLDMJhXcegrrVP39A/XsbTv2brE2mGJ4zPse0Tke2fwxsmA5oNPk0T2ysn7SrHfy+Z+NfHcZPsr6jsaVTWZ5PsryaFkzuKZ8HyiciqsYZKEaukpiEj8eP1Q7cJ1tc2m5/FrD5vt+oKes0lu78u2P11Eb3yCvav686rrruuvua0MsbVItp5fSxu3e0NVo+2oJ9sRj9ytnrsZJWy3fHFHsd3bs6Zbrh3hK3Z5F05lN0fqXsLQvDvL51Jf5rx4X3ra7omv0uPLPUYAn2HUEfnq+h8VXuvqlEA1QsUzSJVu0jd2atiCjWcHnVPv07Yr+sZ1gsGNJwhNatPyxkcY/VpO4Qaeq+6o2+cwdN09ujovdpmrqaxW93QARW3Qaj+HrFUPKqXySfl8q8a6ItGOqUZ+KIUTmv6v0Ld00ranKp9VlY/r2ieV7ZOK2mwijmjZiPjFQJYYwqJTilTyuQKsYzPVTCZ0uYmZXaV7EaB6limwv/FiFvisOPTka1Ph7wTxQcz+m6VSJPLht41jlTRZW1dUBdPwxWphSIlAlhNLFlF22hqueLmh6HI10MeaWJcvGTn8+GgtOETb3ueFw9kNo+W0qVNbDGbo+DyIA5vVMCVyWvr9Hmvx9891b95MBh/lfvoDON6WFW4T2nA1o/eG/O9cblemKL9Gz6F7GBEkbUpZ+GyZLghB+6uhuVco5gHS3lGMQ8eEBo7GuCKj8bMF3BaEvzsDvw0Zv7R9al7UYobJ0R3Irrjzkjz4lSDLK1CqYM0WkgnlUCSYfkwb1jEaC95mZH79FbFg2hm7OXKXdj6vWhW8PaBc37MIGopsDHZxfSu9VLBMbDrnBfzJLHtuAftjGf7BbD5EqX2LKnmNNB2kdJ+idpx0Yd+ksI4BraHAO0H8bRDRMZhoCOU0HEEzzrqyQ4ndp/wYh+jdp/xZkZ6CS/6c8/6cM8Gcs4Fdl8I5Vw8TDvr33EmgHaC0hCObwmnNIQSG0KA5iCg1ofQEEiu8vOsOQTUBYJ1/uSmQz4d4QcbQ71KA4F8L89MYEey24Z0/JY3xB0fKLsq/Mi1IYGMyHDO5UjprXvahHhdRurn9x8mP2TOZr3/+uEdLyNj0wFfxP/p5EV2ooA4CgkNEv6Oo/ImY71AjC8JcVHZAkRHKoiQRwcQv3G/D9Ki6kgBcCDRiQI6kknI4g9HIeFAIpYEOIAAhkL4LlohEhUaXHBa2ZE8FgwQIB4BKQcQ70DyxJEAHEhEZHhb0MOS5GYDuDmQPDEAHksmYogeDoCHA4hHAwQ7ImBLplh5+9kcPP7rqce/XHyJupqFulWOSuhHJUlQaSrU60mE/SH7PiSM4Qck+ioPRuXCqJw5VN78ApZ9f+XDC7vFQhj1Efnat+Pn4nlUyZx79eSRhq+Xm6cf0Kc/csZqBF9aeiY6+w19g2O9Yl2vWDcgnRAO61iDGnqvtkGkz2Er81hjGUxtPMNwre3zxZbJ0y2fQ+rGSfUTGz/pLUvGfy+aQJVMoXK+orK+oHK+okqmVhV/BT99Plmvr/3E5pWW0VIflN88lOiz6baH7cUNa06jl5+zW37acvF52+UX7FZcsFtxyX7VJftVUTizK9gVlx2WX3dec22D+a1N1nc2Wt90Mn3sZPXYxTp+I/r5Fvvk7faJezGpbriXeJdXRMfc8IDku/GJGa13quRvOr8UdRuquOP1QgOrd5zF19H5mlahpomnrhcoEMxqE0LtIkWbEGL06Xp7J/rF+n6xXjioFQ7rWIPazgENvVfNFuiZAh1TNN7K19L5uha2qpmrqWUp8+hQVosa1d8jlYsVepl8Uin7qoSmtIoZ7eCMqg/ZA04pO+egFiPUMq9onFe2zutYRmXHjLrTqO2d1vTPaAenNCMGSK6WyJRShUIs6xLIWrtklW2K17WjN/PkZz8oDqaP7kkUO8fLnOOGSAmSwIy+e/lD8aUDH1rEdV2yTr6CI1D2ijQiIdTNU3V1q9q6oFK6IqFYcSdHeuq1xC9dtiWxf0/CoH/aYOS7vrhPkrcN4vK2oXaWooslY3WN8rkKAVemrKhRv0vUvro/+eqhPClW8PBM29nDFYfJRd6OH70cPlIw+VRMkbdjZdAu+nXw8+vLcGkqXJcFtxTBHZWwlA0rB2Flr1EhgoWtxtZmuDAfTnsEJz2E42/CT2Om71/tjQ3rfBQ+nHMTYubplFKDUqODNCpIK5eq5MPyfkEvr73x3dM7mfcvVNy/IIq6XO25sd57y8DlUCj27MCZYHowpZTskLJzNS1sB/PUXvYJPO3YbtoZd9p5AuMqte0qte6MB+Miuf0ChX7Rr+2cd9tJctNhfEsIgRbkSTuM7wgntB/e3XWCxD4Ock4RWRHErgj/jsOU7qN+vOP+wtOBwtMH+WcPcc+HsM+EsCKD6JEBrNP7uUcPssIDmBEBjFBfepAvMziAHuTLjAhoCvHvCD3YHhLIOHKoIYRaHOCWRd35nrz9A3lfJmF3gRdY5kOqDCB2HAllnz/Bu3Km51606skzZVyiNinB8CJjLvOdMTdbmJqyMdDHxYdq7w3akEEsiMd5kxD/lD0ZsKeANmQQQyFi/ajIHQyGQnAkk9CghzUI2HuDOJDiSP7mFwUBZyrZiQLakwEbwMOeDGBJgCOZhNA6HAXAgngHEI8GPRFIcgABHIWESFcOVAANetoR8Ii47ugDInCG+EiRp5AHbYnuyFO2eHcbMmhJJtlSyJZUL2ufAJvA8F9PPf73xZeo20Wou58WAOvVmEmG4YeP84gU9a1Wfv7vm5sC2CR3/m9umDe/8J3vUxjyVOEC3qEKjSaFU6ji+d0Vn/0qZ840fL7T/uVD53gJ70tD7yRjaIInneiVTPSKdYOjk72SCc6IniWZaBoYrxMZ8nljud2G12x9XIfhfstEVPvn462TXnVjxDqDe8mEY+EEqnDGpGDGpHDKpGAGVTa7pnSaWD12qsHQUMOl5+e1pNwuvxH04tDuJKLz7W3m1zaYR9ouibRafMH6r/OWS69jzaIwa66gV8U6rb2E+Svaef11p3XXXdZHb7a5tcXmwTbrGOza2y5rH26xittin7AFHbcTHbcTHbfLPtHdMfH0xVuPC2Jye6416F8xDXldEzWCsfa+ic5eDadHz+BpWoWaZr6mWaSqFyiaRRBNpGD2KDt7ld29OkH/+IDEMCQeG5GMCwe1XQMazuAYq0fD4utY/DE6b7yNo2nv1jZ1Qk2dUFWH/EPbaEYLhOoRjo4OQWNyxQQk/6qEPqtGZ9UD05r+ObVoWsmdVtLmoJZ5RfOcvMGo64BVTFjFnFfzjNreee3grGpkRicxKKT6UUgnU8mGpXwRRGdJq9ukb6uklz8MHns9eihtdFf8sMOTgS3xEjB5+NAryd2igZTivvxGWQlNwuSpOHytQAiJ+tR8EdTNgzrYijKaIrV4MDZHEvl6iPS8f2d8P/7Z0P60vjMfhlOLB7OrRsvbhpo7ZV18iMOT8zgyAWdUU14pzogfSb4lSb41mf5Y+ux2x9mI6hByHnVDIXVDDmCfT7Yv8naoOLSFGUOFc2/DdRnwp1dwSxZMq4A7q4wDXFg1aNRIYLEQZrbBTZVwfiac/AROfGB4dE13P3ro3ometLOathf6odYJneqzRmvQ6XUaLQSppBKFZLCP19b85vGtV7Fn6mKvDEZdYFHdOScA1cMT889uQZcjh04H8o5Sm312lYKO7cE7GeH7WsO31R/f234VZN/067zpW3/Ws+U0nnGewjjryzjv13bKuyUCaA/1bDno1hbk0RTkTjvq1nnSg3WKwDkKskKJHYco7IPUrkNeouP7ecf9e04F8MJ9uScPdJ8JYJ8K7Djp130mgB2+vysisPNwACv0APfIEdbh0K6QoI5DwYyQg/TgwI7DgbTQg4UkfBZhZyZhMzLhF+93r9vv1Xpgf5MXpSmAyjl6WHA2si/qnDL2puz2XdWjR6q4e/Opqca3WcMpLzcd8kPSqRypIHYhBJloRyViqRQHChlNIuIoJDsiYE+h2JCJaJCAjFFI7CeaTF6YxcgglkzEkQnIWY8jmYRYPRe8oxTAlujuSCXaEj0dQBKG4I4huGPJRCyZaEfyQHwPWDIBSyYifgU7ksd37/t3aulABexIHvYACUMiWJE8bcgESzLJnASYk4hricA6H9+1B8P+PHrnPxfSTKI+/HDnEypOhHou/SFNa5JhQL03mmTN/m1t//hf6tV3E0O+8bvLwQRBtNy5hV9z51GFMCoXNsmfQRUaUYUzqNJ5m/IvpE/TEfVfr7V9fsmezGZP1AnGO3qnhEPjouFJ0cj44Ohkz7C+R6ITjYzz+sfq+/TVvPFSjqGQM/GS/SWJqX/GnLhF/xzeMubdoPeqM+ArJheXTqKKJ1ElU6iiWVTxvGXxtE/5xIMqfWtFiygvm5Z0vTQ2+GXgtjQv12ee2Ps7MdGuZldxKy/Z/XXRemmU/eqbzuticeYxzmujndffcDG/4WQWs9HyxmarmI2WtzZZIjzxlsv6Oy6WCZttnu6wfrYT92g7Jp64+Vb08+tpjAulygsNhrROfTHLUMUdQzomOnlaBl/VKlQ1CqBvi0JVS6+C3qvsEGpYfdrBkYnBkfEBydiAZEw0qO3qV7KHtGyhlsHTMHg6Ol9H69a0sFW1LOWnDlU5XfmuQZFUA6GEvNHhAYUGUhoUsq9KaEavnNYOflUOzKj6p6GeKQVrWsWcV9LnoJZ5JX1O1T6jZs/p+POanln9sFE3PK0VjysgrUIJSRWjYojVNdpOkxW1jGZUiS/k9oW/HKIkS3Y/kzrFDW9MHAGS+4+9FD0oG3pVKc5vlDWzpGyeQsiT9/Zp+vs0PSIlXwSxBJpyOpRYMno3R37h1aBfyuD2hGFC0rBf6kjEC0FiuSSrWlLWImnuEPO5kJAn7xEpe/mQrqBAnHJ/MClK/eru57fxqoT77KjT5aHgB7xjFgGXDTjmAPY5RLviAKfOWIrxw3WYVgGXvIU/Js8XJxtrP8CNhXBHJcxvheVio0RkZLfCjRXwh5dTTx/qHt4W374w/OGqgv3+yzBrSjc6qVdPaLUT+jGtViuXQ7JhsXRwUEBrTb0V/fL66erzkT2njnWHkgYvhIzdvwLHP+4NOtRM2Fu81/mjm+N9F7O3W+1LPbE1AZtZt/xFDw71Pw4benKCft2v7YIX/WIA/VwA45RPx3FKSwTQeNit/bhHY9ietvC9nSfxzAiAGUbgnARphz2aA/a0+e6iH3DrDAG6D3tygt0ZB907Dnl0HCGyIsicMLA7nCI4FiiICOSF+rMPevNDDwmPBQmPhAoOh3AjDncdCWEHB9MPHUzf5fJkk93r3S7zJ2abAAAgAElEQVTlwJ4aqmc1waPaza14x7bC3Ztzd7pUeO6qJu5p9KM27wfpQb6dpwIVsZfG796FnyaMPntMCvDFeZOwXkQcBcCQCA4UsqMPiCUT7H0WooqR9zgK4EgFkbsZLIjHUUgIgiAOAxwFcADxjj4gonyhQYI9ccG57gDi7ckAhkSwI+HR3oADFUBc78gG0AZwsyfjsWQCmuCG2LUQxQohfQuOLQIe0cIQ/ojMWfZEABH1MSSCNQm08fOx3h+6+MTt3yPjf730CnWz6oe4HlTCCOqFEvXGgMqbRuXMIblXPyywQqNJyTfkyjeiCmGTvIWpyuQjjMqbRuUbUdnzJgXzqGIYlTODyp0zyZ9D5c2bFMybFMyj8qaXl8xu/zRN+TRxtHnyCWPiBfNzNtvQwJ9g94xzBz4LhyZEw4bBkYnB0cl+iWFQ/rl7ZII9PMEamGjqG6voGS8WTrzjG1LZukftk9H0iVNNE2H1E5srJy0qp01qplClX1BF0y7FY/E1+vqWEWlzDT07oe5uSNklSuaB3ZkHd6ZTnV+QnZ7ttXq2xyZut3Xcbrv7Wy1ub1n/YKvFo60Wcbus4vfaP91lG+/heH+n7f2dtne3297eahuDXRuLWxeFWRPtvP7eRvOH222egtRrp+4FpQoDC7RhVROnmwwv23RFbEMT39As1LN69W0ifbtQS+vR1PBVtQJ1rUDZyIXahPIOobxLCHF61IIh7dCIfnBE3zcyJhrU8gbUHT0yZg/UwtPUctQ1XapyurKgXZXZCGXVKl42QPerFDHVChSfJ+3vk6jkCr1cMQVB0zpoWiue0Q5O6wamlMIpJXdW3T2nYc6qOme0HdMq5qy6e04rnNEOzuiGZnSSaZXCIIXGpCpIqhwZlLO4slaGvKxZ8boSuvRhNOLlKJg0sDFRsiFukJDQ75vcF5TaGVc89LpKXNQ2Us8e5Ajlgn5lT59ysE892KftE6k4AnUtS5laNHo3X3o+a/TQ8yGPhBHPhOHAlKETWfKE0oHXVeLSZnFTp4TDk4uEkJAnH+CMSnLzhp/fhZ7HqN7fm/uQrEyNZ18/WxpKyaG4vvKwyyQ4ZAGYAiq2yN9ZcJv65d1luL1kvjIbLsuAC18YK1/CFe/huiy4sQDuZ8GSIVjIhesK4cxX489uDz843/vojKIpcWqw+atWPDMOTeu1Bo1mQj+mUakhuVIhFg/3cLtqK9Ojo55EHsk+GSI4HcwNpQydD9bdPTfx4GKHFz5/m+tLtF2MxYpIs8Vn7Bc/3W5a6b9BFn8OSjgnjTupSD7T+zCMdyuk8+oh5pWD7ce8aSe8GiMITccJ7ceA9gi3jgh32lF3xnECMwLoOubJDCM0Be5pDNjZesCNddijKwzPCfXoDHZjBe3jHaWyj5I7jxC7I0iiEwf54f49R/25B325IQGC8CDhkeCBoxGio2Hsw0HssOBGX6+nG2yv2qx7vcmhcI/T+y3Yly7oJDv0A3PLZCvLFGurdBfLN1vQH3c5F3m6lJM3NR/0GLl0Qncjeu7evfH4J97+PjhvkiMFcPQBnbzIC9d8lAX7AoI1CAY5e1MwAELrCMjnaJCA8yZjvYj2RMABxOPIBAcQb0v0xJCIWBLgRAEdQQKG6OEAAgjiOIAADiTaA+4O31aHNoCbAxWw8XTDENy/i/RoYGGriNgsvotfyAiGACWaQERCtdBkshWFbEml2O0/tO7oraXn0lFX3qFiS1Ep/ajkEVSqEpWhM8ldkKhM8o2oXBhV/H3xN//3ujAPRiFl9Atk8NuZTu7cgu6OsMUFajmLKpmyqIb3VU5GNMzENH5Jbp983zFZ1D3ZLhpn9U5w+ib4wxM9IxO9koleyUSfdLJnRMsb1gokBu6wob3P0NCjqxGM5fPGXndOxDMM12hfTrdNUmvHd1fpMWWG34sm/ln5ZUP5+PsydUdzn6Qij5Vxv/7WwZKz1Jzg3W8CtmX6bXzt5ZpOwqWBmDQiJoPgmIx3SnLHJnk4vSS7ZpCd3nhteuO1Kd1rUxKwMYng8tTN+fFe7E3Xtdex66OxZjHYtU82WyThNyQcOnX5Wv6mbC2pzBDy6fP5hrF0hraga6yqW90q1HX2G77p7ppmvqZRANWL1PUCRasI6uxVsnpU3B45v1+LtOYIhtX8IRVzUEnrg5r5mkoW9KlTUdqmLGxTvW9WpTWpntUq7tVAV0pVp4vkKI5Q3tsj18ghnUz+VQlNq6EpnWRKLZnRDM+o+hDAmlGzZ9TsWXXHvJY/q+bOaYVTmoGvWvGUTvZFKx+HlPpRlVysGBmEmJzR2rbRwrrRN6Xic+9HDr4Uu6dKNj8e3vlsYOfzAZ+XA0ffCp4XD7yrGf7YNlzdJRH2KER9yoF+9dCQqr9H3SdSsbnqGoY8rUJ2o1B66oPcP122L0G8J74vIEV8+N1IXGl/WuVQTb24uVMm4Mr6e5T9vYpejng4K3sg5bbs5Q1D9kP4/YvJ9ARO7IWqcJ98383ZFOccwD4Xjymm4mrDdvbfDh1/EwW3FMCVH+CSt3DJa7jsBVz5Fq7Nh+sL4I5qeKjLOMCFW+vhjP9P1VtGt5Wn6b7bddc699w7c07fPtMDPX2me7q6uqoSx+xAQaBSSRyDpK29RWYmmdmxw4kdNiZ2EieOmZlBZhJLlgwyiJnBDjhg3Q/bSc1Za3/Qsr+/6/0/7/P8nvtvHt0R3cnYKL+k53e+0/LemRTvbeo3VuOOSWM1aPVanUqhVglFQgZtvq+vOCejJDWyOiWQlR/JTw3cuBRpvJNmvJM85Xe+6tjhMsdvrn//v7O+/eOto38tPvWf/QTP95V5b6tu7jy7YXyeqy7PWbtP5l+L5uQGLyQRp8nYuQR4Lhk7lwrOxPksJqDpSWhqvC87EcOJRdOjvRiRF+dCveZDLi5FXFiOg/jxMDMSxQz14cfDy3EQl4xlxoHrqaFbqTGrsQEr4QGC8OCV6CBhYswGOZIdHbpKjmJFkMZxmHueTtmH/nbX5bv6405PjhxK+/O/wX/4B/Tv/yf+D/8z4c//dvv7P1V4Hipx/7bq9PdNPm6jJC9xVrT5Vrb1wRXLgxsRUZGeMPooDuMJoxE0uwuM8YDBYwT4xwD/YwQYEb+RpxkiV7nAsBMOg9Q7I1B2ZH55EBB/FngUh/HEojxhNDKtnLGoA9wCFn0UxrpjfN1AXyfQzxnri/jXHdEXETHLFcY4gT4eWMwRX5QzCuMG+rpifNxAX0Rfd8aijoAgsnYdAf2Q8vpDvqjDINaJiD/sH/qvyTf+MaMMuFz31c1+oHwNqJABz7T/V40VaPkAtOwdzJrf8oP7QPtn+1WH3aHdDrTuH3xtSCj6o0OnHWj5BHR8xssgA65j36HrAzD4/s+D738ZeU+Y/HBp+t3D+bePl3ZrmDvjPNv8qnVpw8oW7/DEtg3Zzrb8zYZsRyjZEYgMArFNILaxhbv0bdvClm1my9bMML9i2B7Mm6/SrPGTu0Hjr88Pv3Yd2P2+z4oetLQMKLhTvO32l/xnBZQboZ0J3u3h51pCTzcG/FRP+LGGeOwl8egr3PE6/A/NhJ+a8SdrcT/W4H6sI/xcTzxZTfzpJf7nl/CJKvjHauinF9gf7513vv7zoes/Hyo8fajy4vEnOPSjrAeZd8e+bbNh+95EDr9Om7FVUW29bMso2zjHN9IFNvqaAbkSzq7rxlc04yua6VXNwpqGvq5hbeo4a5q1LdOW0LApNG3KzPxNHWtDTV3VzK7oeumaliVV44K+ZlbznKK9P6ItGNfeHNQldCjCevQAl68SCBQ6hcakVNnUync67VujfM8o3TNKP+gkH41re1reBx33g5r90bTyybj2Ub/+wbD+wSzdMyvfm7VvTVqLQmOQauUyjVSiWWZpphblvRPq6iFVau12yEsJqlJyrFT2c6kUVSkKrxXnNm6XDWzWjW/00MQLPOX2hm57UyMW6sQik3DTuCXQLy9rxxnKF+Pqwk7V9Xpl1EuZV7kYXakIqNqKfbX9sFdYTZGNzEnnuHLummp7Qyfc1ItY4o2GGlHlDdXLK7rm+2+aK8wVRYxr6ROJxHbSj63QsRb0kTZfxxHi8YVEn+1b0R9r7uzPNNop7fbBF/tD1fa+avtovZ3Saqe02uk9+4I5+zbXzqF+ePZQXnZF8viKtPOuTbnw0aLYM6veWzW7Zv07k8Gm1em1OoVMLeStsacokw2Nd9MS7qWEPcsMn7kWr8hNkORFmgty3hTmD/t6V/7g9Mjtmwceh+6f/v7hmUOVZ51boWM75UkfXlx+U3Xd9PSKuuKS8EEG/2Ys73IkMy2ImUpkpBHpGaRpMmYpEbuYgF6M9WWl4JlkLDUaZMVjmTEYRoQfNdKLG+XFjvFejgdZsSAj3Jcd5bMcD3LJWF4iXpAcvp0Vs5EUthobIIwPWIsJ2EqMXIsNW4kOWo4KpwcHjELej35yynH8c/73/1nqeuj6N3+M/fPv/H7/Dz6/+79R//jf4H/9H7F//WOBy38+OfFdxQ/f1f/qNIQ/J8+IlubFGgqyNXeup8dGHyVBR3EYDxh0xvoiFapuOPAoDLuCGHcIg/wLuRi64UBkKiFmBSfsQXOEB4xGgApOoA8iTnkiExBGO6H8XGGUG9bPA0Z7wmhX8ItihfKA0YdA38NYNCKifYHPuEMYZxDjhEF/2bOQxc0RQh0CMY4Q6jAWsVygD4G+h0DMYRx8iEh0DIz938m3/pBe5JBf41AwBJTygKdy4JkeqLIdEBc6fjsCOvQd+N0P9qyOg/XKoflAdHfo+HhgMW3d/+pLiKfFDjR8OHC993wAht7/w/De0Ym3KZTd7NndKwuvy2iWHrZthPd6YmWHtrXDFu+siax8sXlTuiOU7GyIjesiy6Z0Z0Vs5YisNNHO7Katf9XazLM9ZVqLaeabYztRQxZwxHy+b+fUwG54r+VVzzZjdInfVMwuy5u+GjWUBjaHnGoOOdUS+EtT4M81ASde+R+vJRyvJ51oDPipMfBUU8j5pqBfWgK9XpHOviKdrSacqcWfqiGcbCD+Wh94/hnxdCV46uFFj8ILTs+xZ6oS4guvVYdULP+9a9e31xo2+jp5yvSSZuliWobYlqlVA33NhNga5td0FJ56dEU9tnowsObXdNQNLXNdu7ZlWt00rm4a+dt65oaWuqKbXdFRWNr2BV3jnLZyTnePor0xqrk6bMgY1pBHtMROFaHdAFBZ8hW+Ui7TKBQqm0b7Tqfds2j3zCpkbL03CvcMWx8M6x+Ngo9GwUf9+ifTxiejcN8of2+S7RlUOxqVSWbQSIwykWFDoGEsaSZn1W3j6qIOCfmVkvRc5VUuPVYsRpXKAirESa+2L/dJGkck7UvioRURXaCUiPQyiVEm1cqlJtGWYXPLyFk3TDK1tcOa+53KvCY58bnIu3QLXaIIey5Prtsq6pc0jkgG56VzbMn6plYo1Eq2dRK2aONFpbCqQFlzw9h0X1J+Y6vkEutmAiXVfyz8l7GgM0Pwz6P4k5PhZ5hpuM1b0ZYy5Er40j7RaJ9qsk937dMH9ul9du6QfYtqF3H2RXz79pq9pdb8vEDbU27gt+2Ztvdsmne72jc29Rur3mYw2LQGndIgEUkZM7S+hvra+7cvR5FuR+HvJgc35CWa7t6W30qS5MfqC1JmIsAa3+PN0MnOML+eCL+OgPOtqDNPf3Veux0kLok3PM1WVeZul2WtP8oU3EjiXApj5gRw80M4l0MYeUHzKdBCMkRNguZj/GiJqMU4P1YytJxCYJFhehKakwSy4rGcWDQnEcNKQDNifOgh55bDvflR4HpG0FpsyHpc8Bo5eCM5RJgUKk4I2YwLXg0hsANx9EDcJAHV6nfuxdkfa7zPlF04VnD8b3fcvr526N8KXf9S7PHNfZf/uOv67/c9//TU61AddLzO5+faXzw6vU7Qgy9upgWqrsTpbiQXJ8YcJ2HcsOijJMgdwvxXYIMbHutEAF0I2GMErBvo6wmjPWDQAwbd8VikQtUdwhwjwB4w6AGjXQhYTwLeGYLccKAriHHHY5CGelcY44TDukBoDxjtjEY5gX5OeJQb1s8d4+uO8XVD+zj7+SFT6cuT8AjG1wmLdcKArmg/Dwjl5HPBDe3jBPo4oi8ewXi7QOi/QX7fwn6OEMYRQkp3IEci6bB/6F9TCn6f/gS42gzc7AeKl4FyiUOlAXhp+qrpw+cY86ff/O4I7/iL7t6x79D5WX1v+wi02Q9k+I7PCJrWA5AW0PoRaP/g0PUe6PkIDNv/bfDdhZHdsIn36TN7NxdfP6HvVlFtbUzbMGdnasW6uG5dWrcwt3fWRNZt6etN+a5AZtqU7gjE1g3ZzorYOrtum1i3dPBtdRzLNZold9aaNLmDGTZBg5bsfm3rkIA6OL5RdZtVHDdzNXwmL2T2kv9EBmEowW8qFTucBHbH+XTH+fTEeg0lYgYT0IMJ6L5479Y4n1ay78vQC9UB52sCT9X6/1JDOltP+vU54XQ1fOYV9qc63MmOSKgl5/7tB6MXq9Xu3VafPmvskPnWuOnpgrmLoR/jW2fXzEyBibFqYvAMsyuGyVX1OFc5uaqeX9PNruiQsM7Cmo69pmevGbkCPXtNP83TDTL1rWxtG1VXPq0rmDDkT+pThnSJvZqILoN/m5bQZvFoMX7baADGFuQclkwkUqkU2gMly6h9rVPsGaXvDdJ3Bsl7o3DfJPpkFNotkn2T+INZ+t4ke2dS7OplNrXSotaoZVqJULMtUK+t6GbndX3TyqZRRVm7nFyj83siO1emOFkk9K7YDqqSxDcJb/RKG6e3OmmiKY54ZVMjkx30dClkRolIv7FpWFkxzDA1NeOq8gH19WZJYLXiTLn4bIUY81wU07hV1iuumRD3z0pnmJKNLY1YqJMI1DLW9trzku2nBcrqu5qXhRtFl1ZuJnKvx85kBoxGnBsNOzMVdnYs5Ie5qHOsFPz67Qjxw+T91of2gVf2qQb7fId9sc/Oouyzp+2bdPsWzy5csYvX7OI1+0CXra303ULTa9Hke4vqvVXzccfw3mrYNettJrNJY1ArdcJNOXV0+kXxvfuXU+JJF8lE78xg1MN4+P39u/o7Bdu5ccq8uLWs6M6wsy3Bp8Zi0JMJ/kNRfg3QyWrfH4YzfeQPYuXFZFV5hqQoW1SUIbiVzMkPZ2cGcC+FrFwJ5eQGzGcRZrMCp1Pxo2S/2RQMPQPPTMPRErCMWBQrHsNOQHPjMKtJOF4qvJyM5STAzBgMPwoUkOGt9KCNqGBBBGkrNmAjNkiQFLiWELga7c8LxC9BF6dgrzHchTrfX2q8z9Sifq3xPvPM78eqs56Vpz0qT3s8/dmlyPWbIve/Pf7JsRl3diI5vM3/Yv3Fox2+P7JD0ctxkCQ3VHmDXJWeiA6EjsGYoxDak4h1JUJOBPAIDHkS4aP+eMQ16oZDu2HB40ScGw50hFDHSETkB8JxdyFgnQggok+5Y/1O4LFuoC+iXiFtqd/j0UdgEIHJuMIoxHrqjEUhgjqybSGWUSQY5Ijyc4VgZN4hNlEP1EF+EHE8IAgHhFDqDEHfozHfE3CHAsL/Gnf1T1nPgbwG4Eq3Q6kAKBMC1RqHaiPS/wy02YHOg6J5h46PDl2fgPYPv5V3tX0mIHd9fid2fQLaPh6oVx1fHKT7Dsi+doBUfg/0vT/Zv4cefBcy8TqBsntp4U3R4uunSzv19J0BvmWQa0LGFlto44lt62KbQGyVSHfEstdbUvOWbJct3lnaMI/xrW3LlicM8625nfRJWwTFdIVirh6XjwxSad09q0/y2CXxS4Vh9BvhizeDp/IJlAyIkgGNp4ITmfBICmYg2W8kGT+c4j+QjB9L8h9IxHUkYtvI2NYYv+qgczX+v1YH/vI84NRz4skq3Jln2BNVuFODSeENtypul8x6v9J4dFjRfZbQkd2UKdsrmrWTaxrkGmd5esa6kcEz0PiGRZ5mclVNWVPPrGmneZqpFfX8mo62qmfwdcw1M0OgR/LPYxxdB1vXSNVUUrVXp7QJw5qYfm1Qr+5oi/5Yu/Vkg/lEswlo1AKNBmB8Xs6kKTY3VXKJWiNTGVSaXa38nVH93qJ+Y5K+MynemWRvjdI9o/CjRfbeJNkzy/fM8vdm7Y5WbdNoLSq1SqqWbWs21zX8ZTVlUddCkb4YUd9vU0a9lPk9lvxSJv+5VAo/3w59tZ3dtlnUudW+JO6iS+ZWVCuig4GFfDKJXrhpXFnTz7ENNRPa8l71rWZlTLXmYrniXIUksEoWWy8tHtx+NSoapatm2QqhUCuVaORbGglta+15sfTZLcnT66InNzeKcri34mn5UXPZQaNR58cjzk5F/DIWfIoa6s2MA1n5eMGtGHvdLXt3hX2kwb7Qa2cM7bOm7Ly5/XWqXbhi3+TZN1f213n26YG3lBe7vM4dNeu9VbNn0e5ZtO+thrdaza5GZ1TrVQr15rpkZnyi5v7DoszoNKJPIuZ0CvhzPuk863Ks7c6NjdwUQXrQmxu525dj5jNIs1mB3OvR1JyAoQS/9pBznbFowbVwUUmisDhBUZqx/ShlqzBNkE/m5URxMwM5WYG83JClVNxcOnEqk7hwibiQBS1kEhcyiYtpOFo8OBfpwyZDvGTCcgrEy8Dz06G1VCI/DreehBemEddS/XkRRH4wVhCBW4/1X00IFiaFrpMJK2HwLHh+yu98N/Z8A3i+EfaqJ51vwl1sgrzqwLN1vr80+Pzy7Jej5T84l//sWH76u45IkHk9YzQ1vIV4tgP1AzUcvZJMlFyOEl5OqM+N9fPHeGJRx/xhTyLWDQceJeFccThXGONJhJGcIPJYcycQjoCgCxZEVjAnHMYVwrpCWDfcAXcU0d09YfRREuQKoxBoshPodwjl7YTDOOFRTqCPC+TnhkMjw8gFQh+Bwe8hNFJYj2BLnbGow1g/JAWNCGfHCLA7iCSivQ88XGgfN9DXFfQ9Avp5wOARCD7kH/h3Ysifkwv+klLyL1frgVu9QBnboULw1TMN8MoKNLwBWt8C7V8wx3agzQ60fABa9x06/ktm8LO51KHrkwMieHXsO3R8BDo/Hkjv3QecLKANQc18Avo/AUP2Pw+/PzX2Hhx7EzGxe2Xh7c3F13cXdl8wd1vYtha6uYtjGuQaFwUWxpZtdcu6IrauS6xbsl2RdHdDYuMKLUvrlmmBbYxvq6IZH8xYrs7upI/b7o5r2obXFwZn+V1Na0/TeCVJrIcxrAdxi4WRczdC53JJk1k4Sho0lIIZSMMNp0JDCbjh5MDBJPxQMmkgGd+XHNiX7N8Wg22NBhsjLtaFXWiI8KkNv1AX4lUdcL4myKsvPa7pbsP1J0yvOu3RbpNvrzV82JYxtfOUaW1jmid4RuqKib1qZfKN9DXDHE9N4WopPDXyTS2rF1cNjHXj7IpuZXWHvmJkbhhm+PrBZW07V1+xpCleUCcMa/C9Mt9u3cV203f12n+uN35dYwRqLECjGXhlBLpmpNMLstVVqUio1Cp0ZpV+R6t7Y9C90av3TJp3JsWuTvTOJHtvUby3yj6Y5R9tmj2z6p1Ou6NVmxUao0ItFmq2Ber1VT2Lpe6nqFsGFGX9qustcsILhdcTyfkSuVeRBHohjG+U5zWLirq3OxfEFL6cuiYXbGsUMqNaZdBqTBq1UaUwi7YMvHXjPFdXM66q7NFcbVEk1Sl8y8WoCmXgM0VCjexRv6RmVNa+qJjmqDa2dOJto0xkkDA215/cEzy5ufXk8urjXPajJNqdaNqVyOks0lD0RUrIOUrAyQn8z1OBvyxGXKQlYwRXo0yl1+ydD/aHq+xzzXbmuJ07bV+esQto9g2mfZVp5yzYGXP786OfaL2v16feaTbeGdUfTfp3Zt0bg25HY7DoDBqVViNSb6zLRvtGK25fvxJDyA7CpBEvpuO98kO9O5L9N64mCq/m8pIC5blR1stZu1fztAVZH4pvvn10RV2YxcwPG88KZN0Ilzwkrz+KEz9IERYkrV9PXL2awMuKXM7wX04L5KYF01Px9DSYkUmYz8DPZ+Fo2SR6ZiAjjchKgDgJMI+M5SXC/BT8em4QP5OwnE3kJQVupQevpwavpYSspwavx+E2k/y3Ev3X4/DrySRBShA3xn/e32sEd64f/rUVPtcW6NMT4N0d4tsRgGn3922FLjaBv9b6/lx+0rXkZ7c6v6PjZP+NkjuMgvyBuIAO4q+LYd6sOMJaTrToQVJbXkxITOAPBMiDACIoK08c9hgBRohXh1FebjjQDYf2gFAukJ8nDuOJw54gEZ1wGDcc6I6DXSHsURIOiSIih0XEN3+CBLtj/TxgtBPKD0E7eMDoI1gfpJniy+URCfQgxc5I/dcXY4QreJDvccf6uaH9kFOjI/qiBw51nIhzRaM9YPRhH29XNNoZhJwIpO/9Q/4Yf/0PaeX/llsDXO8FipeB0m2gUge8NAGtbw+uhH1fFKvPiRxkXWqzAx37Dj2fX4vtn4A2O9Dx4beYYdeng+Pg53ShQ8dHoGcf6P4A9L9xGPnoMvLRa/wdYXwnZ273ysLr60s79xesT5nWlyxrHcfSwrFMre9MC2y0DQtbaNmQ7m7Kd7dltm2ZRSC2rmzvsES2SYG1mW6pnNPdXDTmTppfUFYpw+yNwUFp+6vVx8mbpamrRclrDxKZhRGLN4Mpl/3Hs4mUDGgiEx5Ox44koUeSsYMJ0FAyYTiF2J9I6CUTusj49gSojYxuiPLuScQPkQO6YuHmKJ/GSN/maMxIbm79w9b8SoFPs9Gx24gasoQP27IotmqqrZ1pHuWaqSsmxqqJsWqi8Q1LAsMYV0nhqYeWVRMrqtll1Txfw1gzsNf0DL6OumKY4xvn10xdDG3dou7Zgu7OhDasRw716s+1ab5uUvy+xgzUWoF6C1BvAV5ZgBc7QO2osJsiprFlPK5SuKkXCzVapcqk0Zk0GqNG+dage2vS2ozqd0b1O5eBg74AACAASURBVKP6rUn92qB+a9JaVGqjWqtRaZUKrWBNweVpF5jakQXlqyHZ0y71zSZZUp3i7GPR+XLlL2Vy8Ik8rn4rq010u3vjxZhknKGc4SmWt5RCoVolN+jUJp3apNeYVQqzeNvIW9GPMzXtFM3jbtWVRlnYK5lXudT7iTTgqTSlVvSgR/FiRN01q5ykKZfX1cJNvXpTr57f3Kwpk1fdEpdf5j3M4DxKYj9MpN6Ins0OGov0Gg88O0Q6PYo/OUT8aSr4zHwclnWJKH4QY28qtA+9+DTfaueM7m8s2vlU+yrNvsq0s+b36YP2iV77RP3H5cldybpRJrGo1AaVxqDSGBVarUKvEunF22rhlobLkoz2Ukou52eHo6/G+N0j4x8kEJ6kEV+m+jcnwGNRvuvxpKlA3yn8aXr4uZUUePd+3seiK58eXbMX37I/v7tTed3wJE9RmrJ+M3LrevTG1ciV3PDl9CBWGmklO4ibGcjICORkBXNyg5mXAlm5gQuZxIVUmJVBoqfgaOkERjqOnoKjpxI4WYH83GB+TggvMXiFHLSREr6WErSWH8LO9F9OD9pICtuIDVqPDuBE49lkaC4U7A3wbiV5tQWi+6PwY3EBFHLIcHzoWHTEWHz0YEx4RyixJ4I0Rg6dSIlYLshVV1XJXzxdvlPYFx8wEenLSQjcyIuR3kmavpmTHR9+IpB4nIg7QcIfJ+LccIgrHe1BgBBcjCcO6wT6eOKwh7F+HgF4xO5wBEYjOvpRHMYDQh0416EDDd4Th3GB/Jyxvp44LILW8iRinSG0I0KtgTAeEModRB8QuGAMAow/DKM8CKAT6OOMRnniME6gnxsOdEaj3AiY79C+R2DwCM7PCfRBWgsd0T6HsX6OEPbvGNT3OPhQQMg3cfl/SCn679lVQOEgUMIByoRfVWmBV0agxX5Aien+hDzlvureB9r3vsjwDu12oOWDQ/Mnh9bPGcNOO9Btd2j+8F/cDAdvQwckRN33Dhj8CAy++Wrg/R96d48NvvMeeoub2A2ZskXP7CbOv8lY2L1Ctd1a3CmmWR9TLbUcayvP1suzzq7b6Ns21rZ1VWLbku1uyWzrIgtbaKFtWDrZ5nq69fG87smMZmCczaGMaAea5I0PBZVp66VJq0XJK4+SOEUxjAfRMzdCxnJJA5ngcDp2OAk3QMb0xGG648GOeExXLNxFJvYkBXSR8f1kYluEX2ukT3cstj+R1JUe0JqKbyOj2xPA/oKCJ48GUhqlfl3m091maNAS02e5MmWtYVoH2NYJnnVhxUpbNdP4hkWufp5nGOPohjnqQY5qdFk7taydXdFQV3SMVROTa2TwTEtc8xhH18DQlNE0BVPqSxQt3Kn9oVn1VbMWqNEAr3aAF2ag+jXw0gS82gFq3gAvR+QNw+IxmmiOK+XwlNsCtVKu0qo1BpXKrFRZ1RqrQWM1aKxqzVuDzqZR7WhUNo3WLNOaZAaVVKPc1HD5KtqyZnJJNTylKu1VFHTILzXLA17Kz5drzpTKfcolxEoRuUV6rUP+oGe7ZUwyzlQt8hUrIs2mWKnRItPKqpZbZTKDUGxaXTfMsXUNQ5qHA+rrnZrYGuW5colPhYxYKY18tvGoR/W4T9E6LaHQleubeqFQK9swKGibsrqnoqq7248vLxelcR8k8+8l065ETuUGDIdf7A861Rtwaiz0bH/Aj0PBp2djfWhJuM3CKHtbgX386f5Cm50zbufN7gtYdj51nz1rnxmyT3fvjzXaB2rfskcM4g2dTKyWK7QyrUauVSt1cplGtK0WbGuYqyoOU00Z4pbeKbgUiX6QEPQsO7LmSnhNfnhHbkRdArExCqREYmlkEjUcPRt8ejHOz1iYYSzM0BekmO8kfyq5bC3NNZWmq0rT+bcjV2+E8i+HcDNDuRnhyxkBjFQ8IxXPyCbSMonUHH96dsBSNmkhk0DLINFTCUupOEYqzEgjMNIIi8mE5ZzglaxQQWYwOxJmRcKsGHg5kcTNDlrLCeelBwmSggXkwOUYAj2KwI7CzQSB/QF+bQGYznDcUFzgeELYZGoUJSluNiV2MSVuihw5nhBBvZTOupzLL8gVFd15U1NrqapbKX80nUueisTRyQGrl0NEdxJn7ubkJUb+QIKOk7AIph0pjHCHMG448BiJeIwAu+Mxnv6QOx6N8EgRxDviaD9GwCJB6AOUFRblDh0cHF0gP1cSeARGH8aiPQKIzlhfD8JBBQ7iw3LBoF1hPIIw/UJocAJ9EJf8FweWCwbtDqFc0KAbBnUUD7qgvZHAoyPaxxmLcoSw32Exh/C47wNDvo3L/WNKyT+nVwHXu78qXQXK5cBzA/DcBjR8ABo+fMnW/OaxQlzvHftf9X4xXtmBzgOkzMH+1b0P9Owf+Evb9xw6PiKyvUP/B2DwI9D3Eeh9+/fhndOUjz5je7iJ3eiZ3bip3aTJndRRy6WpnbzZ3etzb+/N2J7SrLWs3U6uZVJgXdqwcgVmntC6Kd3Zku2ubpv4YjN1Q9/FNTRSTVVLppdzmtkZmmB0SNJfY2h/sF2Vv1GZKanM3C5P5T6MnbsRPn8tbO569OAl3EA6NJSAGyTDPdHorhh0RzymNcavNR7dGottjodaYuH2SFRTmFdPNHogDhzMCetLC+5PD+pJCugtLH7yeDqmXQX3mn/pNqAGTMlju1fHbbUMaw9dP8u30lbNbIGVytHTuIa5Zf0oRz3MU/dylYM8xeSqenZZtcBV0fgmGtfAWDXNsXVzfGMjVfV4Rl9I0aWPqn27tEdaVECtDnihB17ZgFc7DjW7QK0NqLYBNbtAea/85YBkYE42SZcgF0OJUCWXqBUytVauNirUFrXGrNVa1BqbUWvSaS1qjUWp1Sp0colaItSINrUstm5hQT00pWqjKO52SC41yxJqxcQK+Q9litPl2vNlCtJTSVrzWmHvVsmwqG56c4qtZK6qtjY1Mqlar7Hq1CaDzqxVGRUy85bMwF7Tz7F1zaP64m5NXpM85pXqwjPtz+UyzDNZeI38doe4rF/VNqEcWFLyV3XCTb1sXaOkrasbXuibKjcrC7mPMpYKIhm3Y+h5obPZhKHws4MhZ8Yjzg77nxwknhoL+IUS5rWQ6Ld1N8beVGifqLIvdNupA3be7D5/zs6Zsc+N2Md77EPN9rb69x1PLQsUzeq6XKSUi5SyTaVcpJRLtNsCtWBVxeWrmFztPE01OS54VfbiekpweXpoRU504+20roKM9vzYjszo5jhCdyyGnxC2khK5lOLPzyaa7mcYCtKVBUmi60G64lRjWZa6KFVfksa+GcbKJjGy/ZlpQVxyICeNREsnLKXi6Kl4ZlYAMyeAlRfEyAtayCRScwIYmf7URJiZTmKkEWnphKUUIicnlJMVvJwaygjHsSJARjSGHQ2uphB42aH8jGB+chArFlyOxbBiQXoUaiQINRCOaff37Y/CTyQGzqaEzqRHz6TFLSTFzydEzyTGzqfEcfKyxLfuWh8VW0pK3794+a7mhaj80cL1tPEEHDU1iJMbJLkTz3146W569M8B4A8BCNYdqaLAHvPHewTgnfHgl6PhURLkgvE75o9H5C3PQIIriHIFMU6QrzuEQZrBPInYYzjIHcK44dCeRKwTHuUIYZ1AyAVCexKxhz+bTl0gtCPsiyxKnkT4MBZ9hPjZN4/1Q1YzN6wfUmfvAvl5wGgXNIgwl91BtBsJPoxFH8ZB32ExjhD2eyLW0Z/4nX/Yd9F5f0ov+X1uFZDfDRQxHB7LgKcG4IX5wF2FiFC/9dQfILE+Q0f3gaHPAOWOfaBzH+iwA537QMsnoOUD0PoRaP0ItL4Huj45dL9DtPavet7+5/DHrwffn6Z8xE7uEWb2iFO7EbO7MRO2mAlb8tRuypQtcdKSOr1zY2H3/oK1fNFax7a2r9im1ncWN3e4Qsua2LIptGyIrPxt4+KacZRr7mNaGxb1dUuytbkl0XCPtr1C3VKw+Txn9Un6xuMMQVkq/W4MoyB8Pj9wJi9oLD+oPxPuTkINkFFtUb6t0WBrNNgRj26N8W2PxXWSiT3JpLY4qCka2xqL7YqFezNC+i+F96UFjmQGjz2qffiSFtyixfQZffqspBF9xoj5xvTrZoZ5kGucXrXNrxgZqyYa3zTP0c9wtCNsVS9XOcBVDXJU0zzd1LJ2dlm1xNYhiORZrn6So21haKtmtfco2pxhNa7LcKJF51BrBKrNwKvXwIsd4OUu0PAGaPkAvLIC99okFd3KFop0YE42SRMzWDLBmkK4pZJKNIgMr5WrjQqtSa7Wa3VGhVolVWukGolQs72pEW7qN9a0M1Tl+IKmjaJoGFLcaVXl1MvCnkmgCvGJctUvZXLfJ6KwV6rL7eulQ7IXk9L2RSmVr+QLtZsitVymMWktRo1ZrzFrVUaxWL+5oefwTXNM46thZWmP6kqbMr5agSpVnS+RE55J4qpFVzsklYPatkHZ0Jycu6rd3NBLVlXKhRVpc5WyoWSj6vZyeR7rdtTipcDpDP+pJOJg6LmB0DP9wT/3Bf004n9ynHhmIuLX+QTv7XuxH2sL7ePV+/Nd9olu+2KffXF8nzZsn+i2D7bst72y11Za6ovFUz1SPl+0Jt0WqLY3NRsCzYZAw+Oq6EzlElszzlD2USQdo9tddWNFV7IrL8dW5Sc2FWT23MsbuJTWmx3Xnh7blhQwGYneyiArLmdIClJ3HubbHuVbH+Ya7yeZypL2nl/ercxVFiev34vmXQ5kZRKYqcTlJAIn0Z+dEsxOCaan4OgpAbRkf05WIDsvhJUTNJuBp2eRmOkkVhqJlubPyAnlZocwM4M4WYGMNOJ8GJYViWdFErhkmJeMY2eQ2KnElaQATpw/OwHHjcUuxWLHo7C9kaj+GNxQBGk6LmguMXI+KWoxJW4pKXouLnI+OpIZGbuRkSbMztspfLj7sFx7t1hdWiYpKebcvjqXFcLIDl+5Er5+J2b10dXSHPJPgYQTJPg4ETpBgt0h1FES5IZDI90TyIcYsjxhtDsRPOYPnyBC7njMURLkTMQegjFHCJATDuMBoz2JWA8CiIwYTwhEKnbc8NhjBNgdwjhjUc4gxhWHQ1xUn5+W4HdY1BEY7Q5hvjRNuGDQR2GsO4RyhVGuMApJ9iBLmTMK44TycQL9PLAYVxDjhEE7QtgjEPw9jvhNbN5/pBZ9lfsCuNUNFPOBp3KgUgdUGYGGN0CbHWj5P2nIX0ooOv/PkmeERNq6D7R/ONiwflu47ED7B6DLDvS9B/reA4NvTwx/9Bre8x/dIU2/DZnbi598nTy1mza5mzRmS6DsRlOskSOmiFlb9MxuFnX3+oK5kmmqXraMrpinBTbatnFFYlndNAqEVp7AxBBaR/mGHpa+bknRviSUTU1o+lq0LWXSV9eElVlrxRkbZemrJWnUwqjFa6GL+UEzufipvMDhbFJ/GqaXjO6Ix3QkYrvI+M4YqCsB259CGk70HyQT28jYzlh0eyzUEgP2ppEGckMGsoOHL4X1lDdXNCyndqkDRkzgoDFhzpoxprk/Z2pmmIe5pim+aX7NtLhmRpKAU0xDP0fdy1F3MRUjbBWFpZ1bNswt65eWDew1I2vFROPqppf1XQxt5ZzmwbTmEkWLaTd4NGn/3wYTUGNyeGlzqH8H1L0GGnaBhl2gYQ/IrRHdatp+OSKvHtpuo0g6pyWLLDWVJeXyVVy+antTub2plAg14m311oZ6e1OztaHeXNewuepFunyRLp9YknWMSesGJRWd8pJWaWS1BK5Q+D2RnSsT+pXLiRXyuGpRfsNm8YDoOUXasSSb4ChXhKptsUYmM2iUBoPObNCZTVqLVmUUbRlW1vRMrn5sSfti2PCwVXmpURHyXO5dJv61VO73WEJ6KrnWrLjXKa3sl7VOS+YZGh5XucnViClceW2prKZQ+vLuSkn+XG7gdAZxIokwEY8ajvh1JMJrJPzCYOi5kZBfJ2J8JqIu0BKwwvvkD09v2FtL7P3P9qfb7UON9t4G+0Ctvemx/VWp/XnRm9ICYfVD1sAIY2aDwVAu0uXTdCVlQTG9pBhZUPZTlC2jymcD8sp+2b1O4bNmwfOK5pc3U+pupdXfTOm7k9l1gzx0jdyVE9GdFtAYeqE58Je24F+nyRj7nav24lv2qvL92mL7q+KPT+/aSq/LH6YKbocJroSws4isDBI1CaImQcxk3HIKjp4Gs7OInEw8J5vAvxrKuRzCzg9m5AYwsv1nUqHZNJiWTaLmBCxl+LPzQlhZwdQ4iEnGLifB7DSIk0lcTicwU0B2Bo6Ximcn46lkcDERNxWHH4uChyLhsSj8WDhMiSDOhPlPkuDWi2c7z19oPvVj08njVSePPv/ph8afTnZfONOAPt0b6LOcEbt+JYt3OYGXT+bdjOfdi1spynqZQz4XhnMjwe4B/m4k4jF//HEi7gSJeDCtYOiLmxQBwngQQKQTzBVEIc9DVxjjDmF+IuE8YTQy8hArvAuEdiJALiScCwEBZoGuMMoJj3LCow7jwL9DmO8h0IkAOmFAZwhC6MxHYLQTDv4eAp2JsCOEcoQwh2HM9xD6MA5yhFAIgNQFg0YwNR4g2tnPxxXEuOMIjoSgb2Lzvkm9/7vcp8DVVqCEA5RtAU9kQJUeaHx9sGG1f/rt6dePyOdfqH77B1as7s8YmW5kZn1+DHZ9ANr3gK63wOBHYGAfGNg7OvAWPfzOf3Qnfep12tL7a0t7t2fePljYKZjZuTK1kzWzEz6zE0gxYyZs2DEracYaOWvJWzAX0ay9bNPM2s7SuoUrtHyptl/eMM2u6MZ5CjZri8fgKQca9W1FqoYbkqrLK8Wp7IeJrMI4TmH04pXgxfyg6ctESi6ekovvSwK7k8GeJKg/kTSSFDCSFNCbRBrJDqHkRo5mR45kRYxmhYxlBI9kBVJyI+cL02YLUmdvxi/cShquoTzr2b41qbk5Z7w0o70/byibMz2hmXqWLZQ16+yaib52oLiPMzX9dG0LQ93LUXeyFL0s5TBTPcbRTfL082smJtfI5JtpXMMC19SypHo6q7kzp8me0aJ7zO5dJodGA1BjAGp2HerfAA1vgIY9oGYXaNkBEp6L0qvF91vF9zqFL4fE9dOyrhnp6KJqkiWbZcm5fNXKumZjXSnc1AvWtYJVzcqyYoWnXmDIpxblIwtKyqS6qk9V1K0oaJNm1YoCKyV+jyXnyyRnS7f9KoShL8SJjZtXO4QvRrc6J7f7lmRzfNmGUCOVqVVynUquM+iMBp1ZrzHLpYYtgX6Zr5lj65oXtBUDqmttwqxaCf6p+HSp/EyJ8lyZAvNUmFUruV4nfdovaxyRzNOEXJaMx5Iqp5clL0olL+9vVd4WPr61mBcxkUacSMROJWApMb5DERco0V4DIb+ORl6ciPOdi0dTyeBqYbSlLNde/cDe+cQ+1b4/8sreV73f+dze9PjD8/vvHxfKH9xgPCub6h4dm9wYnJD2zCm6ZtWdU/L2CXn9uLpmSFM1qCnqVxe2KS7Xbz9oFD15sVhbmNZ4O6PjbnpvYcZwYdZAXsxwXmxfVlhzlHdtwKmmwJ8bA37ip+Att8nvH+TZS2++Lb2pvp8rv528fjOSnQ/zsnCsdDw9BcdIxSMDi5GEY6UTWRkkRiqenornXQoUXAvnXA7i5gcxsv1p2aT5TOxCDkzN8afmBNCySbRMIisB4qThWel4ZhqOnYVnZ+FZ6XheKp6Vjmdlk6jJ8FIicTIWhwysoTB4iOQ3jPcZwWMG0H7PfvIo8zzy0OXw7UPfPHT8utj1yCPnI2Uu7k9OuNb7/TQehl6/lLRcmMG/lbh+l7x1P4lfmvM0J+ZsGM7TH3IhwJ447HEidIyA9STCR4OIR4gg0uqM9Dx7wOBxInSUBB0PIHgQQE8c9rPKDh4n4jyJWMTyjtSpuuFAdwLkRACdcBi3z15TRwjlhMO6kCAXCI0o+q5ECOnpORhDIMYRg3EFMR5Y+HsM+jAOPETAOOKx32ExhyC0I4RxAv0QV4QnFuOJRrlhUC4YtCMWOoInHo678m3C3T/mPPt/LrUCJSzg8abDM8VXVVqg9e3Bq7DlgMbn0PMbDfmz9P7pYLfq/qxhtX8C2j8dOLa6D/7i0LEP9H0Eevb+Ov7h5OgejrKXMPr2yuTuvZndJ3O7T+Z2KxZ3Sxd2H8xYbs7spg3vhA9a4RELetAMjVmjRs25i29KFnd7lm0DfMvsmomxaVyW7PDF5uUN0/K6eX7NsMhXbHL4MuaMrrdCUl+4XZUvfJyx8iiFfT+aXRjGvBm6dDl4KjdgOgc3kQn3p2G6k1B9SWBPNLo3Bd+X7j+QGjiQ6j+QGTicHUbJixjJDhtNDR9NDR/LCJ/ICl68lzlTmDlZkDZXmDnYtPR8XPFgQX+dZrizYHhI1VVQjS+o+mGeZXbNvLhmZq5ZaXzTLM8wxNX2s1TtLE0LXdnGVLdRZYNM/ThHN8c2LCzraXwDjW9YWjbMrxjbmOqXVN39aUPqkBrdpnVq0zm0WhwarEDdW6B2z6H+DdD8Dmh+59CyBxArxYnVyhv18nttkspu8bOe7c5xydCknDItn16QLTDk82ztPEdJYytYHBWDq+Ly9AsM5eisfGBC0TGpaB6V3u+SFbaLLzfJUuukmErx+TLJr6Xb50o3iFWbyTVbl1rWCnu3GiiinhnxAFVCW1FtClUSuU6u0GqUBydCrcaklBk31g1MrnaapuumaCu6lbebxcl1Inyl8nSx6lix9Hy5EnwiSa4RX2uRVPRKmkcUIwtKJk3Fp0nlw4vCqkdbzws3nlxdLcrj3EhYzA2fTsWPx6IoMaixWO/pWK+pmHOUaK+pOJ/pZG96BpF7M0RalPr22XV7y8N9SoN9tMbe89Le9PhTXcnHqvuqoryNohzKk4rOtvG6wbXmEUXTiKp+RF4zonkxoCjpVTzsUdxrkxS2yjMbJUn18pQ6xdW67VclV1rvXW4qyOwtzBi5lTF0OXXoUmxnZlhruHdT+NnGkDON/qe7ib8uxqB4ifjVnGB+bjArLWAxzm8hyZt9CcfLglmZhIUEkJoEUZPhpUQsnYxlJuN4KaTlDH9mGo6VRlrOCOBfDlm+EsjIDaDlBlBz8cxcHC2bxMoJ4ucF0TKJS5kQM4vIyiYtpeJYmQROJpGVSWBnERmpWE4akZFGWErCj0VCYxG40XB4OBDdBZ5rQ52vP3+y8ifX627fXHX+W953f8n+23/kHP46/69/zfvjf+b/yzc3nb4tO+PZiT3HTApkXydv3ElZfZC8/iiVX5JdfzPtQqi/ZxDuOBGHHPsQ44ITAXTCYT0IkBMO4wLDR0k4NywaQTJ4EmFPInzMH/5NaCdAyBPPGYs6EUh0JsJu/iRXCJlTGBcS6EoCkbXLA0Z7IKZ5AugBo13h37LNblj0ERjtTIRdYNgVxDgTsYdwvgiy5hCMdYSwLjDsjD3wxLuDaHcMygnlh4SEXPxJ38Rd+f+S7/6vjIp/utQGlLCAxwIk/+xQ/w5o/wQ0v/sv9JgDPesz9OrznDqYTfaDIdX+6WDJOljQ9oCOfaD7PdCz92vfHnbsQ+jo2+zJd8Uzu+VL5qpF68tFWw3t9Sua9dmi+f6COX12J25iN3hsx2/YfIFiIkyZU+d37szvtHN2eti2iZUd+vYuX2Lli82cLStr08hYV7PWlEIOU7E0qG25L6u6slWZuVGSsnw3jlEQSb8dNn+NNJuHm87BjaWBo8nowTi/ATJmMAk/kIgbTMEPpPqP5YYNpgX0p5D6UgMG0gP6kv2HYkkj8QETaeEz2ZG0O0mLj1Kpham0ouv9nUv1M/Laed0Luv4JU/+cqm1gmtvZhulVy+yamSqwsdeMS3z9HFs3wtIM0pUdi9pmuqZuSdZEVfTSNeMc3cSybnpZz1gzMFZNC1wDjWvoYOieTatvT2mvjBt8+4yO3cav2i1AvQWo2XWoew807AGNb4HOj0DzGwB8LA6qkJCfC642SW+2yx+2y+oGJc2j4tZxafekcnReNr2kmFxSTS6ppmkayoJiiq4ZmlM2TctbKYr6QXVlj+peh+JKvSypRkZ+IT/1WPpTmfTUY+m5x1uRtdsZDdtXWgUlvZtts6IBunRsWcreVMnkGplUrVEbdTqDXmNWK4wqhVm0reWuaqlc9eisvGdCW9glzW1XRFdL8ZXK0/eFxx8KjxaJfn0iTnwqznglutshquze6hrfosyIFqc3Bb2Lwud3tsrz2cWpjPvJyzfilrLCplP9J8nQRKwfJdaHEndhPPb8RJz3fILvQqLfUibEuhkofkg2FKfu1xfaxxvso837Q9X7nc8/1ha9fXFfXXJl7X5q59PaZ61zFb2iyu6t573K4h75wx5FQafkXpfyXqvidrM0u1USXqeIqFfG1Elyard6Hha1FF3rup/XfffS+I2M8auJg7nR/ZkRHWSwPdKnLcK7JexiI+lUE/7HNsKPQ8EnJ0mn20G3FrTHQPBpZjZ+KQMzm+i7kOizQPZdSAAXE9DMZGgxzo+TiOEmgbxkHCsey03G89MIrFz/xVyIeYlIyybRswj0HCI1lcTICqBmEWmZ+MU0iJmGY5Oh5RQcJwtmpGLZWXhqCpaZjKMn4+kpAZNxxLFIaDjQbwD2afA5/erU0ceuzpedv8498pebrt/ccv0+69h3aU5fE//+v/3+9Z8Iv/una9/8tcjDudXr56UwFOcymVsQs/4wab0oabkkvSqLfAGPPkHCe5JwR0m4Y/54NxzoSoRciZALAeuBx3kS4eMBBE8i7EGAjsLYHwg4hNV3DAd54HGId9QDBj0IkCcRRloI3SGsO4Q0EmLcQF83HNqDALqRYCQAdDCtCCDyd4ROgwSknXBYxOTlAqFdMH6OsK8TAe0IoRwh7GHswTER+ZzRvk6g3/cQ+jAe/T0Re4iIOxSX87vEB/+UWfm7vAagmAGUbjqUiIAq40FxTvM7E+NjDwAAIABJREFUZCQ5fJlWXZ/dWF8wDF+i0QhutP0T0P3hYPlqfQ90vgd6Pjj0fwK633uPfggY/RA/+ubKwtsi2usXrDcvaZYGhq2fZeuh2dqYtpc004MZS860MWHGFjxhhifMxJmduDnLnfmdJqZ1kGObXDcubuiQJyFPYGLyjYxt+frqpoI5q5hsVdRfET/N2yhLXylJWL4bTb8dtnQ1ZOlqyFQ+YSYXT8mAxtLQg4m+3XEXe5LAXjJ6MAEaSPUfyQ4aygwZTA7oJROGyAHDZNIQOWA0OXA0PWwsN4LxIJX6MJP6IJdZUkgZ4g1StW1UXRPHWMM21zD0nVxDO0szua5f2rCyBVb2qpm6Yprk6Qc5mmG6voGqaWNpG6iapnlVD0MzzNRSWNp5jp7GNyB2rSW+sXlBXUnV3pvW5o3pfLq0Tn3Gv7SYgForULsH1LxxaNlzaHl7MLYulgn9Srb8HwsiK2UxlZtxVdu59YLCxu0HbZJ7ncKKAVVVv7x+UF7fr6gZUdWNKmtGNBV9isoe1f1O+bVWZVazIrFWHfJCDT6VXSxXeJWL/J7IAqq2ourE15oFxT3C5yOi9mnhFHN7YVXB31aKRSqV3CCXKrQao1plUKsMKqVeKjGtbmnnONrBOVXLmOZxn+JygzS9Wk14qvApE7k/Eh15KHe+LzxbtE2oEMY9E2XWbl9vXX82vNU4Ipga5633LKw8u0MvyWXcS1nKj6SmE+cS4KkEeDzGezoKMxzkNRJ+YSzWeyL+3Eyi10wqtJRB5F4JXi6I3CgmW8su2wee7FOa9sfq97tr9puK3lQWiEry5u9fu1sxkVi9kVi9lVaniKuTJdaqE2pk5FfSqBpxxCtRaL3Mv0YU1iCPbxKn1gnzGgUNFY0tRY/qb+Q05yeP3EgavhbTlR3ak+LfGe3XFuvTGefdHe3XF4NuDb3Q6H+2MeB8jf/5Ctypl/5nm0JPz6X40NJ8FxPQ0/Go0bCzlJBzk5HnpmLOzcWhFmJ9aQneNLLPUqQfLR6kJvvSs0B2FpGeCTOycOyr/vQUiJoEMpMhVgqemUNiZeJmYlFUMshKxdCzoaUskJ4L0/Pw7Cw8I9uflkEai8QMBmO7UF7PT7hkHj4U+pe/YP79X7z//Q++f/tX3Ld/DDrydZjzd+5//uc//es//u13//3kv/z++o/ulZhfSk97NPmemE0mrF2NET8kS8sy6I+SS3PIF8KIx/zhoyTIjQQjxlHEYu6GA10hrAcBOkHCHyVBxwj4QzD2CBE8SsIdJeGOwGgPAuRCglyJ0GEs6Abj3QnQMQLshkN74jBIYepxIoQc/lwgtCMe60TCHNSFESCkywtJ+TgHEr6koJFANcLwOwT6IvudGxZ0BTFIa44ziHHGohwhjCuEdfJDH0GDh0GsC0Q4FJfzdeK9/5H55L/lvAIezAIlG189UQLPtEDj2wOAX4cdaP9sXGh+hxjWgZ59hz77QfKmzf45+fwZMoP87v7sem//4ND7Hhj8eGHkbRzlXdbM67vU3UaGbZCzO8K1jXBtMzzLDM8yvfJ6iGutWzA+WTTfm7fcolozqMZLVPNDtvUxw9bMs/WvWqYEJuaWiSsw8gQm3rqRt65fXdsSc/na2V5JV+XG46zN0tTV4iT+/VjGtUD6DdLCFeJcrv9EOn48FTuQ4DuWghlORA0k+I6lEnuTcV0p6M40THc6fjgncCQ7bDgjbDg1ZDQrZCQ7ZCI/fPpS5My12PnClKV76YsPLrEqntEWtinrmvEVzTBfO7lunFo1zK4Y5tdMtFUze9VMXdHNrxjHOLoRlqafqm5Z1L2aU76c07ycU9fMahpp8g6Gbpiun+JYaLydBbZxjmmksPSNVA1yJUwdUhM7jKe6TH/v2gVadoCm3YOvfQ9o+QC0fwJ+Ld32LhP7lWyAj7cITwTBTzdTXm5k1cou1Ytz6wUFrVv3WjcfdoiLO8UlvYqSXsXdDlFBqzy/VZnbpMipU2W80kRUaeCnct8nItRjBf7Jdmi1NLZWktW2VjQgrxmVtk8LJ+YlDJaMvy0XCOUyhVyrMWlUWp1Gr1XrFHKtXKIWCtUcnnKcoeyZlNf2Sx/2KHKrhXF1evCJ5HyZ5NiDLc972473Ra4PNi+Wrwc9FZGfCy7V8yu6Nlv71+dGeatt4/yK2ysl+fRbKdT82KkEzHQSZiTCayT6PCXaezzcayDk1/EYr7GYs5Pk83MpvkvpeFo+jn0raP1uvLbokr210D7x0j7Vbu+rszeUWZ/fkz2+vlD0IPf5dOzzrbiq7fCXGyHVoqhqdXiNMrRaGlEvjGiWhNZLIuok0c3ypHZRdrv4ZpewpXm07knxy1vZDZdihq8nTN6MG84JGU0L7Izz7Yg43xFxvifSazDObyDWuzXkdEvwhYagCzX+vzZFevfHggup8GKS70ICOBPnMx56YTjo9FjwqcnwM3MxXnMxXpNhXlOhXlOhXpTI84uJ3rQ0X2YmmpYB0dOwi2m4pVQcLQG7FI+hxYP0DCI9E2an4thJqIVU38Vs7FwGei4LS82ElnOCObnB9PSgsXC4P8j38fkTeZ6H4a//BP7tP3y++eOFP/+Lv8e3Ece/TfjRkfyTY/IPjhEefwny/Pf4M9/0xeK4Ny7PX7nUGOQ9lYBlXgrcekAWlWYtFWWU5sSdJGGP+cPIdzwAd5QEnSDhPf5/qt47ps11W/f9PK+0dbWvju6Vzj5nl3PWXnuuudZM6D11ZqbTXL5iY5vee+idJKT3HpJAGgndphfb2GCbYnrvxWBwb7jQO/j+8TlzrSO9ssDYRkLi0RjjfcbvIUIuRK8TZC97CuJAghy9SQ7eVAsqYu2NoPmp1kTkhL+PozfJhYqgafVoR4lWT2iT6EwknPKCnSmwNZFw3ItghYBo64e2hw4kyBEB7WD00whWCGgDw1Y/yKV2CMEKxKLOeDuE4IjgrYmE46Dnr0SCBRG0IIKWMMEWDzpCiCXRy4LsfSw44efY+/+Zlf/P2UXA407g1RSQJ8Z8UmMKtzHFOz/RDv6PGgrF+NX9yCJE7ezVRz/V/PC7Vx/8PU4VnXNV7gK1R5j6Awxr3715K6J5J7t9971go3xkvWlkvXNirWfUiGI2BePGlqmV6mFj0ZDxXZ/m7ZDx0bDhxaAxv9/4fXC1amKldWa9Z251VLQytWAcm9ONz+hHphTTU2OKwR4Np0hV9Vz4LnH8Tez0m5jRpxGDdwP7cgK6bvgKMqncJJiXBLNicew4AjOW0BCLb4wHG5PAhmRKQ7J3zTVcTRzMSPZrTA7gZIawUgO4aYHt2WFtWaE9t6/1PEjoeBjf/fz28OcSwZBSMLXcNaNH8cdoHn3PzErvnH5w1tA3pe+dNLQMaut7VZXd8pIO9UeuPI+ves9VfexUlfSoaJ3LjV0a/sBy19Bq28By+6CO0aMq6la+56qecJdzuHp87YodXQeUGwDaOlC8BpRuA6XbmMpdTMUhQN8DcK8W8a8XqblLxPdLxPdLpDyRz+elkLy5hC9LGV+ViYULKWWirOKlnCrVzXLZzWJpdpkspVQcVaiMKV32/Swlf1KA77Ue7xTgO6nHO5Xf16XoUll6hexuvegrd660bb6hR8obFs9Oy+dEykWJWqXUadR6jWZZo9Zr1XqVQiuRLM+J1EPjiuYuWUWLKr9J+bhOllAgDfyyRPkgwr2ev/JWZPts1uHV3OlXs64f5v3yF2M/LaYXL7yvnyvhzDazusZqmLMfH42+Tut7GtueE9YSC7EiPZghlzhhV9mRHs2RHtwILDPoIjf6Ij/2ckeie1s62J9B6c8JmHwQIXkZbyp5ZGJ9PmopNNV+Ofj6ZPXTI/n7x93vcrO+cMO/zkYUzHt/XQgsXPQrmA8oWgorkceUi2PKxbHFi8mlC9crZh9VL76pXvrcsFhRNV5bWFPy+H5RZkzTrQh+Tmh7Tmhrmh87jlAX6VYTfLku3JUThWVFYKuDXKuCL1WFu1UFX2HE4FnR2K5EYnsMoT0Sxw/xaPa73Brs3uJ/uSXgPDf4Ei/wamuwe2vwVUGwqyDiSk8CtvuahyDWrTeO0B2H74sH+1OJ3Qlwdxy2Ow7bnQj2JJK6E4jdSaTOBHdBEq4rDelLoQ6l+/SlUgazfPtTKI3+hGL48nv3U3edj6eed0j43SbuzLGU363f4C98p7jXBBLqwnDcWHJ/SvTcvVTZi9u6D082Sr4elBR3307nReN7s8kzD6OVuWntT9MfpcVeDPJ1oSInKSRnCtGBSnTwITt6k/6YpjtRiI7eJBsYb0sh2pAhS5hgS4GdfLwcfEi2ZIINmYCm7DjBREcIsUdgKwRvC4HOZC8bGEY7PhcqyYYEHiMTLGHCD3cVAb31O+VLsSeR7BEYnX85IuaW0Bx6CGJRbrIljDuOEKyJEMqWsYSh4wh0DAYdvUkWIPQrCfmFSPxraOovMbf/I+nV/51VCjzuxrydAvLEwEeFedxLPwBoP3YGq36oFdNkTntGd6FrfnCvzIuER3+Hz6A9o9njvufRvBbWupXVtfWke7NmdJ01ut47szE4sTI2szo2YxydWe2c1HOm9NWjhvLRlS8jhrfDK3mDhu/Dxu8DhsZxA2/GgArW5Lx+bE43NqcbmVKIJ4bUPazl2jx54f3Zt/GTr2MnXkSPPg7pu+XXmU3pzKa0Z3rxk5HmBIgVi2tOgtjxcFMciZVEYqaSmCnerBTvukSvylioPtGnMcWnMc2PkxXEyQzhZIbws8Nbb1zruB3Vfi+m9+W94dLKsWENurHcP6MVTOjMSVyzhqE5o7nFG9NxBnV0gbysTfG5XfmWp3rBV73gq97w1QVdhkKBplygres2cnqNnF4je2C5sUtTKFDn8jWPW9QZDK1Hpe5k1SqmVAeUrgJF6wB9G6BvA7RdgH4ElG0DxFyR9zuxf+6837slv/xFyqdFap4Q+TDjlb/g83k+8uNiZL4o4aMkrkASVayK+yaP+aYIL5AhH5aIH+SkD3L3XPnldzL3/CUoX+5ToAork2VVKe7XLb1mKSr4S0yBuH1INjIum11SSWVquUyjUuq06uVljU6n1S+rjTK5RiRWzYmUgxNKep/4a5v4ZbPkAUMaUSIJKlry+yYj5S+R3s3D7xcIb+eg3Bnqp5ngj9NJ30QppdNvG8dp7DFBQ4eQVj+ee2fgZXLXw8iO6/5t8eTmCE9mwIWm4Avs8KvoYYZcYoddaot1bU9w46VA3Wk+A9l+0/eCxU/i1z/dMNFfH7G/HdUWrOXdl+TemPlwuyk/92bBRELhQnShMKJQlFS6FFMoTCheSi+TZ9AXb1SJ7tTJb1YuvGgUv62TFjAUpY3yhrqZ6lIe/fkbWk4i83ok/0ZYS1ZwR3YwP43ESyWyYjw50e7sKDdWpAc72rMm+DI7jsCOIzDjCbw4RJCICOJhXhSWFeDK8L7CDrjMDXLjBHi0+F9sCbnSEnKl2f/3lqCLbaGX2iOvtkdf7Y737Ip1743H9lzDd8bB/QlITyzSG0fouQb2RUNdsVB3ItgTj+tOBfvS4PZEpCeJMJTuM5Th15dKqfTD0nw9yhC3ahKuLSKAE+7TFObXHBLQGxs6lBI1mZ2suH9T8+zOzpv3R0WlR9WNpgb2UX3TUXmd4uUHRgy+PZk49ShU9DaZ8zQ9IzXujI+XNRlx8vFyphBPkL0cqBSU4eeMQCcppBNkorUXaEsl2ZNIzmQvNErHhQib15tJoB2RaAPDziTYFg+epJCciJALEXYA8ejQ3R6BbRHEEoYsYciaiNiQQGsiZE8EbWDYhkS0AkF0lG6HEOyIoB0BciL/QMVDZtC7I0SwJkIWRNACwqIBqzYgwR6BbSEQtWj9isA23tRfQpL+GnvnX9Pe/Lfr34FH7cCrMSBPivmkxBTvmP9Vqn74QlFoTL25gDLvGFb+Q1ZFlZnZgKk5xFT8mGrV7mOqTUD9IVBvcm/eChDspndsvO7bqh5bbxpZ75leH5pbnxBuTMyvjIr0w/OGlhldw9Ryw/hy6bD2+7CxcNhYPKKrndDzZ1f5M/p+kW5kwTgl1E/M6obmNBPjYklfq45Xqax5tvTtxuSr+KFnUUPPI4aeR3TfDui5RWm9TuVmElmJhOYkiBWLY8Xi2NcQdjKVk+LNTCCz0ryZqaS6FFJlLFQZCzJSfVmpAZyMQHa6HycjWHAjQnDrWuutiM7H1zrfvO6jtYxM6PomtUNzxt5JXfe0fmB2eXha3zeBWhkMHUMaXr+2ul9d0a4tal1+36J+ytM+blHf46get6hzOervHepywTK9S9vQpWd0G5oEy/R2VSFX9bRZfY+tS2AsE8v1ZyuMQIkOKN8Evm8AJbsAbReg7wHlW0DJBpBQIE3+LMoqlaYXSVKLxInfF2MLREEfFyh5i8R8EfaDEPtBCH1YQD4swe8X8LnzhHwZ7r0UeSf2fieG3y9Q86Xx35fSSmUZZYu3y8UvmeI8tqSseamue7FlXNwvVI0uqBcXlXKZRqfVGzX6Vb3BqF/TafUGnVGnMyjlRqlEJRKpRufUrEF5eZfkE1/6gSPLqVnKrFjKrFhKL5On0SQ5dPGN8sUcuvhOmeg+beF5peRDg7yYNV3PnR2s71iiVQ69SO2+F81OIbHjCNxoj+ZIt6aQy41+vzMDLjBDLjUGXWIGXWT4n2eGXGoKv9B07UpbHL49EelOIk1kBatepx58f2SivzZVvjXkPZx7nzPy7T2ntC6vbi6vdv5NvfBdrfBt/dK7uqXPLMlXxuJ3pvg7R1LUJC/jSPK/zL162HMjuT4m8PONtHfFT782vH1f9+xuY3pwa0ZAR3ZwZ3YgP4XYnkFqSyW1JxL5Ma4tEW68GM/mWBwnEWSnwtwUhJ9KaY2H2mPA1nAsLwLL9Lna5OfG9L1YSz1XTz3D9DnX5Hee6XOuiXKe43ueG3CFHXyZHXapPfJqR6RnRxS+IxLXGYtFw+u7r3l0x2FbI660Rnl2JyGdyXhBgmdPGjSQ6TOc4dufQuHFejH9PJsD8W1BSHcEtTvOdzQ1eup6ylJWxmRq5mxa5lx6lvz2bfnde4rbDxdv31m4cXM+I2PxRpbodpb0TnZrMrUjHunN8Z59GlF/Lz0yLtiFipz2ppqj6smwPQWxIRFtKF7WRMSeSnEiIyj3yplCdCBBVghsRyU5UCnOJNgWIaDQUVsvxIYM2VJgGxJoS4FtEcSOTLQmIrbekB0FRGmiTkTECoHtqIi9t9ePppKAot/ROboVwdMBJtgTQbQ9dIBxDjDOBjRbTC0g8DgCWcKQPQRa4XE2OIIDTEA3Ci0g8BgR+cU36j+jc/6/pLdA9jfgARt4MQDkzmHyZEDhGlC4ayYxVJvjUTHVJqDux7jqjwqr6kcmRc0/SFjtEaZm/6faAxT79xPjAGCYfmPvkJr34vib17sNRYMbzOHtzsnNnpmV4Tnj+Oza1Pzq5Lx+aHGlf17fJTTyZlY4c4amGR1/Rt85reud04+KVibmV6aE+uFJ3eCkanBcOj42LWr8qq15t/jtxty7lL5H4YP3gkaehA88CO67EdSb5duRQmpNJjcnQYx4HCMe13QNbEyDWGne7BQyN9mbmeLdmExuzg5gpvgyE8gN8RROWkBLahAvPag1I5ifEczPDm29Gd76MKX948ce5lDX2DIqTz1juoEpQ9+obnBC3zOm4w5pOod0vH5d06CmVKD5wtc95KhzOIp0hiq5XhnPUKc26R626J+3GF/xDPlcw7e25W9tyzSB4VOL+ilbc4elTmfoY+qWL9L0P5cbgOJloGzN7MMq3wHKtzBVBxjaFnCrSHr3u/hhsehJ8cKTMvGDUvGNYmFC4UJsgSgiX+SbJwrIE/rmLZHfC8l5c8QPC96fFkl5Iv/vqsDv8pDP0ugCeXq5JKts6XGV+GWt9F2T6Dtvqa5DyemTjk2qJmfUIpFGKtHotEadVr+qN6wZjKvGNYPOuGJY1ekMWo1RLtMsLqonF1Rdo0pOr+KbQPaxRf2CrXhUL3lVJ8utV72okb2qk72sEr+pl3+olnyok+QxxJ8ZC2VtMy2C6Vk2T1ReOvw6o+NBdEuaLzsB5MTgOOEejQHnGwLP1/n+xvA/zwg41+B3luF7mul3hhn6OyviaksMjh+L58cQOlOJS6/iD7/eN5W/MX1/uvrt0eznx+30bywmr5A5XcieLWLNF7HmSzmLlRxxNVtR3SKub1uq5C/WtYoZTMmH+22JUR9BMOXUictUKuHdvaSadw8aX93i3AzlXvfvyA7uzvIXpPt0JBHbExFBMqkjEduWCPJiPNuuQc2xOH4qpTXVqzXFm59CbI+HuNFYXhS2KdCt0deN6XO1gXi+mvBbPfIbg3qe4XO+HjnR6PUb2/tcs//vzcGXm8MvtEa4tkV6tIZ5tEe5dkS7dUR7dMS4tkVebY9y5ce49sXDfbFwdyLYFw8PplEG0yiDaT4dMQgrAGoOhbqDSL2hlO5gr+4g0kCYb2+E91BE8HBkyHhE6EhI4FBwcF9wkMCf2k6GevzIPYHkvnjvmZz4gfSQ9lRqb4b36P2wohtJ3qG+Z3woJykkFy/EiYzYUxAHH7IdleTg7W0WLzJ0kkI640NB6VcoSdmegqC0LGsiYkcl2VERKwR2IEEnKSRnEniSgpzypdgj8AkSYgvjLWGCHZFoTwTtyDC6h2gBmZPr0ULJBsLZQIg9ZMbLWEOQ7Q9aA5r3dYIIO0IEJyJkR4BtQIItgvxKwFtDkC0Baw1irSHoOIn4c1DCX0Ou/2vyGyD7I/CMD+SOYfKXgA9SzNeVn75v/wjsMm8OAlV/z9H5uzxV7gOVZmn7oV9H5mhV1NOA5lA07jtxdjwYO2GtG9e7Nr71rdYNr3HGVwWTayNza2Oza1Pzq1MLhvGltSGhfki43DOn75ox9swZu2b03dP6oTnj8Jx+bMEwNKvrm1QOTKh7B2cHBgZENW+l3x+KvmYv5KcNPAvvvx/Ud9+/566vINubn0ZqTSazk2B2AtgUBzFi8A2xeEYylZXqw0z2akql1KVQ6lN8GOmBrHR/VqofK9WPneTLTg9ipQY0Z4ZwMoJ5N8PY1yP4D250fKH3cscFw9rOcV33iK5zZBk9f2TbtAxqGzrV1V2az1zN26blVy3atKblmHpVRKMmolEVU6/KbNLf5hiecoy5rYavvJVvLcufW3Rv+fqcJl1iozqiUeNbrz1bYfxL5SqmZBWgrf9UtAWUbpohP2hj+KhU8qRM+pa+9KFa9qZq/k298HGVOKdclENfyPo+k1Qkivw0F/hVGPxZGPRF6F+wGPR1OrZwKf77fGKRKL5UlFaxcLNq9lX10vtq0WeWhNYyz26XNgvkgmH5pFA5J1IvLmrVSo1xWbeu16/pDDvGtXX96rp+Fa2wVEqdSqoRi7UTIk3XpIozpKjpUXxuV+azVZ9Yiq9MyXe2vIAjz+fIv3OkZRx5OVtezpHQuJIyroTVMtfPnZBwOuRVldO5t7seX2vPDuAmIfwoPCfUnRlyoSHgt+rA02W+zpW+Z6qpp6vIThUkpzr/s42hlxrC3diRHs3R2M54/MKTyJUP100lT0zfn+s/Pxgte9nHaGzjdTa1C2t4k4zW+YaO+cq2+Yb2RUaHiNMpbhZIeT1Sboe0rlp4J6kghJLldp5gfcz2qvvJpzlRde8ect7daXkQx88J5acHdWUEd2ZSezIp3CS4LQlpj4daY93arrm3xXtwEwltScSOZIogybs1gcyPwrfG4JvDsEx/tzrv3xk+F6oJv9HxJ+jgyVrimQbi+XriGQZ8ppF6lun3G8v/fEvIlaZgV3YItsn/Mjv0Ci/Kgx/jKojCtkd5csPd+JEeHXEEQQK2MwFCB1u98cSeBEpbDNxxzas7miqI8OoNR/j+uDYfLJ/q0UJ0bca7tkDuLZA7w+NytcfpctdzxZfOlpw7Vel2so56pSMWnMmIHs+O774e0HU9oP9e+Ie0eCiQetqbfIrifdKHbEWCbClEB1+KLYVo70N1IEE2JNCCQrIjw+gOoCMC2iOwAww5EBF0yQYN8rJDCC5UEmoBRQsxJ4qXDQm0IrijOmVDAq0Q2IaM5huC1kSCFcET3Xy2Qwg2IMGaCJnXDBH8D5QowYIIWkCgNZHgCBFs8DjzvSGEQ2HwFhDWAsIeg8FfYPAYEflbUPzxkMxfEp78nPYReNwMvBoE3i1gPimBwjXg2/oP7oIJU7NvLp3qDn6q+QfLVd2Pa8HKXUzNIabq4AdVZtfcSNL3MDVo0teRC2//PG+HyF2Pb1vL71srHVhjDq22Ta1NzK+NzRgnZtamFozzi6tTQv3Egn5QZOyd0/dN6EYmV4eFK2NzuqFZ3fiMfnRW3zGp7RqVDwzMjPR0iipfy77kLHxIHnubNPY4cvBO8MBtancOuSPTi59G4iUjLclwUwyOFYtrjPFkxOGZiTAjAWKkEFkp3o0pPnXJ3o1pQYz0YHZ6ECPRm5Hsx07ybckIY2eENmcH87LCmrPCOc+eNdNYfM5M24iubUzfPK5tG9FxB7TcPg2vX9syqGX0qBq69BXt2mK+5lWLNoelSatXxdZpoFoNpUrnX6MPrVElMZazWLo7HN3zFmNui/EVW/ecq3/QrMti6WLrlkNr1P6Vy1blevPEvXDtp6Id4PsOULiLqTABZdtA+Q7wolr5pFryrVZcXC8talwqYYuKWZKPdcK3jeJ7dOHd4umcwrmcwpnsbxMZRTNpRfMZpeLM4tn75Uv3yucf1kge1yy9aVj6ypR850jKOEJWt7i1X9w1uNQ/JltYUIrmlVKJSqPUr+l0mzr9ptawa1jbMKysG1e21tZ1Wr1GbVDKjRKJfn5JOzCtbh1TsYaVFb3Smg5ZZau8qk1R1qFqaFM0cmUNbQqGQF7bIWMJFCyBsqlV1tkhnOgYV/IE61U04Zvbg08S+JkB7GSIFY1tCrtS63em3vdUlY9LtfcKBXZ1AAAgAElEQVTJMti5inKKBjrQYJcK0mmG/8XGMFdWuFtjmGvrNcLsnXB5btT2l5v7X++JPt8Zb/jY11LX0z3Y3jvP65htbZ8WdC109Sy2dy329Em7+qTdA4t9o1JB23xF6VBcyG0Swcf9ssexYxZWJ/52NzOQk/ei5+NT3ouMtsdx7TmhgozA9lRqZ5aPINO7L827NRHpSMDzoz1br+HQ2VZnildXqndXkndrNMQOc28OdWP4nGdSfmeQfm+EzpZjT5R5OtEJTpXwCRrOqRzrWAWdrKaeZfifZwdfbvT7nR18mel7gRlwgRF6lRN2tSXCgx/pwYvyaL+Gb4/ybI3y7IjGCuJwHXGQIJbYcc2LG44IYnwGInyGIr2Hw8j8QGwL5QIDOV0DnqZdPllx/mT5byeKLp7KPWv3/Iz145N/fXfOusjTmRXg2hNHnLsTN3s3ZTQ7eiArVHAn8kZimEcA5Yw36ZQXEU2ctyFDVmTQlgLbkWEHH7KDN9WGQrQhwagty54EWRMROzLsiMB2ZNjFz9uegjhQieZoey/Q7MYigo4IWn8RUB68NQFvQyLaEYnWINaJjDiTYNT/iaqPDYSzIYGWMMEShiwQnAXsgWL8UP2ygXBo9oQVAlqSIBszxQFnh+DsQJwNHvcrRLCkkv8rMOovEdf/V/zLf0vLwzxrBt4OA29ngTwlpngL+L4B0HYB2j5QbwIaj4DGo59qD8zdnxnat29mY6FaRj8AKveBmkOAtvsjMge9JdzH1OxjavZ+bTZdbtgm8baSW9efd618GlylDa9xJte6Z1a7Z1fQImti1jAxqxud1Y/OGgeExv5pXfe0cWBmdXhqdWjSMDxlHJnQDU6q+kal/b0TE22cefrjmc9ZUx9SBp9HDD8IEdz1675B6ckhCrJIrclkdhy+OQ5kxxEYsVh2HKEpDqqPJ9bHkxoSyXWJpIokUmWqV12yNyPdn5MRzMkIZqUGNCT6oDeGLZnh3MxQzq3YljdvWxp6atqXuIP65v5lxoiWPaTmDOqaetTsIW1tz3Jll7ZQoMnjq950LN9uVGcwtGG1Su8GnVu1/mzlslvNClxh8Kk2xrBW0hnGbO7KPdbyI5buAUOX02RIa9RFV2v9a/SXK/T/vWIVU6oHileAonVM8Q6mdA8o3QYqdgD6Hqb8EPhUr/jOltdylU2tMm6HlC8QczrFjQJRXZuwsm2+hDlRyp4tZE18Z0x9b5z/ypz/ypz70rhQyJmn8+eL+ebSo7lLxu8TdQ8szUzIZyakwlmZWChXiqVapUqnVK5rl7d0+r1V3f6qcW/FsK03bOr0m8ZVg06/rNEplWqJfHlhST0p1I5OK4fGFf3Dqq4BRe+QbGRIOj6qHBlSjA7LJ0YVo0PSiVHFxIhybEg5MapYGJzW9HSts+tWae8nn6cO3I9oTaMy4nHM4Kt1Ib9XezvXUVwqKKcrvM+WUJ1pXk7lkHMZ6FwGOlXATlWk3+q8f2d4uzb4Xey77jXzKGz5fepKcZaQVSDs5S7MjC3OChcnF4QTwsXJhfmJReGEUDy+tDiDnkXxyBKvovv904pgkj+MJ/x+6ozFMUvL4/8rNNSDnnev8+uHvnd3258kdt2N6r4e0J3l25HmK0j368kO6Mwk96RTO1JIvGuEnnQqL9aLH+vNv0ZuDoebgt3ZIR4M/4v1fufrqBeqCadqsKdouJPl2BMl7k7FWJcq5AwN51RBcKmEXGp9zjUE/MYMuMTyu9gc6tYUdIUTfpkTeokXdoUX5soJu8oKvcyLduNGuXKjrrREX2mLxrdH4jqjwLYoaCjebyQmYDjafzDcry2A2O5PYPq41XtdKMa6FLg6fsU6ffB0KkDOlpLdqn1dmcFXBXG4yewQ4Z2E+ZfZ009vDD2K67wZ2ZIT6xsR5EwhnvL1OkGlnKJ6mYfoZNiegthSQHtv2BbGnyDDKFUG5cCgOoLaGuyoJNQNb0/E21MQSxJiSUJQFJ89ETzh7WVNhKwQvBWJYIcQbEjE46CnPRFEUwtdvCBrEg4F0ZhxNES8DYRz8IIt8R7WINYRxjmCWHvQ056Aswaxv+LdrRD8ccjdBsJZ4j2s8Dh0WdoSxlkTCcdg8Bf/qJ+jcixinv6c8hF4wAZe9gJvhMAHGebrClC8AxTvALT9H7eE/7D8jLZ7aJ1FP/gRP3H0xzAL80edZc7OMQGV+wBz70+M3YvsPYi/ntW19Uiwmd+3Udpr4I6stI6vtE3qe2fXhmdXR2dWeycNg1NrgxP6oUlD34RuaNIwMG7oG9X1jeoEIxpu30Ln0MJEV8cihy76kjP17tr027ihZ1E9Ob49Of7dN7y7bvm3pkG8FKglAc9NghnxOHYc3kzsS/BqiiM1pCCNSXBtApmRTGWnB3AyAvnZofyMYF56EC89iJXqx0zxZ6f78a4Hdzy8zv5Iq6qdfd+iy+8y5gtWvggM3zq0Ba3qd22KPIH2Zaf2AX/5Hldzs1mTylL71WuJ1Rq3imU7uu6fyo3/b/nKX2hGy4r1s5WbhNp1Yq3Bi2GIZBmv1emjGCvBjUZ87Ypbtf5c1cafaQaAZgRKVzEl60DhKqZ4CyjZBUq2gMpdgL4N0PeAQqaqtlnVLJALOmVd3fKePmnfgLije6mjR97On6/jTtc0zTL4c03Nc7XsqYaWBUbzArNlvpEvrGsTNnUscjrFHcPynmHJ4Lh4fHxxflYim5PK58VquWJFqVpRytfUyo1l5aZOtbeq3V3THqwbNozL6wbtjk63rjfqVcvLSq1aoZNJ1YsLGuGcalKonpxRjg3LpieU0xPK2SnlzLhyZlw5Oy2fnpAL5yQz04vzQun8hFQ8NKHtEaw10FfLcsefJgtuh3KTSE3X8A3hbvUBv9f5nK4lO1eSTlVTT1cQT1aCJ4rcbYtxtmV4uyKcQxnkQieeopF+YwS596aQJh+GyPIT9VX3lQN12pk+ycy0fFaomplRzMzIZxdU80tqoVA5I9QIRap5kUwkmhmc5Fa0Pcx64Y+QSViC69nzlhbHfvnrv4SHe3x7mtFZ8KY79+7Am5td96I7bwZ2X/frSA8YyA7sTPXvS6d2pVP6UindSQg/Fs9L9uLGknnReE6oe0OAa3OQe2PA+UbqZSb5Uh18rsrjRCnWqcTdqcjNudT9JB1/ooLgUgE61nmdqKWeq/P9nRlwiRl0mRV0vs7/LCfEtSn4Ai/MlRPh2hTsygn1ZIdf5Ua5ssMvs8MuccIv86I82qKgnjiv3mvEgVjiYKRXbzjCC/BsDyO2BOGb/NwYAVcbg7GNgW68CGJHDLkj1mcsM2riYdTUvVjJkzTZ8yztmzuyNw+mnqb0PYhvyI7GB5PtvWEbyNOZQnSACXZUxNHXy4YEW5Ig6x/bNk5kxBbG25BAZwrRhgRbkUE0BRq97HMiQihowZqIWBDB4xTYioh1IkNWCB7t8lDcuz0RtCXgHSCsHYhzJsFopqEF7GFNJPzR31kinsdBz7+BWEsCwRrEOoCgNehhhcfZ4D3RWgz1mtrCWEu8mw3kaUFwQ00PdgTIEob+6h/2p4is/xH94P9J/wTcZwLP+4E3k0DeAqbAiCneMdP4fiBD/2j3zFvN6Oiq4h98D+hjNbqEuIupQsGkJjPFof4QYJlcGNtu7I2Y1q2c1s0ngvUvfWv0PiNrdJ05qu+YNfZOGszcznFD76Sud1LXPa7rm9D1jerbB9WdI8vsIXVz38JA37SogyNmFcx/yRp/FzfwJnroZWj7Lb+OGz49N6m9Gd6CNJiXBHLiCc1JEHor3RQHNcVBrARvZpIPM9mrMQmuiycxkn3Y6UGcjODmzBBeVhgvPYibFshM8W1KD2GlBXMyAjtePKrLr/neuPiEu/yo3fi4Y+UxX/++3fCibfkBf/lBi+ZBs+EWR5XWpMlg6eJYy27V+vMVhpNl+p/p65gSI0BbB0qNGPqafcX6heo199q1K/VrZKaRxDCQanRw9cpvtSuO1et/qVwFaEag2IChbQFF60DJFlC+AxTvAPQ9gL4NlG9hKvaBOq6Sw5N1D6j7+pVjQ8qJYfnkhGxyQjEwKO7tX2rrEbZ2zXM7ZvkdIl7HLK9juq1jpq1jpq1H2DmwODAo7hsQT07IJsbF41MLM7MimUiiFEnVIolatrSmkq0qpZta+aZWvm9QHhp1B6vL+yuGbf3yukG7ptdsLBsM2mW9RqtRaZVyjVyiFs0rF4TquRnF0oJqcV65OC+XClVyoUIqVCzNKBfn5fJ5MXoUs0uavkEjl73eWK4sejHyNFZwy68904uXjDSFXWkMukAnnaygnC4DnaqQkzTiCRrxBJqoWoizKyTYlxBPlIInSpAzNcQLvGtw3y3qQn7KNuedfqZtbWnUuDBlXJjVzs8uL8wtL8wYF6aN80KjZFG/tKhbmtHPzC0KBumfaRnJWT5kCt7Nw+23C7bHj//tb/8OU85+uH+t99OLntyc7hdZXU+SBu+Gd2f7DNwI6Mr06c7yFSR7dWZS21JJvGsgNxrbGgvyYr1YEViGvwcrwJXpc5Xpc55F/r2aeKqW+Fu556lSD+dCV6dCD5fvnk6lWCc6/kQFdKoe+a3R70Kd34U679/r/c4xAy4wAs41hF1oCDnPDLnEDr/Ki/JgBF7ghLqzQ9wa/C42hl1lhF3kRrq3R+J740kjSdTx+ICxOP+BCBI3GNcZSe6MpPbGenfH+XYn+I6k+E2mxMgfZiseXV99/cj0/dNm3gv9m/s7uc+2857ocu8JX2V23Y+vvRV7hUp2JsEuVNJJMtWJCNmQQHsqZE+FbCHQxdvbjmyOILQDzehkJzLiQiXZE/HWINaSBNmQQDTXy54IWiGwFQJbIaCNF5o0AaJR9TZkyIkIOYB4Jxh0gkFzrirR/FN7CG9F8ERTvCxhnBUeZwHhUU+DWYxAgi0BTfrysMR7HAc9rQjuVpCHPYQ9jnU7RsBbE/AWIGQJwX8Njvg1PPXn2If/kvwBuM/EPOkC3owD76XAl1Xg2zpA2/+RH/GPnJkD80jrD55M1dFPlQc/tgiPgCoTULaNqToA6HtmmHKNCaAfAHX7QMPBf9TvnGGv+3M3Ult2H/C2XghWS/s3GofWWGMGzqhRMG7snVjtnTD2TRjaxpb548v8EQ1/UMMdWm4ZVLMGlI29iuae2eHOIUlbvZSZP/UhbejNtf7H4cNPQ3vuBHbc8BFkUzozSfwUIjcJ5iUjzQkQJ47ITgCZ13ANiYSGBBIzgcyMRxqvEaqiwYZEMifLn3c9mJsWyEkLYiX7NiUGNCT6sNICORnBzdnBvIf36F8b39fIb7QYkpqNmfy1G3zDzVbjnRZ9TpPhBlOXwVkOZqgDmoy+DB2hcflElc6xyvhzxQpQsgwUrwC0dYC+AdBWgeqt/6ty4z/rtxzrd5xr9L/VrpyvNZ6uMv5Sbvzv5atA8RpAW0dJMpjiHaBk1+xpKN8EaLtA+Q5A2wWaWuVdXarBYcXkuGp6Qjk/oxYJZSKhbHpcPD0uHhie6R+eGRmZGeibGRoUDg5O9/fNDPTPjg7Pj4+KJseXJsaFc1My4YxYNL+4JJLK5xeXJUt6qXhFKtlULW6pRdtayZFetmtU7BoVu0bltlG6q1PuGTXbBtW2fnlVpTYqNXqNVqfUqqVKlVStkihUEoV0XqaYl6vnFSqJQimSqhYlaqlcLZJoF6XaRalqUaIULuqHhtcEnLWqIvX3xz13w3ty/DvSEXY8lhPhzgi8UON7tpJ6ppzoUE50KIUcCvEO37B2hVj7b+42BR6WhXiHMpxjOd6p3usCPxbfc4sifB+/2vJ+RdyzJhkzSEaNSyOr4mnd4phBPGEQT60uTRgls0bJ9LpqbmVpaozN/fYsLzggHMYT8G4el8+dd7G0/fkv/5uAP/3yZign9zH/WXrHw2t9j+IG7sV0Xw/oyvTpu+nfk+3Xl+nTlkZtSYS5SXBbLKElBs+PQ5qiPBlBV5j+V5n+bkx/t1rqbzT4RAXBpcjNucjTuRjr9M3NrsDV9qubbRHOqRQ8UQadZIVervY5U+t7upp6mun3OyvwYqP/pcagC8yQS00hl5lBFxuDfmeHX2UEXGYGXGoKusKNdG+LdOuKhYZSqONZvhNpviPxvuMJfoORviMJgUOJwZOpEdNZMXM3Yhduxqofpa+9fnSU99pUkG8qLTHRaabST0eleabiD+ufX4lz7wieJBVlXjvjT3Hy9bGDIXuE5AghTjDRhQg7IiBKW7cle9l6QbYw3gHEo4rj4gWhSAYnMmRDAi1gDysi1g4hOFApFkQYbQmtUSIogj+OEI6jb4cJjhDkAJtz6u1AgjWItYRx1iDWHBkN4lGBM8ejQljU6GANejiCWAcYdxzEHUcIFrCHI4K3I3igufZWBHcrPGhNgP6Gx1tC8F99g34JSv636Pt/TngL3G0EXnQBryaAPDHwxQiUbGCq9n4sD/6fi4T0A9TCbm4SUUe7ed/wyNww0vcA+p554IUG31ftALVHmIZNoHmbxNsKb1q/3rV1p3fjfe/6l55Vep+xcVjXNGpgDuqah/Ss0WXm4DJ3UM8Z1DJ7NY1dmvoudUWXuFQg6uwZnWrrUXArFDWvZ9/Gj7yM6HoQ2PMouPtOUNftwI5sEjcFakmGmxPA5gSoJcGrOQFhx0HMeEJ9Er4hEWpMghlxIDveixXt1ZTg3Zzqy88I5mcEc9IC2Em+rAT/hkSf+kRz5dXy4MHnAl5SncKHbYhkGWObVhMYxoSm1USmLoqpj2boQxg6uFZ3ud5wud5gV2v4l+p1FMSOKVnHFG9gvq8CJVtA0TpQuQvU7gDVu0DNpl2V0ZZu/LVy5Z9rNjFVGwBtHVOyDtDWgaL1n0q2/+5moG0D5ZtA+RZQuQ/UHwKdA+qJ0WXRvHpJpFbKNQqZUiNTqSQytUiyvCRTisTShUWpcFY2NyubnJHOzshnF+RTQolIKFmYk4lESolIu7ioES3plxYNkvlNxdS6dHxdNrGjmdxWT+1oJrd10wf6WTSBdVc3v2tYODIs7Rmk21rJpla+oZGtqWQrKumaSraqUBgVyhW50iCTGGQSo0K2qpSuqKSrMumqTGpULq2pJGsK0YZqaVU6vyIc2epjbXMrtujv174867sb0ZXt35FCao7H1YZerPU9z/Q5V0N0LkNsvuItv2Otv3paF7jbfLj06xd36zx3iw9XLfPdrD+5WpaCJ+ojr7TfI02XpW305u2JW47k7fuy9n15566if1fetyftPZIO7imH9pRD+7K+Q1mvpI3z/eXLa8GReA9Pj6tX3M9dvHT6t7MnT/35P/7F2urfr/ld/Xo3vOPdzfZHCZ1PkwefJIw/iJ54GNV53bcry3vkevBoVnh3sk93Eqk9kciLQ5oicc0xcJXPFbrXObrX2Rqf3+lep2u8f6sknq0Ez3xzc/p82arQ1bngqlMh5PTR07rA0/4bwYlOPFVJOl0Nn6IjJ2ooZ2tJp+sop2upZxr8Ltb6ni8lnSiDHWsoZ2soZ6vJZ2p9zjUGXWgJ9ugKx/dd85nLjpi4GTGSHT6SHibNSVDcSlHdStU8SFc/zjY8yll5dE939/7+89zD3FxTQf5RwXdTWdERjW6qrTPV0fe+54nfPiy8lZKdGOnoS0R96s4U2BbGu1BJNmTICsE7k0AnIgHVHTsEZSpg7RDcCTLRFsZbk9B5kye6JGgDw9YQZCYaIwQ7hICyQ11AAko9diHCaBqrA4R1QQh2BA90/IQCke0IHvagpxOEcwSxjhABVUY7kGCDd3dC8I4g1gnBW4MedgQPWxhri/O0x2Pt8Vgrgrsl3s0a9LAiuFsT8FYgeJzi/2tAwn9GPfjf114BOXXA407MqxEgdw5TYMQUb6HeUUzNvnnzhmnGImNq9s2+0MpDTM0+pubH1mHtHlC5i47eMTWHQN0BBu0cUax75T5QdYSp3AHqdn+uW7vE3oF4m8Hc1SzBxi3BxpuujQ/dG/l9q5+7Vwp6V7726Iu7tKUCTUH7ckH78od23Wue8jlXntuy2N/SJm2q0dd+UtGeTOUmDT2PGHoeMvwgvPduQOt1UnsmFXX/8ZIRzjUCM8qTE09gxxGa40B2CqkhBWlM9GKlkuqSIG6SX3OsDzctmJvu35Dow0gKaE4KYicFNqcHc2+Ecm+E8q6Hsp69ffSlx61C/99qV/5Ws/WXurWf69YsGes/Vxn/VLXyPyuN/7N2HUNfAegGoNwAlBoB2jpQsgIUo0aqHZS4gKFtA+XoH/MAU7kF0LcA2iq6MIgp3ASK1oGyDaBwDVO2A9C3gLINgL4NlG4D9D3zpQc6xhIMi0fHFChiVCPX6uUao1yNHp1Upl0SaRYXNIsLatG8dmFeMy9cFok080L0C93ivG5xXiueWZGJVpam1mXTm4qpLcXEtnpsTzl0oOrfVw3vagcOtYOHmtF9zdi+fmJfP3Gond9Vze3qFva14i2ddF0j3lZLtrXyTZlkXSneUMrWleIdlXhDNr8pF62pl3ZU4l21ZEO9sKGc31HPbSlnNhWza0tjW32sbU7JZnmu4cPjwZzI/uzAjmRKY4R7Y9Clev+LVZRTJZB1Ic7mm6dN/tVjH64e/3LpeMEViw8Xjn28apF75deP7jYf3W1KCC7VkZc7XyKy2vTt0fcmBdukYJnknEN5y56Ec6hoP1L17ss7j6Q8k4x7pOIfLrX01Jbm3LgVgJA9Ll+9cObMpdNnrv527rTLiWN/+/W45Z8h5Nz760EtLzNanycJnsb1PEnuvxk4fCdy6kFMXzp1JCtoNDVwMMG/MwHpSyZ1JcLNsfimGBzd71IJ6XQ58XQFcoYOn65AzlQgZ2jQqe9XHT9ftc6/dCz/ivVHD9tPHrZ5ntYfsNZFsHMZ7FyOuNCRE5Wk05XwyUry6Ury6QrymTq/C3TyqQrS6SrKGTrpZK3PuVrf8wz/i0zfi21h+K5Y4lR24Nj1kPEboRM3I+ZuxCrvpmjupSofpMnuZWju5Wju3ly+c0d/9/H209drz14dvH139PmD6fsnE63QVFa09zV/5t3zj5kpEVGhJ31IP1b/IBsSaEUGrcggihh1IBFsYSyKqXIiEpwQPBpOYQOaJQkVLCsEj6qSuaoCPW0gc1SE+eKPiEdTcNBrQWfkj+B7PJpWbwtj7UFPB4KnNehhBWIdQbwjREA7RxQZaAN52sJYB4KnDR5nDXrY4z3sQU8rgps1AW9LwFsR3O0hvA1IsPDz/yUk6V9i7vx7wlvMAybwgAe8HgHeLWLQSQpt10zgq9sF6s0FFKbOBNQe/nCK/sA2mD1Zh0DVLlC7D9ShMD90zrX7wwaxD1TuYmr2gIYDgLH7r6y9M83bON5mJGczvnUrvXUtu2PjUef6067VZ+0rr/i613xjbovuFV/3tFn9gK160KLJ4ShyWYsjTIayrkRDeyv+dm/2Vfz486ihR+EjD8O7bvm33aDwUymt6UROAo6fADFjPNlxeEYCgZUENSaBjGSImUplpZAZyQgjGeGl+zQlUPjp/vz0IE5GICPRm50UyEwKaMkK5WYH8W6Gca9H0p9+yfo+Y1tiAKq3gLpdoGoHqFxHzz9VrwM040+0NaBsBShdBQqNQNE6ULiKKVnHlKz/VLoGlO8A9D3zGnn5DlC+BdD3gMpdDG0LQ9sGyjaA0nWgcA0oXAPKNoDyTaDkxyOqVuVbQMUOhrYL0LcB2ibQMyIdnVBKxGq1UqNTag1q7apKbVQoV5TyVaXcIBMZJYs6iUgnmTdKF4zShZWlGePC1JpSuC4Vropn16XCTblwWzG3K5valY/tygb3lMP7yp5DZfeBsv1I1XOo7Dapew9VHUeqniNN/656cE8zsr88ua0e29fN7S8v7GqEOzrxhlq4qRHtqhfRs6WY31Eu7KkXd9TzB2rRoXZhXyPaUc3sq+f2FKPbyslt8ehOX9Mev2yD/tbw5eH4g9i+m/5dSd6CBGJLsAcr6Gp14KlSxPGzq8Xnq5b5V46/u/LLZ7e/5V/+Nffcr+/P//r24q8F7nafXG1LoFPNKVenPwatCG7vzLw1yepNsvoDcd2BtN4kZR3IWUfyxiNpnUnSYJIzTRLm/jyz6v2LhKBwoif26vnzZ0+eOHvy1NmTJ067ONtaWthY/ux22fJhDNL6KrP1WQrvUWzXy4S+G0EDOUGDd4Inb0cIkkm9yb6dKVR+FL4jDhLEgy3XsPVhrtVBruXks6Wk0zToVDnxdAV0io4/RQdPFl60+nzZKu/i8fxLFm/djn/AWr3DWuZhrQpAh2KCQxnkUul1phxyLoNcSkknaMQTZcgJOvlUubdLBeV0Ad6uzvtsJel0NflsrffvDb4XWvwvtoVe6Y31nsyImLsVOZ0TIbwZu3Q7XvMwRXE/RXYndfF6miQzTZqVPp+RIb+VorqVKntwfff1c9PHt6aCvKPvH9YL8rpePsqMjrjoQ3GmwHYIzhHGuVARB5iAYj9dEMgRAVHulRMMOpHw/xguj74GDZRHnVDoRPwYjP+VSLCEcWikIBoqYUXwtMJ62hNBWwSdo+PtQIItjLclmMsoO5Bgi/N0APGoMB0HCbYEvD0Bhz7jAGHRBtCK4G5H8LAGPVAJc4BxNpCnJd7NAudujcPaEvC2EGjjE2QdmPjnyNt/Tn4L3G0E7nMxr0aAPDEmfx34vgXQds2chsYjs4mh1gTQ9/4QI7PrHUXKmLVpH6jeMzeMaKuIvsxsIt3FNJh+KOD2/2DsOLB2iU1rvs0bQS1rUfzVLMHGzdbVO60rd1r0t3i6W5zl21zDfa4+g7OczlLebJQUMadn66vE9YXC4vuiguvTr5Imn0X1P44YuB/RlxMoyPY2k2QSQFYigRGPYycQGMkIIxlipFCYqSRGGqk5jcxOIXEzfNqzgppTfVozffhZPpxMP3aqPzPJh5Hsx0j15WSGtN4Mb7t57dvLwqAvs/9WtgKUbwKVP/b76MZ6E/YAACAASURBVChQYQ0o20DH6gBtHSjfNKsPfRso28Cg4yfz67eAsk2zfNO3gbINoHwHoG8BRetmrGjpJlC6DhTvAOU7P96yh6FtA/Rt8zOlm0D/uGJ8SimXqFUKtU6pNiqU2xr1jlazoZKsK8VrsoU1+dymYnZTMbsmmdmQzW0qptckM+uyabSeWpGNb6tRqRrek40dKrv3Vd0HasGBioueIwX3SME9UHEPlK2HqrZDVYdJ3Xuk6d/VDhxqRndVY/va6R312LZqdFc9u6cV7qpnd9WzO5rpfa1wRzO9rZ7a107vK8f2lWOH6okj7diRcnhH1rsz27rXXXfIKdup/Kj98mD2ccLErfDOZJ+OJDI/Ct8U5lrnf74cti/B2nx2tci/euz9hZ9zL/zX63N/yj3/S+75v72/eCz/yvGPbnYFBCdejoeiJm6t/8G+6J1JVnIkLTbJSkySwiNxkUlCM8kqTdJKk7LOJG84lFaujRe/vH/d24uM88RevXjppJPzCQcXZ3uH0y7Ozra29lbHzrk4xvm5Nz1Kant2TfA0rudpfE9OQNdNSmcmefCGb9s1qC0GFMQS+xOpbbGE9mQiP4HAjvasDbhI97tQRvqtCDpVQjxVBp0swTkX4VyKsU5f3Wy/utl+umL1+ar1R3ebd1esPrha5V62zne1/ezhUIC3/4a1KwVPFOOdS3DOZbBzCexQQXEpgZxLoBOloHM18TQNPlFF+o3pe4EZcKkjAt8Tiwym+k1lh8/eiFy4GbuYE794J2Hpdrw4O34+NU6YHD4bFz4eHS5Kip9Ljl1IidM+yFp79nDvbe5a/gtx7oua+w8DoiJdqIgLFXH8ITFOZMSW4OFAIthAntY4D5SRYA/hUViVHejpiOAdICxaK/3QDhx6wYcO5m0gTzST2RKG7MhEdNUGveNzgkEnBO+IgGhANLokaA/h7dEpFYS1I3jYQJ42IMGeCLoQYQespy3e3R70tMd7/PhYrAPB0xbvjkqbJehug8dZ4NytCJ5/xXoeBwk2ASHWgcl/ibn9H0kvgJvVwLNO4OU4kCf8Kd8IfN0CCvd/KjcBtB/U41oTUHEAVB39VHuEqdkHag/NtJnKfbPZCl3cqdz9Q7+AmkOgasecTlhxANAPzHVHwx7A3AMYu/9au2PLWjvdvOHK3iazVoKYhoAGQzTHENW0EtVkjGzSXmtcDm7U+9SqQ6qVWdWi8roRUQNdUZkn/HZn5n3a2OuYoWdR3bcC+2+H9uQEtGVTO7JJHdkkbgrCSiRwEkFWMshK82KlIqw0b2aaNzuN2pTsxUpCeCnUtsyg1owAXoY/93ogM8WfkexXn+DdkOTLzgzk3whry4ng34798rYa+1kOlGyhkoShbQGlmwBtHaCtA/Qtc+9WsoEp3gDKNn4q3UC/BSp2APr2T/Q9gLZvxoqV7WGqDjBVe3+UTkD5Joa2DdDWMbQttCj7IU/oCw6Aqh2gfAuo3MXQtn+q2gMEw+KhebVcqtKrNCty9a5ev2tQ7xrUO1rVnlq+q57dUc3sqMf2NFN7yqE9zdSOemxPOXSk7D9S9pu0I/uq7kNVh0nVfqBoOVBxDxVNhwrmoZJxJG0wySoPxWWHYtqhrMwkLzTJS02KKpOy5lDJOFIxDxVNJhXnSME1qVsPlO0Hss4jebtJ1XWk7DiUtR2pekzqPpO691DZeaTqOVL1HKh7DuVdh3LuziLnUNi8N15r6ig7qP+yW/7G+Pme6GnMRE7gWIbfQDKpLQ7fHolr8LtY532uFGf78cqxdxf++ubcL6/P/en9hZ9fnPvLy3P/9f7isY+XLQvcbQqDnSQ1/lvD10yLt44Wnx0tPT+SPTctPTYtPT0SPTeJX5skb0zSDybxe5M4d1+YN816QKF44bE4rOvli+d+d7Z3cLCxtbGytra0crGydrSwtLc6Zmvx64sEL+bNMMHtuO67sYN3YgbvhHVm+XTfoHRmkvuzAjqTfVoTEU40gR2L5ydA/DiwPsq9zP9cmf+5Yp/TxcRTRUSXAtipAO/4ydW2wNX281XrAlfb9xePvblo+eqy9WtXm9yrtm+vWr29ZJV/2Tb/gvX7y1Z5btbvrlh8cbX56mn9ydUy7/Kx/CvHcy8ff3fF4u2lY7mell/xjqV4FzpykhN4lR3kzo8g9MWQh+P8+5MDhpJCBhOD+6759IVROwO92sMhtrcb1xfbHkhqDyS1hUMDySHCOwlLT7L5t+89y8i84E+1J+JcqKQTZKILAjnDoCMCOkBYdJ5tR/BwgnCosjjAONSUgObF2//YqkFVxgWBHEE8GudlAXvYwHhLGPeLp5sdQrCAsHYkvBORYEVwd4BxNl54lNXnBOFQFo01iLUiuNuDnn8UU+ivRr1XDhDWiUhwgLDWoIcF3sMG8jxGwNpQYSuCuzXODVUxO5ynI4i3xYPWBMjGJ8jKJ+YvMbf/Ev/4n+5UAw/YwKsB4N0i8FkPFGwCxQcoQ8asROaACZPZzVC5C1Sjk/UftUPt0d/XCSsPzVZS+h5Qc/hT7YGZSlq3D9TtorMtTO2OOVCncvefK3eBmm3r+i3L2g37qrVLDRuWtWu/1q4716471Kyco+niKhe/M0b6G3nq+q/KsqeLX2+NvsscfB4x8Cik54Z/X05A23VSSzbSep3ckkFqS0KaU5GmZJiVSuJm+bEzfLnXfdnX/Zoy/HjpQbw0P16Gf0tGUFtaED89iJvgy47zYcVSWTE+rDgfZpofOzOwOcu/7U7io/xOTKkeqNwGqnYwtG2gFMUnbABlG0D51j8WRMAP2B6mcBOoPDR306gvgb4HlOwCFXsAbfMn+h5QuW3+Uem2ebhOWweqdgD6NlC4BpRvAqWbQOk2hrZlbh7p20DVDtA5ohifVctlGpVCbdRoNpaVe3rFvlZqMij31Iv72ukjzfSOeuxIO7aj6T/UDu4rew7UgkNNJ/q4p2o9VHUcqVpMCrZJ3mRS1plk9UeyqiMJ3SQpPBT//0y9Z1ST67o1fMez93nf93zn7LOWooAgNSQkgXS6CIr0JE8aJfRepPdeFZAiCHZFRXoHC6ACCvZel5WWQlGXZVlQEHju78cTXHuMZzAwgCP+YDqvOec1rxOo7CRUnITyOiitg4r6ZcUpqOhAZ7rQmS44c+6n4vTydP+Som9lehB7oGIQKgbRiYtQehGVXoSKQVR2AZ29iMoH0ZnhZenpxfHexac9S/c74XADeu7Yl6bqTydKxysin5eE/ZEdcj1edCOKMxrmfMF/e7fEsoFHO2hPPuRAObDVoMZGt2ar/n4nwwob/YNbCPvtDA9xjFoTGF+G/eFYApzMgxM7UVkRlBahsiIo2wWnylDpblS6G8pKUUUFVJQvPiu52R7v7LTd1dHB2c7ewXabGYvNYjBJREMjQxKTasygUKiGhhQigWdrUhmKdCcHXMgIuJcXfC8/7HZO6M1cv+tpohvp4ifpfrcSJRd3IP2hToPhrsOR3N5wx66Abb0B9l1+tqcEpnV8kxM81nFX1nFXVq2DMcatDtiTD2wnHXKgHLGn7LUjlm8lVG4nVW0l77UgVFkaVGwhlm/Rq95KrrYh77UlVm3Rr7Y1qNxC3LOZuMfGsHorodyadNCeWcth9Qot+r1th3zsbgbxHoZ7PYiQ3IvxuBUluRPlMejtOuwhHPYVnPGwP+fhcM7D4YzEcSDYdSTc7VFa6NPCmPb0hMyIMEusx8odqzwWMBFXrEuPLkIoPCe2GKEjLlgXAk3Io/IRmpCHZTsx3Yos4GCJczqfa4S4YjhFEbkaCVwYAg7TTWDsxiULONj4htUiU0Uc7Ig0g+9K4TlhUpcx34UtRphCLoPnQuM4MQUcppCL3Tqkcp0YfFcm4krnOjMEHGX2iuOAXavHvsrguzIQLpXHNRYIyJJAsl+UfvwuzfgKXFYnrmwEVNwGNWPg2Edw6gtoXQHt8O/GmE6MWGF3VZdBxyJoh6Adq1FewGFDHwZbHYv/0QOxX8s1XavCfPsCrmMRdCzhulfA6SVc1yLoXACdC8pf4I5F0P1zTe8i6P76n13f/tHxBfR8Ae1/gc5v/9U979Dyfnf31MDZBy8Het+dPjjbWDhZm/n8QMb98oh7RaF3CgJv5PnfyPG5lOl2Ocu9P13Ql8w7nyzoi+UNJAoGUyUX0r36kyTnUzyHkr0HU7yHUwMupPqcT/EeTvG/EO97Ll5yJta7J1rSEy3pi/HvS/M7n+4/nBU6UJgcevwlaPsGOhYxQMF1LCohpu0HrvUH6MDCB99B6xKuYxHX8iuetqjkX9gPdmDRhCWlc4q93vRDmWXvXMC1fl/zC/IweML2B1sXQRM2GH4HV+4rnjyblU/Nvpl9+2l27svczOIH2c+P8vm3E4vvx5f/fLH49snS3IPluTsrb28tv7m6MjeCvrkK50bh3OjK3Ah8d2tlegjOnIcz5+DMOahohNNNcLoBTp+C0uNQehwqjq7IDqPSw1B6HMprV2aOw+kGqGiEikZU1ganu6DiNJR1oPLeZdkZTEKCitPo9FlUfgaV9/56Rfn6ePfys3b4sHvlViscOAG7j8yf3P3uQIG0LO55UfjTXP/HGYEjUZyhcKezPlv6vGyaeMxTrvQD20n7thH3bNUtt9GustOv2Uas2qKzZ5tGnS99qNh26W4onEqHU9lwMhtOZcPJPCjNQeUFUJoDJ7KgPBdKc6CsAJXmw8cZ91qCXVy22W/f5rTd3tFu+2ZzC5axMZVMMjIkkUlECtmQSiZRiIZkAz3XLcalAZy2OI8rWaFXMwKupvlfT5bczvC8mii+nep5N9P3wg5Of7jzmUCHvjCnc+HOnUH2LT6bW71t6t2sjvFZJxH2MRfaKVdmnQur1sH4iB35sB314DbDI3bkmq2Eim3E8q2GxVb4cmviblOt3SztPVaEEgv9Qku9ckuDcktiCUu92FIv30Qrz0y70Ewvi6ZdaKZXZGlQbk1s5LBb+ZY9YpvhILsbYdwnUT7XQ8RXA8WDvoI+P9du921nPOyxp12wtZO37YzH9n4//miUz2hicHVstKefl5W7wFSEsIRctojHwg448zlmbiLMFsTGQCwXylCWWHExZxDT2rF0gjGfQ0OUN1Cxk/SrEObMEPN/6eUmbnwawqHwXGhCHh1xofMRrCWGzueyhXymgENHXGhcVybCVerrAg5TwKHzeAy+K9XVkcZ1xXANS2NhFIzCcyIJnA0RF5LAmchzpggFhm5elNAkg7BsYvw+kH9a2TCjBKzPuIYF0PJ9TdfK36p510+siQHXvaTcHOxeAedW9fVOFPQug/aFv3Wrth+gYwlLY+E6l3EdENf9U8mtun/iun8qGUrHIuhcVP6udvwAHfN/S0Ut86DpE7f5XX3P+MNz12cudP7ZW/n2VOnLQ2l/VMXfKQ28VeJ/rcjnap7X9TzvkWyPS3nuF9PdBlM9+uK4Z2NcT8dxBxOFg6mSiymeQykelxJ8Lyf6XUr2HkzxHkrx74+TXE72HYj2OL3DcyAp4FyM9/kYr/5kv/NpgRfTg87vzBEeGQNt30DnAmhf+HvQ+xXaaF3CXlx9lkHHjzVtP0DLPGj7gev8+Td1wv6NLQur4vp30La8pnFRCXztP0DLd1zXolKuwl5sWcCdmlcCVvM3cO3hzLM/MA3r3V+zc1/mZn5+lP/8KEc/Tv1893rl3T0Mqlbe3lp+O4q+u77yZhjOXYBv+uG78/Dd+ZW3/SuzZ5Znu+BMJ1S0QWkdlNeh00eh9MCKfB+cPgTlB1FZNZQegPKD6PQhKD+Cyo4vy06syE9CRT2cboKyBihrgtNNUNEIZU1Q2gKlLXCiCUrboLQFKjqgtGVF2qwcMMdblp+1L95tW7nWDM+dXGqu+Xwo701lqrQs7sWusJc7Qx7nBlyO5J8LtDsr2dImNG3hm9S70o86Uw45kSq36VXYapVu0d5jY7jPTucAn3Qq0vTWITH6LBpOJMLxZDiZBifT4GQ2OpYGx5OXp9JWJlJXJlLhdA6UZ8Op9OXnKa+7wx0cNm+33brdxs52s/VmcwszFptNpVINDWlkApVEMMTrGxEpRF1dY0O8owU9181uIM7jUrLkUrLH1TSPKymSayniy7GCW0nuDxMDL0S4nA5z7Aqy7w93Ph1g3+pt0+y9uU5kVss3PYaYHEHYx51pxx2pJ5xox1xoB21J++zI+7cbV2whlm0mlFjjd1rp7bTSL2RrFZnpFtF0Shj4LLp6Fm19Hks9i66eTlfNpG1Mp29Mp29MomkmUlWzWJtymRp77UgnXI2beaZ9HlsGPbcOebsO+XCGAlzPe3POeNifFTm28W1bBLaNPJtG3tY6rtVxnk29m317EKdthyQh3Nde4mEpFpgpL9YgTDcEG9OM3IUEEY8mEGJ1elhMgSlE6CKuEeKMQRgGNEwBhy3isYRcU7EQ084xG5HJ57H4HDriwhbxGAIOg+ei/E6R8kQFls/CwllGiCtdhGC4xkC4JGcHuohLR5wZfFc611npS/JcmIgyRGqEODMFHOwTqsCVJHDGrEMqj0vlImR3CcVnh05Uvl5sJcjvASWjoOIO2PcKHH2H+9Vw0rkAepfBWbiavVpSOobty6BtNXXVsQjafihRrO3H30TjV5dD20/Qs/S3V9ipTDzgOpdB4xJoXQTtmI/2C7y+4Vq/g7YfoOULaP2a1yPt7703eWn0r/7WmdZS6cmdz/cnP6uOvVMWfqs45HZh0M0CfwywhrPFI9ke55MFfQm8s0n8/gTh2QSkP1V4McW9O1Z4IVVyIVXSnyTpS/TsS/DqS/QciPc5vcO9K0rUuUPcvcPtdIz7QGrAQEbAcE7Q+Yo8+yNToHMBtC2Dth/K99y6qDzP0bgI2lDQtohrX1KyIcwD/YVQ2Ccdi6BlXolxLQug6Qeu5Sto+b4adMDE9e9KixD7Boy7tf0Azd/WNHxVuoS37siePJqRT81iyzSfZ+U/38t+vnu99P7F0rvncO4uOndzaeYS+mYUvrkI3/Sjc33oXB+c7YZz3XCmFc60wtnGFflJqDgJZ47BqRo4WQWle9HJUigrhVNlUFoEZSVQtgvKi6G8DFVUoPIqdEaJZVB6AHtQ6VF07BAqOw4nD8Gp/aj0MJw8BMcPo1O1UHocTtXCqaNLr2oXnpxavN8Mr9ehg3WLLdXfm8o+H9794UDOVFHU64LAF4XBL/MCr8Qhg2HO/T5bz3ptbuYwj9gZHrEzrN6qU2KlUbFZt8xCs8RK47CAeCbd4ea+wOkzKfB1BjqeAMdi4FQsHItcGY+E4xFwLBK+joJjkXAiDvu4Mh6Fvt7x5oKvpSXVytJ8s7mZlYnZFhNzazMzS7apGYtpRCGRDUkkoiFRH0/Q0TPQ1sZraRE2bdjvtv1EkMvZSF7/DuFQgmAkTjgSLbwSLboWJ7yb7P48M/BxSkCDu2WzxLrVd0u7v2290Kyea9EgsKrjmZ9woR91pp5woddyabUOxvu2ESssDfZsJhaytYos9PLYm3IsdVKMVdNpWsmUjUlk1UzjTSmE9YkktUSiSpLh+jSyWqaRWrrR2gzmhky6aiZtYwpTLcdSZ5elbpktsXo7+bCj0WEH6hFH5hFHZrmNYdVWSqW14R4rQpk5eae5QS5Tr9AMn7vZKMfJNJ2z1V/MsxQLNruL2AIuW8hnChGWkEsXcbGzz7/GN4ZIiLUSM4VctoDLRFyx5BSTz8MyB0whlyngGCHOLCGXIVAuMGMYR+Vx6Ty+iUjAFiAsPg8zHMkCDp3PZQkQJp/HEHCwdvZ/F7DoXGfW6rVUjHNRBVyWiMcUKlV/LPtO5XEZCNcIcTYSuFB4LkaIMw3hMXgcJl9o6OVNDIzDhxcQYyvWFPaAomFQ9RhX/WJN7Syo/4ppNBi9wnWvLjx3LOK6f+K6l0AnBK0QtKFK37ATgo4lXPcS6Fxc04Nl3xdx7StKpRn7je1Elb+NGFR1QtCGrnqIi6BzQSn9dKyyrc4F0PrVsv398ODjsUsjf11o+nTm4PixnJcH0p9Vxz6tjHm4O+J5UfiDguDbuX43Cn2v5npcy/e+lON2KdPtfLq4P13Uny4aTPUYTvUaTPG+kCS5mOx1PlHSnyTpj/c4Fy85HSfpS/A6vcP9bLRnb6xnf6L3QIr3YEbgUHrwUG5kd1kZ/eQs6FjEdSxg7x+H/StW3ySuZQm0/cD9+3tuWcBh2nzbT4xngY5F0PIdNH4HbT9B8zfQuaC83NX8Hdf4FbR8V+r0jV9w9X+BlnklUjd8Bc3fcK0/lHp843dw6/bM0wfT8qnZOZni04xiYXZ6+dPUwp+vl/98sfL20crsjZW5K8tzQytz5+F0H/pmYGX2DDp3Gs50wplOdLpteboZTjesyI9BxdFl+QE4VQOllXBqN5QXQ1kJlBdDWTEqzYfSnVBWgsqK0OkiDLagrATOVUNpNZRVQtl+KKuGk1VQVg1l1SvSGjh2AI4fhhP74GQVnNiHTu6Dk8fgi1r07gl4rxEOnYJ9Rxcbq76dLPtyaNfnmvzZsqTJkqhnhUEPs31upIuHI1wHAradlZi1cdlHt5MOOVBqHPA1dvgqG0LlFoNKG51aD+rQTs97xyPnLqbBiQw4kQjHEuBULBwLW8HQaiwGvgyH4xHK53UoOhkOX4Z/vhxgYkZisViWlpaW5hbWZmabTc2tzMzNWEwq1YhKppAJRDrekKSlZ6Crh9fR1dZQC97GqPNxbg5w7A7jXojmDYZzh6IFw5HIlRj+jXjunWTRgyzfFp/NzW6WTW6W3b7b2jxs6rkWdTzTRq7FcUd6rYNxnQvjhBPtiD1p7xZCuTWh1Fy/wEQrh7kpk7Yxz5yQTtPKpGqlklRTDNVSDNWSievj8L/H6a9LMVTLMlbPoqnmszULzXQK2Zuy6RsyGGopLI1kunoGXTvfXK/YUr/ahlxjZVhmrr/LVC+brpPF1E2mq6cYa6WxdBKNdJKo2rHW1B3bzEMEXCcPvpWn2MxdYOYhZosFLBHf3NsNO2BjKkLYAi5WaswUIqbuIqaAwxJy6YgLU4hgViBWXswS8akCLlXEMea7sIRcpoiDlRcTec4UBDHmc7DKYyx1hcUXsGwXlldgiXg0hIdp6piYRedz6TwOk8/DQA3TsOh819XeZIQlQGhcVxMhn8HjMPiuDAGH7GLPRFwx/sVEuCZCPtnDh+QXjQ/NIkRX/pbdBXYPgbJbYO8rcOwD7vhfoO4baFnAYAjXvZpZ71xY07O0Sp3+TbVZ3THEdf8ELd+VKjUGVa2La7CemY5FXM8COL2ibKTpXAYdS6BlAbQvg/afSglslaDhuhZBx/y/Oj6mdUyPX3n4+crQ96HWzz1Vrw5nP9+f/Kw6+lll7P3yiHvFQY+KA+8Uet3J9buR6TWa6XM1z+dylvvlLPeRXO+L6W7DqV7DqV7Dab7Dab4X07zOp3hieta5eMnZOM/z0X7nY7z6Yr36ErzOJ3ifxwArM6gvd0dz9VGdk+//lqJWowY4TNFr+4nrXAbdq0yq7SfoWFyD6eutyqXl1WjCvBK8MP1L+T/BMmjEAlnzoPE7aP6Ga/wKmr+Bph9K3b31K2j6DBq/gaavoPkbuH535uGTmenXirlJxcdp+fzc9PK7cfTDq+W5Jyt/Pl2ZHUbnLsE3/XC6D507DWe74VwPVHTAmU4427YyW4/ONaAKTJk6BqUHoLQSlVdCeTFUFEJZATq9E07krQJWMSorgooSKC2C8mIl85JXQHkxlBevyEvhVJnymShFJ0vQyXI4VQGnyqB0D5yshq/3Lb/Yh94+Ca+fhIOnlnv2LTfuXTpa8qUm8+2e1PGi8InC4Ff5AfcyJJdikMFoXp+f7YDflg43dpuIWSegn+Qzal3YB+yNDtgb1XJp3bHb7uwNet6Q/uFGAXydByey0fEE+DoOjkXCsUglQr0OQl8HwLFgdDIUjofAl8Hok/DFIX/bLTQmk2luZrLZ3MzKxMSSbWrJNjVnMlk0OpNqTCVTKAZEkgFBT0tbT1NHS22jEUEt0ZHd6+/St0M0EOY6HIlc2sG7tIM3skNwZYfwbpToTrToTqzkjM/WRrFVo9i6WbylSWR9gmdygmdy0MH4sAP14Hajw07G1VsJ++2J5Vv0isx0s+jq2QzNTObGbLZmltGmTONNqSTVJPz6JMKGJPz6FEO1ZOK6NLJaNl0tj6Gx00S7gKFWbKpdwFDLZaunMjVSqJopDK0ko40pVM0Mhl6KkUY6TSeRpJZqrJVK3phIUks00kkka8TStHbQN0Y72ogQBwc33mYPoZmXu6m7wNRdYOIpoAl5TDeEwXe1FAtMhDyWkGvuIaSLuNipCJZAYCLkY6//GhIZYh5FyDUUYouEAqaQa+ImNEBcjUR8Y76LkogJOFjy00QkYCF8ulBgzOcwBDzsXrSpuwCz/xh8VyytTudzjbH2BZEyfsUUcmkIz5jDM0KcsZwqheeEmZgUnosRx9VYwKXyuFRXRwaPw0S4NB6f5OVH8IvCh+TgYyrX5TWDkgtgz31c9Utw4g04/l7ZMNP2A9e9pNy86V0CvctKwoUhlLIieVVBb/uB615Z07UEOldpFHb0pWkedC3juld+uYq4TlR5q7VrWfmzXcu/5G3QuQg65kHHvKTrw4n+8U8Pr/28fvbrxZPzPXumjmb9cSDxSWXUk8qoR2UR94qD7hb638n3vZHjdTVTciPPfzTbeyTb40quZDTHayjdbSTZazjVazjTdzQjYDjFZzDFezDFuz/JvS/Wsy/Wqy9Sci7SfSBacj7Gqz/O90Ka/3BW4FBmQH9eem35MVD3EXPrMCRVGoUY3HSsgNYV0LjqBrb8SlFhpcaLoHVJOQxiX2qZX4U2TLb/hmv5rNSnsHBDwzdcwzclujV/A02flCs7WCx+5Lr8/sNpxeTMrFT+QTH915x08e3rxfdj6Ns/4LuHK3NX0Jkh9M0AVJyGc92oohPOUaO5aQAAIABJREFUdMLpLjjdBGcboaIezjbC6VNQXgvlB+H0ISithLJyKC9GZTuhIh/Kc1FpPpTmQFkelOdCRT5U5ENFEZTvgvJidLoIKkpQeQE6tQvKCuBkATq1C07shBM74WQRnNgFJ3eh0jIorYSTVXCseuXlfvT2cfRWMzp8cqnnwGJj1eKxwr/2Zs5WJE/lhb3OC3qS4X0/XXI1FhmN5QxHOPcH2Xb5m7d7sto9TJqF5k0iq3qh2QmxWb2H5flk5OaBkLddWQvXd8HXBXAiC46loxPJcDwWHU+AY5FwLBCOh8CxMHQ8EH0dgD4N+HElbOpsxL2WYF/OZgaLbsJmmrMZFiZsa3MTMwbDnM2iU2l0Ko1KphgRDAl6ugQdPW11DfxGjU1qKlsMNbKdzbvD+H0hyECEC7ZCeDlKNBLJHYnkXong3oz2uB3l3yXhNYg2nxKY1wst6vhmJxHTwy6so9sph+yNDzka1diTqrYRKmwMqiwNClibclk6KYyNiYx1SWTVVJJ6EkElUV8ljbwxibI+xXh9EmV9LlNjp4lWIXtTAUtzt7nubnPdYlPtQvamdOMNCcYbko01og3XxRmqxODXJRvpxJE2xZJVY8nrEynqcaRN0US1aGOtaGOtSDbex9neVsS1dOObihC2h8DEU0j1QFgiHraCw/YQmLsJzIUIW8QzlbixxQKWu5AlQMw8hCwhlynk0kVcppDL9hAZuwtpQh62row1hf5qX/h14pQu4tIRF5aIxxYLqHxsOxob6xCmgEPnOjP4rlSeK52nvEWISfjYXS8az5nBc2HxOUaIM12ElY4imGhFR1zYAi5LyGXxeUYcV2MBQuIjRogzpmGRnV0pnn7GfjHGobn42PJ/5neCnYOg7C6oeQlq/wR1H0HzN9A0j+tdVa+w2Kdyz2ZRybZav/2CGFznsnLNEMOd9l99AwugYwXLcCmJCSZstc4rr4dhOYBOLNj9E4fp3J0L7u1/7emdvTL08sf94aVrvfMX9n9ur1TU5o7XpDzZE/2gIvLB7pB7JQH3ikLv7wq8met7Pc/3Rr7f1TyfkWyPS5lugxkeg2nioRTJhXSfkZyg4TTf4VSv4RT/wSTvi5HugxHu5yLF5yLdByLdzkV4Xoj17o/zvpDmfyk7ZDAz7GxBam3JYdD6dTUbpQyd4zqXVwnUMmhdAm3LyqxDE8ah5nGtP3CtP3Cn5pX0s+0HaPy2CkzYPvNXDKFA61flwmDTvDKD2jIPWr+uafgKTn0CzX/hGj+Bhr9Awxdc4ydw5fbY3XuyyTH5nGzmg0z2bVax8Pb54runy++eLM3dgG8uL88OoHNnV2bPKMdADLNmm+FsA5w+BWfqoewU5gZigIXKq+BUGTpZDuXFcHIXlOdCeS6UZkF5LpzOUv4Rs94U+Sj2yWQ2nEyDExmoLAdOZMHJbHQiFU6u2nYTxfB1BXxyDD48Aa80Y/Mg7Dn6/VDRm8rUyaJgWWHI82yvFzne91M976V4XE/hj0ZzL0dz+sLsO/yt23ytOn2sevxsW3ysT7lbNPradITZXC/weXIk9s25rB+PCuB4LpzIVr6HsSR0LAmOJayMxcAXMUt3Ar9fC1ZcDOqp8UwLt7e13cJmslgsljHFyJBApBsZs+k0UyaLSWcwGAxjIzKJaEghkYkGBLyOrp6WNl5Lx0BbV3PDxg2/rdVUXefCJDQEbb8SKRmN8jkTuH0gzPlChMtQpOtgmONgiMNQuMvoDmQ0UnDc1eSIE+uEs8lBB+PjHLPjrqaHHZkHHYz32xnWbMEfsCHstyYVszXzGJuyqRszaRuTDdWSyOqJJLUkimYCYV280foUY9UUqmYKVS2DoV5gorXTRHuXqXaRuVYhe1ORmW4JTT+brJVD0c4w2phAWBePV0kiqsbjVeMMNsYYqMeRtOPJWkkMjQQz3bgttHCBnZ2nYIu3u5mXmC0RsoV8U3cRVmtl5iFm8F1Z2PKgkGvqLsCuSNCEPKo7j4lJWkIuS8hValsCHlbPwOTzWAKEwXc1ESNsscCIz2HyeSYiAaZwYXXsWO0MU8BhiwUsAWIqFtJ5HCzpzhIp126oAi6V50zncag8rhHizBZw6YgLW4CYCPksPo+BcNkChIbwGGIeU8Chcp2YfB7WlkXkORvzOSwBwkC4TIRrzOEZSfyMfHYQw9L140pBQQco6QcVN8G+V+DEG1D3ETSuii+/Vp1bF5XH6NshrnsF17OA61hQjoo9S6BjXkkfOhewHRSl5Ny5gNn8yqYHLFba81P5bd2rPcudC6DjBw5bBmqZD+j4eOys4tG1Jz8e3ly+1vF94PCnzqr3TaVjB9Oe7Y17sif6fnnE3V0hdwoC7+0Mur3T/0aO793CoKt5PpfzvC/neV/K8b2U5Xcpy28o1edSqu+FJMlwqtfFOM+hWK/z4e7nIsWnw0RnI9zORXieDZf0JfidS/Q5l+h1NtFnMCN4JDtuoLisqnpgTf331SzCqiaF3QpsXwDNP1YzB/M4DLAav61p+oZpT0o6hkVMOzCQWk2cYozp1Gdc3RfQ+hXX+Bk0fAEn3oO6j+DUJ1zjZ9D0CTR8BA1/gdq34OQH0PwXaPoERm5OX783NTU5LZuSvpcr5mcVC2+f/3z7DH33eOXNfXRmCE4PYNEqONMJ57rhTCdUdEBF/cpsPTrTAKcb4EwdnD4JZ45B6T44vQ9K96LyKigrRad2odJ8OJkHFYVQnovKMuBUOjqTj8pyoDwXyrMx2oXKMuBUKhxPXplIRSdSMbcOHUuBL1LgixQ4lQkni5aeVcCHJ9CbJ+DlZni+fqV3/3LH3k97MyeK4p7lBjzP8nuY4X4r3e1hpvftDM+RFN6lGGQkBhmOcO4J39oTuqUn2KYn2KY33LE9dHuj/5bW4M1XC4Ne1CZ/vliw/CQfndoFpTnoeCaU5qCTWehYGvoyCX0UO3ch+nrnjr6jwbVlQV6+LlusLczZLBaDSTWisZkssiGJaEBg0xlUIxqdZkwhG9LJZDKZbEgg6mrr6GhpG+jq6WpswmvpaG3UUFNZr7lhg5Ge7m438/ogx2tR3tdjJKdDHM6GOPQF2g+GulwI2n4xxHUojDsSITzr43rQ0XSvPf2AE/uoE/OwA+OgPf2QA6NmG6nKSnfvZr39W4glTK08pk42QzPZaEMiaWOigUYiQS2OsC6VopZIVInWX5tAWJdkuC7TSC2LqpVFU80z0cxjb8pj6+YwdDGkyzJWzzJWTzNUTSKqJpLUEgjr0o200ox1EglqCRTtZJZuvB01nGMR7M1z8Xff5u9l5SY08RSauXtaSDxN3UXmnm5ssQCrYGcKMaolYnuITDyFLHc+zUtg5iHGrjqbiASYr0cVcGlCDg3hMQQcEyGPKeBQeVyWiE/j8TFBfZVVCWhCDkPMYwoRbBvRRCTCIvJMN4Qs4NCFAgy2jPkudL4rdouQKnBlCjgsPgcrh8AqHBgCHlXgqrQgEVc615nCczHmc7BVR8wEYPE5VC5CdvOmB0Qbh6bqR1fg8lpA4Vlc6VVc9Utw5C04/gnUYXtty6ATBR1La7pWQPcKRrKUelP7gpJEdGHtVwtKDtWlHJRwrd+Vwk33/Kp3tnoJpnV1+uuYV4aVzizjsL+t+yeuZyGj982FoTHZ7ZvLD4eWhxq+de7/0Fw2W7vz9YHkP/bEPSmNuF8cdmd32LXCgBuF/jfy/W7nB1zP97+e7385z3s41200x+typuRShtdwmu9oRsBgnOfFWI+LsR7nYzzPRYrPhPO7Q4Xnwj3OhXucDZUMxQdcSAnoT/Y7k+A9nBE2vCuht7wm48gV0ISZdF8xSQ7X/B3XvKBsgGmZB62L/6FctfmOCeSg8Rs2x+Eav4KmT6DhCzj1BTR8wTViuzufwckP4NRncPKvNSc/grqP4PhHcOoLqPsITn4AJz+Aho+g7j2o+wiOvwd170HduzUn3oBTb8GJN6D/quLu3ZnXL6TTY9J3U4rPCvmPN89+vn328+3Dn2/vrswMoLP9cLYblbVhDEsJWNMNUFGPwRZU1CtTVzPHoPQAOlUF5fuhrBRKdyofjFJh4QB5LpzOQWVZcDIblWVAaSqUpkJZEpxIhGPxcCwBHU+AYwnwdRx8lbwyngInMuDYTjhWDe+dRG81or1H4ZnDSx01X2t3y0qTXuSF30/1epDidieF9yBDeCdddDNbfC1VeCHC5WK482CE0+kI+zNh286EOvaFOZ3d4dId6dLsb9ezg3tld8CTU6mfL+cvv8pDZTvhq13wdQH6Kn/lRSp8kPdtJPn56Zju6sjdu6JiEwN9fMTWFuZWVla2W2y2226lkinmbBMmnUGhUBgMBp1Ko5DINIoRmUTE4/EEPV0DXT1dbR09LW0dzU2b1DduVFNXV1XboLJeVV0twN4lW8xpCHC4HCXoC3A94+10xte5P8D5fJDzhWCniyGuF4N4l4MEnSL7Y06mB+2Zx1xM9tvRq+1o++xp+7aQ91mSK830qyx0StnaRWY6uUyNLJp2IkktjaKRQlKP0t0QR1CNI6xPJKnF6G9IMFRNJKokGKzPMNqYTlHNomplM7RSjTWTSSpJlPUp5PUphiqx+r8lGK6PI6yPNVBJNdZMomimGGsnULTTLPAJDibRYqfYULFLiId9gMcWTzczsdBC4m4hEZtKRGYeQitPsYWIb+EutPRwY4n4Zl5iphvCcleenjfmc9geImMxgpVhsYX8X2yLIeBhNccsAcIW8egiLttDgJ2hp/D4DJEQK8miCXlYFN5k9TAXleuE5VENXe2xaBVGyihCLpXHpSMudMSFgXAZAo4yqCVAGDwXbDvaTMBj8ZUghY2ZGIyyea4MRECRSPCBYQaRqZtiitdkN4Fd50DZbVD9BJz8E9R/xjV8V+pQbT9BJ7qmawX0LK3aZCvKcQY7RfVLeFZKy98xp39N+2oQ6ZfH37GkbFLuXR0ee7BA1s/V3eAfoPM7qfvrobPyp5dfzt+6snL79GL/ka8dNe/rS+VHC15WJz2vSni8Z8f98ojHxeG38wNu5PvdKQi8nu9/rTBgJCfgUo7vpXzvkXzfS/new3lew5m+o9m+Q4kel2KEw0meZ8L5AzHC3khRb4i4N1hwOkR4LtL9XKR7b7TkTIL32RSfkezIqzvT6ksOxx+8DlpWN5MbvuIalXMcaJoH9V+Vcar27zjsKlf9Z9D4BTR/A/VfQcMXUP8BV/8XqP8ATr0HTZ9A/QfcqU+g7iM4+Rc49gEcfw+OfQDH34HaWVA7B2rfgmMfcEffgNq3uGMz4Og7cHQOHJsBtbO4YwpwdBrUzoLTI1O37ite/iF/Mzn3XiqdVyiW3k7Ady/Qd4/h3P2VmQE43QfneuB0lxKqZtqhogVON6xM18PpBjjdBKca4Uw9VByH8lpUeghOHYRTNai8Ep0s+dsrVOSjMwVQkb8yna9kVUqSlQRlSehUEipPgeOxcDIJHU9AX0fAsUj0ZRQ6ngDH0+HYfvjyOHq/EY40rfQc/tGy93tT2dyh/GdFIY9yJTeTkPspgjupLndTketp/FtZgtE04VCC4MIO54Eo595wxzMR9n2R9r0R287Ec7ujXTojOV2xrreqd7xqy5gf3Q2fFKH3y5cuF8wPZXwaTp3rT37emzB4JKphV2hoqHegf4CfyMOTh1hZWVlYWFhYWNhusTFhMM1YbDMWm0k1NiaR6VQGg0ankilEA4Ih3sBQD0/R1dPT0samQk01dU01dTWV9Spr16moqFDIhoF8912+7seCXUZ3uJ/1d+zysz3ru60/yOF8kONgoPNQIGfAx6VH4tQh2b7Xnrp/u3GFLanCllRuY7jHilC5mVi5hbjXilhsummniVYOc1MOTSOdop5iqJJmpB5rsDYav36H7m9xhPXheuuiCKpReuti8OtiCWrhemtjietiyaoJhuqJxLVJhuvi8SoJeJU4wrpow3UxpA1KmMOvSySpJdP146xNg7fbeApcg3x8QoIDBb4SJ4nI0UPs6OHu6OZmifBtPMVb3QVbPcQ2nm6WHiJTsdBC4okpXEwPPsudT3MXGPH5NCHPzMsdsxQtRHwTIc9SLDAR8rHEqaVYwOJzmG4Iy12I4ReNxzdzU46cWESe5c7HMlwMMZ/Cc8KufhkhzjQhh8ZzxhoXsK0dY76LEaKsiMDoFQPh0nkcJuJqgnBMeK6s1ZAqDeFgdaZGHFcqF6FyEbKHF8k7hBiaqBtd+p/Z9aC4D5RdBXufg2MfwPGPoPE7qP2kVM1XLby/cwntS0qIwcJHLcrEI65nAZxZAN0/lA5a53fQOv/3D/b+m7Leugg6ljC5Cte9gmteUI6T3T+Czn28PvLHuxt3ft4dhDe7f3Tt/dBa+q5u5+ShtBeVMc/KdjwpjXhUHn23KPhOXsDN/KCreT4j+b7XCgOuFQZczfMZyZCM5PsOZ/sMZ/tdTvG6nOI1mCq5GOd5Psa9P0rcF8U/Fyk8HYa0B/Jaw/i9sZ5noz1Px3ieS/Q5l+w5lB56aWdWbdGp8P0PsVQBRp1A/Vdw4hNo+IJNf6DuMzj1BRz/CI5/xJ34BE59BnXvQN170PQJnHoP6t6BU+9B/Qdw8k9Q+xYcfwdq34Jjb8Dxj6D2Lah9Cw4rwIk34NgsqJ0FtbNraqdxR2fB4WlwSIo7pgBHZsDRaXBUDo7KwdFpcFgBei9Lh27I/ngkm3omnR6bfDc1sfBm7OfMo5W3j1fePkJnR1Zm+lamO+FsN5xuwB5UUYfONEF5PZSdQqdOQulJKD2Oyo6jU7Wo9CgqPYpKD6Oyaijfj8orUUUFOluMWYFQUQQVRXC2YGUmC0pToSIHSlOXpUlwMgmOx8KJOPg6Dr6Kha8j4ItQOBYJX8fByWz0j8PwUTN6vR0ONK607Vk+XvKuJvtteeLjTP/7qZ73Ut1upwjupItuZCBXU3g3UgUjUZzBMMehcJfz4c5ngxwHwpzPhDr2R7oOJXqcT/C+mOE7mhv8aF/acFXamb1pLbuTouP8PHjI5s2WpnQmnUpj0xnmbBNrC8ttFps52+wErq4iLmJvt32zpZXtFhsLCwsrC0sWw5RCphmRKWQCkWJApBqSKQZEvJ4+yYBAxhMIOnqGm3T1NDX1NDW1N6huUt+oob5RVVVVXVVNRWXt2t//53dNFSML5l7/4K4w4cUw3oVIfr2bRYu7VYeXTa+P7TnJ9j4v+7Pu2894bG8W2xRv1i+1Mii3JpVtIe7ZTCw20amwJVVYEXab6BezdLOMtHPoOpnGGsmUjanGmvGGG3cQfo8lq0aTNoQZros0+C2C8K9Ig99C8WvD8Srh+HXhemvD9daF6P4epr8uQl8lSl81jrA+mbIxiqiyw3BjlLFOBFUvmEUS22yRcBG+vbOlpaWVlRXiyhE5cczNLbUNDPCGFIoR1YjJtN5syePxdoSEpeyItfR1Z3u7m3mJzbzEmLxl4S60EQldvDycPN2cxEInEcLhIiI3sbu7u0Qi8fPy9vf1C/DzDw0J8Pf18/bxk/j6ufv78Py8rd2FWLUWk89ji3hsEQ/bf2ZjK9B8Hpawx/JWWH0NHXFhC/kMBDtTqFy0Zgu4mGOIaVtMIRe7Y0jnczGTkSVQttZQeC4UD0+yTzghIhW/Y5duZuP6XWdA+RVQcRPUzoKTH5R1vZ3o37H13kVc90/QvaJsSW6Zx0QoXPdP0DGPO72Ma8VwClPiv/1StZRI1PpVmXhQBiy/g7bvSjGrcwF0/Piv7nm/gc/VQ3O3r4//eHIbPh6FN7tXBo99a9/z+WTJ9LEs6YGUP/bE3K8Ie1q241FR2KPdQTcK/W9m+17N9hvJ972W53c93/9KrveVbK/RTJ/hTN/RTL+RJI+hRLeBOI+hOO+BKHFPBKcnHGkPcukORLqDhN2hwrNRbqd3uJ+Ll5yO8zid4DmUHtqSV5Jf1mV98Ak49qcSYo59wB35AI7MgSNvwZE5cOodOPYG1M7ijs2AujcY6CifE2/AYQU4NAsOT+MOz+GOzoIDctxhGTgkBQfl4IAMHJoER6bA4TGw7xXY/xrsHwc1Y7jqF2DfU7D3Ia76Eah+BGoegL0PQfUjXM1jsPchqHkAugYnB0Zkjx/Jx14qZl5L/xyfmp95+X3m6crbR0tzD9C54ZWZATh9Dp3pgtOn4GwjnKmH8jo4fRKVHYfTp6CiHsrrlLq77IRyHUd2DMoPwqkaOFUDZeVQWokqKlDFbqgoQWVFGOFaZVhpUJaEjifAiTj4Kha+ikVfhcGXwfB1OHwZCV/tgGOZ8PFx9H4TvNoCB04s1Jf8OFb4tjJroiTsjxz/++mS2ymCBxniu2miu2miK8ncK4ncwWj7SwmOA+Hb+/y2XQxzGQpzHYhwGYjl9adIBjN9hjJ8rheH3qpO6iqMK4kKCPPxSgwM9xYI7aytLUxMSSSSoaEhiWhINzI2pTO3WVg6brfhuDojrpyt1lusLSwtzMytLCxZLBMSiUilUvF6+oZ4AyNDEpVMMSQQlZFRXT2l6K6jq79JW1tjo7qqmrqqmuaGDRvW//7bb//67bff1v73v3z44jI//3qJ8GKooEOytVVo1i62Pu1l0yvZctbbrsfbptvX9rRga5vj5oOWxrtM9fbYUsttSaVWBqVWBiWmuhWmBmVsYhHLIMtYvZCtlcfWzaRqJZLU4knr443U4wiqsXprow3WRRusiyKqhOPXhen+HkVQDdH+LVz790C934P014bo/h5joB5FXBtFVIkkrAujqAdStAMoRA6JyLXbKnR2CffwQhwcyXQqydhou90WXwe+lrau2gZVDQ0NbW1tEwbT1tbW3t7ezzc4KiaaGxiw1U1s5ymydhfZSty3ioWOIoGDC9fBydHBwcHOzp7H4YoEQnexm4+Xt7+3j6/Ey1fi6S3xkki8vbw8/f39wwNDgwNDAgICRL4+W91E7FWdHhOwWAKELeRTeVyqQOkPYjYlJmYxBBw2ps0jLlha1VSEMPiuVB6XKUTYIp6JGx/zIk3FQibCZQpcaQiPyefRuc4mQr6RlycxIJwcEk/akY9PO7Wh6CwoOg9qHoDDs8p1Qiw72vUD9C6Dnp+g+wfo+LcpTwk0i6D9pxKG2r6Dtm+g/dsvhqXUnrHMZMdq40rLPGhfwLX+wLXM47oWQed30DEPOr76nH53+IJ89ObU3IvX6JPb8EEfer19qf/Au8ay9ydK3h4pnKxO+WNPzMPysPsloY92B92vCLtZFHyrIPBmge9ojteVXO8rOT6jBb6jmX4YZl1J9x1J8riU6HkhTng+DumL4vdEcDrDON3BvA5/pCOY2x3B6wlHsKnw9A733niPc2khR3JKcyr6WAdf4I5MgyMzSmw6/BYcmAGHZsFhBTisAEen1xyUgiMz4KAcHJwCB2XgsAwcnMIdUoBDcnBICva/xlW/ANXPQc0zsPc5bv9rUPMC7L2H2/cQVD0Gex+Cqnu4vXdAzX1QfQtU3QTVN0DVKNh7c83uYVzZKK7yGii/BEovg4pL/6joB43nJ7pGpPfvyp4/nZa9kM6NTX2RP5uf/mNp5sHKzH107hKcuwAVZ38qejCtamXmOJw+hc7WoopaVHYcKk5C6XEoq4OTR6C8Dk7VrqbVDypT79hHWRWcLofy3ahiN5TuRKXYhJgHJ5PgVCacioeyODgWCV+HwvEI+CIUvgxGX0ahYynwdQF8egreaYVXO+CZE99qd709nCOvjH62K+xxltfjdM97aZ5300S30wS30t2uJvGuJbpcjnIYDnPqj9h+Pnj7uUCbgeCtFyJcBuNFl9L9RrMCR3MDL+X43yyLrcuLTfby5nJcwrz9k0PCQ0QSju12EwbT0JCgp6eno6NFwBuwqXRrC8vN5hYuDo52NraWpmabzS0szMzZTBaZTCaRSDraeLyevpEhyZhIIhkQyAQi0cCQgDcw0NbF6+jitbR0VNW01NQ01Deqrt+guWHDBpX1v/3v/6e6TuW3//pvlQ3rtzk4JvtHHAsM6At26/FxaXGzbhRbdLtvOeOxrcvNusPDutd9c5vAoolrtn+bcYUVoWorucKWVGFluG8zqdwEX2FKLGPo5jE25dI1C0x1MxgaqVS1LJp2Kkk1laiWRFSPx6vE41XiDNSi9VWi9VUi9NeF6a4N1/4tlKASpP97kI5KFEE1Ul81HL8ujLQhGL/Oh6jqaEiwNTLeutlCxHOV8AUhkkAanUwlU1jGxjY2W7dYW23U11JRUVm/fr2mpiaNQDKzMN3uYJ+xIy49MtbXL0Ds7ubIR+wQxI7L2cpxst1uZ22zZds22222W7nOLmK+QCJyC/DxDQsICAzwk0g8vLy83PliBEEQBBEJhMGBIYG+fl5eXgFefjaebmwhny0WMAR8hoCvnO+ECLaxjKlgxnwONg8y+TwWRrv4XKKjg4kYwQCLwXdlCJSIRhW4Yt3wJkKetaeIJuRQeVwax4nF5xl7uFN8gkkRaZTIfO3Eo7+XDeB2XwYVd0DtW3D0nbI84FdysnNhTet3zMJT6ugdGNYsKhvpsO9s+67U0du+KXeAW+ZxLV9XVwsXsUKo1QrgBSUItn4F7V9y+mXDV1+9++PF8tQL9PFFeKNjZaQBnj/8rrFMcSR/Zl/ueHXyH3ti7paH3ikNvFvs/6A44G5R4P1dIVfzvG4UBNws8B/N8bqa5zma6XM50/dSmvfFFM/zsaKLiZLBVElfFO90KPd0KLc3hNMe5NLh49oWwO0K5XQG889GuJ2O8eyN9uiO8ehLi9ibXx5Scvr/7H8FDk6BQ3JweBIcfQ2OTIHD47j9r8H+1+DwONj3HBx4BQ69xB2YAPtfg31PQfUf2Mc11S+UFKnqNm7vPbD3Idj7EFTdBXuug/JruLJRUH4JVF4CFZfB3mv/UToESodB5QiouAiKenG7B/5vUd9vu/pUiy6q7OoHpQNrdnatLTkDjp55fubi5LXriqePFK+fyGSWgPeMAAAgAElEQVQvpH9NPZufefZ99uHC7IPl2eHl6f6V2TM/Z5qh4hSqqFViluIoOn0ESg9BxcmVqSOo9CgqOw4nj6Gy49hUCCf2wclDcGIfnKyGUwegrBQqquD0Hji9B8p3K3sRZAWoLANOZaLSRDiRoJwBX0coN2OexyxNpsPXB+H9Vni9Bw42wq4Dn47tnN2bMlUe+WJn4JMM70eZHo/TPR9kiO9nia6n8W+kCm4k8q4mcC5FcS9GuZyPcOwL2nY2wPZCpNP5KC4mOl7J9b5S6HelNPVUVmKUh6erq6ufuzjc2zfC09sL8RA7cazZZhQSWU9PR09Ph4A3oFNpbCbL0crGwXabjZWluamZqakpm8miGVMNDAzweLyWlhYBTyQZECgEMlEfT9DTJejgDXT1DHT18FpaBpqbtDZqaG3U0FRTV9ugqrp+w4a169b/9j+//8+/1qxZ81+//behCdVXIGr0dW313XI60KFdsrlNYNUtsOkQWXeIrHpEli18kzaReYvIotKaXGxFKDbHV5pTqq3Ie62IlWb4chN8IVsnm6adRdXKpG1MIaumGalnGGlmUzcmklXiiRsSyGqJZM0Y0oZog99jCGtj8OsjdddFGKgE6a8N0l8borc2GL82kqwWSdMQkrXMdTUo2tpkPGGzlRnHwcET4Qd4+fAdORQKBY/Hk0gkD45wq/UWVY2N635fq6qquklDS09Hn0qiubo6JwVF5ETEBfv6uvC4CILw+XyRkO/j7cEXudg7bnNycnJ1dhHxhCKE7+UpCQv0iwkPjwkPD/HzEwmEHA6H4+Ts4uTsKXYLkAS4idyduTzEW7LN093UXcByFxqLEYZEYOjGI4oR5dCHcGlcVzqfSxNy6HzkV6KdzkeM+S5GYo6RiEfnc1l8HlvIp/O5dKGAhvCUoQcBglUt0xCeiRih8rgUT2+qfxgtJNk4pHBDbhPI68Ttvgwqb4DDClD7CZz8DJrmlWjV/W8Z9H8TrZQkq/sH6PwOOr6uaf8K2r8pU9pKF/8raPwLtHzBdf8ErV+VnQRNqxGB5m+41u+gZR60fmZ3f2rvlz69+ezT88fwxV14sxPeaEWHatGz+981Fs7W5kn3ZTyrjH9aEfvHnpg7u8N+AdatgsDrOwNvFwaNZnuPZvrdyPMfzfQbyfIZTHa/mOI+EO02ECUeiHTrDeX1BIi6/Lg9ga7Nfg6N3i5NPs7NQdzOYH53qPBMvFdHlLAjRtyRElmaucezpA/UPAD7XoL946DmJdj3HFQ/wdU8VTKjmqeg5gGoeQAqb4Cqu6DqJtj3GFReAXuvg4rL/7nnOii9DEov/8fukX+UXwGll/9Rcem/y4b/X8kFreILGgVn1Hf2ae3q++fOPlB05p87z6rs7NUu6DUo7FIpaFct6NDN71TLb1lf0Kqa3ayW36KV26ybUw+qeieOnJ4YGJFduSF7dG9C9kz27uXLj+Mvv0w9/iF/uDw9sjI9uDTdi850QcUpOHMMnTuyNHsITh9altWgsmoor4Hyg3BK+aDj++HUQSg7DKcOotJDK2P7V6YOwan9qGx1EXqqCsrLoKwUykqhvBjKCqAiH05mw6l0dDxhBbMIX+1AX0bB1yXwaT38ox3e7IaXO372HvjRXP6hOl1eGT1ZEv1HcdCjXQH3sr0f5Po+zvW7m+V+K110JV0wmsa/migejeWfD3c+HeJwIcJlMMLlYpTLUJJwNDf4amHYzeKIu2XRPfmxu3x8bExMsaFGxOV6cgWeHL6Lg+P2LbZbrazN2SYUEhmPx+P19ElEQzadYW1mYbvZ2s7G1pxtYs42sWCZUA3JeD19At5AS3PTJg1Noj6eoKeP19PH6+nraWnraWlra2hqa2hqqG/cpKG5UU19k/pGTTV1dYxqrV33n//453/g1vzjH//45z//yWQyAzi8Ei+3Jh/nC0G8bjf7U84m9XzzVvHmFpFVk9iigbu5nmvezLVqc926b5txGk0n31xnl4XebktCmQWh3JpUZKFXZKGXZ05IYWxMpKsl0tUSaKpxFJU4ikqC4fp4I/UksnoCWS2WuD7KcH0U6X8jyWphRDV/wrow2saUraQj3tv2+LiZG+huWP+7juYmE7qRk6UlZ/s2D4EgNy45PiQCcXbVN9CjkMibTc0lTnxrC0sdHR11dXU1NTVVVdVNm7SpVCNrmy3eHp7JEdFeXl58vlCA8P18fKN3RBWnZGXHx4vd3QQIH+HyRAjfQ+Dm6yHZERKWGBEZGxrm7+3jLhTZ2dnbb93m6OjI53AlHp5b7bY5OzrtcPPJiYmJD4/ITkjLTk3PScuIj48NigzkhwZs8/ZkCZUUiS1AmIirEeKMVchjOhdbLDJCnBkIly3k0xAe5huyBQiLz1kNtSrnTbrEmxkYbhyeRAxL35R6+P8UduBKB0HVTdzRWXDsT1D/CdT9BVq+gLZvuLZvoOkzaPuG3VIHLfPKHHbTZ9D2DTT/hW2W4Bo/4xpXY0RNn0DdR9DwF2j4CBrfg6bPa06+B8ffKb/a8Beoew9OfgB179bUvXVqnDtxelz+4OGP+8Pog4vwbiccPLrSW/O9s2q+qXLueP7EoZRnNWlPK2MelkU+KY95WhZ+Z3fYvaLQh+Vht4pDbhYF38wPuJkfdCXL/2p2wJUs36E0z/Mpnn1Jor4oXm+IS28IpyeE2xno0u7v1OLn2urPafXnKD/xQTojRF2R4p5oYWe06GRSfHrOvm35Lf+qGMKVXsCVXgBF5/9fyQWdkt5/FfVolp4DRWf+b0G33s5elZL+9fnd6wta1fJbdHJaybnt2tkt+mkN+mkN2un1+LSThPQTxMx6rfTjpIwTRmkn9JNPkpKP4ZOP6KceNEw+SIirIcbvM0o8SI6uokTXEBIr9GP3EBOriQmV+NgSfGw5KW63cWwZOabEMLIIVLa/PtA71ndpaujK+K0H48+eTs5MvvwgffFF+vyH/PGS4vLK9CCcPrMy3Q0VR6HiKJw5BmUHoXy/UqWSH0Bl+9DJajh1EE7sQyerUekhKD0Ap/aj8iMYeKETB6H0AJysgvIaKN8Pp2pQeRUqr4SyUigrUGagptLhWCo6ngBfxcLxWDiRDV/VwBeN8MlpONoK++oWG6u+1e56W5kwtjvij2L/Zzv9XuwKepjt86TQ9+lOv0eFPrdy3EZSkatJvCtx3NFY/nAkMhDm3BfmeDHK5VIcfyjFYzQ38MaukBs7I++VxZ9OjUh351iwWHQqzdzUbJvtVldHJ08ewnFydrZ3wKY/qhGNRDQk4A0MCUQqmcKi0a3MzG03W5ux2OZsE1M6k2FM1dHSJ+jpYsErvJaWkljp6RP09PFaOjobNXU1Nmlqaqqpqamrq2toaGiob9TcsGHt7/+jun7D//7Pv/7PP/8Th8MBAH777TcdvL7AiVss8uz0czwTuP2cv0uDwKKZb9EismoQmjUJzE46M09xzBu4mxu4pqVWBvkmOrkm+HQj7UITg12merss8Jmm2nlm2rnm2tmmmzJpalh8NJW2KZGqkUhRTaRqxFHUoimq0YbrIon/G224PspQLZSuk2BnVIFs7knwbE1Nc9hsvX7Db9oaaiwyxcqM7WRj64YgcTHxOYnpueEJzs7OGzU1yGQyx85JbMclEQ0xtU5Hc5O6urqmpiYZT7AyM00Mj4kKCPH0FvN4HK6jo8TbKywsLCcjMyYmyi/A28NdLEJ4PGeu2JXvKRQH+vqlREZG+AR4eUoEiNDRbrvDdntHeweu6//P2FtGt3VnXeNKmqRpmya2Y1uSZRlkEjMzM8sksMAgyczMMcV2DGFq0jBTw8zQcJM0ZLbTtJ12plOY6UzbRPf9oAw8z/+/1vue9ftw7113XX3QWnvtc84++2izzOl8PlfA41szMltLqtorajsaGtsbm5tq6qoqKitKSkvyvSJ7JtWip5n1FKOeZjYGC+0ko4ZiMVJTTUEgC2omaBYT1WykmEzUoObLoicadYwMM9mkpRm0aEsazpaFys5PKmqDN26a334I1HsZ1H8VtHoatP5PoE+/B235IdjOn7X3HRWateOnWbt/Ae386d0aq10/grb/ANr+A2jbX0Dbvn/XKdvyZ9CWH2Z/+gNo8zezPv1TsBo9a8N3oA1/Bq3/E+iTb94Vpzd+PWvj61kbX4dsnvLsGz9+9st/PL4NPLgE3PsMuLorcHzjH4dW/LKn/8/ber/a2DixqnZ8ReWzgeIv+/2PluU97M37Yln+w37vjQ737Z68W105t5dkf96Sc63FdaXefb7ecbYu83h16vFKy2G/9qhXf9SrP+hRH8hW7XXJd9pku12KHVmaPS7tjmz1vhzdIZ/lYIHxaJHlSH7aUHl5UdU6UdOulI4DsLZ98JY9Mc17oxt3xzTvxbTux7TsQzfvjavfHle/HVa7BVGzAVG3Mbl+I7ZuA6liA6JidXLNRkTF6uSKNTHlQ8kVq5JLh5PKlyeVDCUWD6KLBtFFy6IKlyYUL00s6EQVdqQUdCbkdyR7W9HetsTsRlT+EmR+KyqvFZ3dSMiuJebUUXPrCO5ysqsCtGTfxMDBicPnx85fmbh5d/Lx44mvx6f+NDry4+TTn6cf/f7NpT+mL759dTTw6sA7LfvMKmBmVWCqD5juB14NAVP9wHT/2+lBYGrw3QzN+EpgfGWQYQWm1gam1gFTq4HpdcD0OmBmDTC9Dni1FpheDkz1/ms6uh2YaXozWQ+MNgDjjcBIxdvRUmCkNzCyGXi+C3h0DLi8Gzi28edtvX/d0PVqMP9Fn/dBh/1xl/VJh/NRh+tJl+dRR9bdVvvnzWm3G1NvVJsvF2qvFBlO5CrO5KlOeZXnivQXSyynK9NvtLnudube6Sm621+xpSTHp9KQUWhkYhImJRmPxzIZNIlAmKo3apUqqVgi5PJYNDoejcEiUUgkMhGRgEaiaCQim8WgkKhEPIGMx5HxuLiY2EREAiIuAQ6LDp742DhEXAIiJjY5DpEUG58IhUdBoGAwGAKBwGHRcGgUDAwBg8HgiMjQ0NAFCxbMmzN33rx5c+fOXbhwIQwOEXP5m+yanXbhCY/slEcZnH/crGds1TI+VVJ3aJkbZKQdOu6nEuo6Kbafk9hOj2+nx7Yx45Yw4tpoMW3MuBZKdAs9ro4IrsZFNBCianDRVZioCgy4HBdVSYguwUYWYyJKMJBSLNSPAtfwU5YYaTtyFFdacj/r6s7NcEfHwOFgMB6PpRJxEj5HrVJk2R21haUthaUVXj8UHg2BQIhEolau5LCZFBIZj8cnpSTD4NGRkZGxMdFJCYk2o6nGV1BfWJjjtOlUcoVCJteqM6yZbdWNtUVlvmyHPd2sV2p1KrVRq0s1mqpy8ktzfPlZHmdaplqp0qo1aqVKo1C6UzMztUY6h0FlMsrd3or8otL8wvLC4uba+pqyitLiEr/X53K5NFYbPd1CT7dQLHpOqomdamKaDTSLiWTSE3QaqkVPNhsoRj3VpKNbTEHYClpNkExGgl4VnHbEZmaQspzonILE/Pro6rXxDds+ajkIGrgKWvkMtOYVaP03oE0/zNrxC2jnL6BtfwVt+pcU+9PvQVu+BW36DrTlz6DtP4A2fwva/C1o8zezNr4GbXw9a+PrWRumZm18NWvja9Dm1//uzc/a8O2sja9Am74CbZgBrZ0CrXsFWjcNWjsVs2nGs+3F+gN37ly+G3h4IfDgNHBzT+Dclr8dHPhpz9JftvZ+t6nj601NX69vHlte8Xyw+PFA0cPevMe93kdLfQ/7c+/0Z9/syb3R5brX4/+8zXep3nWrKetilf1SteNcpe1ogflEof5IrvaIV7ffI9/hlO5zKfe41Ttd8u0O5Q63ZodbszdHfdhrOVKUdqQo7bNS67KqsozqAVbDFnTdZnTNuuT6jYi6jcjadfHV65NrNqZUrEdXrY0tXwOuXgupXJFYvTKpYhhVPIwrHcIWDGEKBlD+HnRBNyq/C5XXTvB24vK7UvydWH8nwdtJyG/H++pQ7ipmfgPBXYp1leHclYlZZUh3OcpTQXKWExylBFsxzl6At/lIdh/RkY9KyyanZ5PsPlDT7omegxN7zo2dujp1+e74nQcjEy9Gvpsc/8v4Fz9NffH7qyt/fHX27esTb6cP/0tmtQJ4NQzM9AGvB4HpHmCqC3jVD8z0Aa96gOl+YGIgMD4ITAwFz9uJwbfBVHFqbWBiNTC+EphZAUyuCLxaBUwvB6Z7gZk+YKo7MNMOjNcDY3XAWBUwWgaMNrwdXwW82Al8+Rnw4ARw5tPAwRU/bO74dl3zZH/+6FLvaE/20x7Pl52u0aXe553Zz3uybzVn3m/Julmb/nmt9VK+/nKh/mSe8nS25pxXdaFIf6407UKl7Xqr+0ab515v0Z2B8g2lLrtcRsLh0UgUKikZk5KMR2MIOLJGIdWrNXKpjMdg0UhkKpGETk7BpCATEQnI5BRMCpKIJ9CpNCwag0aikMkpsfCYWHgMIi4hLiYWCoZAIsGQSDAcGhUTBYuFRcdCYTGQqFhYdBQEGgWBxkCiYiIiYyIiYWAIFAoNCwsLWbho4YKP582ZCwKBZs+ePW/evMjI8OLUzCFb6j6H8rMs2UmncpuGsV5BWq+kbFJSNymIn6rI29TUzTLaGglljYSyQkpsoMfWEqAN5OgmUnQbE9FCj2uhxzWQo2tw0bV4eD05pgYfW4OPqyHHluOiqojwEhy0jBRbjIeXEuNb5IR1mbxTpRm3WooP9AzW+WpTkGgIJBKPRFJJWBGPq5TKMlPTvNk5xZ68msJSNpMDhsNi42A0GsWs0mslUgVHIGVy6WQKAoGAwaAxMTF8GjvVbGkprmwpKc80GHUqtYov1suULpeno7Suq6y2NNdvMRstBr1OodKp1LY0a1lBUYnLm51h16i0aqVGKVcpJQqtVuvMtKnVajKVkmEy5bjcOS63y2ovcOVV5BVV+ovyc3JSzRaX3ZHlcmY6HUaHzeiwaWwZapuNYUslZBpx6XqCWfvODN6gCYpXqRY91aRjpJoZqWaqSRfcz4o1WzAON9LjR/lr46vXJ9dtDm89CFp6HrT8MWj9JOiTadD616At38/a/D3o0z+BtvwHm0CbvwFtmgFtmpm1cRq0cfxdn37DDGj9GGjd2Ow1E7PXTIHWToHWzoDWzIDWzLyrWK8ZmbV6HLR2FLR6BLT6JWjNE9D65wU7x1ce/PzyuYff3bsK3D0J3D389vzmN0fX/mVX3w87u37auvT1huaJtfWvVlWPDpeNLC97OFB4vz//iz7vw76cO0vzbnW7P+/OvdHhvtHhvt7qvNnouFbvPF1lOleeearUeqI0/TOf9lC2cr9Hvt+tOuhQ7bFJd9nl26zynQ7VlgzpjizNTpf8YJ7uUKHpWFH6kZLMnopSeWU3p3IVpXo1pmwAXzqALe7HFi1Nyl+GzO/F+bvRhf1JBT0J+R0pvjZUfic2uyXF14b0t6f42jB59djsBkxWTZK7AuWpILjLKe5KvLWIZC8nOEoJ1lKsvRCbmYO25WIy3CSrB5PmQRptBIuLkOZEpznQaU5MehbGaCWlO/GGTLwpA60xYnVmnN4Cqj061nfk+YErY6duj9+8O3H/3sj06PjMy5FvXz7+69iDf0xd/G3m8tvpz4Dp/cCr9cD0RmB6XeDVMuBVV2CmBXjVCrxqC0w3AlPNwKslwEQrMNMNTHYB072BiV5gYgCYHAYmVwATA+9I1vjqIO16V/MaXwlMDwGTfUFZfGCkARhvAsbbgYnlwMQx4MU54O4J4Mb+t0dX/ri95y8bmr5aXjqxzDfSlzc2WDA5VDA2WDA1UDg1mD/Wl/egzXGvyX6jynqtUn+pSHvBrzqdIz2RLT6drbqQr7tQbL5Ya73elHO51XNtifdKV/EnlcVlXl+pO6/QlSMTiMgENAGDRCUlY5AJODyKy6FL+GypUMSkM4LwhEpBJsXGI2LgSCSSQqFQ/oVl8bB3WvZYeAwsyJ4iwxeHhgVlopHhEeDI8JgoWPAdCAQCA0PgYHBUZAQsIgIGhsDAEPDi8PCFIaB/xaxZs+bPnx8StgiBTLZIFbsy5MdsyuNm2XGLZK2SsVyIGeJjhsWYlUL8OhFxkJmynINeLSWskhCX8dFL2IklRJgfHVGAjSjFR9eQY6uI8Ao8rAwdU02KKSeAKwnRxWhwMTmunJFQzUlqluC2WCX7cjXnSj1nmwvWN7VVeaoTEMiQsNCk2FgsEsVhMAUcrk6lTtUbLQaj2WhKNZrMKm1SUlJoRDiDRNIKlBqZSiNTKcVymUDEZ3MoBHwsPAaJTNYrlfnO7AJ/fqHbm2dz2kxmuVgiEgiVckVBrre9uKbU68t2OD3pNotaZzEYMyypOS6302YVi8VCvkjKF+sUCpNOn2FJtepMJApZyOamG80ZllSFXCoQCHQqdZrBZNQbJBIRj8U2qPV1xeWt1TUV+QV2u91qtZd7i0rzi1OdWcHVFRSjlmrSBfNHqslANenYWi3LoKNqtTSzkWJMJRitBEc21lOZVNSHKtsQV7c5bunBD5deBQ3dnrXi0axVL2dtGAetHQGtHwOtHZm1/IvZq1/MWvt41trHoLUPQKvugdY+A615Ahq+P2vFI9DwPdDym6DhS/MGL3+4/Apo8DJo+Dpo2VnQsrOgZRdAw1dBA1dByy7MG7wcMnwlaeiKaPXZso0XLp68MnHjyh/3LwbungQu7wROffrH0RV/2zfw561LvtrY+Hx9xctV1V8MlN3vLni4xPuwr/hub/79fv/9fv/dXt/tHt/N7pzLbVk3u91Xmx03Gp2X6hyXa+xny01nStNPF6UeKzIe8ur256h3OWU7HJIdGZJdVtnOTOmWTOHmNPF2m2KzTbHNrT7k1R/2p56qzjpSYff7C3jZBSS7j+guwjvySXYfLiOPZPcRrHm4TA8m3UVOz04x27HmLGKaE2uwIC02tCkTY7SiDJkYfSreaMbqjTitAa3SYtQ6pFqLUWuJOhVKoUCp5DiFHK2QoORijEyKk0swMjFeIUXzuVguhyiVEAR8AptL4rBJHDaFxSKy6BQ+m8pmMngcUMfBp8MnR45eHT197fnndye+eDA68WJkeuzl12NP/jL55e9Tl35/dTYwcyTw6gDwaj0wuQaY7ANmugOv24HJOuCrZuB1CzDRFBxgDow1BqZagIlWYKoDmOoCxnuByUFgsi/wahkwuQKYXvPvPPE/GeLEEDAxEJjoBSb7gImut+PdgfFBYHIDMHoKeHIWuHUIOLPlH7v6/7Z96febal+vbpkYLB4b9I8O508NF04MlUwMlYwtyx/py7vfkvV5rfV2TebNStP5fM1Zn+q4S3gqV3repzyTr79QbL5cab3Z5LrW5L7RkX+9u3xdZXGFy1Pqzin3+atyfQ5TGp/NoVGoqBQkCoUikXEcBl0plkrFEi6TRSEQUShUSnJifGwcAoFAo9EkEolMJtNI5OQ4RCwsGhIJjoJA4bDopHhELCwaEh6x6OOQkJCQxaFh4MXhsAgwHAyNgkAhkeBoCBQKhoAjIuFgaNSixVHhkVHh4WGhH8+Z/d6/MWv2bNCcObNDQxbEwiA1ZvP6NO0+k2SfRXDIItyh4a2REvqFqOVC3DAPs5KHHeSmDHBThsX4fj66l49qZSZX46OLMBE+ZGQZDl6CBhejwZX42GpcbAUeVkNJKMbDS3Hwajaylo/rlVL3ZKkP+C2nKr3HGkob3T6JWAmLjlm44OO4WDgejWGSySIeXyYSaxRKrVKlVCo1CqVSruDS2TAYLBmZIuQIFDK5UCySiiVysYTP5TGptLi4uKTYeBqVaNQbfDm5WXZHlt3hdmRlaswKiVTK56vlstaC8qb80nx/brbDabWkmQzGVLMly2rz2O0mnZ7H47EYTKVUplEoTTp9hslCJpOJRKKQy0s3mjP1BqlYIuDx1VKlWW8QcLhUKpXOpOVkOgtcOVX+orJcv9FsSktLK872Fmd7WdZUusXAzTDTjTq60cA0G8gGDdWip1sMNIOWZdCxDFqq0UTLsFLsOWR3MbGom1IyiKtZi23Zjuw7A+86Hdd7ecHQrZBVX85d+ejDVU9CV9wDDd0CrXgAWvE5aPg6aPj6woGrHy+7FDJ8BTJwdeHA1QV9F0AD5xb0nw7tOxXac2Je39kPe4/P7zkaMXQ6svt4VMeRhM5DCUuOYJYcpi3dpx86XLDq4Mbdpyavn/vp7sU3988BN48GTm757fCan/f3f7ela2Zj4/iauvHVpV8OFN/r89/uct9bYr/XkfOwy3+/2/ugK/ten+9+t/fukuxbPbnXW9132j1XGpxXaxxXaqwXqzLOlKYfLTIfKdQGAWtftmpfjmKrVbQzU7otTbItQ7rNKt+aqdpll2/NUh7KM+8vTj1dlbWnymHNs5MyMon6TKrRTtOnUY0WisFCMprJBgtOpSNqjXidEa3Vo1UalEyFV6pIGiVBKcMrZQStGqOUYoUCnEhIkElIIhFeLMRJ+XipiMzn4nhsFI+D53OIIg6RRSVz6AQhG8mhobh0ApeGY1PQHBqWScWxaHQuk0An4KlEEoOCZRCwZDyWjAetPPxs67lnx64+v3h79NaDiXtfjE68ePHVyIs/jT356+gX/5w6/9tXZ97OHARmdr0rP70eDEx3ADMtwFQVMNMETNUDM3XAVP07f+GpZmAy6IzeDIx3vmNPk33A5CpgaiUwuQKYWgnMrAEmVwEz7yr3gbEV73Y9jC0FJoYCUxuAqX3A8zOBR8eB6wfefLbij109P21t+m5D7TcrKr9eXjE5VDI2WDC+vHhiRcn4UOFov/95T/bD9qwbNRlXyy3XyowX/KozXvmJbPHxXMkJr+xMvv5cmfFilfVCk/NKm/tWV/GlttKGLI/RqLdaM/y5eaW5BaXuvBKr26LUMmh0MpFEIZHJZKKQy1PJ5GKukMvgoFCYlKRkRFxSUkJy0JKBRiJT8Tt7dq8AACAASURBVEQEAgGDwWAwWBQEioiJTYiNi4mCQcGQ0NDQhQsXhoQuCAsJhQZzQDAkOgoWC4XBoFGQSDAUDIFDo+DQKAg4Arw47MM5c2aB/hOzQKB5s2d98NG8pKSETLGsW2XckaY8ZBIcsIj2G4R7TLwhPqqPmzwswC9lJPZyUno5KV3spKWclHY2so2VUkeKLcJDPUkf+1HgAmR0YUp4KRZWjIcX4+ElhJgaJqqBg+qRkgbVjK1u7b6SnD2VhTvra6xmGxlHeX/+ggUffgSHw/FoDJ1IFLO4UqFIIhBK+UKpUKSSyDQymVGm4lNpEeBIBomikEjZbLaAxw+2UNl0BgKeGAeLTUxM5AsF/hyXLT0t05KRmZqWbrak6o0KiVQmEptMpors4vLcQq/bnedy2TMyM0wme0a622azGSwalZrFYkk5fL1MadYbnJk2lUyOxuMoJLKQy8vUGnUKlVQo4nN5RoXaKFNRqVQsFquUK6xWe5bd4c3Ns5jMGo0m1WgqzPN5c/PSbXa9NU2cnka3GFgGHVunYRv1JKOGqdeyjXqaQUs1G+mWDHJGFtXlpfvbyYVLsdVr6DUbUtoOpCw5lNh1NrbnPGLgStLA1ahllyOWX4f3no5aei6q7zS893RM/0n40uNRPUeTOo/GLzkc37Evun1/bM+BxM4D8b1HwEt2wNt3opp2JLXuiF+yPbFle2LL9sSaT+j126lNO6Rd2x29W+rWbD226+BPV88H7pwHbh8HLmx/c3Ttz3v6v9ve8fXWJa8/aZpZXz+yvOzZitK7vfm3enJud7jutufe7/ff78+/3++/05F3r91ztdkRnHm+0Zp1vd52pcZ6tjLtVIXldEnasSLjsXz9vhzFbpd8X7Z6t0OxzSbdlibaZZVtyRRvThNvsSp2Zul3OtVHcgyfFafvq7BvrbTqzHqmUklSyPBKFVkpp8tldLmEJhPTZGKSiE+VijACPlomxMjEWKGAwOPjRRwsj4HhsHE8NkHIJvLoBC6NLGBiuFQcn4pjk3BsEpZJxXOoBA6DxKaRmEQyi0Sk4ekcKolJCh4yg0hhkylMEoVJItEJZAYRQ0EGL/AULIVNBm0+O73r8ujJWy9v3p24e+fFk8cjU6MvXo+8+PPY/T+PXP9j/NQfEycDU4feTm4FXq0PdvcCr9sD0/XAV7XARCUwXR2YrATGK4DxCmCsJuiJDozXB2nX28nWd3Z9k31vp/9V3nq1FpgOthRXBiaWB8YH3xn1TQwExlYB09uByePA/ZPArQOBc1v+sW/wL5vbvt9U++2Gmm9XVr0aLpkaLp4cKhlfXjwxVDI2UPKiL/dFt+devfXzWuu1itSb5ebTfsUpn/R4rugzt/hYtuK0T3WhMO1SRfrFRueFJueNjsIrnRVVGVYRj6uQi7QaldPhcmTYc53uAme2QaViM1lsKp1BonBYbKVUppTKFCIJnkhApaCRySmIuIRkRHywaUjFE9FIFBwWHZxtTopHxEXDETGxQQ61OCwkLPTj8IUhi0PDIsMjwBGRUDDk3+KGYJ4YTBXhYHDYwkX/TbKCMWf2ews+/Cg6MpJCxvuk6g0G7laDdJ9RtkPLXyej9PNQbbSYJQzEUnZyNxPTzUB2MpJamYh2dmI7K6GNiahExfiTIz2IEH/KYh8OmkcG+4iwCmZiPQO1hE/qlVKHtKxPPIbdJb5tZeU9/mIKkfXhBwtBINDc9+bAIqMQiEQaiSjnCMRCiYjHF3J5HBZbzhGoBMIMnT5VZYiAQqJj4BQKRcDjcxhMIYPN43A5DCYaiYmPj09IiMfiMR67PctqM+j0Zr3OYUk1aXRGtVbIl8hEYoNBV+T1F3vycq1ZWeb0DEuqWW9wp2bmWqyZWqNGIeUxGFIOV6WUm/U6i87AoNGxaByVSMrQGNLVeqVUxmOxtXKlXqkUCflYLJZGpJolSndqZp41K9VoksvlerXGasnweXK8NmdOhj3X6tFZrcJ0C8eg41mMdKOOoVIxVCqmVkMxGSjGVGp6Ji3dxc6pZflayIVL0ZWrUI1bklp3YNsOpCw5lNJ9NLnrs6TuY7FLT8R3HkJ2HE7sPADvPQzvOoBYsg/esie2aTeqaQ+6aQeu5lNyzSZi/SfYunW02g3U6o0pDZ+gqtdia9YjK1fiqoZRpcuxlcuxNSuNNQP1/etXrvvkzP49b+6eBW4eA67sCZzb+ve9Q1/v6Jza1PZ6Q+P4mrpnK+terqh5NlR+t9f7YFn+vT7f7S73/X7/3d78O32++93eOx05N9pc11udd9o91xpsN5sdV2sc56oyT5SZjhWlHysyHi8wHPSoDudodlkVO9MVW82SLSbxZpNgS6p0W6pih1W+PUO116nZm2c8VJB2pNS6vtDC03BJYi5VyKUKuVgegyZm4Xl0Eo8lVsqpHCqdy2Ty2XgWicykBg+VQ8GziXgm8R30sMhEGp7IJmNZBCwFQ2aRSSw8kUEgs0h4NjF4QWWRqWwsi4NnsDAsFoHJIlFYBBoPT2djqFQklYli8wlMAYEhIFI4eAoLxxaSQZdvjVy/OXr/3siTxyPPnoyMPXv27cvH37189MP4/V9Gr/xj6uQ/p44DX+8PTH4KzKwCvhoAZrqBmRZgpgqYqQImgzjlD4znA+M+YMwbGC8AxgqAET8wXhEYKwcmaoHxRmCs5V+mo73ATN+7E2wpBnXwE0PA2DAwuQF4tQOYOhp4eR64uCdwdGNg3/DfP22ZWlP61cayr9dVTQ2XTg6VTA0Ujw0WPFuW/7TX97gv94tu153WzFu15mtVuvNFigtF+mNe9Umv5GSe4mSe4mie4phfc7JQe7bAcKbGeqXRc7Gp6FB5UYZGY9SbNAolh8NhMplapcqg0WqVKpVSbjeZneb0bItNq1QoFTK5TKKSSAxSJY1IxaIJuBRMXExsbGwsBoNCIpEUEhmLJiQkJEGh0LCwkPjYuGREQkI8IjoSEgWBgiMiI8MjwkJCgyc8bHEUBBoLi4ZDo2KiwDFRsFgoLBYWHR0JiQoNi/w4ZMG8+bNB/xu2gvX4ObPnQiLBOCw6iydukYqXy2irVNRVKvoqBaODg6siJlQTEuppiDp8QjUxvpIcU02OL8bD/cmQAgy0AAMtIMCLKHHF1PgSRkIlC9fIIzdJGe1mZV9OblFWbpo+nZyCAc0G/ZvlRYSGIeJjsRgUn0XXK5UWtcas1QqEHBaLI+TypGKJXKogEaihEZEh4YuTUpK5TBadTGFT6XQikYzHpaSkIBAIRFy8Wiq3padpNBq5VKZTKU06rV6t0anUPC6bz+XppDKbwWI2GUw6rclgTDdbMrXGDJMpw5Jq0xv5XB4FR2BRaFIWz6TRGbU6LpeNQqEYZLpaKlfJ5FKhiEWhybg8KV/IpNKio6MRCASDwbBqLU5LhpAvoZIpHDrbbky3paZLFHI8lYxCYeh0pkqps+oyhGlGhkZNVSooCjlHo2Zp1Uy1mqYzcBwetqeMmlPNLGyhlPaQK/pJ5QO40hXUmvWE6rWk2vXEitX0mhXE8gFKyTJ66TJKaS+ltJ9SsJSU34kubCeUdSNLu1D+ekphEzGvlpxXR8mtJnlqmd5msquC6iojuYqInjKitZDjLnOX1K5eNvDF3m1/v3IAuHjg7cktb4+s+fve5d9uW/p6c9vrT5om1zWMrql9NFz2xfKS+wP5t3vyri9x3+r2fr40725n7u2evM/7cq4vzbnR4bna7LjW5LzZ6LzamHWx1n6mzna6Mv1UUcaJAsuxfP0hn2qPU7Y7S7o7S7o9U7QlU/hphmizTbYlQ7rTptjhkO92q3d6tHt9hoNF6at9hganiiMmMoQ4toRMF+C5QjKFRaCysWw+gcrB0Hk4ugBP4WLoAixLSGQJiWw+gcbHUHlYGh9HExKYIixdgGaJCSwxgSnCMkVYmgRLF6CZIixPjOGLsFw5XiDF80VYoRjLF+E5fJRYiZcqcSIZWihHi2RYoRQjkCDlKqxchZUosHI1SSLHyFVY0Bf3xr+4N/70ycTTJ1MjX76YeTnypxcPfhi999PI5z9P3Pjn1JG3k/vfTGwBJrcBrwffvuoGZpYAXzX/x1xhwgeM5AHjvsBINjDqAUbzgREfMJIHjPiB8XJgpDQwWg1M1gETrcBUV2ByCTDdDUz3BiZ6gMm+wPTywERvYKI/MDkUGB8GZvYB08eAlyfevjgHnPo0cGDVj5u7f1zTODqcP7m8cGJV+dSKklfLi74aLpka9E8MlTzuy37Sm32v3Xq3LvN6he5qmeZyiepSgeZUvuxUvuxknuJ0tuKwV/6ZX3m6WH+qSHe2OvNak/d8TcG2PDedThUIBHq1xqLWMZlMLpsnk0h1KrVUKJKJxGqBJN1s8dhdWaY0m96sF0v1ao1WpmWz+Eg0KhkRnwCPTYqNT4yJo5IpRDyBjMVHQaAhCxdBwRBETGxSPCKIVjAwJBoCDQ0NDQsJDVu4KCI0DBIJDj6EQ6PiYXBETGwQtqIjIyPCQ0IWLlqwYMF/Q1VQpfVvwjVv3ryPQ0Pi4uLKBJwuMbtTxOwXs5YKqe08YjUlpQgH82MgBcioYiS0GAnNS4L6kqC5SLg7MaoAn+AnxvuJCbmUpHIesUHOadCIqtJTvekZcpECjyWBweD//t2QkBAYDJaSksKiUfVKZarZYtQbdBqtgM+VCIQ8JpfPEbNpLFh0TFhIaGQETMERCGksMh5HIRCJWBweiwtKZ3lcdqZem67VSfl8tUisl8k1MoVOpZaLJUw2i8Ph6BSqVL3RpNMbNFqjVpehMVh0hkyt0WawaBRKBolEJZKEDLZBpTFr9RqFEofBEggEHocrEwgEfC6TShGwWHwmm8tkxcXFweHwxMRkNpPn0JllAgkajcZgMBkmi8tqddqsEik/KioaCoUmIlJIRLo9I1Nt1LP0KppMTBPxWCo5U6uhG7Q8h4ttddId+QSrj+hvZxR0MQu7af4uatEAtbCXUtxFKuhiFrXTcxoYuY207HqCvxHva6Dk1FJyaumeKmJWGdldRrD7iTYvye6jWHMZ1jyGNY+alstM9zDSXPjULJLNzbDauU53VU3loQ1DE4e2/HFtz+8Xt/3j+Np/Hlr+686+bzc1f7Wx8dW6+vFVlU9XVj5dXvLFiuL7/f6H3d77Hd7bHa5b7a7bXe7bHa4bba4bHZ6rze7P2z03m7Nut7iuNDgv1GadqbGfrc48WZJ+osByNFd3NFu13yndlyXalSneYZVuzpBsyRRvy5DusEr3u1X7PcrduepdueqDBcYtBcY+j8ifzudLsCI5kSslsEUkJhcnklKEMgJLgmaJ0CwxjiXGCSRkgRgnVpDYYjRHhmPKcSwxjinH8ZVEngIrUeC5UqxAihOq8FIlgS/GyLVEmRorVWGkSpzawJRrqDI1VmsgK9QYpQ6nNOAVWqxci1YZCVojQW+hmEw0hQmvTyXqTFilIVlnIWkNRNDTx+Mvn0xOPB2Zej4y/fL5zOjTv4w/+OvYg59Hrv46cfOPsUOBiYPA1Ja3k+vfadNnuoDJJmCiEhgvBSYKAuP5wFguMOoGRlzAWC4wkhd0QwdG84GRYmCkFBgte7dBa7wJmGgNTHa+M3Sf7AtM9AQmeoGxPmBiAJjeCEweePvqMjB2Gbh9OHBwHbB76IcNba9XVI0N+ieGC8ZXlkwuL54cKpgcKpgYzp8eLHrZlfOgJet2Y+rNutQrJfoLfs05r+JCgfaoV3zUKz7ilRzNUxz16o/5Ncd9muO5uou19gtNztNVvkG7DZ2cQsXjBSyWXq1RyJQcFpvHYso5AqVUJuBwOQwmn83JtVi9jixPptVtd6UaTSaFQSPVsBhMZGJSXDQcDotGIBAYFJqEw1MIRFwKasGHH4WHLY6GQJPiETFRMBg0Kjxs8eLQsPDw8CBmLfp4YWR4RNAeKwoChYOhMZAoOBiaFBsfBQVDIsGLQ8NCQkL+B2CBQP9d23pv1uw5s+d+8P58RCyEmBKTTSOWcBh1LGInn9pMJ9ZQkVYULDM5Ni0JZomPTEuAmBGRxnioPSkhC5viJKDshEQvFZXPo1ZopKUGo0ujJdNZ0cnIjxaFBZPBf0dYWBgEAkEgEFQKSSGRamQquzHVZclQqqQCHp/JZDKZbDaNg0PiQxYuCgkJ4zJpMg6XS6HSMFgKCo1HolMSEuGQaAqJrJXL9WqViMeXCURSvlAjU6gkMimfL+BzOWymkMvTqdRapUqjUOrVGr1ao1WqtGqNRqVWy2VcOpNMJBEwWK1Enqo3pirVPAYDmZjECuahHBaViKOTKVwmi0WjJyUlRUREwOFwEoZgkms1YgUSiUShUHq1yp2amZ/l8TmyYxAJi6Iigzm6Uq5y2OyGVCNbL6YLuEypkKpUMLUarsnMMBnZ6TZWqovprKS7Kin2KnZ2I8VbT/XVkX3VRE8ZKbuS4C4nOYrxjiKiw0d05JGsHmZmHi7TRba66WmZ9LRMojmVZEkLNsvYBjNVq6dodDSdga42MTVmtl7Ht5r7e1o+37LmL0e3vTm387cTm38+vOLHnYM/b102vbZpZm3d+Irq8RXVz4crHg0VPViWf7/b+0Wn+2GH5/6SnJutrttt7uutzmvtzhtL8q63uq8vcd9szrrV4rxYaz9XbX+3vKvYeMynO5anP+hS7rfJ9rrku5zy7TbF5jTxDqt8q1Wy0ybb61Ht9agO+vR7vdr9hcZNZYZKFz8jnSlVYWQqokiGFyhxEgVerMSK1DihCi1XE5RqslRJkChJEj1RribJ1QSVhqbUkuRqglyDU+pwSg1eocVq9AStmSgz4JQGnNpEUBpwKgtebsSoLES1GadPJWtMOF0aUWPCGVNJBgvekkpOTScZ06nGdLLBgjenk8yZVEsGNc1KzXCSM5zkzCwaaOr52PSzkVdfjr5+/vxPz5//ZeTZjyP3fxl78PfRq7+OXQlMfhYY3/N2avPbybVvZ3qB6U5gqhmYqgfGSwPjBcCYHxjzAmNeYCQvMPIvzBr1AKNuYNQNjOQBI77Ai3xgtPjd4r+p5mBVPjDeBEy0AxNdb0c73453AxMDwMwnwKvjwMQl4MszwLX9f+we+GXTku/XNYwvL37Rl/Os1zWy3DuyvGRqRcnLoYKXA/njQ4Vf9mbfX2K71ZR6pdZ4tVh/IV9xxae95FWezFMecYlPeGRHXOKjufrjXsPxfO1nXsWZGuvV1rzDNaWdWZnR0dHxcTFUDJbJIJu1WgVfwGIwOQy6Wio3SpVCBpvL5ogEQpPB6LRZXXaHI9OaYUk1aLQamQqTgoyFxwQjEZFAxOIoBCKVSApZuChk4aLI8IiUWHjQvS8yPAIMBkdEREAiwWFhYRGhIcHEEAqGgMFgGDQqBgKJi4bHwqJjomDgiEhwRGRYSOj/KGb9N1z96y6o2Jo778OFCxdCoHAJCm3F4Ytp9AoWOY+INSETdSkx8sQoIRwsj42SJ8LMKXG5NIKXRSniMislAr9MZOPyMyQyGoUeFhK6cOHCefPmz541778z0IULPo6OjExBxJCwKAmbI+Py1CqFw5KaYUnVK5VisZjFYAdhIioqKmThokREAo9M13JEPCoNm5yMSUpJjkPERMGwaIxartApVDKBiMdiS3gCpVgqFYqEAp5EwOexmEI2WykQauVKuVgiF0tUCqVKodSp1DqFQiuXC7k8GolMwuGFfIFeprQoNDqFKj4+HoNCByUXwc3bVDKFTqUhk1Ng0KiwsLDY+DgxXyDk8lAoVGJiokQkthiMtvQMt9XNZXOQCSnhkRHzF3xEwFOVckVupsOTaecKBSwBj6OQiPVarcMqTDVzDEauMUOU5uSkZ3HtbnpWLsGRTc7KIdmcZKuTYbYzUm1kQwYpNZNispCNZpopjao0MDRamlrH0OqIOg1TKaPLJTSlmKGWUpVyulpFkArIchlVJqDKBDy1SGU37Opve7n7k1/Pbvv97NafDi3/5cDgtzuXfrepfXxN3cjK2ufDVc+Gyh8PFj5a6nu01He/23u/y3Vrif1+p+dOqzvo1XelPetSq/1aW86NJsfN5qyrTbZLDVmnqjJOVFpPlmWcLjYe82sOeRT7PfL9TvHuLOkut/wTm/jTTPH+HPVOh2qvU7PbpTjo1h72mQ75LHuLDCuKFGV5zDQrXW+haM1ErYmkNBNVRrzWQtKYCFoDWavDGIxEo4mkNeJ0FoIhjaIxEXQWks5CMmQQtRkEbTrJkEo1pNOMmRRjOlVvoRisVEsW0+igZjhpGVmMTAcjI4uUamOarESLg2RzU61OerqDaHNTbW5qupOR6WRaXSyri2LPpmflUd051Fw/LcdHy/XSQH8de/Hj+MufJkZ+HH/+89Szv008+cfYrd9GL/3x8vgfL48Bk7veznwKTK4CJpcFxtv+mKgDJuuAibJ3y69e5AAvcoBRd2DEBYw5gREX8MwGvHACL1zAc09gxB14mQuMeoDnHmDED4yUAiOlgZEi4GUd8LIuMNYAvKwLTPQCowPAV58CM0eAl1eBh2eA83sDB9b8uqvr5w1Lvl9d9fWKspEh//hgzrMB99hgwdig/9myvJcD+S/78x52Oh52Oq7XpV+vMV8tU18olJ/2K076pcdckgM28V6H+KBDcMKrPJqnOOVXny0wXKhxX2zI+cRvr0038Ris2EhYeGRoNAxMI5ENMnmaRmuQKtl0BofNVPAFOqmCxaSz6TQei66RCF1Wuy09I12tV/HFYi6fhMMnJibCYPAoCDQuLg6NRBGxOCwaA46IXDj/w5CFi2JjYxMRCTHRcCgYEhkZGRkZGZzOCc4SgheHQyMiIWHh4MXhkEhwTBQsIQoWC4NAoVAoGBIRGjZ//vwP3p8PAs3+/9az/lfMAoHmzH5v7ty578+bs2D+BwsWzQsLC4FBo2KhMDwCgU9E4BMRlBQUFY0hI1H4JCQSkRyyKHz+go/mzX9/7vvz5s6dO3fu3P/1zTlz5iyY/0FMRCQ6Lp6Kx7OZLC6bw6QzODSWUipLN1uyrLbM1DSdQqGSyIJakPnz54PBYCKRKJHIiHhCQkICApEIg8HgcDgWiVLxRBqBhE2lcul0HoMlZHO5dDqXTucxGBw6hcNm8rk8iUAo4vCkQpFYKBLyBVKxRMrnS3g8EY+Px+JIJJKQywuqK5DI5BhEfHAunUKiYlBoLBpDJ1PQySkJUTAYGBIWEkrAYBkkCgqFgUDhFDyZw+JqFHKzVq/RaORKBYvFiIuL++D9+UnxCCGDm6rSKTVSsVZkSTXk5+UuqWlor651F+bx9HK2XCzQKJgaGUUpYapEDKWYJhfS5EKChE2SsbkqIUvOpYmZLDmXIWXTJSy6hEUVMWgiBkvIZAiobBGLJaAJxBy9UWO3W2329PT0VJ6Uy5EwxQqhRa/ZUls+sXHFP/au/HHn4J929HyztefVJ20Tq2pfrCj7cqjs0VDxvf7iez3++0t9t5dk32l132x13Wp33WxzXm91Xm5z3FiSd63DfaPdebPRcbPRcbUx62yt42yt41y142RZxskiw/F88zGf8WCebneWdJ9Tus8h3+tQb7NJN9tk222KXVnq7TbFTqfykN9wIN+wz6//pEzXWyktKZDm5IqdeVyXl+3MYzlyGI4chiObmpVHdeeznXkcl5ft9vFzCvgeH6egUJTr43r83JwCvqeAl1vAz87nZZcIs0uEOUUCX5nIW8b1VbALKrneMm5hpbC4SlRYISiqEvlK2KXlgsIKQX45P7+MV1jBzy9kFZRwCiuFRVWiwkph8OWyWmlZrbSqRlZdJ6luEIN+nvry56kvf516+uvU419H7v06dvfN+JU3o6f/GDvyx9ihwNgnwNgnb8dXvBnrfTvWCIw3AuMVwPNiYMwPjOQAL3ICI27gpRN46gg8cwBPHcAXTuCJE3icBTy2A08dwFNH4Ikb+NITeOp5+zg78LQw8LQw8LQo8LwMeFrz5mkdMNYNvNoEvD7ydvo88OgscPUwcGz9m10D/9i45Ke1rd+vrvpueeX4QMHogG90wPdiMP9pv/fLvrznvXkvluY86XDeac+8XGO6WmE6U6g4k688nis5liM85BIedAoPZAn2OoSHPZqDbvmxPP2Z4vRLtZ4zpdmDHnuB0WAWy0RENgwaHRkeQcQT2HQGn8tTyeQCDpfFpDMZNKGAJxNI2HQai0Zl0ah6ldxmNFnUGk1waofBJiCJ8bFxURAoDBqVFI/ApCCpeCImNiEIN3BYdFxMbEI8AhEXHx4eDoPBoFAoDBoFBUMg4REwMCQ6EgIJj4iMjASDwWAwOAoKDjo6xEJhcRFQSHhEyIcLggr4/1vMfn/enIUfzoJELIwIWTD7XzFnzpx58+a9P2/Oxx9/tGDhB6GhoaGhoeFhixctWjR37tw5s9+bM/u92bNnz501+/335gSv/5thLfp4YXRkZAIczqSSJDwBn8ujU2lEIpHD4Ql4Qo1OazabLQajXq1RSKQMGn3Oh/Pnvf9BFATKpjOUPBGNRomJhkdHx0RBoImIBDGLqxPLGXgSk0zl0Gg8KoNDY3DpTB6DIaAzuHR6MD3kc3lCLofP5wv5AgGPz+dxRDwuh8GkEIhYJIrNZMkEEqVUxqLRExPig8NSFAKRiCdg0RgSlohOTEyIR8REwRaHhqGTU+hEMhqJgUBhZBSeTWeIeHyVTG7Q6XUarVgsppIpCxcuDA8PT05OlosljgyLy5VRmptd4yso9uVX+gpLCgozM9K4Eg5HzGbJOGwFj6cWshU8jpLPENFZIjpLRGVJKSw5jS9n8JQMlpjEFlOEciZHQmVKKAwpmSci8wRkmZxpUEtd9syi7JwyT26eNUuh4AnEDKGIpVCKV5d6Hw90//Dp8J+3Lhtf2zK+tuXVusbR5TUvV9Q8Ha58NFR8Z6n/fof3/pKcu12eG61Zl6vTbrXYb7akX2+z3+zwXmvLu9aWc63Jca3WdbXBc6HaBW/wzwAAIABJREFUcb7WFkwGT5baTxaZjnr1n+XoDnt0exziXS7JDodkt1u6xyn7NF2yPVO2w67cYVfuyVYd9hn2+3UHCg3bakw9NcriUmFxidRfyi2o5HtLOP4yQX6ppLhMVFAmLCmXF1WISytFJRXC4mpxYYXAX8otqhJVNKkLK8VFNVJftdRfJS6tkVTUy4NwU1EjraqRVjVJSuokRXXy6mZ1Wb24olFcXi+saBDUNkmrm6WVjeLKZlF5Pb+0llPVJCqr41U2imtaZJV1wupmcV27urZN09ihrG2Vgv45cf+fk3d/G3/4+/Td30dvvhm58vvYyd9HPnszfujN6J4/Xqx7+2z5mxfL3rxc+vZ5BfCiEhgpBZ4XA0+LgBce4KkDeOIEnjgDjxzAFw7gCyfwOAt4YAfu2gMPrcBDR+BJduBh1tvHnt8e5vx+NyfwMC/wqAB4UPjmnv+Pp2X/eFoFvFoPvD709qvzwORl4N5B4NwO4MCGv2/t/XpDzevVVd+sqni9smRsRfHL4eIXw/5nAwUvlvmf9Oc9W5r9ZXf2581p1+vNl2sM56s1J72yE3nSz9ziA3b+ATt/r42738bba+Xv9yiPevWf5enOlKafb3TtL3M3WS0KHkfOEopZXCqBFhUVHR0dTUCheEyakisU8fgCHp9JZ7BoVKVAKGHzeAwWh8YQ8bhqlUwjUxikSgmbJ2FzxAwOEomMgkChEZFx0XBkYhIeiaahcIkxcR99vCAmGh4UQAR5FiQSHPRsiI56p8OKhkBhYEjweVDrEKzTQ8GQaAg0CgJdtGjRh/M/+H8ALFBExEdSElqITULHwv4Hks2ePXs2aO4c0Ly5oA/nzlq8aGF46IIFCxbM+hcvA4FAs0HvzQa9N2/evDlz5vw3w4qGQGOiwLGxcBoJLxaK+Hw+jUbD4/FoNBqPJTBoTLlIkWYw2fRmi1rHYbHDIJHvzZ0T8v6HiYgEs1gm5whwiSmx8JiYKFgsDCKksTQCCRVPZFPpNBKZw6AzSCQug8qm0lkUGodGYzHpbBaDw2ILuRw2k8VjsQUcLp/N4nG4DBqdRCBikSlEAk7I5alkUh6Hm5SUEBMNT0bEU/FETAqShMMTMNgERFzQSn/hgo8TEQkEFAaPxELBUaiEFDKWyOfyZBKpXq3RqjVyqYxJpS2OCF8UGhITE8dlcArdzpqCkpqK8oqyco1GpZMq3Ia0XLdHq1Fo9RK9QaHRK1yujCxnujFNr9TJOTI2TUgWyBg8OU2qoCt1DIGKxBKhlRqmVEFWqChSJUmqIKvUbINRnGHWWo0mk0Zn1uotBqOIx1ZIBVIBVyEX1zjNV9uqXq3tmfqka3R104vVDSMrq0dWVj8eKHs8UPZwWem9/uL73d77He6bbc5rDdZrDRlXG+23W5y3W5zX2l3X27KuNjtutGZdrM88W2s7U2M9W2U7VZpxvCj1VEHmqfy0o7m6fU75zizpXo9qt1u8zyPa75Huy5LssEq3WeU7XbJtdtneHPXeHPX+HPX+Au2aRuPSJm11naSqRlpeJ62qkZVXS6pqpGW1kvIGWXmDrKJOWdWoLK+TVTUqq2tlFY3SygZ5RaO0pkVW3SKraVbUNylq6hQ1zYqGDm1dq6quTVHTImvsUDZ0KuvbZc1d6qZOVV27tqFL1dKhamlXt7Rrm9tUrS3Ktg5tQ7O0qVXe3KVq7lI1dCqbu1RL+vRNnaq2HlNrt7Gr39A1YAL9PnnnH9N3fh+7Ghi78vuLC789O/vb889+f37wtxc7f3356a9Phn57suz3pz2/f9kBPKn641Fp4FFB4Enh28fZwKPsNw+cbx9k/3En9809d+Bzx9vb1refZ/5xL/33u1bgdlbwyZs79jf33L/fy/rjXvZvd7L/+XnuLzdy/n4r79cHRb+9qAdm9gHf3ABe3wOefQ6c2wGcWPPb3uGfNnV9t7x8ennRq5UlMytKXw4XPxsoGB8sHhsseNnve9nve9ad86jdcaPBfL3GeK5KebJQdMTNO2hj705n7bNy96Vz91m5e638/U7xwWzZ8Xz1sQL1sRLDiSr3pny7V65gE0kCDpfDZgo4TAaJFhYWlhgTQyagmXQGm85gM1kyNl/A4Qo4XI1QLuEJuAwOl8kQ8bhivkAulQk4bBGPK2RzBVQ2HA4PjhDCYdF4JJqMxVOR5GhoXGR4RHxcTFIiIikpKQWRHCzAw2HRcdGwmGh4XDQsJiY6iFmxMEgsDPIf5xkY+N92NODF4XPnzp0zZ87s2bNn/W+Y+k+IKMlVJn5ThkLOJISEzAGHzINDF8Yt/ihuwcch74MWznsvctEHc0D/Px+YNWvWe7PmzJszd8GCBf8rMYyMjEQmJqFSkEQCRijgSSUioVCIR2NSUpISExFIZDIWixXyJWalMU1tNCl1ZCIJBoPNmQv6eOEHbCpTI1QKGdykpKSIkI8hi0IwSSkiDo9BIpFRaCoGS8fhaSQinUhkk6gMEoVNpbLpNBaDyWOxOQwmi0bnszlcJotDYwRvqURSUjyCiMUJGUwZl8dnc4h4AiIuIRmRQEBhsEhU0PE1KR4RHC9fHBoW/DsIGCwUCo2Fx+DRGBqJzGMxVTKpWq6QiiUMGh0Gjw4JCw0LC8OkIG2Z1mJfYXNJZXamm0gkkokkMVdo0ZncDnu2w1HqzivN8ZWXl1eWV9RWVtUUl1SXV1SUl+b63LasVL1ZJFez5EaGTM/SGlk6I8dgYRpSqQYzT2/gpaVpLEYNg8VMxmKRaBSLwcTj8UQ8ictkCVgcj0p2oNj+cqD11aqOyZVNz4dqHg9VPBos/6K/5P7Swjs9RQ+WFd3tzL3W6rjZbLvZ7LjeaL/Z6LjemHm1Of18k/VCk+NCk+N8Y9bZurRT1eZT1eaT1RmnSjPOlWacyTeezDMeydMfztXty1Xvdsl3OsV7XIK9LulOmyTIrbbbFDuc0n3Z6kO5mgP5hgNFphUN6s52dWuzur5F2dSqrG9RNjZrGpqVbV2aplZlc5umqVXd2KFs6zK09uhbO9XNXermbl1rj7a129jQoW7uUbf16Tp79I392sZ+dX2vsr1f3ztg7h40dy4zdvUb2vv1SwaNbX26jgFj56Cpc5mpvd/QOZC6ZJmxc5lx6TLT0mWm7mHL0mWm7mXGrkFd74Cxb9A0sDKtd8jUOWjqXZkO+ufz47+MHv7xy8O/PD78y6NDvzza/+PjzT8+/uTHL1b+fH/NL7e6/36n68ebLX+9XffzjYJfbhT/csP3t5u5P1/P/fV6zt+uuv56MeOHqxnfX0r//lL695dSf7qQ+dcLtr9eTPvzWfu359L/dC7rmwvWby5lfX/F/t1527cXnN+d83xzKeu7Wzm/PK0OTCwHZi4Dk18ATy8Bd04Ch9cEtg79ecOSP61u/HpF2dRw4fhQ/tRw4dhw0dhw0ehA/thgwfiA/0lv9sMO1/0l9osVxsvFulN+xWEv77CDv///cPbe0W3cd7Y4RZEURQEgAKK3AQbAYDDovbB3kGAnSIKd6ACrRFFdcrfVrN7Yqwj2XiVSlmTJPXY2juMaO47TvEk2m61nd9+u+f74KnrZxG/f7/zmzMGBeACIwtHc+Xzu5977cVonyk2jpfoJp3Wi0jJdmzzXlLEayl/xFW0dcK51VEzvr7voqrXpDQqRRCqVgr3NSUYzKhKTSCQ2my3DxBazUavWiBAxJpcVZ9kKMnMAYZxktoAzJTkx2WJOTUwCVxeKojweD4Qx8Pl8VCJWYjKdSkkmk8lkMofDAT+RCxGQ0yBi88QCGGKyYR5XCPEB4w5zeBCbA3MFMA+CedynmS1cJotAIID+Lipy9+5dkbt3Rf557wYOREhpylK1ZFuDueaGZHOpTmrDYDmXti86Onp3VMT//YiKisLF7cPhcHFxceBj9+zatSc6Bhe3j0unUynxQpiXZjLbUtMKbHn5ObmZ1kStFJOiCIIgIpFIJBLJZAq1VpOWlJyflZOVli6RSOJJxHgSEYIguzklTW9mcdh0Op3HYkuFYotBr5SrlJhMicn0Kp1Rq9OrNWBeoZYrtEqVXq0x6fQmg1Gv1ek0Wr1SbdLoDBqtQaMVwUJMJDIrFWkma25SGgjSgCBIKpViGCYWS1BEKoKFTCaTSqUSiUQiIV7MQ1AY4bI5VCpVAMFKTKZXaywWS3picrLFqlUqBBCfw2DSqTSEDxvUeovBqFQqEVTC4/GlYpFOpc5MTm+srq8ur6qsdNbVNTTWN4R8/gNt7f4md0eT71iw/bkDh88cefbsqedPHz1x+uizz3QdeuHg0U5/c1ugxVtb5yi1VZYWluXYbKZkJpPJZDKVmEwtV0gkEvDtSUWoRSlvyUud7fJ8cO7gD863/PBC2/sXO956xf/Dl1vfftH71gued593vfVMwzsnGx6dbHh8ovbx8arHx6sen6h982T1gyOO147V3D1Sc/dY+d1Djq1D5XcPVtzpKLvbUXanvXgtlLcWLFgNFM657dONBdP19on6rPGazNuVaePVGbers27X2sbr8mY8+eGmnElf/mxbUfhw0eVzJefPlb5ytuSlV0vOXi1/9arj3MXSc1crz15znL1a/up158UrzsvX6s5drzp9ufTs1fIL16ouXKu6fK3m8rWa8zec56/Xvnq9+sLNqnPXnWduVp++UXX2VvX1ofrLvbUXuisvdDsu99Rc6a+53FNzpbfqWn/1tYHKq4OVl2+VX+quOHe96mJ33ZW+hmv91Vd6qy73VlwdrLzWX325t/ZSb+WVfufVwcrLvRURf/xo9p9+PPuPfzP99+9P//GDmb9/b+L3b3f/4d3uv3vjym8fvfq7N175zcPnfv3a0W8fdv3qnv9XD12/e+D+24eNv7nf+Jvt+r+9X/vt3bq/3ar/5XbN327V/3Kj5td3q3+xWfOru7W/3qj9cqX0Z6sVv9is+Xqj9tNVx0/XKj9Zr/5kverzh/W//3Hrv3393M43kzvfPN754tHOeys7m6M701f+c/js39049bsbXb+9cuDryx0/uxz68lLwZ1eaf/pq4JNXfcCF8/EZ9w+frXn3SPGD9rz7zYVbwfw7fttibdJyY/pURfJcZeJkdWK4OnmmIW2pKXutufBuR8l2Z/XmkeqxlrqXq522pCQZgsEwLJdjZqPJYjDqlUqYx2UwGEKYZzYbk4xmDSqFYb5Wq7Xn2oqybXnZORaD0WIyW0zmFKslyWxIMpuSLdZki9WqN8okKARBDAaDzWbDfIESxTQyhYjHJxIJbCZLBAvlqEQhkSKwAGJzxCwezOFAbAabyeLzINA5AukWzIMkQpFEjIhgIZ/P53A4bCaLS6YlxOFB+RMTuSsqcnfU7l1/USzt2rWLTsGjEA3mUbkcOpVEjonbu+svX/WXx+7du+Pi4nA43L59+8DnR0bs3hcdHY8n8BgstUwiF3MRLkOKIgVZGUX5eaV2uy0nNzXFajJr5UopiqIIgqAoisllarU6Oz0j3WxJMiXKMVlM3F4eg6FD5enGFBFfwGLSuUyGiMdLNlnUcoUclapkcq1SZdBo1XKFVqnQKlU6lRpouEw6rUmnNaq1RrUapGUAXBMLYAQW6BSqVIslOzEp1WhRyOR8Ph9FpCgiUStVclQqgPg0Go1KpZKJJAaZAnN4UqGYw2BSKBQBxJdJUJVUZjEYE41Ws96glCogLo9JZ5DJZIjN0chUKqlMIka4XC6fzwex11ajqaq0vLbKWVHuKC8uqS+taHI4Gyur/W6Pv6ahucnV4gscbe84ffjk+aPPvHT05IlDR547eeqVE8+fOvjM8fajgdrG8sLClLRUDMNYTDqKSNQSzGo0YKiUx+NxODyxgC8Vi9JNihs1+T94vv0HZ1vfORP84ELHO2fb3njO9fbznjdP1T96tu6dkw1vnqh781T9/aPO10/WPDhZ9fhEzaNjlW+eqnt4onrrcNXmwcrtg2X3uxx3O8rudpS81l6x1eK431J6t7l43Ve2EiiZasxZ8BaGazInqjPDzqyxmtyxupwpl23Kkz/vLwo32Kb8BTPtZeGTZd3Xas9dq7lwo+7V685Lt2rPX6t69Ubd+esVV3sqr3bXXb7lutLrutjrvNzbcKGv/mJv3c3e+qvdzsu9tVcHam8MN1wfqr8+VH99sPHaQMO1wborA7XXBxuvDtZdH3ZfG2q8Pth4rb/65lDDlX7nzaGm6wN1NwZrbwzV9I5W3+qvvj5Q0z3mujHccH2g7uZw7a3hxlvDrp5RT/dIw82RxutDtbeG63vG6iJ+/87Y798f/Pat/m/f6v/2jYFv3xj45uHFXz48+/PXzvx8+/TP7pz4cvvIF3fbvrrT8vma98s7nq+3mr7YcH2+7v50teGzjYYv12s/Xqr8bLni0yXHl0vOT1YqPlmp+GSl7JPlmk+WGn64WPnD5cofLjh/NF/3/nztj5Yb31ms+9Xbrf/26fmdX9ze+dXmd1+98d0P7+08nNxZ6/9fY+f/qe/Ff7h27HfXOn51qf0Xl9t/dqXls6vBLy6Hvrgc+ux84NNz/h+90vDu8873TlR+cLLy9bai7YDttVDBujtn2ZU5XZs83Zg2U5cy60ybq82cr8tabMpeC+bfaam4c7ju3gnPVKjpuTKHPT3DYjDyeRCGiHUqtVGtNSk1ShSjUagMGl2j0Rh0eovOgPD5MMy3GPR5qWn5OblJ1sQkswU0jIkmo0GvTTJbrGZLWlKyXq2RIyifBzEYDIjLE8FCJSYzqHQ0CpVGo/F5kBxBZWIJhkggNodNpfMYLB6DxWEwRXyBiC8AtItUjEjFIpkUQxBEBAv5PIjNZnPZHAGbK2Bz4/GEiF0RuyMiIiN2x0RFR++OioqKivzvXV5kZOT/VE39eWEVuTsyMjI2NjYuLi4mJmbv3r1RUVGAw4qL3UsmxIsFsFaLGRVKnUIBw6K8zMzK/KLa0rLGisrSgpLCPFt+VlZmcrJeJtfL5DIphqFSjUqdZrVmpaSkWBPJZDKRSOTSmXqlUi1X8CEukEelmawGjVaJyTBUqpSrgH5NJZWppDK1XKFRKDUKpV6pBj2gQaM1aVUGmVyvVBu1OpA9LUelZq02PTkpxWyVy+UikUgA8aUSVCpBRbAQkIMJJDIpnkjCE2AeJBHCfIgbjydAbI5EKEJFYp1Sq5WrjWo9hso4LDaLwaSRE0Q8PoZKMUQi5giYdAaHw2Gz2RKhyKzQlBaXFBUUFuTbi2z5jqKSqnJHVWl5U1VNZVl5VXmZt7re3+Q+0tLxXNdRcJ7c37W/ta0l1N4RavPXugpseSaDUQDx2UwWKhIbNFqzySCTYiAcDeHDGCQ0IMJj+Vl3WxvfPRN875XAGy/43nrW/+hY05snGh6fanz9RONbzzS8ebzmjeO1rx+rfv2Y8/VjlW+eqHvjeO394/XbJ+rvHa+/e7Ris7Nks6P4TkfZ1v6SrQOVGy2OjTbHWkvZaqhsIVQS9uRNNOaGazKnq7NmGm0j1em3G7LHmnLGmnImXLbbDdkT3vzJQ5VjZ2pv3aq90esENc6t7robfbU3++tu9jbeGqjvHqjvHWq8Pui6OdR0Y6jp5rDr5kjjjaGmG0Pu60P1N0cabw03Xh+qvz5Q1z3mujnS2DvuujnU1Dvu6g039I409Iy6ekZd3WOu7lEPAKDecVf3SAM4e0Ybe0Ybu8cbe8ddPaON3WON3SMNfWF3z213f7ixb7Sxe6Shd7ypd6wp4pcPb/3stRufvXbti62rn268+tn6xZ+sn/t46eUvlp79fP34Dxc635vr+HCp9f0F/3uLrvfnmn4w2/jD+cb3Z+s/mKr90Xzde9PVb02VvzNV9s5U2XsTpe9NlL4xUfxwvOyNceej2463Jyse3XY8GCndGnFsj1ZtjVTem679/Yen//2bwZ3fbOz88p2dj7Z23lrf2bq9M3v5n4de+Pue5/54revbG22/vbH/l1c6vrnY+tOLwZ9eaf70Yuijs+6PztV/8Ez1eycqH3UVPjpYshXK2gxmbwZzN/x5cw1pY5XWicrEyaqk6frMRV/Oise22JS9HrJvtBauH6y+f9J93VfbVlSeYramWE1gNicSiYxajUmpwVCpiA/RaDSpVGLQa41anV6pZtJZQi5XJ8UyTIkZSWlJZotJp7cYjIAqthpNVqMpNTHJYjAatToEQcCYD+YL5ajUrNVrhSibyuRxuAoppkQxFSJF+DCNnEAjJ9CIFC6TJeILRH+KVJYjqAaVamQyJSaTCEViAYyKxGJIgAg5QpjPY7BI+P8m7IyM2B0VuTsaDPgidkVG7I6M2BW9KzLiL4SmfyWMABquqMjdIDgwLi4uLi4uNjYWNJ7xeAKdREJFAp1WmWjSJ1vMahlqNWhKUrObHJW+6tr9Ln9zgztQ19TkcJbn2XKTUxItVq1ao9VqrUZDZnJyRlKKWiKnUagEAoHNZqcZTXIEZTKZdDo9RWeyqHVyBJWKEdAcaWQytQSVicVKFNOgUiUm1avkRrXWpNGpMTmISNQolEpMJoKFQoEIRSRGrSbJbEk2WXRaNTAAiYUiiRhBRGJghGLQ6MB5zmayBBCfz+Hi4vZxGEwRD5ZKUKVSKZNiclQqk6BcNgcsB4HYHKlQjIrEAjaXx2Jz2Rw6nc5mMyUSaXGWrTArF+Sg5mXnFOTYyguLHSWlxfb8kgK7s8xRV+n0NrmC/kBbqLm9uaWitqqsrCQ3Nzcvz56bm2vQa8VChE6nIrBQLZaCnSaISEylUtlMFsTkCiC+iMcvM6im/eWPn216fKrxzWc9j4/XPzhc+/hY3RtHmh4da3rtRMPrh+teP1H/+ITzwRHH/ROVD486Hxyu3TruuHu4fL2r7O6x8uX9RWv7S1fbildb7JutFeuhipXWytVQ2WqobClQNN2Uu+Cxz7hsE/VZUw328ZrciQb7cF3uSL1twlMw3pgz5S+YPu64fcHVN9rYN1h9fbC6e6She7T2xlBNz1hd90hT/7i/e8TdO+YFZ/eYq3esqX/ce3O0qW8icGu0qX/CNxD29Y97Bybc/WHXQDjQF/b2j3v7pzzdYw19YVf/hK933NU/4e6f8PSF3X1TDX2TTb3jTb0TjT3hht7xpp7x+t5pV++Eq3ei8eZM062Jhr6wqyfc1BNu6ply90009ow19I43Rby1+MzbS88+mHnu0fyL9yZPbYWPbN7uvDN+cHOsfXu0Y32kdWXQtzYYvDPiWe2rXexzzvZVLvdVLfWUb3RXrNwsW7lZNnW9dPqqY/5Gxey18ulrxXPXS2euFk9fKJ24XDBxrWjySuHU1YLbl0rGr5XP9ZW/vdrxH19P7Hz9cOfr93Y+XNu5H/5ua/g/F679S/jl39889OtrB392qf3ryy3fXOv8xfWDX13dD0zOH19o/uBC4P0Xm944VvFaV+Fbh0pebyva8uduejO2Atkb7syVxsw1V/Z8fdpcXeqyK3PNb1sP5K012++0Fz88WnXveP29U66ThblGuUKOSrUahVmuBmsUBALIpDEY1Vo1JudzRTBfKJPJjFpNsskigGCIzeEwmGION9FiTbZYzXqDTqW2gkZSq9NqtRaTOdFkthpNBp0exPgxGAwul6tRyHUKlRKTMZlMsQCWiBGZBEVFYmAtZNMZPBYbEYklEolUKlViMpNOr5EpVFKZQiSRCsUoLEJhBIVFYggS8QViSABzePF4Ai4mNiYq+nubvajI3QDFdu+KjIrcHRm1G7D1kZGRwJ/4lPyKjIyMjo6OiYmJjY2lUqlUKhWPx0dH7SWRSE9KQlRq0misen2iwZBkNCYaTOnmxNyktMqCwpICe74trzAvv7iwKC87pziv0FFU4nHW+WsaSoqKc3KysrMyki3WRK0B4YviSUSZBFVjciHM53G4GCoza/VqTI6hUpCAKJOgWqUKKOOBn1ynkhu1Gr1apVLK9WqNTIrJpBgqEov4Ah6HKxNLtHIlMFqn6ExKMQpKVB6PB8NwAokMdLlEQnz83n0MGh3oTmJjY6kkMsyD+DwIgQWYWCoVI2IBzGKwmXQWj8UWciFUJBYL+GBdCJfNIcUTgfFTr9akmK3JJkuiyaxXa0CVnZ2ekZuUZk/NLLLlF+XbSwuLSguLgN9IrzcqZEqtUmHS6TUyFY/DJZPJTzQlNCpQ5wkg/hOKk8Xm83lcLhvlcA7nJm/sr1vvqrl3qG77UNXWgcqHXTWvH6p9dLjmfqfz3kHnvc6yB4cqHh2tfv2Y896xyteOV2x0lm50lq4dLF1tK95sK9poK1lvLV4NFayG8tdbCtZbCjbbS1db7LPu7Fl37qK3YKIxZ6w2e6w2+3Z11mBd1nBj5pAzo686fdyXP9NZMfWqe3zI1z9d3z/d2Buu6Z+sG5z09IddAxPu4Wlf/4S7b9LdP+UZmvb1T7jB48CEu3/KMzTrH5oN9E57hmf8Q7P+/ilX34y7d97fM+0ZmPP3T7gHpr39U57hGf/QtK9/ytU/5Rqa9Q/OunrDNX0zTX0zTf2zvt5pT/+sr2fK3Tvt6plq6p9uHJr1gvcOz/j7pzz9U56BaW//lCvitanjG+OHNoa71gY7Fwc65wcOzPaH5vub53uDU7d809fd41caJq+7bl+uHbtUM36lLnyl5vbl2rGLxSPnS0fOlw6fKxl8yT70SuHAmeKBM8W3zuXcOGe7dTa/+8X8wdOlt14q6Hk5/8YrxbculA1cdWxMBr567/R3P1/b+er+zif3dt5Z2rnbt7N+87vZ6/88/NLf3Tz+22tHfn6x/YvLoS+v7f/iSvvPrrR9fbX98yvtP3k19KMzvr850/Tm8crHh4tf32/fCubfby24487a9GRt+rJXPBkLDelL9dkL9dlzTTnLbvusO3c5lHdnf/H9LsebJxoeHPMErUlyHo/HYEhRkVWjFUB8MpFEYzH1Sq1OpdbIFHIE43BYMplMp1Unm0xg8ARyYEw6fZLRbDEYLQajVqmyGk1mvcHD0kHZAAAgAElEQVRgMIAnZr1Br9bIUSkCC3gsNpvOUEgxvVKtRDEEQUBoMqikQM8CJoYiWCiVSqVSKZA+yjGZTCzBeDDC5YkhSMDlwTwI4vIAmcXnQSDtLx5PiImK/iuP9PdITJ/SWLueSBwio6OjY6Ki90TH4PfhCAQCkUgEJiEikRgdHU0m4VkslggWyiSoXqk0aXQWnUGv1sjlcrVKZtBorWZLpb24IN9ut9sLCwvtefnlhcVVpeXOMkez1x+qD7irG+rKnTlZ2SlJqRadScQX0GkUTCCSCAQwD1JiMqtGr1eqpRIUMEpyBFViMg0q1WEyrVIhk6BKTKpRKA0atVwmVWIy8LVgqBQAk1SM6NWaRIMpxWxNNJiUmEzE4z/d9AFsBjQKlUKhABeUiC9gMplxcTgikQhxeQKILxbAIliCiMQQl/c0NkPEF0iEIhEshGGYzWRx6UxmApWAw9NIVJ1Sm2Q2JZtMwNRt1huAbSsrLb0wL9+enVuck1eQY0tJSjYbTXK5kiuAURQFu3hhvpBGowG0iouLw+PxRCKRSqVyODwikUgikdhMFgRBsJgn5nMak3WrrZUbHVXbnVXbnVX3DlQ9OFj94GDVZlvJ/a6q+53OB4cq7nc5Hh6ufni46vXDdfeP1mweLNvsKN48UHpnf8las32zo3ilOX81VLAayFtvKVgKFCx686c9uVPunEVvQbghZ6Ixd6w2e8yZPlqTNdqQN9KQNVSdNlaXM+qzTR53Tl7zjo02DizUD8429k3U90029U+4+8Ou/nDj6KKvf8ozMOcfnPENTHuHZv39E+6R2eahad/QrPdPmOUfmvUOzniGZr39s76B+ebeef/wYqh/1jc44xue9Q7OeAamvX1znr45V89U0+CMZ2CmqX/W1Tfn6pvz9M/6Bub84OyZcg/OugZnXcPznv4p1+iUb3jG3z/hHl30Dc16I+b7m6e7/VPdrVO9HaOXm29fbR685B2+5Jm47J246ut9tf7WWeeNV2pvvlR35aWq6+eqb75cfe0Fx7kXC6++XHrtxZKLp4ovnio+f8x+5kje+VNFr5y0v3LS/vKzxaePF750Ku+lY/YzJ4pePJH/6hnnYI9ra6XrHz7r2/ny3s7n7+78YGPn0fzOZvd3S9f+Y/blfxp8/g+9R39z8+ivr+7/+nLbTy+3/vRyO4iR+fRy8OPz3h+f9rzzXNXbR8vfPFz6qL349Zbi+6Gi7ZD9jj9nzW9bdqcve7IXGjKXm2zTDVmLfvtac/5mW8l2Z9XD4w1vvujfPu4uNpgTSBQSnsDhsEDoFZPJxNMS1DIU2GvUiIRBoyMisUwmAzQKDMPA+geLIJ1WmWQ2Wc0Wq9Fk0jwZclkMRnDXNRtNapkKYByfwxUIYTkmU8jkGCrl8yCxWAz267AYTAo5gUwk8ThcoQBGURT43ZRyBQILRDweCvGFXAhMDHkcLhBnJZDI8XjC04AaMpEUGbH76fQwMjLyzwHraf0VGRkZEbkrMjISuKb37dtHIBBIOCI9gZJAopBJNAqFwuFw6HQmmZgQFxVFo1D5PAhsVwSh9YAXl6MSOSrRSJBEg8GWlV1V7qgqdzjLyhqrqxura2urnE5HhaOsoqLcWVNR6yyrrCmuKM7JS0tL06s1NBqDxWCCtbISoSjRYDAqlBgqlaMSFSJRoijYeKjDFDqFRomiWimmkkq1SpkSRXUqtRKTKSRSsYAP84U8DhcTwIDkSjSZk4xmtVwBLFACNpdFoQF7eQKJnEAiEwgEJp0BsTlsJidqdyyYAkMQBEL3BRCfy+VyGEwOgwmxOUKIL+ILQIfI43D5HC6DRsfj8URCvA6Vm7V6nUotx2SgBsy2pqRaEnMzs7LS0rPS0tOSko1GI4bJZVIMhmEul4siErCFl81mkslkCoXCYDCIRGJsbCyoamk0BoFAIJPJTCYTEQtEsFgMs+16ZNpVdKetcqu9bLuz4t7Byq2uynsHK7cPlm8fqr5/qO7+oZr7XY4HJ+ruH63ZPlpx93D53cPlmwfKtw+U3Wkv3WwrelpYLXrz5922RW/BvL9w2p035bJNNtnCjZkT1dkTNbZhZ9q4MytcnXu7KnOgInWoKn2iuWjiuaqRfudguH5orqlvtm5gzts77QLoMzjjGZx19c96+mc9fZPukfngyJxvZDYwOPm0pPIAFBuYCgzNuYdmvT0zrr45z9Cst3fWPTDnHZr1D88FBmc8Q7P+nhlX97yne97XN+fpn3X1z3p6ZlzdC66eaU/PvKd7uqFnxtW74O6f9QzOuoZmvYOzruFZb/9048icb3DGMzzvibhytubq2YZr5xqvvtJw42XXpRfrXz1Ze+nZhjMnK8+ecF54tublE1XPHyl/5bjj5RNVL3SVvng4/5mjtiOdtuOHS47tzz15yL6/Naezo2B/u+1gR97hI4UHOnL2t2R3tto6mrP2BzPbQpnNLZlnzjtmxkM/effMf34xufPZ45337u08nNzZuv1fi9f/LXzxX8de/sPgqV93d/3i1sFf3ej65mrbTy+3fnGp7ZtLHV9eavnonO8nL/l//JLn/Rdq3j7ueONI6Rv7yx+0FGwGc5fd6ev+zKVA1qIvZ6kpe9Obv9BoWwoUzHhtq82Fa83l24fr7p1sevSCf+t40KbUJMThYyOjcDicTIKolSqZFKPQqFKpRKeSA16Dw2ByuWyZTKZRKI1qrRyVCGE+l8liMukYhhr0WjBYNOsNRq1Oq9YYNFqz0QQGiBqNTi9TYyIE5kEQBMlRqUKOSSWoAOIjsADsheYyWfQECoWcwOFwJBIJiqIgGx6UYJCAL4D4QERKpVIJBELMn2nQYyMjcTgcg8EQQPw9e2NjYmJiYmL2RMfg98YRcHhc7N64uLg90THAqbN7V9TePU+ukKjI3Xg8nkIhM2hMLpMFahAyiQ7u9gw6h0SkxsbGMpl0PsQFQzetWqNWqgBaIbBALBTJUYleqUxMTMzMSKmtcjZW13qddfVV1dUVlZUljlRzWqo1zWRMtJiT05NT7Nm5hVl52amZKIpyOBwmk8ljsUWwEAwElXIVhkjA9lmVVAaEDhqFUo1hOkymlWKAgDcrNEoUkyOIVChGYKEA4iMwpMRkRr3BqNUlGkxapYrH43HZHIjNYVJpuLh98XhCAokSjyeSCfFMKo3Pg1gsTlT0XjyOBEYiTDqDzWRx2TywBwS4ODlPE66ZLOBbYDKZuNi9eDxeJkGVmAyI6Y1qrVWjTzSYrEZTijUxLSk5JSnVYDABnKLT6WQyWcQXyDGZTIqplSpgIOdwOBwOh0ql7t27NyYmJjIyMoFExuPxBDyZyWSKYKGIL0C4vHS5dKihYMFfvt7i2N5ffa/Dud1Zfae99MGhiu3OikdHqx8da3qtq/re4RogZbhzrGL7iHP7YNl6R/FGW8lmW9F6S8FaS9FiyL4SKlr2F8158me9BdNe+0Rj7nhN7mSTbaQ6c6zONlKZOVaZdbsuZ6Qyc6Qyc7g6e/5w+cLF2tvDroFpb/+sp2fa0zfn6Zl58sfBGc/ovHdo1jsyHxya9Q7MeQdnPACzRmYDw/OeoTn38Lynb9EzuugbnfePzPkG532D876hWe/QrLd/yjU44xldDgzOeAbnfX2LnsF538Ccu2feNbjoHV709c96uuc93fOe/llfz7ynd97fu+Tpm/MAgBuYcw8t+UYXfYPzPlB2RXQdKOrsKOjsKOloKWtuKwu2FLUGypt9pUF/qdddWOuxN3gK6gNFjoZsR31GZU26ozrDWZdZ5kiqqEmqrE5yVFlLHaklFSnFjpSisnS7Iz2vJM1WmpZdmpxXkpJXmFRYlVrSlDgRbv/pW5f/6ZPxnS+2dt5Z3Vmf+M/Fnv+YuvjPYy//YfSF3w2d+E1/129uHf59z7Fvr3X94vrBry61f3ap+ctLLZ9dCH1+LvDRK+4PXqx7+5nqN49Uvnmw4vW2ktdCBVtB22Ywd8WTtupNX/LmrHpsd4Nlq177gj9nrdm+2VZ0r6v0wYm6t14JvnGmde140K41S9gQnUDau3s3jUgU8XhKTCYTS+lMmhQTy+UYikjAbE4sguWoVI3JNTIFJhKJ+ALAaCBigUkhByy7TqXWabRarVaj0QAUMxmMYAOYClODuGQEFihRDOZxRTweIC/YbDaHwWRQEnhcNhDHy8QS0EvyOVwei00mk/+6p3vCUkXswu3ZTaOT+TwI5rERWMjjcFk0Oi5uH5kQH48nkIkkEBZIJpIIODwej4+LiyMSiUQiESjFOBwOBEEMGpNCplKpdDaby2AwaBQqkUjE4XA8BkMsfrKE0aTTmk0Gq9GUaDIbNFqFTK6QyTUqdWpySlZGZkGOrdJejMplPD5EpdNwBPxftqORETRyglSCZiSlZKdmmrVGIJJSyORgUAjDMIZKMUSsQaUqqUyrVOgUCr1a8YTMwmRapQwTiTBEDJYP8XkQaAkxRKKXKQHFpldrwPJHEOhKwhOoJDKNTKIRKfF4AofBZDNZDAYjJiaGhCfQEyjAWgCIKhCoz6YzWBQaPYFCT6CAPEVwt6AQSXg8Pi4OBxKxlZhMjcmteqPVaLJYLEajOcmUaNGbDWo9giCgeiLFE5l0BrgDCYViNpvNpjNgDgfi8vh8Po/DJRLiQZEVFxcXHR0NSmaQL8Sh0XhU4mBFwZS7YMlXuBksfNhW8fig8+GBykdHqx8dqX+tq/r+4YqtI477x2vvHa5ZP1h5/3jt5oHyzfbyO/tL7rQXrzTnL4fyFoK2+UDenK9gypM/0Zg75bLN+QonmvInm2zj9dm3G7JGazKGa9IHnSlDDRm91cmDtem3G7IWX62Z6XWPTXsHplxDc00AI4bm3ACJhuc9o4u+sSX/6OKTHw4uesOrocFp9+i8d3jeMzIbGJ71Ds16B+d9w4u+wUXvyIJ3aM4NPmdkwTu66BtZ9fXPegbnfUNz7tFF3+iib2jJNzjvA58J3jU057696L+96B9fax6c9w0ueseW/CML3rHFZvCWsSX/8Lwnos6VX9eU19iQ19SY3+QqddbmV9TnlNflFtVl5ztTi0oySssyyioy7GUZeQWWouLkgsLE/OLErEJrht2cbNdnFJmzCpOyCpNy8hNz8hMz880peeYUuyXZZsossGTYzbl2a30oc339+B9/Mrjzzd2dn9zbeTj5X4uD383f+I/b5/9x6PnfDRz7tvfgt30Hvrq6/1c3un5/48jPr+z/+bWOL6+2/PRi8ydnfZ+e8394uun9F2rfe676zaOOewdKH7YXbflz7/htm4H8zZBt3p0278pc8uYs+XPXQ/Y1v23dX7zVUrLZWfL4ee87p9veerkj3BHMNVnFQpTDYBJw8dHRu5lMpkSMKDEZjUaTiBGwFIfLBnlJQjmCKFFULZcpMSkiFtDp9AQSmctloygGKiyQhKVRqUGdZdLp9ToNSFhWK1UQl8fjcFFYhIlEQhZbwuEjsFAmQWG+kMVg0ihUDpchkyAqRCKGhFKhmE5lkIjU3ZF7vo9P/2+0VHTMLkoCQcx/EgjBY7AIsXG42L1PGBwajUiIj8cTKAQikRBPJBLJZDKNQuVzuOBWz+fzGXQOg86lUunAj02lUmNj9uDxeDGfK0clSqXcoFGDSYLVaAK6DRSTisViBBHpFIpEg8mWklqUn2cyGPdSSRFR35M4+ARho6IgPqxXqnONSWkaI2iXDCqNSiZHEQkqEmhkMg0qVWOYQaMF5ZVKhuqUMq1SocSkcgRBRWKw6lEI8QUQH+YLJAKBTqXWqdQWg9Gg0wPSEDTaREI8hZwAzng8gUGh8hgcDof3dLwAkmCZdMbT/UZ0Ko1CTiCTyQkkMoNCfeo3IBPicXH74mL3wnyxRIyCejDVaEk0mEA+RGpiklajgmE+l8vF4/FkMhm0k0BgweVyaRQqk0ER8XhiCBLxIZDoD6AKqEkoBCKLRod5EIfBZFCoXDr9ZnnGnLt4IVC02FJwr7Nia3/53Y6yR4dr7h9yPjpe89ohx72u8jvHyu8eLr97pObBkcp7XY6NtpLVtuK1lpKFYMFKqGi5pXCh2b4QKJp250258ibdeTOe/ClX3mhN1lht9u2G7JGqpGFn2nBlcp8jZagqZbg+bTKQN3eh5vaob3Da/bRcevo4uOjtnW4cmnMPzbhG5jwAv4bnPbeXA2MrwbEl/+i8d3yheXwpML4UGpnzjcz5Rhd9w/OesSX/0Jx7cNY1uugbWfYOzvsGV/wDc96B+YbheU94NTC25B9caBxd9I0uekaXA0MzrvGlQHguNDrvBeXb6Lx/dDkwtOQbWvKNrPqGlp5AXkReudXuSC11pBeVptnL0mylKXllqZkFlpzipIwia2a+NT3TmJ5tzMw1Z+Uas3KNGVnGjBxzao4+1WZItmuT7PqMHFNGjiHFps4sMGXnmVPzNIl56vR8U1quwVZmcTZkHD1W+Omj6//+ydLOV492Pry3szH1H3N9/z5x9Q8jp3/TfezX3V1/e+PAr693fHO1A+yV+OpS+zdX27681PL1xeDHZ7wfnm768HTTu8/UvPNM5RudJY8OltxvLbgXyr3jz9kM5q77cle8Oeu+3PnG9CVf5qI3Y81vu9tcutHm2O6sevSc753Tbfeeae1rrrPodFqlAuLy6FRa9O4oImkfH+YqURSQHRgikYgRMNbhsjmYSKSUImq1EpWIYRimkBOoJDKbzuBx2RaDMdFgUmNyk04vxxRqpQroG00aoB4yatUasJwC5oHxE8zncBFYgIkQEV8AqBMBxJdJMQyRIHwRg86JiYn5v1323wtbxD1xhNg4QmwcMQ5HiI0D920iIZ5BoyeQKPEEXDyegMfjgb8X5M3zeRCPxxMKYB4HYtA5dBqbwWBQqVQSkbZvTyyZSELEQjWG6ZVKi05nMRgTTcZUS6JFZ7DqjUoUE3IhiM1BxAIZhiab9bkZKXUFxWatMeL7h5b/51eNiYkB1JhMLMFQqVqpUspVEjEiQUQSRAQWrIHOS4liWhWmlCI6JaZXKtUSFEUkfB4E8yABmwvzBTBfiCFiQDgCWenTEH0ykUQlkekJFBqFSiTEUwhEegIFMIBAu08mkwE80SjUJxEaFCqFQkkgkUGwIojQoJLINHICJR5HwOEJOLyEDUmEIqkYQUXiRIPJqNaCm5NBpVNKFTwOl0gkEggEwNMhsEDEgyEWj0Km0qk0egIFLHkDqdmAWcPvjYuNjY2KiqKSyGwm64m3lEJl0kgXizLm/UULbfbFQO5WZ9mDQ87tzoqHXTUPDjlf66p6dKT+Xmf59tHye13lW51lW51ld/YXb7QWrrQWLLcULvkKl4OF84G8Ga9txmub8eTPefLDTTnhhuzB2vSx2ozxmkyQMjpUYR11Jg+UJQ5UpA5Vp8235i9cb5wO+0cXXaD5Glnwjs4+QauBOffYkn9o1gswCKAVKJSe4M5i8Paif2wlODzvGZlz3V70g1psdMXTP1c/tuQNr/pGF31jK0EAZIOL3uF5z+i8d3wpAIqmp2d43jO+6A2v+sYXnjwfW/KOLXlHVzxDyx7wscPznoi0PGOqzZCeb8ksSEzPN6XnmzLs5swCS5bNlJavTc83pOZp0rJVmTZtTp4xI1+XnK1OyzXk2vU5dn26XZtZqM8q0OcWm/KKTNl56qxcbU6ePrvQmF1osFcai2r0XUdsC6Nt//LJyM4X2999/mDnnbX/Wuj5l/GLfxw+/YfBF3/Td+RXg11fXW/76ur+L660g/Onl1u/uNL+s8sHvjjv/+J88EcvNr53qvrxsbJ3TjgeHSh4fKD4fnPhg5aCuy1Zm77sdX/2qjdzw5u15M1Z9KYtetPWA3l3m4s3WhxbXQ0Pn3G9+VLzg1NtN121MgmiVyqlQgmbySHt27d37x4qNQGG+UKIz6ExxJBAJkFZDDaJlMDlsmG+UCoUy1GJVIxIxAiDRmdQqDQimU1nGNTyJKMRXDAgLQBcPzqNFqz/Mum0qACFuHzAXiF8EZvOEHIhFBaJ+E+kiTAMi2ChgMth0ll/EZ73/zyeslq7IiIiIyP2xcUAFSgubh9gYWgUKg6HIxAIpHgiiUSi0+kivgDmC/l8PhBbgmqLy+YwaHRwZTJodDmCaFGpRa2zGPRJOn262ZJmMidbzGAwqpYrIDYD4vIwCWxQy5NM+lJbnstRn6azxhPJ//MvDA4GjS4RigDcyCQoAAIMkShRNNFg0sqVakxpVCgNcoUaw7RyuRyVPq2wQH6pAOKjiBTo4zUyhUGjhbh8kI5PISdQiHgqEQ94dwIOn0AiA8YKF7cPEFJMOoNGTqCSyDQKNYFEZtMZDAqVSiJTwVo2cgKFnIDH48lEEolEio2NjYmKhnlcRCTGEAkiEuu1Oi3wEinViEjC5cAkEomAiwfDChFfgCESHofLpjOIhHgykcTncAVcHo/Dhbg8wHCRSKTYPTjcnn1RkbtJ8UQum8NgMKgJFAaDxqSRns9KHXeXrnQ4F1pL73aU3e0ou3ew8l5X+cOjzvsnnK91VT88VLvZWbJ9sOxeZ8XdjpLNtsL1FvtmW9FiyL7aXDzrzpt322ZcWWGPbbIpd9KdN96YE3ZljdZkjNVm3K5MG65MHKpI6nckDlQkjZQnDRaax+ozpzuLZwbqwlPe8UXv+IJ/bMk7tuQenfeOzHlGF32jK74/AZDv9qI/PO8ZW3KH11tGV3yjKz5QKI0v+YbnPeNLgfCSL7zsH18KjK486eD+/AnAu9EVD3g+tuQfmfOMLgTCq6GxJf/4Ysv4UiC8GAgv+8PLTyBsZL5xdNE1uuIZW/KOrvgGZxvH1n0R6XZ1dqEhO19nLzYXFJkLSiy2QmNekclebC4osdgLTfkFxvLyxKJSbaFDay9RF5Zpiyt0JZX6kkp9Yam6rNJQ7njypKLaXObUF1Rqymu1FbWmpqDp4PM5k5PB33/Qu/PpazsfPfru3dWd7an/nLj672Pn/qHvpd/2nPjFtf1fX2754nLw80vBTy+GPrjY9P6F+r95tf7jC00fnfP85HTTp+e8779Q+96p6jeOlL51qOT1luLH7fb7rQUPWoq2gwUbntwlV868K3vZl7sUtM26s+d92VuBwrvNxVv7S7ePON96wfOD55s3ulpuNjWw2Uwuly2TYigiwcXti46Ojo2NZTGYcgSFmGwei43AAg6HQyKRYBjmsjkIG4I5PNDKcdkcEBxKIBAEMNegVZiMer1Oo8RkMgxVKuUmndZqNOnVGo1Go1UqNAo5DMOgOkBhhEFjE4lEsM8dJM/APIi8j/znGQn/349df4ZZERERJDyBgMPHxsbicDg6nQ6WJHLZnJi4veDfuA+Po9FoEJfH5UJisQSGYQiCIAgSQHwSkQomVnwOV4VJzEqFVaNNMZvTkpKTLeb0xMSc5JTstCzgv0symkV8AYKI1BqdXq+3Z+eWFRWXFRU77EW7o//f0V1RMdFMJlOOyVQKpUyCgh5cJkFVMrkWlWolMjUmV2OYVimTicUqmVwqRsQQJOLx+BCXz4OEEF8oEImFiByV6jCFXqk0aNSAjaImUGjkBIBQwG1DxOGJhHjAUu2JjomJ2oPfR2BQqAA1gKqATqWBRbYgeRHEvcbFxYEPwePx0dHRwG6FiMQyCWrUGzQqtVapUmIyJp1BJMTviY7B4/EwX4DAAiD3JVMS4vYS4vFEGokKjKJghy6ZTCYQCECmGxMVHRcXRyaSBGwuPYHCoFDpCZQEEvlUsu52Xc5Ga8X6/qq11oK7HSVbBxyvHazcPuK8d7x+63D1xsGSjf0lm21Fm20lG62Fq6H8lWDeQtC2ELQtNNvHGzJm/Lmzrozh+rThmvRBZ+rt6oyR6vShqvTuisTuqsRbpabuElNPqbmn3DLoSByqTp1os02drRmZD46tB25vBEfX/GPrvsn1UHg1EF71Ta42jy8FxteaJ9dD4dVQeCMUXm8ZWwmGV0NjK8GJ1dapu63jK37wsomVUHg1ML4eHF3xAcwKrwbCy/6JZX94NTC+FPg/j2vNY0v+8XX/+FJgbMk/NNc0suSfXm8dWwmOrQTHV4Kja/6JteDYemB01T261DS64hld84+ueMaW3OFlf4StSF5Yqi50aIsc2qIyTWmFvrzKWFiucThNpVWGMqe2uFxdXmV0OA1lTr2jxuio0ZdX6yobTOXVuqp6k7PBXFWvqa7VVdbqahosxZVyZ72hqsFQ1aBvPmi9daPm7dee++PH4zsfPdx5b2Xn8ex3q33/On7u30dP/6H71O/6jv7iRsfXV5o/uxr87Erow0u+D883fnKu4Sdn6j496/7kjOsnp5t+9Erd+y/UvHHCcX9/8aOu8scHiu8dKN7qKNxqtW+GbOs+20Ywf9GTu9iUvdSUve6zrQds6yH7ndaixQNF28dr3n3R99azoekW9/GSUrVcwWDQYBhGEUk8nhAVFYXH4+PxBAH0RLsg4vH5HG5CQgKFQuFyuUDgA/PYGCLmsjk0Gg2Px+Pi9jE5VKUS0euUVqMByLU1MhnQCuo0WpXqib9XIkZgvkDA5SF8EYvFiYiJiYndw6RSmEQSJ4HCJJL+f0DV9x6EmChOAoVJpYHEKwaDwaQz+GwoHk+IiYkBpAmZSKJRqCwOG0ElCIL8CbMERBKVSCRTqVQBn6eWScxarUWnS7aYky3W9OSknOSUnIzUnKxse3ZuYVZublJamsls1uotBm1qSlJ+Vk5+Tm6BLS8rLR3lCiL/tKgs6k/ZNRH/fW4QjyfweZBartBrdQpUjiESqRiRS2Q6lVovk+uVShUi0chkclSiRFE1Jgd2HKBC4PMgiMvj8yBEJJajUo1CqUGlMrEERFEnkMgAcchkMo1GA2nUFAIRkHqAMwIcH4lEAtiBx+OBQgqPxxNweDKRBLg/0FYzaPR4EjEmJobHYosFsFSMaJUKtVIFJstyVApQD5SxIr4A4cPgPw8YdJCJJHoCBcQEgZDExCAAACAASURBVLBZ0DnGxsaC/3KAMuMxWPQECo2cQCEQGWRyKFE5Vmdbay/Z6CzfbC/dbHuyT3P7aMWdrvLNg2XbB0sAZt1pL11vKdhsK9poLljy5qwE88L1yRNNGZONqdONaeP1WUNVKUNV6SNVKUNVKbcqrd1Vid1Vib0Oa2+Z5UaJrqfUfNNhHWrMHDtWPHutfnQuGF4NDa66x9a9E2v+yfXA+Hpw8k7L5J2WiZVQeCME0GdiJTSxEppcbZ5ebZlcbR5Z8odXQ+H1lsnV5vByEIDU2HpgYrN5YqMVwNPUSvPUanB4w3d7I/jkQzZawxuhydXm24veyZXA7bXA2Kp/fK05vBoKrwZuLwfCG6GJldDYSjC83hJe9k+thcaW/CPL3rFV/+iKZ2w9EFFQpSqrVTscameNtqZOX1Wndzr1dQ2m2gZdTaOpttHqbDA7G43ORkONx9jgsTobdXUeU63bUuMy1LmN9Y1mlyfRF0yu95hcnkR/s8nfmtQUNHj9+hfOpE3Ptnz56PJ3H83u/Hh5582pnbXR/7Vw41/DL/9D+Nnf9h75tvfwV9fbPr/iB4D1yYXgx68GPjnr/vSC5+Oz9T96qebDM7U/Ol3zzjOVb52seLOz6N2u8kdtBQ9airaaC7ZaiwCBtezKWWzKXg3kLTZlr7ly7/rzN9tK7uwv2TxYtnmw7M2Xfa8/5x9wVQVTM40KtQbBgImPSqWCHopGTgBbIUANAlRONAqVy+aAsR2XzhRDEJvJAlcCLiaWSiEK+ByNXGrR6dRyhVKq0KsVOoXCajQBJh4AFoZKRbAQtJYSgTAeT4j4k4AzKnL3n1/J37sp56+P/+FFTCJJxOOJRCIwDWTSWSwGk0NjEHB4IG6IiYmJj4+nUChMNksiRlCRGBGIOVyIRKYRSVQ6kyGAOTqZFMRUJVvMqSlJaUmJOckpKUnJGWnpBba8UnthWV5Blb24NCe/KDO3OCcvLzM7JzE1xWBO1BroVAZ+bxwuJmZfdPS+6GhcTGzsnt0gJhCowKKjoxNIZBEs1CiUYFAoR6XAo6NRyHWYTINKtahULZcqJBJgUXqaWgGxOXwOVwjxBQymGBIAoZMGlWqlGNhiCxIaEkhk4HwCHBYNT2SQKWwqPSYqGlSaIMWBQCAQCfG4uH1kIgkXt49AIMTjCaB8JsbhKAQil8mikxISSOQ90TEsGl3E40uEIiUmk0kxJSYDJh5Qi4G0azEkEHIhiMlmUWgxMTEA/mjkBA6DCXh9GoVKwOHj8YR90XuIhHgWhcahMQDd9sSqRU6g48hBk3q0Nm+5uWz7YNmdjsq19pLVFvv2wbK7h0u3jjs2DpVtHi5fay3YaCtZaS0BwquloG05YJvz50y70qbcWbfr08O1Sbed6cOOpOHK5GFnWr8jcbgyGXSCPaWWnlLzzSJDT7lloD5jqtk+9kLFwnBgZqNlYqMVQNXUWmh2o2V6vXViozW83hJeb5leb55cbZ7eDIVXAwtbHZOrzZN3WkCpBV4zudoMzvGlAMC48bXmsZXg1FrL2JJ/fD04ttI8tdE6sdE6sdEKMG5sJQhgC1Rk4dXAzOb+kVVfeDXwBNRWQ+Azw6uBJ48rgfCqb3ytOaLWpatp0td5rA0ea6Nb1+DSen2JHp/R4zN6g0Z3yOhtMblDBk+z0d9s9gUM/tYkd7PFFTIHO5L8rUn+ZrM/aGpuTwq0J4barO2tifs7UjsOpAW7jBOjze/fe/bv/6Z354PF716f3tkY+rfZq/8SPv2PQ8//vufY7250fXO9/avrbZ9dCX10yf/5peBH5zwfnav/+Gz9T87UfPJK7YcvV//4lboPXqx+99mqN044Hh8re9Rhf72t6EFL0d2QfSOYvxHM3wzkrQfy5t1pC/6cZXfuVqBw1WvfaC3e7Ci+e7j87iHHo+cDj076exobClUKRMjToFIlJuNyuWw2G9T8VBKZSIgH++V5DAaPA1EoNAqFAkQ6dCqNxWDCHA6fw2VSn9y6aUQixGZIEJFWKdMqFQqJBJNK1HKZUasBxJZCIpUjqEQIo0KJCBYisECFSAR0xp6Y72kAQZbe3r17/zo35vuO71O0R0RERuyScNkGmVwqFrFYLCBWZDNZJCIVh8M9rbMIBAKFnABBAj6fD/FEHA4vnvhE2SiVSnVSzKxUpZmNWalJaanJmcnJuZkZtqzsgnx7aWFBSUFhaWER2J1TlG8vyLFZ9XolisIwzOFwANVNwxPIOAKJRIonESkUMvi6AGji4vbRaDQIgvRKpUWtATJ3mVgsRyUamUKNybVKlVaKqTFMJZWqpFIZhgI9OoiygLg8EV8AsTkg3FUhkSoxKcKHmXQGPYFCJZFBScWk0hgUKmjxQI3DpjOAfRL8EAwigCg0IZ5IwhMIMVFkfBzgreLxBBo5gUmlcRhMCjlhT3QMg0Llc7jgDqRWalBEIhAImXQGLm4fKZ4ICnOwc4RBo5OJpH1743A4HCmeSCMn0ElPwIhCTiDi8OB7IODwYGcSg8GgUCgEAoFGoTIoVMo+nFuDDZTnrIYqt/aXPjzq3O6s3mwtW28p2OqqvNdVvnW4+F5X+crB4pW2vJU2+1qzfSlQsBjIXfDnzLoyZlxZ4cb08bqk8dq0EYd1pNQ8Up40WpHZX2odKk/sdyTeclj6yyw9Zcaeckuvwzroypg8UjR12Tk5FZhcbZ5eb51eb5250z6z0Ta92jK32j6z1jq53jK52jy1FppaaQawFV72z2y0jW+0zGzuD6+3AfSZvds2vd46cbdlYrV1bmP/zJ328Hrb1N3WyTstU3dbxzdaJu+0TK+3ztxpBWA38Sfwml5vHV8PhjdC4Y3QU4icvNMS3giBt0yuNs9stE2vt0+uNs+stU6vN09stEa0dVoDHcbgAWug09pyOCXUldTaldjRldR+wNrRmdh5OLPzcOah4xmHjmccPJzcfth64ETqgROph59N6zhqOXYqo+to4slTmUdOpBx6JrXrmfSDL6QfeS79yLOZZ64W/vytV//lo6nvPt/c+eHmd+vD/zZ744+3z/2u7+jXlztAxNWXV9q+uBz69HLwo/MNH51v+PBM9Y9fqfvxKzV/83L9j56ve+9U5TsnHO8843jvZOnrXYWvdxTeC+VuB3O2Q7krnoxlT/aGN2fRlTn/5Mxd8ucuu3NXA/b1lqKV5vyNztLNI9WPng1uHm+54m0sTU4RsLk8BkssFqMoyufDDDKNgCMRCfG4mFgSnkDCE2gUKpvJIhNJpHgig0Llsjlg7Q2TSoE5PAaNHo8ngCswgUTmcbgSoQj4b5QoqpBjerVCr9aolSolKkcRCYZKMVSKwJBEKMLEUpkE5UECMGIHrQGQqkdHR+NwUSwalUmlEeNwu3dFxkRF/0nFHh3xJ5Pgrj/rs74fySIj+VxGrsmaabEm6YxiCQKMkEwqLS4uLiZ2TyxuX0xMDHCHMJlMCIKApoFOp/N4PDkm02pUFoPeqtcnm0yZycmZKdasxCR7djbo+3KysnNycrJS0pLMFqPeJJfLmXQGhUKhUCiAOGMzWRw2k8dgsJksFovFZrK4IBKaRgfXLZfJEolEaqXKrDdoFErwFYGyRS1XKGRyhRTTKmUyCQIy+cQQhMACkGkBcXkwXyDiC1CRGEwVpWIECHFpFCo9gQIaQCBcoFNpQM9Bp9IYNHpUVBSgjUjxREBaUQjEeDwBBIHhcLjY2FgKgQAISiDgAtKTvXti8Xg8lZogFIhAnCHE5ZHJFBwBj8PhiEQig0Z/0vQRScBDDsSrFAolgUwkkknxJCLoOsHfBWbB8XEk0HWSyWQykUQhEMmEeBqJUCqDz9tM/5uw9wxvMkGzBY2sZFn6FKxo5U/S932KluScwYCJNjjb2BiMcVZywFQVBVRBURRUUZEqgommcFCWHGTJkgWVc1fu6u6Z7dmJPbuzz53ZudM7d/ZO1/3xCnfv9t1n/fjhMS7ZGMo6Pu95zzmvt78pNd7x+GTPo+nu9585tOo+sO5pWnM2xsYbkpPNa86GldF9K6P7Isf3Rgf3h4Z3e/t3+o/tnD9a9+6Rmoe9Wx/2VN1vq77XXn2/rfpOa/lMW+VMW+XN5oqbzeU3msquNZVe76i83Vb77lSj7+qxWMgTXvX44o5gwrWYcAQTnkBiYn5tdC7lfJh0+JKuxYTDF3P64q5gwuNPuRcTDu/q6GJ8IrDhWUi4vEmPb80TTI57E5P++Lg/5fYlXYurLm/MvZhwLK66fHGXd20suD65EB/zJV3+NUcg7gzEnaGYK7zq8q+5fHGXN+aOJD3B+Jh3dXQx7lpMOALxDN4Bui2sjszFRnxxhy/uWFwazToxXT0xXel5eqvrZI3r6VrPMzUnnqp95vSO6ae3Pv3s9hOn6yZP1Z48Xfv0uW1PP1//1Ln6iee2Tz239Zmztc8+t/P0mZ1nX9hx+vz2Mxfrz1ysP/Vczbkru5+7suvKaweXF8f+7ZcPfv7LxM+/fvTzVyt/CN/6vffN3z+8/DfXn/7NG67fXBn67Rtjv35t+PtXjv/0+vBvXun//uXeHy8d/v5y97fnD31/sfuzsx2fnmn95HTbZ8+1fHK65ZOnWh5NND52740PbEsNbFvr37F8uC58pG5lYK//yLZgf/3y0J6V4b3LQ3viw3uXnQ0rjv1RT0Py6Z73nx9amTp28dDhQ1u3y8QSIV8gFotNhB76KjkIO5dB5TCYTEYuk8Hi8TjSfCGPxwMXz2YsRiLga/KlIDdwGEwGg8HP4+aLJTo1asb18ONXr9PaCH2RxWozmkstNnjKmY0mPU7gGq0Bw60ms16HAengIGwul8vncJlUOkJncDlMsVCUn58PYwiZTKbQqECLsklZTyoZ/thoTMkm/0/rrmiM7HKLfWdZ7bbK6u0V1SpULRaLRSIRCCvwHINEm1AolEgkAoFIJBDCEqBAb7TbzIUFplKbrbK4dEclCFjb6rfX7N6xfW/9zu11NWVlZWWFVrPRpELVKIrCsCMRiVUKpUoph3SeViqTSvKVcoVarlCI8xX5UpVMLuYLxPw8rUKh12FFRlOZvajYZod/IhCkwE1uMRithkwQGtaIGKpGVWqYrLUqtU6NYqgS12F6HWbECa1KDc98DsLOY7HFfAH05YOGDWglEAhIJBKFRmWxWFCVBVoVmAzgh0duDgMUdw6Hw+Nw4fPAqhE8VhDoUSmUYqEIGCvU8vB4PIFAAEgHCgNCZ2xKVEJeHpfNYbMQJj0HYbKYjFwahUoikVh0RMjLgy8SACuPy+MjnBqV8Ex96cKxPXF3++OpQ+9N96Qm29PTbWvuA+mpjrXxpoT7YNx1IOZoWBneuzyyNzBYHxzYuXhsx0Lf9sX+2sVjdfe6a+53bZttrX7QVnOvtWqmpeJae8XNjqobLeU3m8tvtlbMtFVea6u93l7jv9gcuD/gi4z7YxOh1EQoPhGIO4MJTyg14Uu6gkm3P+VeXHUFk+O+uCuYHA+lJgJxdzDpXno8HUpNBJPjgbVJX9LlS7q8q45g0g1vBxITgfTkQsLlS7oW4mPBpDuY8AST7mByPJjwBOPOUMwVTLqDSTeAVzDh8cfHvauOUMzlT7kX4mPehDuacC8mHP74uC/p8sVdiwlHMO1eiI/54g5/yp01fWb7U8/tfPrc9qfP15y5UHf2+brT57efeW7bmQt1Z17Y8fS5bc+/tOPCK7vPXNxx9sXt51/afe7lvWcv737+8p4LL+879/LeF17e/dKVhvOvNFx6tfHSq41vvtl6852Odx/2f5R65r/9Ovjzb9b/8H3y5/cC/xF4419nL/yXO8/97trTv31j7MdXBn54+fj3V/q/ffnwjy/3/fhy329e6f/h4tFfXjjyw/neH853f/Vc1yfPtH9w6uAHp1vef6bp0cnG1PiBx67G9aGda8frlvrrlo7WRY7ujBzd6eut8/XWhY/uDPfvCg/URwd2LQ/tiTkaVqeaE091Pjoz6Hf0O/c2bi0uhyAOh8fVKhSEVqcQ58uEYk4uHeIsORQqwmEp5FKwiYv5AqkkXyoSC3l5QkGeUpovF0nEfAEPYefS6FwOIuQLlHKFCSNMhB6MhRbCYCuwFlksRVZbgd5oNZgshIHQ6jBUg2u0kEQRCyU8joDH4YIDCGFmflZLJBKFQiGVSrlsDpORy2Tk5uTkIFQyPDcgM0gmUcikbAqZtIlff/4iFedpUEWpxVZdWl5mL0FVOplIKuTlIQgCaWc2C+HxeDx+nkCYz+VypSIxqlAatJjFYLSYCkqs1hJrUWVpyY7Kqm3VVfU7t++srd1VV1tfXVNbXllVVm4hCKVcAWXt4CeQiwWoQo6hapVCiSrkWpUSlSlQhVKnVMOlWKkkXyEQCnl5OjWKaXXQIFpkMwHQm3G91WAqstqAZ1kM4Bo1Ah4RShX4m8DRDmwL1ot6jQ5D1cDg+EhmBJOKxFKBQMLhAjUGmyikvoE9gVi+Cdy5ubksFotOp/M4XDY7kxYAfwOPxwNOxOPxJCKxQiYHGxeFQvkjNWbk5nF5HAaTRqFSqVSw74LiLkK48I2EPBkGgdNt2bKFRqGDTQzMrkDB2FxOrVo4WWu/212/Nt70aLLrkav9g4lD6YnOVceBFVdjzHNw3dMEDCs2un9peI9/YKd/YOf80bqF/vq5I9seHqq81155r3Pru+1b77VX32mtzNCr1oqZA8UzB0pvNpfPtFXOdG17d6De/2Zf0DsWWD3hjY0Hk+ORpGclNRFJepaTk+F1dzQ5GYg7fRtuf8rtT7lDqYlIeiqDO+uTvrjDu+4MJscjG9Oh5LQ/Ph5KTvk23IG40x8fj6SngglPKD4RXJsEpAvFPcHkeDg5tZhwBNYmQ6kJ4GvBpDsQd3pjboCwDClLuoCFLaw5F1c9/jUPfA3w4EDcmXX28u5zL+899/Lecy/vvvDK7vOXtr1wZe/FNxsuvLrv8pW9L13Zd+nVfS+/uu+lKw2vvnrw8isNl1878PJrzZffan75jaZLVw+8+nbTy1dbXrvZfunNAy+92fD6zbaZB4cCS86//vTSz38Z/vm71Z8/jfxn9PY/3z33X2ae/4d3nvrrtyb+4qrju1cHfnxl4MdLh7+71PP95e4frnT/9NrgtxeP/HCx7/tzh7959vAvTnd++kzLR083fPT0gUcT+zY8+1Nj9anhPbHjO5aPb48eq13u3R7oqp4/VOXr3eo/si3avzPct311ZF/4+N6l4T3J8aZ1T9PGye6NZwfvHjnSVVqm02jLioq1qA6aPfQ4AfdQxUIRg57DoOdQyRSEw5ZIJFwuF2GyuBwmzFN8NlMo4MrEErlIIubxmYzcJ8l7RCqVwDaQwHC9DoOu0TKLuchiMeN6C2GAPlwVqtaiGj1OmAh9vlgCWixYhKQCAT+Py+WypVIpdKRIJfkweHIQNieXzmYhkOegUqk5NDqdRKaTyDQKlU4ik7Oy6CTSn1MtOoPCZtMEKlm5pajcVGzU4fliCZfLBV0ZSnUEAhGfL8zjChX5UkyFmjDMosOsloISe6HdYqwuLd1WWbmzomZ77daaisqaquqaikpopMBUqEgkApulUiJVyhVKhQzaEDGtTotqdGoUmFFGMlfKFTK5UiiSCPhahcJE4CV2W6nNVmorhMwdLN0shgxRLbRkVq5GnNCpUUKhxOUKTK5AFXKdUgl6Foaq9TqtQY2CTXyTqmz2YcG6kMvlwkU1AKzc3FzgVrAc5HA4XBbCRzhMRm5uDiPzD46wNynwJv/K4/Jg9OMjHD7C2azYp5Ip8MhcCoVBJufQ6IBK8PnByMpD2BwGk0nPgcGTwWBkZWWRs+ngq+BwOHyEAwIch8PZSygnqqxvd2xddRyIu5oeuZsfT3WuuQ+sjbcsu/avORtWx/YnXI1QxhAe2jV/dOtC3/aFvu0LR2rnuqtut5TcbSm/31Fzv6Xqflv1TFvlnfbqe+3Vt1orb7aUzrSX3mgpv91RPdu3fW56d+jh0NLaUyuJk6HURDDtDq27QylPKOWJJtzRhDucmAylJuaXHcH1SYCqSHoqlJrwxV2hR8CY3KHURDgxGVibDManwuvTwfhUODEZTI4H4ye8sXF/bCKYeCqaPBGITQTjU741TwbX4o5gwhOMTwUTE9HkZHhjfGHNuRh3+ePji/GJQPJkJD0Vik8A8/KteRbiY6GYyxdz+tccvqRjMeHIev3t5teuNr9+s+mNGwffudF89Wbr6zfbXrvR+tqN1jdvtb1zp+2t2+1X73W+NtNy9U7HW7fbr97puHqn463bre/c67g2237jbsfNe+0377XfuN959U7H7bl+X2Tkx49f/P03D3/+evnnx3M/r9z6l/lX/vdrZ//+rRO/et35/WvD314+/v3l/h9e6vnuUs+PF49+c/7wNxcP/Xjp8HcX+j4/1f6L023fnO346tmOD080fzTd9P5k43uefRsje9cH96wd27Xcty1ytC52vD7cszV4qC7UXRvoqV3s2err3Ro+Uhfu37M8ti861rA82rA23pKc7kk+2/9OV2ctiiN0hkqlAkyRCkRiHn/TkYjQGWRSNplMplGoIpGIx+GCNAsjJA9h53F5EOsX8vJ4CBtciEwmk8fj4LgO0+pwjRYKLUGRsRmNNqPZhBEGDDfqDVC5C6txI05gqEYplelkckyuUIslmnwpaD1QdAkBbMgD8rhsEZcrZnN4XBYstsA+RqFQECqZQSExyGQqacufK/mAYRQaNQ9hmJXKEoNFJpPx+Xw4jygWisRiMY/HY7FYSrlCq1AQuEajUZtMpkKbvbS4pKqkDG4FVZeWlxcWl9oKoYogPz+fxUYQBOFxuPliCaZCMVSNqjRaLYqqNCaMsBCZm88Eiuo1OkyFalVqrUIBAWMThtn1hhKzpbywsMhqg353q8lsIYgio8liMRkw3Ga2WEwFZr1BjxOoWgmHPLQKBXwesI+CeoWhGpC6QW8CPsXjcPPy8jKQweMBhEG9KlBLeD9UgPEQ9qaFDYZBNpst5AvgX5vFYkHNIZuFAF8DmwjseXOyKfBtgDBZZFI2jUJFGLm5NDoHYYNSxkHYPIQNqSkGg8Fms2EwJ5PJW7JJoKPBtxOPiXAQNsLK7SrWP1tXdP/w7sBoQ3Ki49F0d2qiOT3VunGieW28KTG2PznWAIFB70D9Qn+9r796trvyXlflg7aaey3ls+1VN5vLb7dU3G2ruNtWda+9+m5L5Wxr9f2WqrstlTMHyu60V88eq5k/uWf1nf7Y6olwfHrp8XQ4MZkBoPRUIDUdSU8Fk+OBdU9wPfP+pcfTS+kTMC2GUhOhlCeUmgjGp4LJ8VB8KrIx7U+Oh1KeQNwd2ZgOJKYCa5PhxImV9FPh9elgYiK8Ph1MjsOrL+4KPx4Prk/CxBdMjofXnIG488kDMjgYTHiCCY8v7gqlJoJJdzTlXklNrKQmgglPIO7Muv6g483bTdcfdFy7237tbvs7t5pv3+qaud81c7/jnTttb95uevt+x9v3O67eaXtntvPt+103HnZdn+2+/qDj5kL3zblDM3OHbj7suDnfcevdrlvz3eGQ41H6zG+/fvsP34V//jTyc/Lh771v/sv9l/7qDQ8cbf72Sv8Pl/u/vXzsi/OdX53v+vHi0a/O9X5z8dA353u+OX/4s7Mdn5w68OmzBz86efCj6Zb33A3vexrfczZujOyP9++OHa1bPly70rs12lsV6qwKdlcHD2/1Hqr1d9cs9mwNDuz0Ht25PNqwNLo35miIeVrXJtvXTva/3dVlUSiZ9Jw8PqLSyCyEAVOhIoSLymQaVIWqNHlsDogLVDIFsnhMJpPL5YI4AhkXWDmJ+YJcGp1GodJotBw6lcNBUIXcqMNNGAHzDoZhBoPBbikoNJvtpow9UqVSKZVKI04YMNyA4VCjDOlorUqNKuRKiUQqyYegH67Roiq1RCSGnXdGjsnjCzkcFiuTZ4aDgzyEnUOj51Io4D790/arzBtbsrKyshgMBk8owNUa0IYBtvh8PkxGKoUS16CYVqfT6QoLrCX2QquloLK0rKqsvKKkuMxuL7MXmQi9VqUWCsXwbAdDk1gs3qxL1el0MBdvauEEipowglCqcLUaVchVMqlCLjWoURtOFFksJVYrJC6f0CujzWwpsJgMBsJk1IOzV48TqEqjUaNqpUqLapRyhUqWOc+R+UPVKKxxM3lADhfKsACkMoAlEolEIjKZnEOj8zncPG4GsEB1AoGcSqUCeIHlXcgXcLlsILlkUjYM7Dwej8/LA7iBf20ahZqbmwtgRCVTgFshTBZ4Jja/bWiUTKdrbm4unU6nUCjZ2dlkMhlhsiBIBJwOHv/U9srXmmsXBvb6RxrTJw6tT3dtTHWlJtvXJltXPe0xz8GYoyE8tCs6ti88smfx2I7Fo1sXeuoedFXdbyq721Rxt6XyfkvV3abKe61V99uqAbPuNFfeb6u+1Vp5q7Vypq3y3eH6hReaF+8NhFITS4+eAnrlS7pCyalQciqQmFjeOBlNTkbSE6HkVDDtjqSnwuvTodREZGM6sDa5vHES1KjIxnQoNQF6VmDdA+/0xyYiyZOBuHslPR1NnghvTMJ/yuBOcjIYnwqunwikpkPJqUDcGVyfDCadgbgzGHeG4hOAWaHURHB9EihbcH3SnxyPJD3hVU8kNh5MeILJ8ay373a+fbfz9oOum/faM78+7Lw533FrsevOfPvMXOet+e5bc4evP+i4vXj41kLPLe/hm3OHbngPzSz23vIevu3rnVk8NLN4aMbbdSvYk9iY+F8+u/Jfv3/wh69DP38c/M/wvf/28Mq/zpz/uzcnfvPG6C9fHfvmyuD3Lw3+cLHvp0vHvj7X+/3Fw1+eafni+Y4vnu/69Nnmz55p+/KZzs9Ptnzi2vOxe99j1460c/fa0J7VgV3x/t2rR7at9NREuisi3RXBropAT62/c+ti946F7trg4a3R3rrA0fpw0zhphAAAIABJREFU/57oyJ6VscY1Z2fyRFdw+siVY90VepuIm5dDo3O5bFytLsBwkGDBlCjk5THpOVAsBWdUwJ4DkMFD2ECyQMMSIXkMeg6TnpNDo3Ny6bArNOpwnRrVabQaVGXEM+1adkvBZt04qtJoUJUB0xkwXKPRKOUKFEUJTK+BExRyRb5YIpPJ1EoVodVBqQM82YSCPPET5ALlBWKDOTR6LoXGpNJZZApty//jDOqfD4kkUpZMKkRVaiBumT0awubz+SA8YajGZDAWFxZtVk1VlpbUVJRXlJTajAVysUwiEoMKBuRFyBfkiyW4Rkto1QAuEAY0EHp424QRJrXOoEYJpcqgRhUyuUImN+KYmdCW2ywVNnuxzW61FED1qM1oNON6a4HRbDLAYGgi9ASG69SoTqmEa4OQDcBQjU6NalENrtGatXi+RCQWizdTNTKhUCYUgtYOu0tYYpJIpFwGFXqyYFITcnhsFoIgGWMtjUIF4AAB60+XepDQBEDkIWwQsLKysphUKpNKz6HRKdlkyCoiTBaXhQALBvc8LDrARQEyAhC0LVu2AMMCv+umzfVSY818f2NwrHHZ2ZAcb358onvjZFdysjk52RzzHFybOLgx2bI6tj8yvDsyvHuhb7u3f/t8b8297qqZA8X3DpY/aKq601A221Q101oDw+Dttup7bTV326rutVfeaiu9e7T67tSu0PXj4bkRX/KEP+EOrLvCG+PRhDuYdAc2XOGN8fDj8UjSs7TuWd44AdLVk189kfRU5PF0MO0Oxqci6alQeiqUmvAmAGWAf7n8KTc8cmntxHJiannjRHB9MpScCqU8K6mpaPJEKD0dXJ8MJsdX1sdBlgom3eFVTzgxGUx4wkmPL+4KJt2gqQXizkjSs5KcXklOR2NTwYQnvDGZdWuh59Zi16z3yOxC7+2FQ7cWeu76e255D9/xH4G37y503PEeu+M/fDdw7I732B1/393A0fv+3nv+Y/f8x+/4j0BPzS3v4ZnIkQ/ff+ofv3n7v//g/cPXof8IXf/9whv/cOvZ310/8Xdvuf7qdeevXh749qWuHy72fX3h8I8v9X13qeeLs21fnmr56tnWr061fPrswU+fafrs6caPTxx4373v/bGd7ztqU8O1yaHda0N7Yn31K8fqwt1VvvbyYHd5sLt6vqV8ob3Gd6g6eHhr9Nge/9Hdgb69kaH9S6N7I0P7o87G1KnuyMn+l7s7mstry3RGJIfKYtL5ArZeh8L4IBYJtKhGlS8TcvhUMoVKpskl+Xk8hMnI5TJzhByOkMPhs5mcXDqfzVQKRSqhSMjigFrBpNIFHBbsCgmtDtdoVSqVWqnCNVoTRoC0bDEYDRiuU6NapQZD1YRWbTYZcB2mVCpRFMW0OgLDYaJUKZTQ6wTqD8xfYrFYJBCKuFypQCTI42cEY4TNRzgInZGbm0ujUJn0HAY9h0ahMp6Mhn8KV5vTIplMFvLy5CKJRCAUiUQCgQC65eRSGSqTEVq1xWIqKSouLy6qLC2pKCra7FZFUZTH4f6RaPD5fD4fpi3oJrUYjKDfmTDCiBMmAjfi2BMZSwWthGB0MGA4HCUstdnsVpspU5FsthmNRRar3WKEutEnW1cMuqFxhRLXaKGaAkM10B22uSIUCoVioQgASyLgyYRCOG0LXyHkzElZW3Lo2RyELRAIhBwOH+HksdigRQLroVGoXBayiR0IwmSxchlkMpVK5iFsEcLN43GEAi6CIGQqBUgWg0xG6AwqmQK22E1PA5OeA7tCLgth0nNoFCpYWACtIPZMysrmMJjQpQEvCIKwEeYbTTsfTwysn+iOeg6mTxx6/EzP46c6U9Odj050xt3NMc/BhPvA6tj+pcHdK8N7I4O7fEe3P+yqm2uvXWjfevtgyb2D5febKm63VNzvqHnQsfVBd93NruqZQzU3Wytm2suvtxTdH6mfu9AZfXcovOoJxqdCyanII/dKaiIUn4gmJ0OpCd/aBIDLcnIykp6KpKciyZPR5OTS4+lg0h1KTwfT7kjSE02fBHoFo1wg7gQOFUl7ALBC6anw+nRkbQKIUig5BVNkODEZ2ZiG12j6ZDQ5GU1ORjam4U9/MhJ6gml3MDkOIBhOTK6kpqLJyVDKE0x4oqnxrNlw38PAsXuBXiiUmA0eh1KIO/4jt4NH7wWP3A8euRc8Mhs8/mBpeH5pZC44MBvum1semA33PYgM3ov0zy0PzK8MBpcdifUT//Tj7X//wffzd2s/fxj4/YO3/vnu5X+8+ezfvj3968sDv7rc/8uLx7598di3F49+db7r2wtdYGT/8tyhXzzb+tHTDe9N7n9/quHRxL5Hzn3vu/elx+pTIzuSoztXRutiA1tXjtWFD5WHOqvCXTWhtspQW+V8e6X36PZ3Oyr9fXX+IzsDR+vD/bsCx3aGh3aFRvdF3a1Lk4eCk32nDuy36vSlxSU6BcZkcRkMukggJFCtkJfHR3gKsVguyVdKZUxGLpVKBQ4CzUpiHl/M4grYXB7C4rOZMqFQKRXzeXngHWcymXRatpDDUeRLCa0aQ9UKmVylUColcp1OZ7FYigtsmZZkFQpBMwxVmgjcROj1OIFpdXqt2oDp9DpMr8PUSpVSrkAVchxVAMXANVqlRKqWyuHLk0vyQaoXiURiaLx6svWDgULA5SHM/3cv1Z8fBINpl8FgIEyWTCxCUZVOi9oIfbHRVGorLLMXFVksNqNZjxNaVCeV5AMNgY/i8/lSkVgqyc8XikQCIaZTYzq1xaAvwPBCs9luKQCbAmRugGcRShTKPJVSmYHQQxVnqa2wxGq3GPQWgrAZzfDOwgKr3WSB8RD673EdBi3sGcBSKGEYNGih7V4NuZzNThhgjhnjuEAoFoqEAq5YKIKlHqQahBweH+HQKNQcGp1Fyc6hk5n0HDKZxKTngCgOS0PAF7jKwUc4fIQn4LAQZoYiwYy56eOHLSGQbnAwwCuTSs+lUJhUKkJnwHcXfE4SiQScHfaGbBbCYzHyeKy3Wus+fKr32yuez14efjzdFXc3vzfdkz5xKDnZnBxvTjgPJFyNUNS3OrY/0lfvO7pttrv6fnv5Ys/W2y0ld5sq7jRX3m2putVaef1g6dXmsndaq944UPxWU+nbB223OsqWLx2JzrqWY1MwfAU2PJG0B+AmnPT4Ys7N38Ic50+OR9JT0eSJtfeeXklPr6SmVlJTsfRUNDW+kpqIpsaDabc/NT236oSJMgM3yXH/mgOkKPiEQNCAqUXSnkg6Q9+Wk+ORpGc54VlNTgAv88Ud4cT40sZEJOkBqFpJToN2tvxoOhB3+uKurNng8dng8QeRwXvhPxZB3A8MzC71z4b7AZvuBY/MhvtnwwNzyyPzSyPvhkbnlgdmw/2zS1DudWxxeXAtPvnxJy/8118v/t8/hX/+MvrzevCfHl763+6c+ZtrJ/7mdc9vX3N9+3Lf1xd7Pz/X8eUL3b+40Pv1hd7Pn2v/9nznl2faPn+26eOp/R969n04sfeRq/6xa8cHrn2pkV2pkR1rx2vjgzuWj1Uvd1VEustCnVWhtspQS5W/o8LXVjXfXhlsr/EervV2Vy/21Mz3VAf7doX794RH9sWcrfGThyNTx07t2ycTihUyucVglIukDDI5j0bDVKhCnC9gsoU8rkQklktlkGUV8vIgRcFmIVKBSMBk57HYHBqDw80VCDlymVjMF+TQ6KSsLWRSdg6NLmZzZEIxJldguBqaEuRSmUqlMhmMdovZbrLYjAUEqiW0OlSlUStVFpMZFosYqjZgOGzKCK0OU6GEVqdRKrQKlQHDLQZjgd6IK5SoLKNYK8T5cLpCLskX8/gQ981MrBwul8MEzohQ6P8Ts8OfvGSTsoAOIAgCpToGDLdbCgrNBUUWa7nVVkiYCvRGAsPVSlUelwebMigChKYauVQmF0mADGZqYQxGm9lgxQmLwUhguInQF2C4QYcWYDgUVKgUSpVKpdPhBXpjqa2woqikvLio2GYtNBfY9QYzri+y2mxmi81sAsCCngbocYfCdWCgYMUiUK1JrcNUqFQkFolEMqEYpvV8iQBwCoZoMV8A5CsrK4tKpiA5VCEvT8hCuLRMfiiXQgESBCM2YBaYRWFUhLRpBlMQNnAx4FMgvcPDcikUVg4jh0bPoZNhHoRfIaKUS6HkUmg5NDqNQs1YIkjZmwYIhMliIww+gggR5tXu3R+f6v/Va1O/ffXp9FOH3pvoSE91pCbaUlMtycnmFVdjwn1gaXRveGD3yvDecP8uX2+d93DtfHvlbHP5zcbSW00Vt5oqbjWW3WmunGkof+dgybUDJW80Fr7VUHS1qeTa4eKlawNr4fHwysTqB08vJhy+uCOS9IBsFElmoGrp8XQkPRVNe8LrzmjyRHRjKrwxGUlPraSnV9LTofjE8saJ1ccnltPjsE8E7Ism3ABzK+k/0qVI2rP0eAI+J1gTYMSDPzGacC8nPCupiWhyMpKeCsSdkbQnmHRHkq5Qeiq8MR5KeZYTU+HEpD8x9gRDPaGUJ+tB5PjDpUxtDXRBAGO6FzwytzwwFx18EBpYWB59EBp4uHT8QeTYYmhgITy0sDw6t+qEgKJvdSiSGFtJeb774sX/+GXk52/CP3+08J+hG/80c/p3N079xZvuv7gy+NOLR7873/vF812fnG397Pn2z891fPF819fPH/rF6Y6vnm3/9JmWD6cbHjl2PXbveeTa/dix672RXcnh+vWRHWsDlbGB2pX+mqX+rcu91eH2qnBXzXJXVaC9YvFQ1UJX5cPW0oWuyvme6sXe2rmebb4jO8NDu4KOvSsTbalTfQuOvsn9DVJJPp/NxDGtGdcLeXk5NLpcJNEqVCJuHh/hQFcR8A5QXkGMEPIFfITDZSEcGgNh5ebxOEIhXyrJZ1LpdBKJQSExKCQBhyUTimVSkQZVAWDliyVqpQr2X0UWa2GBNZMsQTVahcJgIGBOJFAtnE0FrRp7gmibZm6IrUHxHvAIRb4UypVUMjlUowh5eWwWIhMK8/l8EZcLgx6d/v+DWaSsbBIpC0GYOqUyo3kbjSVmi91kKbMXlRgL7LhRLhPDbp7HRJj0nIw/HqwYknxoFoaEXeZLJbQ2U6aL3WTGLXrMTGgLMBxD1ZgKRWUKjVwJdYk2oxnuOdutNpvZYreYLRaTUW8A+1WRxWon9CZca9ChWoUCVygJVAsXBqEYHkPVGKo2qFGdSi4RciHNJxIIxXyBRCAEKxZI7+ApFfIFFAolewsJoTPyWJm1HY1CpZIpTHoOlUwhUylUKj2XQkFyqCCfQ80egBEf4fA5XDB/Uv7khfTkJZdCQegMOi2bQqEwmUxwAiMUOkJnsGg5gFk0CpVJpYPmBaSMh7BFefw8FptJpYPoLuAwr3bv/eT08E9XPH/9+jMfnB9InGgFbpWe6oi7Dqy5D6w49kfHGkLDewPHdoYG6+e6q+a6q+Z7que7t91tqphpKJ9prJhpKL/Vtu3qvrKr+8quNpdd2W9562DJTFvlQ0+9f240uuYKJt2R9IR/zbGSmookPeGNjAgFSlY0fTK8MRlOekKPPDAeRtKe0CNPKOX548gWd0YT7kjaE01OhhKuUMoTXHNHE+5A3BlNuMPr7qU4YJkzmHQH19yh+AR8eCTpiSYy/olI0hWJO0IxR3TNBSjmXR31JV0gw/tizoxLa83pTTkCcWcwPR5KeULr7qy55YGHq8Nz0cGF5dEHkMBeHphd6p9fGQTAejc6AKEhaJyYWx6ZjznmVp0L8bGF1bGHq4O+xEj6/emPP3j+r755/Q8/Lf389fIf1n3/7rvxuxun/vLNiV+97vzlpYGvLxz+8lznF893fHqm9dMzrZ8/1/7F8x2fnG755lzH5882fXTy4KOJfR949qfH6lNj9Rtj2x8P1aUH6t4fqls9XhXuKUv0bQ93Vy0drou0VYVbK6PNFaGWikDXNt+h6sW2Sm971XxP9fzhOm/vjoWeusDg7qince1kR/rcwPzksHvfPlSl4SNIvkREaNU6pTqXRhcKuFqFQiEQcjgcVCaDDiMmI1ciEPJ5eSBw5POFMGfBz0OJSMzn5ckl+SwyhUEmM8hkFpnCYzFEXK5MKCS0aqVUBs9qmVhCaHUFRhNcdsF1mFqp0siVWoUKcnAFeqNBjRIoiqFKI06YCL1Og6lVCi2q0aAqHNOCB8JussAiX5EvVUvlCpkcJke1UiWXysBpIeYLRGA44gnFQpFCIhTl8Zn0TDLx/+sgGI1G4XLZWoXCbDQZDAar1Wq32oqstqKCQovBCC2GHA6Py0IEzIx3ic/ni4WizKUGhUIpVxBancVisprMdqutyGq2W4x2vaHQYrRYTAY9biJ0BgyHbI1GrtQp1VCIXGSx2E0W6JayWgqKbVab2QD3Jgr0+kKD0UIQJoww4VqdUomr1Riq0alVGcsoqsVUGcMEKpMppTI+TwBtMEK+QPIEtvi8PHBgQVABTJ4ZUZxKR+gMBpmM5FA2UYlKpSKs3BwKlUmls1isHFpG2CKRSMC1WSwWjUYD9WoTsCgUCpmUzSBTESo5h06GzwN+9xw6OZeRmQTpVBqTkQtoBZoXg0yGpSQf4SBMFhhH83jI/d7Gz0+P/Oq16Z9enfzhsvP954+snGhamzi4Nt606j4Q9xyMeQ5GhneHBnZHju/2Ht3+7uFts53V91sr7jSX3dxfMrO3+Mbu4mv7i681Vr5WX3ijsfJqU+n1lpIbLRUP+mq95w6sL00sr7mWHmWoykpqIpyYDCcnQilXKOVaeTS+8idCUiTtCcTd4LrKyEnr7kjSAx8OhCiSngDe9OQx4GV3hBMgbHmCcWfG9hl3BhJjwaQ7FHN5Uy4I/cBjfDFnMOkMJMY23+mLOYPrk8G0O/NJku5I0hVMOiGdkwXRx/mlEe+qY251bH5pZHFlxLs6urgysrgy8nB1eG51bC42Mr826l0d9a6O+mLO4KrTF3cEkmPeVUco5Xr/g+d++Ozyb7+78a/fL/z8ReA/kg//I3T9n2Yv/fWb4z++MvL95aHvL/d/e/HoVxd6vjjf+fm5jk/PtP7iXPsnZ5o+Od3yyammD081vj+xa2Ok7r3R+uRwfWpkR2pkR8qxLTmybX2gbn1oe7Sncrm3OtJdEWiv8LWXe1tKfa3l3tZyb3tVuLtmsa3c217hP1w731M931uz0Lc9NLpv2dmwcbL7vbMDN0ePOg82F9kLDVoCQRA+nwcxWh7ClgoEqEwmFYj4fJ5cks9lIVQqFbRtkHiEvDwewkLo9BwaHWHlcjlMoYArl+SDCEInkTe5PZ/Py5eItCo1mCplYolOoyUwvNhmLS+ywZlP2HMZtNoCDLfhhA0z4BotABYsEw0YrlNptSr1k1o7Q6HeYER1GKqBqQq2+1pUQ+A6XK0mtDpUrlbI5HJJvkQglIiFCrFYkS/V5EtVIrFSKIJkL4NCgpOrfxqcZjC3CPhsnVIJp7QKCgoKbfYii5XQ4JhcIeCwwNYEaywumwOHP9WbBk6VBlUocR1mMupLC+0Ws9FiKjAbTUaj0WIxmUwGgx43Ggg9gWFaHYZqdDI5rlBaCMKIY9YCY7HNarcU2C1GaLkw4piFIArNZrveYDOaLYTBiBM6jVaj0aAoCk04ECREVRrQ++A4NmwPRAIh9F6JuHlivkAsFvOFAhE3D0LRPA6XTCbTaDQ2C8lY0skUBpkMMtZmlQWTnpNLo0OpAzAyKplCJVMQJgv0qc07aSBCUbdQKFtIDDKZTiIDL4NfAQ2Z9BxKdgbCQGtnMnKhNIJEImVnZ4PmyEPYNAoVFikiLneu68Avnh397pLnx1fc314c/fGy54vn+9YnmuKuA2vOxuWxfcsjexePbp0/Wjd3uPp+R8X9lqpbB0tu7i+52Vh0bV/htX22m/tLru6xv7Ov7J2GqmuNle+01lzrLH94dJvvmebotaPLSx7YvkVT7tC6OxB3+pIuf8oNz2XApmjKHU25I3EX+J6C65ORjelQyrP0eMK77gQ4C8Sd/jXH/NJIKOXxpzK5Pwj0gD/et54JHi4mHP6U078xCp5P37rHF3NCKNqfcgMGeVdHQwmHd20Moj/BpDuQHANKFUy6/bHhUGIsknQG46Oh2GhobSTLHxvzLkOc2uVNuB+uDvvijvmVYX/C6V0eexLqcfhXnfOxTCIRBuDwqiu46owm3O9/8NyPX77yv359/d9+nP/5o4V/j97414U3fnfr3K9ed/7icv/XFw99c6nv25f6vrrQ881LRz5/rv3z011fnTn82TNtXzzT9uHJgx9NNT4aq3/s2LUxWJca2JYerE8M1sWP18aOVcf6a9dG6sJdlZHuivChcl97eehQdaC9cqGpxNta/m5Lmb+zyt9ds9BRNdtdvdhbGzi203tka2iwfsWxf/Vk+wfnht/pbhuo211bUmk322AdIxAJCaUKoTM4HI5CIlTkS2GC4LIQMpnM43A5HA6NQuWzmUJOJgjGZSFcZg4vj5XH48gl+UwGKzs7m0qmZJOyECqZm8viIxyZiI9rtCqZHO7iKOUKHNdZLKaS4kKTwUhgONxHMepwI46Zcb3NaM4YLHVaE4GbMMKg1RrUKIZqMFQNC7gCDLfq9PBbXK3WqpQg4ujUKI7jWo1aq1ETWp0qP18ukqhkUrVYolLKMblCq5JjMrk8jw/7xBwanUEmk0nZm23GuUyaWJSnUyoLML2FIErMlgK9HkPVCoWCy+XyWAxRHh8mZbiiKBaK4JAyrtESGhWGKtUqBabVEQQGuJPpijIQBUaT2WQwmQwmo95E4Dql0qDFcI32STGDschiKbMUFNrsZSWlRfbCQpvdYDDYTHoboYeDFOBpwHGdUilHUZVOp0FRVKtQwd8dVSgNGK5TqiGlwOVyoeE6k9Hh5QkEeXw+H+5KgEhEpVKpZJqAzd0ELITOQOj0J8MalU6n51IosNGjUslMKp22ZQvMeiwWC0ZIoFdUMoWWTaaTyFTSFhqFSsrKznkCc4BZdFo2nZYNitXm1SL4r4BiWVlZuRQaD1a9TBYAIofBFHJZ3t6mL58Z/e6S55vLju8vDP5wYfS7Fx2PTnSuDu6LDzesDOwP9+/y9u9cOFI711052151v6XqdkvFTEPprYPlNxpKbjaWXt9ffH1v4bW9ZTcba95urLjWUnO/p3puZG/4hcNLs47omisYd0ZT7qUNTzjliiRd0ZQ7FHOFU65g0hlMOUIpF0xtwGiCaXck7QkmncCegFgF1l3+NUd43RlNuSNpj3/DEUq5gklnJOkJpVz+lDOYdAIeLSYcgUfuhfjYQmLYv+EIJMf8sTFffNSXdCwmR+G3QTCyxx2+uMOXGvNvOHxxh3/DMRcbgaD15mMWEw7vqiMQd2b54i7vqmsx5gAY8sWcvpjTn3J6V0cznygGX4HTFxvzrXvmVp3++PhiwhFcnwwmPAtr7vR7p3/85OXffXn9n7++/98fLfw+fO0f7lz5q7dO/vryyDeX+r+60PPlC10fP9f85YudX7/Y9d2LPd+cP/Lp6e6Pn2398OTBT082b7gbP3Tvfzxcnx7ckR7a/qh/W6KvdqN/x0pfday/Jnq0LNhd7u8qDx4qCbWWh5rKAs2li03li03lcwdLF9sq59oqFjqqvF1VC93b3u3ctti3Ozy2P+pp3DjV++mLjjdbO7abrSVFxRVFJUqpmMfjcDlMZb5QwOUxGAzQyOEiDg9hk0nZkO8Dmww826E0nY9wuCwmlGeJ8vhga6CStuTQyRwaQ8jLkwj4Ro1aLZaIefw8Lg+KUAitzma1FBZYzXoDodWhCjnAjYnQ200WrUKl1+h0SnWB3mjU6UwYRihVhEoB3khch5kwrMRqzdwBU8jVcgUGli61Vo8TJqPerCf0Gg1E7dRiiVosUSmlWqUM1B+rllDI5GKhiIew85BcBoXE2JIhWVxOrkomxbVKg1ZrIQg7oTdhhFQqhQAdNCtAVSaflyfK4+eLpVKpVKdFMa2O0Oq0CgWmUxswnUGPF9ssxTaL3WqzW8xWg8FCEIV6g91kspmIAgwHS7pWpcRQNVzKsusNJWZrRUmpzWazmArgGD0csoVaPrveYMBwFEVxHQY+NbVSpVKo1UqVRqmCuh6DUoPKFCKBkMfjQVsL7CUkAqFYJBCJBJsHCnkIO4u0hUKjMql0hMmikEkMMhm0cF4OM7Pao1IBsBgMBo1KJpOyQY+Hld9meBCS52RSNrAqGoVKJW3JpVCAaEO2OYdGB5dJDo0BpTpMKp1OIlOpVCo5w84QOoP3RHFHcqgcBjOPxZbwOcGB1i/Pjn3/kuuHy84vzw9/eX7wi3ND758aWB3aszK4O3J8b/j43oXe7XOHq9/trrzXVjZzoOxGQ8mNfcW3GitmmspmDhTfaCh5e2/h1f0lbzeU3miuutZa8W7/rtDJ9qXrIysBRzThjiQBd9yhlCuS9kRT7lDC8aeQBOu5UMrjizuCSXc46QHMWoKQIOjlj8Z9cUck6YqmXMH0OMATBP0CcacvMQJlMr7EiH99dHF9xJcYCqcd/jXHwvJo5jExZyTpCsbHvMtjgbgzEHcH42OhxFgwPhpIjvkSI+G0A2DOGx/2JUZ8iRFvfDiSdIUSrizvqgt42tzqGMBT5s+LOf2JzNwYTLu98eHFlZG55REfxBHXHL6Y058cjyYn04+e/e7Dl/72w3f+5eO7/1fizr8Fr//dzLlfvj7x/UuD31zq++alI1+c7/zqbOuXz7X+4lz79xe7v33u0CdPtX18svnTZ5s/nTz4nmv/B2N7Hg3tTA/u2BisW+uviQ9sXeqvCR2piPZXLB+rCnSW+ztLfB3Fi62lvraKxeaShaaShYNlCwfL5lvKF7q3zXVXzXVVLx7evtC73du/KzK6d2Wy6dHzRz+54nyh6WApTuhxoshqNmC4SCDkcBCpkKfLV0ByVZEvBVsmD2FnWpOYrBwanYewhRwnPgoIAAAgAElEQVQOl4UgdAY7l87IpXI4CNANmVjCZSGZTRODilDJYNqyaHUWHSYViARcngRCxRhuMxrLi0vMeoMRJzIhOEyn12nNOI6p0Cf2InUBhptQjUGNahUKrUatRTUQ8bWbLFZLgV6vhythsHQjtDroZoG0MK7RbnbIoTIZoVRpFQoC1ZpxvYUg4OwFP4/L5XKpVCqFRqWQSSIeopTKCCVqInQmAjdgOlSlgVk4h0bns5lKqUylyNQWysQiTb5UIRbjarVOp9Pr9VpUh2l1MMYW26wldhvU29tNJhuhLzSbjQYCFp2EVqdTqmEHWmA0AbW0mS3FhUXQj15oMRYWWOx6g4UwmHF9gQE3YigBgKVBtQqFBlVBOseg1YINFVerdUq1UioT5PHzuDyJQCgXSeQiiVQggiJGgSBPKMwIWAiCAAOiPmFSHBqDQ6VxmRlFnEVnMuk5dDIFJsQcGp1K2UImZecC3DByoS0DAueULSQqaQuVtAXUqM1L2hkVn0oFcROQK5dCgbkS1C4yKZuUtYWURYGaQNBMYaXIZiFSYd7i8bYvXnB8+9LY1y+OfH1+5ItzAx+dGfjszNDqyD5I9Yf7d3kPb3/YUzXbUXGrufh2S8U7jSXX9hdf3WOfaSq73lx2vbnsncaSmw2V1/eVz7RU3umsmXPtWbnUE384uhxxAEUKJ06ArQnSzqGYCya7SNoTSXqCyYy5IZh0rm5Mgoq0kpoIxseCyXF/yh1ZmwglHNFH4+G0w78+CgIWLAoDcWcw4fLFnMH4WDThDCTGgnHnk4IaB6hMgcRYMD4WjAPbci2sDoXTDgDH5ZQrlBgLphze1Nji+sj86kAw5fDFR4Px0WB8NBDPyFBZGSYVc3pXHaGYI7DmyJC0mNMXc0YT7vCqK5RwBePOhfhYMOHxJV2LcddcbMSXdICBNZ288NP6jf8jMfNviVv/uvDGP96+8JdvPfPrNzw/vTL87eVj37987KsLhz471fzpmdYvz3V+ea7zF2cPfXyy+aPplo2JxkeOXeuOnY9d9SnHtnj/1qXDVWtHauNHa1b7qlb7qoI9pUt9lb6uQm9H8WJb+UJr2WJDkbep8MF+28Om4rmmolB37VxbxVxX5VzPtoedVQu92xaP1S1PHFydav3g/ND7Z4dPHThYjGIyoVgmlpgI3KDFoGcSVSilEhmTiYgEwjwWW8jLg5EBmpWYjFzYZ292idBJJARhspj0PB5HKhILuDwOg8mk0qmU7M3gvkIuxVClRq6Eg/J8Pl8mU+g02qqSkoqiEhOhNxB6XJ0JQlstBQSGEyiKoWoUVYF3idDqCBSFiK9eh5kIvNBuLbIXWi02ACawlerUqEaNEhhu1hsgkWfWG0wYoVWoUIUSValRFNWiOq1KbSL0dr2h0GxDFUqxSACmDRGTIxMKUYVcr9FBrohQKDkIm0zKRugMCYerFAgxVSZoCR11SqVSi2pgoUkQhBEnDJhOT2AWg7HEai21W+CkYLHRVGgwmkwGi8UCdTEQsdRq1ASBwT6xxG4rMVtKrFYwZNlNFpNRb7faoNLThBEmDDNgOHBJFEU3W2UwhQxXKHGF0qDVYipUKpCI8vgSAV/OF2QMa1JZRoAXCoUcDkz3wKHAjA74AkF3CoXCoOcA1QKIgeQg8CAqmcJk5LJymXQ6fcuTnlgIb1G2kHKpT5pUyRQahUrJJlOyyXQSmUHOGCZoVFLGA0EGUSwbuBWJRCJlZcNPRGikYbFYAF5GmSg62P756ZGvXnR+c9HxxfN9Xzx//KNTPY+fatuY6Iw7W6Ijex70VM22Vz1or3rQXnXvYOn1vUXv7C28usd+dY/9tT3Wt/YVvtFU/Mpu21v7y643l820Vb7bu3Pp7KHo/bHlJSBQmR1cJO3xboz410eDSXdmoEt7NilSIO4Mpv/YjgBsKxB3BjY83tXRYDyzvwumx32pMdCbAAqA3MDgFko4FhLDgeRYpscq5gAF3B8bDsbHAL/mYiP+DYcvMeJLjQVTDl9iyL8+7EuMLKwO+RIjwfiob3VoYXVoITHojQ/Da2DdkQXa2OL6yGLCMb82CqMj6Gr+VWco4QrEXNGE27vuXIiPLa6MhFIZRuZPuROPptPrz36WvPLb9Rv/vHb7X5av/272pb+6/dxfvH3ipzdd379y/MdXBn68Mvr1lf4vz3V+drbtk9NtXzzf9cmppvcnGz88cfA9z751Z/26Y2d8aFt8YGtisG6le+vq4dpY79bl3uqlw1XRY7XenhJvT3Gwu9zbWu5rLfcdKFlosC82lMw2Fs02Fc02lcy1Vcy2VT7srbt/qGahb7uvb8eyuzF5qvvR2f7HZ4cc+w8U6I2gdxBKlQXFjPkqbi5LJpPBLgyuPAm4PD6Hy2UhbBbCpNKZjFwOB2E/MStTyZRcCoXLQrgcZh6PA6dWQF6FH79UKpXJyJVLZXqdFlOhijwR1IZIpVK1UlVmt1fY7CX2QovBCPYikKsthMGg1GgVKp1SjaNKA6Yz4hiu1sBmTadUG5Uau8VcZDWX2AtLLQVgxdRrdASqRVUaVKUhMNxsNBWazYUFVpvZYsb1BqUmc2NGpVEp1BAVKjFb9DotFKRwELaQw1Pl5+uUSjCR65RquUgCNjTglUqhiFCiENyDKihUpSFQrQHDcVwPxMqgRo04ZjUSGee63WorsFpMBXA00GY0200WKEEmMBzHcUyrK9Bn9LISq7XEboM1IYhfhWZzodlsMeitBpMJIwgUNWi1uEarUaNajVqnRgkliiuUGKoGBzycd4SUJWxLoSsZ3AwSkZiP8ER5fEEeH2GyMjhCo0Mz4qYWTqNQWbQcKplCp9KoVCoY6wDd2Awak5451AxGECopO+tJhyJlS1bG406m0UmkXAqFuYXCIJMB+5hbcnJodAole1PG2gz0wEQJhi8gfbm5uUxGLgdhW/Kly8OdH58d+vLF0a8vDH965shHp3ofTXdvnGhddh5YGWsMOw/OHq6621Zxr73yXkv5tX2Fb+22vb238Nq+wtd2ml7eabpcX3Cp3vTSTuONprKbjaUzh6re7d0Rea1vPTyxupaZASNJVygFjVTOUMoViDsD6xnpKhB3g4NhE4AgK/MkQOMMPcr0OoD/wJ9y+lJjvsRIMOUIJMeCKQdUVvmSjoX42MLqEOAOSN5AcRaWRxdWBhdWh7zxYW98MJAc88aHgykHvGd+dcC/PupLDM0tD8AsuRgbhXnQlxjxx4a98cFgfDRrPv7HPtNg0gmznnfVEU56QjGXP+EMxJ3AsBYTo74NN1A7+CutfXJ2I/3i59HLfx+78fuVu7+P3v7drRf+/u0X/uKNqW9fHfnp1aFvrwx+denYVy/2fv1i16dnWr880/bJUy1fPtP8+dMtH4zvWXfsXB2uWxvclhjcFuuvWemrXjlStXK0Mnq0crm3OtpbFe4pCx2qDHSWB5rKfAdK5g8Wzx8serexcHZ/4WxTya0DhbPNpXcPFN1vLXvQVbVwpDZ4bLf/2K6op3HtmbYPzg+tPn28e1tdkcWqxw0KmZLH4aIKOa7WiBERgiDw0xiC+Dy4m8LmbNaBgtbORhhIDjWHToZFNTAsuSSfx+HSKFRQssFAmEMny4RCDFWaMEKnVEPkgs/ny+XSIouloqikvLDYajARWh2GqjGtzqDHiwsKLITBoMUwFWrU4UYdTqBagxbDFUpMJjeo1JgKNRoIu81cXlxUaiu0mMwQZ4F4CqTqDIS+sMACE1lhgRXT6rSoDtKLKpUKIooErjMbTQSGw50rMV+gyJfo1Kheo1MrUalUzuUIMsMgwpGKxEpFRoDDtDjUJOh1WgOG63ECalT1OIFjWgtBWI2E3WYutlntFrOtwJo5Lmu2FFmsBXpjgd4IfRUQQrKZLSYCL7Kai23W8sLisqKMGwvupNmMxkKD0UIYDBhufLJCBdeoRo3qlBlqCQFDtVwhewJY+VyeUihSSsWQgobzghyEzeWymQwWg8HIpdH/lEPl0ug5dCpYQGFYgzcoFHCrZDxTCCWDVlu2bMnOzs7KysrUwD75n07bsgW8eFRSNoWSYWc52dmwPoZdJIuSDa9btmzZ3DNC/WlGBYO4IodTpM4PHmv+8OTRD08f//D08Y9O9b5/8shHp3pSE81Lo3sjw7vDwwfmj9Tfayu73VR6u7l45kDxm/Wm1+uN1xqK3txlvVJvvVRnem2P9Uq99frB0pvN5fd7qr1je5du9q0vTaykpkIpTzTliiSdTywLzqWEM5L0RJLO4JNXf+qPr77UmD/lhBLRUMoDD8i4sdLuxYQj9MjjSwzNx4eCKUcw5fDGh32psYV1BxAgb8qxEB+bXxudi43MxYYWEsMLieGF1SHf6pAvMQJsayE2uBAfmUsMAGD5EiOB5NhCbNAbHwZ2lrErLA8HV8d8S4Pe+KAvMZQFuz9f3LG4MgKYF0o4/LHh8LozGHf6ko5NncwXd2T4V2LMn3AuJhzryac+i1/4dvn1v42988+xG/9n7Mbvbr3w22tn/vLNE7+8Mvz95f7vLvZ/9eLRL57v+vhMyyen27442/Lxs80fnjj4wUTDI8eujdGda8M7V4e2rg1uW+mvXOmvXu2rWjlaGe4uWTpcsXS4KtBRFD1a6eus8LaULRywzR8setBoe9Bgf7ex8N2DJbNNJbNNJe+2lM22ld8/VDV3uHrh6K5Q/77UZGfyZOd7ZweWnzneVltnN9qLrDYC1fI4XKlApJer8Xw1giAyqUgmkwHJyhwNRjibB/4QJovDYHJy6SxKNo1KotOyc+hkNsLkcBA42wkiKyyGsklZVMoWqZCnFktAuIGoMI/H4wu5BRhcoyktsdoNUHaq1REYXmSxWA0mow7HVCg4jAxaTK/DNGoU6I9epzXo8QKLyW61lRaXmI0m8Hka9QYcxUwaDFcodUql1VJQaLOX2AuLbXaryUxgOI5pcRyHCw4igTA/P99gMmoxjUqhhNsHinwpFOMp5SqRQIwgCJ3OgF27UipWykQGNWrAdHqc0CoUuFqNa1SWzCSIA0806nCrwWIzGu0Wo91iLCywFtrsQPRMRr3ZZLBbzFaTebOjAj7QaCD+B2PvHdXWna4Lb21pqyEJCYMQoI60q7TVRXXBFWMb994rYAQI07Ezk0ySSXOqxyXuFQMSEhKiS2wETqYm05KZzJyZOe2edb9777nn++79/jnrfmudfH+8GyUzZ27R2otloy1CZpRH7/v8nuLxuHxed9DtrfH6KlhXwOPlqXeGYUkSpA/wvwlltkDANG7+M2sObjUZyvRwIKDVaoF0N6wcFEJaAziZVQpl3sqMA1OVUiJbcczwmgahAAUPMyCIXC6HUUspVQAwfRP3CgUiIhGMY392iUSgeIDPMJi/pKhIiQnzMEyJCWEZBH0JFLKJeasOJssT56sUXmPxxIUDkx0HMoPHs4PHFnuPL3YfyfYenm3fnbiwJXqyLnJi46PDdQ+O1Hy8L3Bnt//O7uDNbf7rDYGb2wPX6j0fbva8td7x1mbH1c3O6zsC9/bXPj1eNxpumB5uSk21TWYuJbhwIt0WnwvFM+FkphM2wchsCOBmbLZtPNsZ4zqSi52RdAg2R4gqjnEd8Uz7aLoZpAmj862jmRBEkkYzbaOzzUOp85HZUGTqYiSzIiFIt4/C3DQVAuIJFj3ArOdzzU/TzSPpi5F0KDJ1EQYxoNUjM83DU02R2RD/zdmL/HHhbPPwXPPw9JnodDPyfLodMGtkLjQ81zw62wxD3VDqPHzz+eSFaKYNiLGcrCGebotPto2Oh6Ojg7+evPafp2//8/iNfxl+/0+3er+81vn7D9p+c7Xpl28c+eKNo5+9fOCnV3b/+PK+Fz2Nn/Y1ftK3i2vfkLm4Zuni+sz5urnztbNNdTMt6ycvrJ04XTVzdk3yWM3kmXWpI5WTRyvHj1TFDlWM7AkO7/YN7XA9b3Q/anQ/3eG51+h+sNP/dE/1072VT/dWPt4dHD66dvR0XeT0xomLDZNdexdeOp0ePHen6cgaf8DPusGdp9eVrJIrtWo1bjAWqDX5KllZqa60VAfBj/kadb5KLsYEcrlcKhVjGKZS5ilEqFQmypOL+QOgPHG+SgFaarCt5N7EIpFIrVaV6LRWo4Gy44X5q6RiSV5eXoFaYyrTBxhHVSBY7Q86cBL+q4PGYzhAJOw4jduJcisMTXaLFQRZIHoAUKjweGp9QT/rBi4MtFp2i7XcZHQQNidp87JMwOOuqQhWBbweB2/TY0matOKFag1kb4Lc1KjTQcKU3WItVKkVUlm+UlWsWVWgUeq0xaYyfbnVyNIMQ+AsTTlIgD87Q9hYmoKAUBgGWZJ2kJSfccDRXtDJVnh8HoapZF0VjMu/Uh3kICka57X7LsbhcbMBj7vC46ny+ap8vgqPx+92ehiGpamgk3XhhAPHwWL5TedQuQ2yt2BZBpm7obCopKgQ5inDivj+m5BClQYOecWYQIKJpWIJgEgOrTChCPgmsQiTS/NyR34KsVQllcpFIimKilAhgqAoIhSjAsjUz8ETz2GhfzZ5wfQEUJW7Ocd/wUaZwympRJgnB/2XqEgl3cWUJ8/vnms/uHDpCNd9fK794Gzb/rn2AzOh/bHTW0ZPbXp2aM2j/TWPD9Te3VV1b3fF3V3B243+a1uc1+o91+o9H212fbTZda3ec3Ob79auigcH60Yubou9eXRuLjw1F07OdUwtdE5nulaE5u2AUGNc6xjXCksiWHPGVigq+O8dwmf4cPd0KJrpiMy1wOwSS7dFF0KjUxcjUxdzex/MN/FM+8hcCLokhlJNI9PNgEfDc81DqfP8tDXX/Gz67PPZ88NzzVDYMzzV9HzyQnQmNDTdMpQ6PzR5bmi2aXi2dXiqZXiqaWi2aXiq6elkE8L/3OkWwL/hqaaxhfbo/MXhqSZgxQAaIxk+Bx5+uYn58MhEKBK/NDZy5dep6/95+va/JK7/x6dv/+HGpS8+aP3Fu2d/+dbpX715+LPXDv7o5V3LgzuWBhs+6d3xSe/OFz3bs+2b001rFi6umT9bM3tu7ey5mumza6fPrpk6XZs8WTFxumbmTF3qxOrxY5XjR6rGD/iGG33DuwNDO31Ptzkf17MPNzseNPoe7fA93Vv5ZE/F0P7qkcNrRo6tiZxYHzu/KdFcn+rZk71yfPLSyatHdnoYBhgTB06ayvQaaV6BVGbSFmvylPI8sbZYA5/JvEJSIYMTIgzD8vJksAnKpPznpAgV5snFRWolBH6v0hTAW0+MCVAUwURoYb6iWKsxGUtInNAWlUKJoUqhLCsroyki6GTXV9XyOiObnSq3OxlH0B9gHS6apEibhSi32Ux80hPwR7jVQtrsHoZhnUzA762sCAS9PrfDSREkYceJchtEehJWI2E1+mgm6GRrAhUVHk/QyXodbpZmAh5vgGYJoylfpdBoNEVFRQBJkC1l1Rshj1AhzyteVVCYrygrKjKWlpVbzU6Cgouy4xRB0hQB7D6AFEvSQGmxNONhXCxJeyk6R6X5WbebdrhdjNvhZCjaQTMMTTIUDVl9oNuq9HqDbne131/j9gedLCS7u3DKR9GM3W63WUnCbjXbaRvpwHHKbrObTFC3RZRbcbvFqteXFBWWFBXqCouKi7TgFjKDfLRICxHpRZoChVgK/LpYhPHjjEQqk0hBLaUQS1ViEZzxQQhfHoap5QqgoqRCBPuWhxwToH8xVQmFQqEABaMihClCGCwmQPMwDBPxKtNcdYhQKMBEqFQqlsulmAiVSoRSVKRRqtR50lKV+jBLpFr2pVr2TbTtm+s5NB3aP922L3Fxe7Jl6/DJtcOn6x7urYKUvod7qx7vqbq7w3Vzm+/6Vs+NBu/7mxzvb2E/qnfdaPDeaPDe3lN159jq5/0Nk7dOzMx2pRZ6JrKX4ovheOZSnM9gCMcXwzGuY2yxI7LQ9i1ZQ3uSC8cz7YBr0UzbeLYzMhvKAVaM6xhLwwwVGku3AmU+km6FOQgO6wBMcseCQ9P89DQ62zw8fWF4qunJVNPj6eaRdOvzyQs5zBmeuzAy0zQy0zQ81fRs6sJI6sLw5IXR2QvPZs8NTzWB92Z4qmlkvgV5NnkROKyh6ZaR6Wa+r2KmbXi2dTgVisy1RBdCAFux2YvR6WbAv+R8KDrdOjIWHnnc/TfT1/+fmQf/NXH9vzz94It32355tfVnb57+8s0jn796+Kev7PvJS7sXehoWBrdxvds+6d2x0FG/GNqSba3PNNctXFg3d37d9JnVE6drps+uSZ2pHT8anDy7JnVmdeJk9fix6sljtbFDFcO7A88afU8aPZE9/meNvmfbPI8bvbcbXE/2Vj7bW/PkQO2jI9UjJ9aOHt8QPbMp0Vyf7tqT6Tk5dv5wX8NGGrezJB10e72Uw2Y0a9WF6jxpgUyuLVglwcQatUKn0+Z8eUVqpRwTwPogk4pUMrFKLFKJRQqxFChVpUKqVsgK1BpIVlKr8qUiDN7rmAjVKGS6Qo3RUGI1l5eVGVZpCvJkcrFYrNVqrWaL2+EM+ivAgwLzkdft8Xm8AZ/fzbqgq8JuMQPHbDHzE5DNbIEkT5/TWR0M1PqCVW4fS1NEuQ10EuCws5n04NSrYD2V/kAwGPR7fV7W6XM6q3y+gMtTUlKsUChUCmXxqkJehGm2lZWUSqVSlSK/MF9RpFYWryo0lJRajaZyi5UhSJYkYTLlM6pohnW4WApnSRIwd6X8yuVmXdAY5GfdfO4C63LTtJOgGIpmGD4K2U07WJpiaNLvdlb6AxU+r59lgyseHYAz2mZj7HaGwO02K243kyYzaTLbTSaQgNhBWGuzm00G4B/Bi2M2mqDtoqxYV6zSQNNXgVoDRDtQRbzyExPKpGJe6LCiSOCZLBGmkMpkUj6JAROKUEQAe5xcIPr2kCVAEAwRoYgAQRAUReBUEUWEPGYJhCJUKBTw3h0QiyIrr5VJARylchEvkS9Qyq2FhafdTPzC3pn2/elLh+cuHZ4J7U817ZhqbUxc3D5yZvPwsfXPj9Y92lcNs9W93RX3GwO3G/0fbWLe3UBf2+K80eD9Qb3n5vbA9QbfR3tcjy7UJt7YP/XoIj9SzXfE0h3xxXBssR2AKZ5phx0wmmmLpjvji+EE1w3yd7gNlkFol4ilO0DbFF8MR9KhSDo0ttAeSYeiC6FnMy2wkAHZDT9wdOpidCY0MtkamQ0Nz7QBjwSw9XzywtB0y/Pp0MhcaGSSJ9SH55qfzzY9T53nZ6OZC6OzzTBwDc81j8y3DM+2AK6Nzp5D4InI7EUYzOAkEhrBcng5lm6NZFpHZ1qB5IrMtcRnWmKpUHIkPPyo7U9T1/7L5J1/iV37Tw/f/dW7oV+91/rZ6yc/e/XYp1f2/+il/T/t2/tJ706udwfXvX05XP9p17ZM66bF1s3Z9s3Z9s1c04aFC+unT9ZMnl6dOFodP1w5dXz19Ol1qROrk8dqxo9URQ9WD+8NPmv0Du30P2xwPdzuftjgetzov7fDe78x8Hh/1eOjqx8cqRk9tQF66icuNqTa9091HX54fH/rmrpyq5HAbTRF+Fk3abXptaUKsVQulRUWrJJKhJoCRZFWDfrDAo1So1QpUIFMKsqTSFUKJRhlYXEAfU2eXJyvUmg0+RAOpZDnyUUioQBFEQGKCPIUogKNsrCwUK/X41ZLSZEWEtnzlSpDcTGN271uT6XXDwMIabMDBPi9voDPj1vLSRsYbiy42YxbTUS5GTdbabPFjRPQzVMdrFgTqKzw+DyMk7HbPRRBmqy42Qrjkt1ipQiy2uMFuUBVwB9wMkGvJ+j1VQWCXoLR6XRKpVJbsIr3J+oNJUVaUMkWqPJ1BYWlhVo+EMJgYGjSzZBumnZRfKKe3+3xsk4HQzEOgiFI2PUgt97LOn00A5Odn2WDTjboZL0U7aIolmacDhrag9wOp9vhdNCMx81Ch6PP5fbnSHcnC4EzcKpgt1kJq5GyW+0mEx80yusbymncbjSUaYs0hQWroD6ydOWgEKo9oMtLtZLoIhVLcj0jUlQEayBIUoCFBC4cJiyIcgRUQhBEKEBhthKjfN8aXIKVySsn0YJLgiBiVLCyBArgTqFAhCAIhmESsYhXTqBCsQhTYkL4UKSKi1qD7OMTW2Otu6fb9k237Zu6uCfR1DDesjVyrn74xIahY3XPj24cOrLu7p7Avd0Vt7cH7+ys+HAT88FG+p068kaD9/pWD8DWzS2Oj494Rrp2TN46NRvv/ma5S3fkMGVsoR18gmDNiWfCsbl2iPqEBXBFuNARSYeimTaw9cXSbdAQAUz88FQTPBvNrHDc6faRudDIdAheyDPxcy3xTHtO/zk81RTNtOWYpZH5FpDCj842j8w0jUw1ReZaojOh4ekLY+lWuC0y1/IcqKq5luG5ZiQy1/J8svn55IWReej/uhjLhIbnLgzPNY/NtkXmmiKp86OzF2JzzZFM6/BUEyjln0+HRlOtqfGukfudfxd79x9j7/3j0Bt///HLv7ja9Is3T33+/VM/fvlgpnsb17sj27U929k4f2nLi0sNix3rFzs3Z1o3ZVo3pVvXzTavnm/ZOH22buJ0VepkZeJYxfTpdamT66bO1s2cWz91am3saNXzvRXPGr1Du1xPdrkfNPoeNnju1jse7fDc2+p6tLvy0e7Kof3VTw5UPz+xZuzcxsSFLclzO+LteyJNe17Ztm2L12MoKYWYKoqiSJyyGk0KeZ5ELCrWaOD4r7CwAHq98pUqcGCIRZhShCklMoVUlpcny5OLxZhQhPLvcqlEWKBRripQFxYW5ufn5xBNhAqlEmFhvkKjVhQVFflIBwiyILuyoECtL9PabNaaisqg2+tn3U6CgoMzaGSAVCyapHCrhbbhdpMF8oVJmwV6+liaqfT7qoOBSr+vKuB307QLJ+Bs0Ww0gR3aarU6SMpFMV4HC1FcAY/b7/Z4WRfsj5BUAweIJpOJovXEcOAAACAASURBVCiwKxUXac2lekNJaXGR1qg30Dabl6S8FM0f/zlZlmZ8NONnWQdJ8GkTNjsI8X1OZ9Dt9rGMz+n0u50u1uFwOJyMw+dyg80bUq5YmqFI3EVR4M4JegJBtzfo9lZ6/SxJumnawzCsw8UQZLnFSpNUudWMlxshLB+slFZjGW7lmwohHQwqJ2AlBBpLryuBBIv8lbD2FYuyKA+TqKRyEBPAkgh5WDAcAUcJjkJUgAhW6mlRRChAUJigMRGKIIgI4Z8VowIZIpQhQlSAQNwQjGMoIhQK0JWfwO+DOWePCBFKUZEYFQJEqsSiQql8rb60b7Vn9Pi22PGGsdMNkVM74me3RU5vHD659tmRDUNHax8fXf14V+WjfdW3G/3Xt3o+2kK/v5G4uol4ZzPx4Rb26ibi6nrq/fXkh1voazsdd7+7JX7n1HhiBZ5AS7UAgNUBg1JsviuRHQTGCrTscEoYSbdDw2A00zE+3wtHhOOZ9vjKs7FMiK/Sme+CyQvshDB5xTgQTISjmY7hhVCUC8ey4WimA+onxubDILmKp0Nj86Fnkxcj3EXQYUXSoch0a04IBltddGFFJDHTNjTbBLMbMjoVis6EhqeahqZaR6ebR6cu5lj9aKYtMteSSLcl0m1jU2dzXqEYHDfMtEzGO1MPL3/1/Pt/9/ztf3ryyh9vv/zFe6HP3z770zcO/fDlA8uDu5e6ti9d2vGip3Ghp2Gua1MmVJcJ1c23bMi0blpo3ZBuWTtzfsP02bqZM3Wpk5VjR7wzp2onT9aOH18bP7kmfrgydrBmZF/F0G7vk13eB43uhw2eOw2uezu8NxvYu7v9D/dWPdlT8XxvVeTI6qHjq6NnNo03bZlo2hEP7bl5uPF4pZfFy6y6EkNxsbG0zG6xsnaStuG6Ai0mEReq1IA+qwrUhQWroIwADPoyiRT6tfIwTIXJlSsfiXCpVAqNOq9ArVEq89VqtUIgyTGsUolQo5Bp1ApdcRFrs7M2u6FAC/omjVKlK1Lry4qrgxVrKqsrPAEQdrtph591r66ogiQp0mbHbXbcarEY9LZyC6TrkThB4gRILqsC/toKf7U/6GfdsJoxdjtkHFuNJrPJQNh5dHNSNJTC+90eP+UECTg0WltMZoogAx7v6qrKspLSgoICnU5nMxrNegPE49A2m5dg/G5n7uDP5/SAXRk65VmSpG24myD9jMPndHpZxuuivQ7WyThYlqVpPunY53K7aQfoG0B27yQIB0mwNOVlnVUBf1XAH3C5KjweD+MESt5BUpTdRhNW8CE6cBK3WsotNrPRZDWXkyRuNhtBu68tWpULcTeUlJr1BmNpGfgHITiUF6CLxWAYlItEMPBKpWIJJgZqUoqKQBcqkUhACo9hGMxKCIIIVpY7MA9+w0YhCIoIBQJhLrMhN3aJUYEYQUEQ/2fRr6hQiMI5owi0qSKRWCwWq8TCVVJxraHsO2u8kUMNQwfrhw5tfHZkw9DhTQ/3rX5ycN2j3dWP99Tc211xt7HyXr3//Q3UBxsdV9dT1+qZDzcxH2xwvbMRf3cD/c466mod/cFO6v2z3ucfHxkfbhqf64nPd8Qg/iXdEV8MxxfDoFRYAax+CG4HCIOtcHSGV40CysQ5SHYPxzOXoCgwmumA76S4zrHZtlg2HONgteyIznbCT5vIXoLM5WimY2zuUpzr5oOSF8MwjoF2NLrAu6MjmdZ4toMHqUzbyGz76HzbaAaGu87oUjjGdUS59kg6FOEuIpHZUGS2PedgjE43xzPtY+lWgK3oQmiMa4tMtyYzHSDGj2fa4wutsdm2VLpjPNaZGBr47dO3/sOTd//2wWv/cPuVX18Nff72+R+9fuTHLx9c6NuR6d6a6d2+0Lct278zO7D1RdfmzMU16ab1mZaNCxc3pZvWT55ePXl29eTp1amTwcRh38TJmslTNZOn6iaO1yaP1Ywe8I/s9zza4bm33XVvu+feFvZ+o+/uNuedbe5HuwLAuD8+WP3sSA0cEcbOb4qfrx+7sOfNXRs2EUSBRmEvK7HoSow6naG4GPIwTYU66HlWSeV5crFSJVulKZBJpFKpVIqKUBSVYOI8iRSsFXIxJsHEcpFYKBTyUZNScYFSDlY1lUqVO8/mNwJMrJDKVhWoCdziIIlyg2mVplAqlSoVUo1CWlxc5GZd0EnjYZxeyuGmHdDKR9M0SeI4brNazYTFQtltlNkCvjnIBXbgPF1dHQysqawGVZebdrhwAreacIPRrDeUW43lVjNpszhw3EkQLE05SAoC5kt1JWq1SiqVgnGyTF9MUcSa2tW42VZUVFRaWmrUG0wGY0lJiV6vt5Wb3C4nnE4GHE6/2xmgWWDQWZL0kBRL0oydcFEMS1MBj9vPsj6n0+1w+liGdTJOB+2gGTfr8rJOD0X4XCxL0l4H62EYmiLcNO1zOn0er9ftqfQHqnwBj5P1ME4/4/AwDPiE+Mtkh/HKZuVHQovJbCu34GaroaQU+o1gK4RN1lJWptdqc8F44EbGVrx+EMAAgQr5mEglE+et+GxAx8CbnFEhJkAxAZpzDopRRITwBDy6Etjz7RNA2B8B47CV+eub9LE/fyAIAnDGs6KYUCuVbDcavxdw3d+57uHeuif71zzet/rxvnUP91Y93Ftxf0/lg53B+42+W5vZj7e4rq4n3q0j3qkjP9hMvb3B/vY6+9vriLfXEW9tId46QN3orL7/zq6RsTCkfSaWLoEoAbSgMa5jdL41mmmLZ8LJxc4Y1zG+sDJwcR1AsSe48PhCZ4LrBlybyF6KZ8KpdCeot759xTPhscWOONcdW+gZy3QDqZ/DPt6ZyEHWexjwK57ujS9eis61wfljNNMWnWoDQdXzmeYo1x5fDI8thGEthcUT8JG/MqHIbAgBw+HwXDNoXmHkiy+GI7PtoIuNZ8KJhfZEuj2WCSXSbYn5S+MzrbHZ1uRUKBnrHHvQ/9tHr//t4+//8c4rv7re/7v3Qz9/++zPXjv2w1cPfNq/59OBHZ8O7Fjq3rHUt2MpXP9J17Zs++bZczXp5g2zTesXLm6aPFmbOlKZOlo1cbQieTw4ebJ26tTa6bNrJk5XxY9WjO6teLbL82SH9+EO1+3N9J1Njo/rnQ+2uR7s9D/Y6X+8p+Lx/oqho7VPDtWMntoUa9r6/NTG6JktDw/WXwoG6EKtSISa9MV2s95YWlamLQUyy1JmAJko+PglmLhopW9ZhApRFAEWViYVi0WYXIblTpEAmMRikUYhg946qK7jMQsVihFEiqIgLrXbrA6SgKZPCSYWY0J1nlStVjlIe02gAi4XRblwAtgfN007GAqiY3CDkbZYSauNtOKQjE4Sdobg9Q2VXu+a6pqg1+dxsi6KYUnaZjSWm4xWvd5mNNptVorEacIKyOLAcdAclJUZlMp8DMOKCtWl2uJV+WqNWqHXl5aUlOh0upKSktJSXspkKtMzBO4mSBeN+1nWx9JAqPtc7qCT9TAMa8cZO18cy5Kkz+XwsUzA4Qy63UEn62MZt4vxsgxD0azD5SAJL0X7aMZL0aB6hUDRgMcb9Poq/YEqn8/vdvrdTjdB+mjGhVOU3QatkXaLFdw5VqvVai4vN5khWMZmtpTqSqDnHcqNwPls1peZynS6wiKFPE+llMFRIEwyfPi9XA5BoDwpiaE5CQJQS0IBiqKICAYlFBGjAgRBUJFQgCBCAKVvLXpYjsZCVu5EBP++AUSAIEIBmmsJESCIFEXhkmNovhS1yqWHcNPrle5b2ypubPPf2V15d1fwzs7AvR3+j7d6b9R7r22mb2xjbzaw19YT1zbQH2ygrq4nrq4n3qkj36wrf2cz8dZm6lqz7/bA5ufXDg0Pn+Etyhw/+8QXwwkuDH+ILvFDVmKhN5Htj3PdYwvtEy9g9ulYGabCMFgBKw/fmVzuBzFXPBOOZzviXHdqoW+S609ke+Pp7iTXF+M6Ukt98UwYBrfxTE8i2xt/0bMCXpcAdKAXGszS0UzHeLYzngkD+QU3QGdqrjkVDIw82T/XEl8MI2NcazzbFsuEkguhRLotkW6PzIZic+3xdCjJ8erYWLptnAuNcxcnljpimdA4F4plQpPT7ZOJzumh/i8fXP6HR6/+6c4rv7k+8Kt3L3z+/RM/+97RH3734I9fOvzDvj2f9u9+0dP4aff2F5cauNBGLrQxc74u07whc75u+vS6xNHqqWPVUwcrJo5WxA77UydWJ05Wp87Uxo9XRvZXP9sXfLLfdW+H4049fm+r8/ZG5vZG5/3N7IOt7geNvid7Kp7srXx8sHro+OqRU2tHTtYmmusnzjf2b169xkbIEQGCIGKxuLSkGDcYDSWlZqMFt5abjaaSIq1UItSoFTKpUCoRquVyACwEQcSYABOhMqmIDxvhP6KxlXgWVCYSrFLJ8/OVGk3+Kk2BQqGQYGIJJl0xl0kghtRoNEPLHqE3r5IrlVKVQizNk4vLSkopEg94vNXBgJ9lYTnyOZ21viC4Uhi7nbGWkyYzJMFTRl5TitvLHSQ/nlT6fWsCwQrWFXSyPppx4DhuNhNGk91kAXLaZrYQFgtptbJ2krWTjJ3w4DSEMRQWFthMegh4KCspNesNhNFi1xtspjK9VltaVGDV6904wbIOmqZdrCMY8AU87oDH6/P4gR3PBbe7cALGIpamAHSAlqpgPQHGUeFkvRTtZxxegnHhhBemM4L0EKSPoiu93mq/v8Ljq/R6Ax7W46CAxmIIkrBYqHI7ZcchV8dmLbeaLaDDIm0Wm9FoMRghSQb2QeCwoKFWr9VC4D2UzvL/r61EL8gkUnCAyiRSqQQD4ikPw/ilXsiDTW65wwToX6KPgOfjRYhAjH6rUQ35Kw9+6BYIAM4QBBGi/HgFji4lJizCsEBx0TnG+r1q24ebXR9sYj/YSH+0ibq2gfywjv6oDr+x0fHeOvrDdfaP6vD31prf3YC/s9H2/TrrW42262e919tqH7/W+OzG/kTyzOxURyIdTnGdyaW+RLZ3fKmXDwv9iyvNg1F8MZxc7gLP80T20kS2F6AtngnDMpjgwhPZ3kS2P5Htj3O9yeWu5HLXeLYzke1NpnsSCwNJrm8i25vI9iaX+pJLA3GuO7nUB19TS30Jrju51Dee7YR+ncRC70S2N57ujs13xbne0bmu0bkufpeca8sVfEVnO5Nc38hcCGrHYvNd8HL4rcYy3QhIXce5i2PplujMhYl0WywTii6ExrlQfK41PtcKc9ZYunWcC8E1lm5NZtoBsBIPe/7p2Vv/8OjVP9586ctrXV+83fSr75/5/NVjP3754CeX9/1o8MBPLu/7bGD/J13blsL1S231s+fXpZvWz59ZN3tu7dSp1ZNHK+P73YnDgehBb+SAJ3G0eur46vEjFdH9FZFDwWf7gncb6Y8bqNtbmZubmVtbqJsbiFtbHHe2eh7tDj7cX/lkb+XQ0dqh46tHT64bObE2ea5xrKmxqaaSKivLMQ4KlcxsMtis5aW6Epu1nLTajKVlCnleoUoN3ES+LA/YKxRFMQSRY6gSE0olQmhc5icvASIWIlIUzcdEq2RSMKyqFEq5XC6RSFZWCQQ+qOUyrExfaDMaQXXFx9FIZRJMXFS0ymDUkYS90uv1s24v62QdLrCq+JwuN+2gyu1WowlqeBiCdFjsjNVOGiA9nYJxqdLvq/B4qvyeoIflHS12krTZLQYjcNK2cgtuNcFuCMopF07YrOXFxcUlZaUOHCcJK0niBG4zl5nM+jKr0QAFzvqyYoNeR9lxj5NlnYzP5YaNL+j18Qd5JOmmaRonHKSdpewuGnczpI9lnA7STfPaUTfNS0krWZefcbhp2umgacruZggfRQNaVXg8VQF/pd9X6ff5vKzbRbtpGhrqKbvNbrESdhwvN+Jms60cMkstNqMZN5vLrWaz0aTVaiEEVQuV9MXFOp2uVFtcWlJcWLAqX6lSKqTwqQO5MQp5HsivVDIxqOrgcBD8zGBpFqwAD4oIBCvk+rcfopWvgFl/9uyf35o7QwTRqfhbuCdambDkGCqVCHUqrN6g7XQYXg5YX62xv1Vje28ddW09cW0t8dEa27vrbB9uJN9cY7m61v7OesvVzbY3N+PvHPReP+O737th+L29Y/cPJ0aaUxOXJhbDk4udk4udk4s8NCSXBhLZfijminPd49nO8WxngutOcJcmspcAd0CWNZG9lOQGkpmBONc7nu2KL4bh/gTXPcn1jy8OJBYGEtlBQK4k15fIDsKAllwaGF/sSWUHxud7Z7jLSW4guXAltdA3w11OLl9JZHsT2f7k8pUYNwCQF89cii12x7iBONcb57qhuuIbJAWubYVWi3Ed8Wzf+FJvnOOLduJcbzTdgyTmWuNzrQBPyUxHIt0OeAQpf4l0W3K2dZwLxdJt8WzbWLp1LN0SXbgYn2tNzIbGI53Rjzt++fTy3z/6zm9vDXzxfvjzt8//5M3zP3/9zG9ePf35d0/86MqhH/XvhQLnbPt2rq1+vmlDuqVu7vy6mTN1U6fWJo5XJY6sSR2uje33JQ56owd8saNV40eqxo/WRg7WPNtX8XC39/Y2x+1tzhub6Bub6HvbPTc3M7frvfcbfc8PVA3tr362r2rkxJqhI+siJ7dETtffO7rhcNBv0+kUQpEERQQIIhUihVqN1WrWarUWkxm3lmsLVqklcrVcIUVFeSimlihymnVQPMN5s0QsAtsNiggVAgwTIHIMVYmEKpkYOn5z7mhokJeLROAvU4lFuuIi6FhlaaawYJVKoVQrlHKxRKVSGPTF5VaDn2UrfH6/28PSjNfhqA0GoQseXCxEuY2y46TVRlpthNHkKLeBWNxJgYyAqfR6QSYecDhZh8vNuiDLwWTUl5uMFrORsFhoi5Wy2xw4zhA4bjYT5TZ9aVlJsQ5obxdFsSRtNZfr9fqcDt5SVlZeWkbZbTUVlX6W9bOsn3X7WbfXwUJJBE1SzEouKKyNPpb2OZ3Q3+Wm6aDX56OZoNvtZxyVrJOlmZXRCYd/LvD0Qa8v6PVVBILBgK+SdQUdzoDD6SApJ0XCL0zj5YTRBIMV1NNbjSbQ1poMRm1hMayEEC4IQa8QVQZ5G1KpWIzxaQoKqUylyFdJ5XKpLG9FRAqaT1gY8zBJTqmA8Pug4C9gKPdHFPmzFsi/+hAJBWJUIBQhcKNkBaoAFuUCVC5AlZhQiqJkkWa7uajXr3+t0vJ6leXt1Zb31hDv1Ng+WEdcrbVcXWt5Z63pza341b3kuzvpe01V9767bej7e2N3j4wPnUxOtKXSHenlntkXvdDKlVrqm8j2Ti53J7hwkutLcjzKQB9EbKErudwDYBRfDCeX+uJcLwxTca47ke0dy3QDisFfU9nLM9zlFHd5hrs8me6d4a6kFvpmFy4DDCW5wcRC7/hSf4LrTi30TacHEwsDyeUr44sDiexgcvlKfGFg+offSSwMJLnBJDcIE1ki25tYGID6nLFMb2y+J57uhr1yfKErznXHs32JHJZxvXGuP5HtH5kLxdId8O+IpDLtyYUQcFV8oES2LbZ4MQdY8bkQzFwgbI1n2yJzTbHZ1rGJlvhoeORG688fXP7To+/9/tZ3vnqv65dvnf3l1fO/fev8b986//PXjv/8teO/fOXYT/oOL3XveNHTuBjaMnd+3cy5ddPn106fXTt1fPXk0arEwcD4IW9kr2t4v2/88Or4kZrxY9XxY7XRQ7XP9lU83Om/X+962OC6s8nx8Sbq5mbmVr3zVr3nfoP78W7/g53+0aOrnx6uHjpWN3yibujU5muH6+pY0lCmV0hlYpEE3muqPJHZoCsp1pn1ZeUGk1lvyGUYiRAkb8VMD29HgB4lJhSL+RTdXJ6RCMXkGApZ3XkyuXqle1kuEmECNHdcJJUIi4u0JTot6JVKinVadYFGqVIIRRpNfrFWY9AXO0kb5BZ4WcbrcVb4/DUVlRU+P0PR0LKT6ze226wEbiNwG4kTNE0zFA1OnSqfD0aVoNvtpWhQhFv1erO+BIKMwZfnIAmapJwEZbOWQ4UESdg9DgpWOavZUlZSWlKsKynS6nUlpboSq9HEEHiFx+MhqUqXu8oX8LncXtYJcTGgHaNxgiq3MwRfPe9hGBfFeCna7/YEPN6g11Ppc/sZh4+hPAzDkg4aJ+iVhmevi/Z7HAGPt8LnrQ4GKnzeSr/PzzgCLl47ykcD4nZe8W8tLzeZrbDwGo241WLXG4pXFWoLVhWoNdA0wWeiFhWVFRUVa1YVaQpkUpFMJslFXOUrVQUyPm5UJpFC2Auv5JRIZVIRgiCiHCgJ/koZ7V8+/ifPC3hOXcivkwIkJ+niMQtB5BgqRhGRCMVEiFtfdIgsHKwwvFplfq3a9PZqy5s1pnfWWK+uIT7YQLy/wfLBjvJbF3yPutY/frnu6Qf7E49PR6Ph1GRXaqEHVr/JT79hlyaylxLZ3uRyV3wxnFrqm8p2ARsVXwyPZzuTS31AKk182pPkx5zeONedXO6JcR1RLsxjB9cP9RPJpYF4untyaTDJDU5keye5wdRS3/TCIEBhaqlvPNs5we+DfamlPhiCJrK9Uy/6kstXEtnBqeWXEtlBmM7iXD8PhVx3kuNv5vE0259c7OFnLq47xnXEFnriXG8i25vguhMLvRCDk+C6Ewv9SGy2NT7fEs92gLkxNt8ay1yEvY8PTs22RRdCECIRXQiNcS2RTEssE0qlO8YjnaO3wr98+N0/PfreH+5c/t31S7+5ev6Lq+d+/17od++2/uqNU79+9cQvXz3508tHlnu3f9K9ZbFtU7ppfbpp/dTp2onj1akTq+NHamKHq2MHa2IHa0b3VsQO1ozt848d8kUO+ob3Bp/s8j7c6b9f7/l4A32r3nljM/ODjdS1zfS1euZmg+Nhg+tpo+/BTv/j/VUPjqy+f2jNrX1bBjavZ+yEzWzRFRYp89S5JlFVvsxk1Ou1WmNpWUmxDpOIxVKJWCwWCBGZRCpcYSvA5yzBxFKJUIyt2PHFYuA7eLu/WAiFTtBVIV+J0M35CjERqpDn6YqLrHoj4EVJSUm+UpWHYZBCqc5XlupKIGvF53QGvZ6qQLA6WFEdrPCzbsZOfDueFDLdIZ4YWmdYknS7GK/HWRH0VwX8QbcbuhsYAgfhu1lvgKwbxm6HTgeYjGiSAuxgaNJBEp6Vv5I4QZktVqNBry+1Ws0Q9uJzOgMet8/pDHidPprxu51OB81QNBQCgaXRBeE2TqfP6QzymjJPddDn93s9HpfX7fHRThdOwO/GUriLJrweR0WlL+B3+yvcdeurGxrW7dq99eSZg6ebDl8InTh07pCv2ssQOGm12S1WqOa2Wq0mk4FPHDVbLGZ9sbawqFC9SlNQWFio1Wp1Ol1JsU6v1Rauyl9VoFYplDlxJgxZMolUIpFgEv5TSiIQCBAENKViTCD8dwOT8K+h0zdfBX8FryCPQYQgom9PYX9tVZSiKGSWKqXYZmNhiC3uqygbrNS9sd5ydZP9za3mqwfIWz1rb79SP/LBrvi9o6lEKDkbSi32Tmb7Egu9QC3FM5cmspcSXHhmsWuS600u9owvhSeyl1JLXRMLg4mFganFvkmuN8GFYVziByseFHph+FqBj8HEwsDkcj9seUmuD8ipmeW+iWxvKnuZx5SlgeRS3/hiT3K5K5HtT77oT3KDUy/6klzfxGL/DHc5lb2c5Aanll9KvXgpke1PZC4nl6/Eud6p5ZeSSwOxxd441x1fDI9luscXe+JcN+RwJbhwPN09xnXFsz1jXE9sviu22M7/Vlz3+GLfWKY3wYUTC72RTNfYQj+SSLeNcyFerc+FEtzFWCYEKaVj8yHg4yE7ArQOuWeTU6HoaMeNdy98frvnyxs9X17r/Oqj8JfvNH91tfm37178/Xvtv/n+6d9///RvXz/1i+8d++zy3k+6dmRDWxabNnEX6mdPrUudrJ44Xhs/XDl+vCZ6IDCy0z+8Ozi2t3J0Dzu23xM94Bs94H+6y/+g0fdgq/tuveP2RubGZuYGP2E5bze4bje4Hu0O3t/te7yn6tGxtQ8ObLq8pfp4pRtqgUuKdUWaAv6tiSIyqRByhPW6Em1hEfhpgOeSiFEUEcKHqhxDhSgiFmF5cjEEg4gxgUiEikSoCBXmYRJMhMpEiFQizMuTQQoN7+QQoZiIp8AUYNPJVxtKSmnc7qYdRr1BV1i0Kl+dh2EqpUylUBYVqgk7Dkdjfsbh9bprK6tqg8FKr5chSMqOUzaSKLdBOZjNbCq3WMG7R9lxD8O43V6v1xsM+EDN5Hc7fSwDYeeWMoOxtMyoN0DWHThdWJpxMg4giRiCZCiapSkHjoOK3YGTsHua9QaTwchQNEvSLopx0azP6QQJe9Dh9LIMw1C8n5nkTTaQxe53OwMetsrvqfJ7qgJ+v8/jd3vcDqeXoj0rddBeF+0N0MFa9+ada86c3/Pydzo+vvHG8NNb8Tt3fzQys/ws8ZPozH//9I+vv/MGXl9B4Far0WQx8d3RvAPJWm4ymfRlJdrCIs1Kl09RURF0ZOi12lJtUWG+okApV8nEUokQ5imJRJInk0tk0py5D3wL8FcEQYTo/2xg+jPM+esVRPAVxVAUBapeJBQAf59bHHMNRmIEBQ4LE6FiFJGJkAartpnVXa4xv7aV+egIdatl7d3uuiffbxh5fGwq2pEYD89M905n+6ez/TOLfVOLfRMvelNLXamlvqkXfVMv+lJLfamlrmS6Z3K5f3K5eyLbO8n1p7IDE8tXEtlBKBlMZHsBOFIrZPz4iytJri+52JNc6ptY7E9ke3k+K9ub5AZT2YGJbO/KRjmYyA4ms1dmuMuJhV64YWK5P7HQm8oOpLKXJ7K9SW4wuXwlmb2SXLoM96devDTx4jvJ7JXk8pWxTI627wb9BEx2iewgxH/GM+HkUl9svmssAxNf78RifyI7mOT6EgsDY+k+OHOE6Sye7kbgyA8kqjkRMMA1WwAAIABJREFUaiwTii3y5PrEQjgyG4pnwpFMazzbNjrbHF24GJu+kJgNDQ9f/OjdpoUftP/mZv/vr/V99WHX795t/dP77X96p+3v3wt/9faFL984+zdvnP/Ny8c/6d356aXGxVA911I/c7Iuc2594mj15LHayRPrxg/UTh2qjewKPN3hebrT+6TR86zR+3Sn++FOz/2dno/rnTe2Om9ucdzYytzc4ri5xQFodb/B/WCn/16j+/5Oz8NdgQcH13ywe11LBbvWboPFwWo06bTFYhEmEsIRNVKm1xoNZZCJLBZhYoyXz+SGduBT4QMQZNBKDBWJREIUkaIiyERXoAh0OinzFPKVh1iEycUY8O5CFMFEaL5KUaRW6osLyXKDh3HSOKHTFheoNTlbYqFKbSjREbjN6SC9LFMV8K+uDKytqqqtrCJJkiYp4KSIchsUglmNJjAVMnaCJUkfy3hZJuj1wWJY5XT6KNJH0bjVYjeZLCsKAODdGbvdSdrcBMmSDtJqxQ1GHs7MFsJqhABP0mq1GPRlRUXF2kKDUYfbLZTZwtKUl6QqWWfA4/Y63AxFUyRUOuOk1cpSOMvrrRify+13O4MettLrhWnR53UHvb5Apcftc1TUBrftWN/Z3Xrt7VeTt+4sjIz/fv4n//zbv/u3f/nXf/tv/9+LuU/GR8aT8al7t5+8Hb373z79D0O3ntE1AQhNxa2mcoPBZiorNxisVpvFZNbpdGq1GlIZtIVFpboSQ2GRobhYr9UWqtRFamVhvkIhlsIRsFQihKgvEJHmJi/4imHCHO5I/jfE1Ld2Rl7pjmDwQoFAiopEIpEME+ckozlWPid2R1H+JWIUEWMCMYooxUi9WdtaYbp+rurjl+uHbxxKPLkQjbTGxjtmpzpSc+HUQs8kB4B1Ze7F5RnucpLjoWriRW8qO5Ba6sptZFMv+lLZgdRCTyo7MLl0JckNxrl+Hk2W+pLLV5LLVyaWr4xnLyeyg6nsZWCaUtmBxGLH+GLPeLYzkR2cWLyc5AbHs4Nwf3KxJ8F1T2R7k8tdE9neVHYgyfHbXyp7mT8EXLyUyA6OZy+nXrwEvNjU8kvJ5SvRdE8i2z+x3J87keTXvfkeYNlBipU7sozNdyW47mi6ayzTG8v0R9M9Y5neONcNJ4a8/j7dhUTn2mC2giuWuRhbDMWzbQBkiXQbn7U82xrJrkxeaZ6kH4223b7aNP5u088/7vni5uBvr3d99X7odx+0/fG9jr+52vr7t5u+ev3sl6+c/OJ7x3/ct+dFePti0xbuQv3MmbrpE2umT6yJH6pNHquJH1k9ts8f2eMe3umM7vU9afQ8qHc+3O1+tsf/ZKfv6a7g7a3s7W3Om1scd7d77taz1+vpu9s997Z7bm5x3N3mvL3Lee9A5Z39NW/uWHuAZIji4tKSYlNZqblYB26+PAyDE5+yshKTyVRm0OsKi8RikUgogDdT7jxRgiJiVCBdOQ1Ui0RSBIHdUCbExCgiRVEZhspFIpVYpJJhKnmeSqUCEkSJCcWoQIqKxAgix1CVSlyglBWplQZ9MZQbG3V6rbpQJpGLxSJ5nlgulZnKdGaTgabsDtIedLKVrKs6GKitrHIyLIACa8chexO3mspNZgdJMXbCSVAOnAx6PZDHUun3BTzuCtblpxkPQbIkSVgsVqPJZjaVm4yExcKSpMtucxA2F40HnayXpOxmA5+3ZTMTRhNjLadN5bSpnLBY7HqD3VBq1pfZjEa72UDZbawd9zjISr/PwzhZh4ulCQdOunDCSdochA3WPS/L+Jwuv9tZHfRV+n1VFZXVNcF1G6o3b113qfPkB69/d/TGzelHT3859cPfLH32t0tf/N3yl59OfvLJ0k+//tevv/766+vjkdXh044D9Y76WqLBe/XmhxPPkofPnbKay00Go81otJtMdrMet1rsNqvdZCop1hUUFGg0Go1Goyss0mu1ZdqCEq2mWKMpVKkLVPkqhTIvTybPE6uUMjEmyMV+SqVSESoUYwIxKsAwISZCMBHyFwz6/3LY+vZtQjASYgJUjCKSFTPhXyyCAuTPfrhAIBALETEqkGGoCEHUCqFJqzyzxXHttR2xZ6HJqUszsz0z3OXEwsBk5lKK61yZdPqmsj0Jrnvyhy9NLfVPveibejEws9yTWupKLg3wqoLlK8mlgfHs5dTyd1LZy3All68kuT7gyFe4pMEkNzi+OABUV4ILj2UuxbneZPZK4tOBxOLlRLY/udQ3vtQf57rj2R4YyhJcN09XcX3xzKUY15n6YX9uXEpk++PpvujSYDzdncj2J7KDIwsd/EiV7o4vhsczPdAzGEm3JxZ6cyeDfBxzugP07tAzNjrfNjbfPpbpjmY6xhZ4Yj062wkq+Vg2jETnOqIZ3rwDCyBAFT95ZUKJxbYxrnVkvgWYLKDex7lQJB0ajbZev3o68XbLzz7s+OoHHb/9sO2rD7v+cLP/Dx/1/O5q++9ePfPrl099/p3jP+09/CK8Pdu8ef7M+vTZTZlzmydPrEsdXT19bPX4kYrR/e6hPeyzHdTwDvezBufjrcyDBufjrcyj7c4HOx1P9wbuN/ruN/rubvfcaXDd3e65u91zu8F1d4fr4U7PnUb3nd3+j/dW99UFDgY9QatNr9XlK1WgMDKUlK7SFKjkeXkYhiCIWq3SaguhzzlHWqF/zlfIhEIFKoBDHMgUhdkKRYQSoUiMCqQoCiNSvlhSoFDlFNXA4ssFqEoklCKITCIFBamueJWDoQIuD0OQpboSYL6gXnhVgdpQXGwxG8utZp/TGXA7ary+DVXV1awXvCyMnQBxA6gcCIuFIXDKZmZJ0oUTUOgQcPuDnkDA4w14vGCIgZtBkwUna4zVTtutpNVKmsyU3ZbL4XPTtIMk4GLsdidFM3Y7bbOZ9YZSXUlZSanFZLUaTU6CgJ/MMIybcbEk6SAJliRZOw7CVJZm/MHAkWONb70+MHLn1i+mln/L/eyPP/z13372NwtTn0ym0s+ejb1548bx9ubGjhOD7/Z9cOfdN25evfCd5trDq7vu9X39z1+/cuMOXuUzWMx2igy3Nn/4+vsnT523mMxWswWs2vAHs9EE5Y8FBQXgPy8sWGUsLYO2+mKNpjBfUaBQaJRyiM1RyuQQHwpumFwqgxxDZSJeuCBC/vePnOIBHrkXwlfRyg0oCvZDAQza8BB+azFEUQRWRRRFMBEiEyFOV2l76/rr908mpjsmlviKU6CixrOdE0udQELFue7kchcoM1NcZzLTOZG9NJm5lFzsTCxdSi11TSz3J7k+kDKML/XyW162B4RR/BTDixh4fdb4Ui+MNuOZnliWF3wCssQXedFpjOtILHXDU2OLnfGlzpXMhnbg6WOL7SCb4M/10rxEHvyGub6v2HxXDLyHEKo1E4Yfzq9uaT7BBsL/wJaYe/nzueZIpnUk3RrNtEXSISSWbotnO8Y40Oy3x9NtK8os/orP8dn1Y1xLMtOeyAHWXMtQpPmN144OvX3kF9fbvvpBx++vt//hw0u/+6DjD+92/P6t1i++e+bn/cd+1nfks+49n4W2/6R5x9LZTYtn18+eXD11tDZ1pHLqcPXoTnd0tze61/d8J/N8u+f5Vte99fb7Wx1PtzGPtjsf7nI93O19uCvwoNH3eHfwzjb3nW3u2w2uezu8dxpc9xt9d3f77+yrvHdkXVOl128xEFajRVeiUCgKCgrKSkqBripUqeUikQBBZBJpgUapVuWLxWLxtz76BCsKZpjzJSgCITMYhslFYjEqUItEIlQoEQjlApEUQeQikQoTSyXC3FYIllqwcYgRVC5A5ZhAIREUqZXaIg1JlbM0FXS7GTNepCmAuhSpVKrRaAo0yrKyMpNRz5JkpddbEwisqa6q9HpZmoEWP5BoQpWD3WxgCBtD2Fw0DglTkOoJWaMBjzfo9rI0xdIUabXSNrzcZDaVlIEmALeacKsJ1PAWsxHkDk6CYggyF9RHUwRuMFqNBpPBCGYXm9lC2UjCjjMU7SAp1uECPzNF4nablTZbHCThdjg9Trbx4OZnH934yUTmC+7zn04vDz8afv+jm72vf2/tyV2B3RsC66v81cFAtf+dN77zX//0jzBYff2vX//qZ5/Xde//lz/+3//4xX860HrBRpNWq/XcyaNP3rlzpe87FpPVrDdY9Uar3mgxmW1mC2W22MpNsFznOhOLVxWWFesMJaVFGnWRWqnOl2sKFEqlErj2AoVKIRGBewFUVxJMLBGjcuz/CKq+AaxvoRVcUiEiR5E8BBEhiFyAKgSIeOX7mAjBRKhCIsDESL4U/bYOS7wyhYlRpEAp27DV+d1Xdg2PtowttK8YVkCbfime7YhxHcmlvlg2HOXC8cUwL6paDCe48FT6Uk6/Hl8Mx7MdCS4cy4ZHl9pHFtvjS53w/Ui2I9eCE+XCoxyPNfHFcGShI8qFo1x4bLHzG/vLfBf4Y2JcR3zxUnwxHJ1ri852xtPdkKUez4R5PfrKrxrNdMS4ztFMCGau5HJPDqeGZ1tjXMcw18bHlgL1tNgem++KTLc9nw5F0u1j8+2x+a7RDJ+xBUHtIHznswPTF0fSF5/PtYDLGskZteOZ9thsayLdHl9oAw5+LN2a5MLQNQYIFVkIjXFt0YVQJBuKz4Wi0dDbb5x4/N3D2fdOf3mt8zcfdfz+Ws/f3Rj4w/tdf3qz6TeXT/z88sGf9u39tGv3j1t2/ah5Z/bslsyZDVMHKyYOBKaPVMX3BSK7PM92ss93u4d3uoYb3MObnQ82k7fryh9uoe5vpR9sZ5/sCz7c6b+/23dvh/fuds+tba7bDa5b9Z7bDa4HO/0P91fe3V9141DdXqeD0OushlKjTgch2fqy4pJiXVmxbpUyPw/DUESgzpMWFSjhaO+vnAwhiAgRyDFUiqIoivCB3yIRX0uHCkFHgwlQiNOVYyi0CeSUDUIBCspmEYJgIkShEKnyJYWFBTaj0U2QftbtwMkiTUG+UiXDxHK5XKVSFWiUWq22rMxAE1aPg/K7nbU1FbXBSr/bw9fhEASU3dO4HTfqbSY9ZbdRNjNDkDD1eEim0usNeNx+tzPg8YK/z4UTtA23Gk1mfZlZX2Y2GaB3GsopQARP22yEFQfAcuEEbbPRJAUFy6TNbjOaLboSCK7JTWQszdAUn+xO2HHaYnXTtINmnIyjv/3MzHBkfnLy0cOhxqbTdcf2rm7YUFUd8HrdrMPldXv8fv+6bRtmk9Gv/8e/ff2tx9/89J/ejFz773///44OT1BBl8Vs3LWz4eNX3n9j8KrNZjMZjFA4ZjWacKvJbjLZjEbQNGgLVmnVBbrCIuj1gYh3jVqhUSvyVQpok4RhViaRikUSOGbh67lEiBwToCgiECAoIkBR3lbz7xFKtDIxgSJBIRLIRIhUjiiK0LwCVKlBFIVIvhrVFUoL1IL8AkSpQYr1mMkiKycUjFcWqFDTHomFkaoVAqUUlcoEUplAhCFCFJEKkQIVdvpY7c0bp0bHwxDXyQ8XCyEwo+RwBLieSKY1Csdqi9ACDwkw7TGuY2SxPZLlb45wF6NceyTbMbrY/o0IczE8stg+zLuI20HoEF8MD8+183LzTEdsoQs8MbmX8Jnu6e7RdBicNPw/bi6U+61iXEdkoSOWDfN9zlzHeLZzdL4NMCsy2z481z4ydxGCQiPpUC73fWi6ZWQ6NJppH8205xAK2lHj6TYYksCRE8m08okO6XZknAvFs20Qk5rMdEABLLBa39S6cuFYui2SDj2fuRjNtEW4i4Bxw+NN7189+YMrjUvvXfjyWufvftDzp4/6//Rezx/ebP/NK+d+MXD0s+4Dn4f3fda6Z7l1y9L5DUvnN6RP1M4cqJrYX5XcVxnb64/s8jzeQT7b6RjawTzdRj1uwO9tJu9utj/cRD7cQn28iXqy0/eg0fewMXi/wX2/3nO/3vNgq/veNt/tBt/9xsCDvVW391W/1VjbwDptpjJ9mdaiK8EwTJmvKivVgbyoWKWB0lMxJsiTixXyvBxphXzrKAdBEKFABId9cFDIOzZEIhRFc9YcFBGKRRjwFwqxtECVz1dFSWVgTJOiKBBh+XlSpTJPo8k3mQyUHWcdLsZOaLVatSpfLVcopLJ8lSJfpSgsUut0Ohy3ORjC73FU+XxrKiuDXp+bdTkcNMScsyRJ43bSbrbZ9KTdTNnMLM24aYeDpNwOBsw9AV8Q9FCQpmAvt5mNFqPeUFaiN5TpLWajxaDnmSmzBboRCTtO4gRlt9EWK2snofQU6i0sZQZbmd5SrDPrDYydcFKwPFKsw0WSJGHHcWu53WRh7ARD0azD2dN74cXU1Nhw/ER7u8/nCfj8fq/P7/d7PB6fx+v3+ysCwS071i7/cOrrv3j8j6/Xtu771Ytff7X0fx0Pdxut5Vsa1r7+3VfeefUDs9lsNppMJWUwXuFWi91itJtMJUVaAKxVmoKiYm1ZSWlpSXFJUaFWrYYJukhToMxTgGQUjIQwL0Pjg0qlKixUqApEiiJRoV5UapDqbQrKr7UyCoNFXFSCKgoRsUogUyJiiUAqwaQygUQuwPIQnTnPQue53fJNW0zHzjEnzzkOHqZPnnTuPGjbeah87xH8wCH82EnvmZZg60Vve5t/sL/m+69vfO2dLd/9/zl7z+g2DjNdGERhBwiAXSRRBtMBgp2SrEKqd8vdkimCRC+kum3Jju0kdhw7sVzUm9VIADPAAKQkkgBmMAOQlGynbM5mky3Jlnxfyiabu2fP3u9u9rt7S6LvxzuEvdm7d/NdHBwdEBwMQJwzj973eZ/3eb7yWP/muo0bWzbvRDbvshiaFPpaRa26rMlYcfqlzbennr/HT6akw6wQ4qSJpDSRECMp6TC7KIchA1/MSRNcMcIVDgPiMHwQvA04cTJViMSLE4nFI8m8bKGXkg4nRRnyoM+aKR7lhDC7dIQtHk1KR+BXs4vH4tIEoBKXPTyTP5mUjkDQvOzkB2VO4Why6WhCmJyVjiQzkVTxWFKaTBWPgHVMQpgE1JMz6AuTM4tHUsVjUT4Sz8skEqBtIh/mxMmkNLmy2zzJiXLIc0KYlFGJn5wRjsDfBZZYcBikWnDiEcWMeHRWOjZbkMUN9xePyyvdYKJanJhZOsYWD3NLR1k+LFtzFY+m85MsP5GeO3zufe+XJ3ZK7/v/8tqLv7j+6k/Onf6bD0//xddDP3rd9f1Tz/7R8ac+m9z3WWRn3jWUO7gu7xqSxofuHxiYea43/WxP+ume2O7OW9vJW9voO/vpj3eiV7Zbr2zBP9hgPr/Ren6j+eKw7ebj9tgL664/OXhjX/+13X3Xd3dd2+W8scN5Y4fj6uM9154eeHNLz3i/3Y5hqMnU0tzYXt+gr6msqS43GuoaGhpA/WzU1YFlVVVF5e/5fqi+sC8GG/oajUqtViqVisoKVXlFWWkjH6gHpVIhu3qr1ZVKtb66tlqtBhdwILzUCoVSqYDdC61GZdRWNzU1mM1msIhpb2+HWEPYzq2qqNRqtQ3GerOpnUStTppY3de7Ye1j61av6e/rcTodIJhyUng3TjgQK0RdESazk6Q7CaLHbu+mHeCZB3ZUkK8F1saoxYqaLIipw9TRRpothMmMmtsxSweE/VEYDvpMJ0naMcyOEQ7aTmA4geEEYsYRM2oyIR2tiKkDEr06KZm6AnNkFLHBgjcsEu56fjhzb+avC38ZPnKi29nV39vX29vb09PT29vb3d3d09Xd3dvj8R1cXM7+PmA9ejT2yquD3r38XPGn4t+Z7CjhwE+dOPre186YLGZbhxlr7wDrPsJqxayIqb2joa62sUFv0NeW3BpaWxpaWvSNeq1OW2XUVjdpdbrK6ipNeV2N7IasUSvVanVFZe2e3favvLrz4ntPXL3y7K1bB2/dee5O7GA0Oc7Nu5NzvuQ9b5wdi7Ijt6cO3vr44JWrz18/t//s2T0fnd1//tyTd2IjTNqfmA3fuzeR4sOcEJwRfGneywmQWxXiMkEm4+aEMJsbZ/OeJO9LiN6k4GHznlnem54Z52Y93Fxoasrz5ltDz4ZId6TnZvRQOuNnFgKMEGKFQJwPTgm+mBRmhVCqEAEIiy/KCQ6cEOakcIoPp8UJTpzkpAlGiswUj64Q0Ec56JvECJufTOZk0gcKE06clJtEcTIpRqCq4gpHGfEwIAgnHgGnhHT+SDIzmRAmIeAdfF2gZZPxUZKj4GeKR5OZSJo/CmFfK7ZWh0sOWWwmyEkTLB+GD8DyK4WSEC6VTl+MzAEpKLw2IUxyS0e5pcm7S8fvFo5zolxFKYDng1oOmsGSdRZQXynpcLooE1ulr2BGPDzDH747N3nhnPvskZ2ffHD0J5df+btLX/nFh1/60dcmf/xl/x+/NPL9k898Nrnv04nHl/3bH44PiwfX3n2uf+a53tT+znvPdqefcKb2O9l93bd32T/eQd/a3Xl7B3Vtm+XaFuLCBuvZjZYza9vObDC9v9V6/dm+G08Pfvxk/7XdXdd2OW/u7Lq83X55u/3Ks2vY4J5rT23fRVoxSwdqMq1qamxrbKyqVNdUa/R6XWODvtFgbK5v0OvqZA2OWv37C2IrmgalUlmmUEJLCAoGtVpZrimDigk6yNIMCCosMPmDgMJKpVIelivL1EpVuUKt1aiqNUqtVtPU1GDuMKGIrdfZaccIiHsx6up0VeW1lVUQCNbevspi7iBxoqfbuXb1mjWDq1cPDHZ1dTkdXb1Ou5Omuu1klxy8asYRM42iNI5BalYfbe+2E/3O7j7aDr6gTprCETMEFAJRjZosmNmMmeVoP8KGwg4QSWBQOlE2G71iyEVbERyxQT+ImkwUhjhwvJume512J0l3YxRlw3DEakNMGIrYCbK/u2fdhu73PnrtP//415cvRft7+3p6egYGBgb7B6BU7O3t7evrO/3i8U8y0qP//vuA9c7NS/uOjLx87pW/+fTPd/lGkUHa5/N88NZ7GEUiJjNqMiEmMyzoICazua29tbnFaKiDLZymRkNHc3NHc3Nbk9Fo0Gp1VQ11tY21WkNFpU5TqVOrdOVqcNzXqBW1+rIjp9ddmzqYzERmi8GE6E2LYa7gn5EiXN7LCoGEFOKk8F0xcHcFibisP8UH74oBTgimixOcNJFaDKfF8GwxmF6KcFI4yYdmpEh6McgV/ImCly36EqI3IYW4YiCW9Sb5QEIKsYIvIXrSko8VfKwQuLXg4aSJGOe+zY6weQ8nBRNSiBXkGCtOCnNSEE6SyMvpfpwUZsUgx0cY3s/wfk4Kg5l6UppMShPgIMwVJpPSBCdNpIsTbCaYXpoEr850MZwQI+nixIx4mJMmYJhWwgVWOJIQJ9KFI1z28ArPDXBzZEE6wYmTydwE1D4rxZpc98G/aVEexyWESU4Ip8UwZGt9jkeCb1aYSPIhwFNWCCRyfk4IrkSoyi7Jaf4oK4SSYkTu3vIR+FVSmkwXJwCsIcVHMSsdm1089gV7h8NQXkHy4uziCaDWoE9csSWcBFfmmczhj69M3Hxl//cuH//76Nd+feXtX5w5/VdvT/7JqdHvHnv2j8K7vx3a8TCw9cHo1sLIxtzzq+8fGLz3zMDME/2px3u5vc7Ebkd8T3dsr/PmDvutnfTtHdTVYeTKRtvFjcj7683vPdZxZp3pzCb05n7n9Sf6Pt7bc2Vn5+Xt9qs7Oy9to89vp2+Obpid3H8/MnJ8cL21rc3WYQaHb/hPtU6ra2zQN9cb6w3GOq3ui4ZE/5q3+vwGShkALCA45LXnlYk1lGBqjUKtVFVryiqVal1ltaGyRl9dW67WVKjU0DOWKRTlGlWlUqkrV+u0VY1NelNrE4Yidhp3UripvQMwq6amBjwhdDpdY2OjqaMNM5vtBL5mcPXw+g2r+/r7urqdJN1NO1Y7u3pIqovGnSSJI2bainThBGWT/RscJNFtJ/u7O3sclMPh6HZ20RRBUwRiMsOg0NZhRtpNqNlGmMwkggCLjyI2kiQpEgdeH3K9aByzYxjUMvISX4eJtFloFIUN6h6S6gJcQ+S8QjuGddOO7u7eEf++f/zh//WtzKc9fb09PT39vX0Au93Orp6eHqejc+2eocibL/7453/1e4D1X37xz7/80a/+8vs/+slPfhJLZYihrn0vPHHm69/EHbQVJBomC1hQgNChoaFBr6uDUMLWlqa2plXtTU2tTQajtkpbW2k0aBv12trKKl25uqZcVa4pU6oVmnJFo6Gc7mo5+/ET03fHARHSko8T/Kmif1b0zUgRAIIkLwNHUgxxxVCyEE5IoaQYSi2GU4thJg8AFOAK/kTezxX8qcUwV/CzeQ8rehOSjxP8bDaQkEJwGIAgk3EzvD+1GE6I3rTkZ3g/KwQ4IZiQQgnJxxb9gAhpMVwCOFYMJqQQk5fPAJc6W/SzYpATJ5M8nD8UywRYMcgJYYYPpsWJpDTBLkaShTCARUIKAbJwUhhCT1d+nPgcbgS5eoKihl0ZySXEiYQQSRcnkoVwTArCSxLiRFKagIImXTycyke+eEJo6CBLNcWHU/nIjBThpDDDe6GwSogTqcJksiDjVJIPMXxwho9wQpjjJ+ETQni9nMwqhECsfq9wJClGUtLhpDShKFlklZIzZN5q8ei94rGUdDQtbyodmRGPA8ilhQmZNrsfuHEjfOerB7539cTPP37jF9e/9NffOPWnr0e+e/rAw9D+Ze+2B57NRfeQeHCteHBt5vnVs8/23j3Qzz3Rw+ztYnd2Mbu6ons67+x23tmJf7wFu7QJPb/RfGnI9tE600frLe+v7fjGWtM769ou78Uu7aYv73Bc2eG4tBm/vN1+fgd2eR99K7hZem18+ctHLz33TEdLI9Juam9pXdXQoK2oAveYJr0e0AoifGEL/4s3WHMtsa0wbAblp1oNcmRVpUp2R1KWKcqVZRWqz+OeajQabUVNXXlVfbW2RqORB4XqCtnRrUxRrimrKFcbDbXl8GoBAAAgAElEQVRWUytm6SBxopt2EBjeBnqLWi3sTtfW1jYY69vbmhFrh4PENqxevWndhrV9A0Ci2zGix0F2kmgnifaQlBOjKRvmQGxdOAEDPieGO0myx27vpumebqeDlgP+SBsB5g2E1QYXPNgu0zhG4ChJYJC+4yCpTpSwIxgQ8LQVoQGtzGawJMasCIVa7QQJXSHI4nHEipg6MEtHD0F24USvo3vjvse+v1z82ff+unP1YF//4OqBNWsHBvv7+/v7+wf7ByBpYu36vnM33v+Xf/pXVdZvf/vot7999Lvf/e7Rvzz6h5/804FTR3c8uevMa1/v7OtDEMRisYDPjNWMWExmU3sHhHU31zfUG4xtTatMq9o6Wle1NTbWlldWVap1ulqjUa/T6aoqyysrVBXlSo1Gpa+tsuH1B1/onk6NcvNeNuuZLQaTvC+a8UBpk+RDSTHECgGG96fFMJPxc4I/mvFARcPwXlbwyUAjhbmCP8kH5B8LflbwxQVvXPDGeA8nBFOL4eRSmOG9CSk0nfEl8kF4eSzrTkghhvcDnCVEL5f3Mrw/uRROiJEk74vnPGw2wGT8AEZpcYKTwsxCgBUCnOBns54k72N4f1KMsEU/W/QnHkxGxQAnhVOL4VRhMiFG5LYRopILk5w0kRAPl9zQWSGUKkwmpNCMNMnyMqjBYawQgAdJINEeTDLFCQbOVgzFpHBSmvj9k0NlJIY5IZgqRFJ8WO7jhDAnhBMLE6l8BAgsVgiB916cD01nggkpFMt6E/kwmwnC2kxaDLNCgM0EE8Iky4c5aUKOZRVCM0Joho9Av5nIhzkhrIDy6l7xxRnxOABTOn+kZDA4Uzw6s3QMzABTxWNc4Siw+gx/mOUnUpnD0cTJxY8iv4m/+Q/X3/rF+Td+8JWJ77/k/dbk098K7c8fWJc/sC7/zID03Gr+ucG7+7tSj/cm93anHu9P7Olhd3ezu7vvbHNO7XTe3mq/uZU+u9F0bsj64UbLu/0t3xxsf39tx/urTWfWmT4cQi9spS7sJC/upEHpfml37+WnetKv7Pr0bPCn595ePHa8tcnQ2t7Y0dzcYKxXKxTlSkV1lUZfMurTgOnC7zuClOTIJQduWJvQqJU1Gk21RlmpUFTCvoVSVa5UVZepS3FPqjJljUZTo6moVqthGlWu1pQry9QKhUqpqFQqVUqFRq1Qq5V6XV1Lg6GjudmKdAzYHX2Eneywtje1NOj0YD1eU1HZqNeCFyhi6hjsdG5as3bjWgjIsTtpexdOOOwUrNH0UXQXTpCYBTainTQFC4MgOOix28Gz2E7gmNkKfg94hwnQikQQwmQGX0AAIIq0ETaLg5SVEzSAIIo5UQzialAEozAcx1EaJ+wE2UnRYD8PKYGY2ezAcdCOOpz2l96O/O13frxr9FDP6oHBwcF1ax+DBcl1q9es6R/o7e4Z6OvfsHndu2ff+LdM1gp6PfpPP/3NqSvvv3z6pd179psQG4IgKIoiFhvMOjva2puM9Y0GIyw/G/WGjtZVzfUNzQaDsUZjrKxoqKk11FZVVaq1tZWwS9hUp9m6BTv+0pbz155P8r5EzssJ/lQxAPAUy3qTvI8Twmw2wAlBVghwUjCWdbOCb2p+nBPCacl/txhhhQDwLGkxzPD+eDYI1+3s0lFWCCREb6oY4Ar+UlwoJ4QTUojhvXKeghDgJPnK5IRwLOtNLQY5KXw752GkUEr0cYKfE/wpwc8J/oToZcUgK/qThTAr+BKilxV8rOBjeG9C8iXFACeFE6KX4b1Q3HHFUGoxzAqhtOTnhCBXDKWXIqzo5Qp++LvkmD5pAt6d4yPJFWwCFilVmGT58IwUSeSgA51IipEkH0iLAEky2QTfQJIPQH0E8MdJYUBh+HLSYhjMiuElbDYQF/wA0EkxFMsHmHzgzn1PTAozCytImg2UmCxOCLNZH1eMsEJgVoyU1gFLgKuAugnkFeniBIxUSzUXAFZ68XipswV6PyUdnhGPctnD8dSR7LnQz2+89asbb/7l+VM/ej3yw9Pe7x579ju+54SRodwz64UD67LPDMw/3XfvmT7mcQezt4vZTU3txG9tJ29sIad3Oae20h8PE9c3ER9utFzYYD23xvLBGvO7q9u/OWD5aD1ydgN2fit+fgd2dbf92i779d1dV3c5rz7edeW5QfErI39y7vivLr394LXTbYa65qaGlobGOq0Oxnk1FZV1Wl19nb5aXQ5RAop/Zx2sVF4pAa00KpVSAWNBtaoM8Es2mSxT1ig1sNoKK2n66lpddQXosMDEEpzCy5WKao2yTKHQalQwDWxtaTCbWiGRgbCh5g6TVquFIqu2vLKxtk6vq2tubmxtbXaS5GP9g0ODqzcODAJgOWmKInEaJ3pICiylZBEphoKME6zWu3ECPF56KbrXae8kCBj8waISbrHgiBVHMRyzkgQmn4HEoaqibBiK2OTeEEUJqxVDERTBEIsNR6wUhnYShAPHwb3PQVKE1Ya1d9gxzIHjvSS1xtnVReOPHxj+Vn7hpbe+1rVuNaQBrV27du3qNasHBtcMru7r6R0c6POGR3723R/+Hkz97ne/+93vVuQO//Lo53/xjxdu33zh4JhpxRwZs0FNZza3tTcbDI212pY6PaRYt+oNbY2NTUaDsaq6vlrbWGcwGrS1terqmvI6jbqqUr1xyDJ5dPCDK/tvzQcTko8VvVwxEMu6uYI/IYVmpEiSD3BSmM0EQcHDSSt3IZwuhmeLQa7gT+VD0DN+Lp+WJlL5CCeEOSEI94QUSi2GoeWBkieRD7JiMJ2fjGY86aUIK/g4KZwqyPDHikFWDMaW5d4TrnyGD8pFnxjipCArBBjeywhu4L9YwRfNeTkpvIKtEwC7iXyQk8KxrDctTjC8l816GMGdkEJQQ0Fzygor0CmEOSGYyq80rflgkg+lhUhSDHFFmennhHBSDM1IcqRzdG4cnmSA2hOCchoz9Lz5QELyJXkfJ/jhb4xmPCV+Cg6LZb2sEGAWoJQLM7xf/uokSM0JsEIgvRRhhBAnBDkhnFgIw8AUoF+GPyGkSBeO3C0cnRGPzojyZPDeitYDNrzBAT4lHb5XPHZPPHJXPDbHH4VR6Ez+ZHTmqHB+8qd33vj11Tf/7Nzp778R/t4rY986fGApuC9/aDj7zIbMU+tyz627/2TP3ad7uSedsT0Uu90eHcbvbKFu7rBfG8ZvbKGuDZOXNuIXNyLnHkM+GES+Odh+Zr31vY2WD9dZzwzZPtqKnt9OXtlFXtiJX97huLzbcePJ1dfGhpa/7v7BxVd+fuXtB2+dWqU3tNTp2xqbm/RGpUJVpVJpq8qNujpdubpcrfn3YerzakterVgBI+gWIVdVoVBUKtWKlYgB2HQFgIOReW1tLVjCg00lMPeVCgVkQ2lrKxsNxsYG/arWZjnLD6NwCwKJ07BKoq+u1evqIOuUIsjB/oHhxx4bWrvWbqcgBNBBUl0U1U3T3XYC3KnAvMGB4ySBOWmqi7I7SbKPtg/YHf1OZw9OO6wYjRNQVWFmK2ozk6gVQxEMRXDMimNWisQpEgfynsYJxGLDMIywIQ6SApKLsKEkgkKTSKOoA8dJnCJw1I4RJIIgpjYcsZI2gkbxXorupeihzauv3D57Py6u27Glb6C/t7unt7cXGPe+vr7e3t6BwZ7X3/zSf/7lr/4tYH0OW7999F//8XdF8XvPHxo3YzaLxYIgCGFDMStibmuxtLc16+pWGYyrDMa25pbW5paWhvr2pibo/Q21VQatzqg3aLU1FRWayopana52Irzmows778y4uIIfMCKRlwkpTgqnCiFW9II6MSHKXO9d6QgEnrNCaEaKQJXBikGuGLlXmEzyofSSHLSXFidmpEh6KRLNeBJSKC2G7xYj8thKZnbCST7EisGkjB0hmJ1BYh5gX0KMxPkgV5hkhHBUDLGLMmMN8JeQfAzvZXjv7NLRacHDFv3RzHiyCE/6ofdkCj5oTtN8EBrPeNEHacmcEGZ4/4wUYbM+NutJiF6uIPe2DO8FNAF2nCtGYhmZLwOggQ+cykcAmGSAy3kTOX+Sl2srtuiP8Z6o6GOzPibjLwErNNFJMcTkA9NZD5MPMHkfUwgAeDFFGbNk1MsHE6KXyfuAsOOEYDITkXMJpRD8RVBkKUrTwC8KZ0sbiSuAdQwcC2elY6nckRn+8Gxe5rxS945kP5z42ZUv/fzCS3/94ck//nLgOy+OfPvwc98NPpEf2cyPDGWf2TD/xJq7j/fc3d/FPdGT3Nsd3+m4tQm7Ooxc3Yxf34RfG0KvrkOubyIubsAurEfPrbOcWWd6fwNydhj7cKP1/BbywyH0wjAKZlgXd1GX9jhuHOiJBjZ98g3fTy6/8qtLbxVPn+iob2jS61saGht0egCgmopKg1anK1crFP/RVqtCoVAoNGpllUa94vBdAVvQGrVSrVSVa8DoVlGpVFYrFZoV/xC1Wv25xZJSJUefK8s0Go0CdlwVikql2qirM+rqjEZ9c3MjSdggRx4zW5sbm5qM9bBEYtDqDPpao1Hf3NSAWqw0Ta8d6N82NNTX2emk7Q6c7MEIJ0k6nY5OB93T6ewkKAdJUBjqIImSiLTb0dnvdPbR9m6a7rc7CAzvRLEunCDNFljNwTtMNGKhCJJAzDSOdZJg70faCdyO0ySKoRYziWIkikHUK4mgNIqTZguFIYQNlcsrHO/CCQq14oiZRBDUZoVQVQdJ9ff3Hjk9/ueLf7bPPdbd7ex2dK5dM9jf39vb2z0wMNDb3zewuve1bx7/f/7u1/8bwPrd/3z03/7pt3/+w1+GQ0cwikQsNhtigTSKjvZmU0eLXq/X6+qa6xtWGYzN9Q3t9Q0tdfqGulqoWHWV1Y0Go1arqaku19VVWDDDmXM776RGV/4/DwJxnipEkmIEsIMTwgkxAiAyI00mpFBqcYLjIyB9SkoTyUI4CVgmhWcWj3BSOFUMpEQfV/DP5MPQD8ay7tRimBOCM1IEcCq1GE4XJxJSKJUPsaLMW7MZ4NpDK28XKrVdcT6YlCY4SeabuGIIqjbowhKid2YxMi144mKQyQfYop8T/Ck+mBbDCdGbLPjTi0Hodtm8J5b1sqIXllqg1U0VJqG7ZAT3So8ZYPKBZC6cECNRQe5h2ayHyfiTfACyAoGng7EDJ4VZIcAVfCu8nj+R90P1lxQ8ST4Qy7rZ3Dib9TC8F7AslvXGst4S4E5nXclCmBUC0QwQgr644IeGMS74AQ3lwi0bgLED0HPwMaDYVCQWjySlyRUL+hMzxaNzD1+8u3RcTtFYevle8dj95VOzyydly2dwlV88li4cmV08lswevXs++L0PQ3/6XugH77o/O/XMZ6eeWfTvLLq38c+t5p9/7P7TA3NPDgLFntjXP7XTGdvrjO3unN5N3t5BTW2mPt6E39pKXR5Gr24hLw7bzm9AL28iz20mPthoe38Y/XAzfn4LeWEr9dE2/OxO7OITPZefWzPt27Lw4oEffnD4RxdP/9mFr8yfPLxKpzcYDFqtFjz5IJVEW1H1h0CVDFiwl6NSf660UqpWJuKfzxg1amW1Wg0JBWq1urKyskJTrtNUlrIMQI2lKVOU/Jggo8Wg1zUbDLjV1E2QvSTlIKnW1lbw862trjFUlOsrquurtU3GetOqNhwx9znt6x4bHOzt6e/uhEywToomgWOiMCdJ2mmcwFGapGBW6CRJ8KVy0nbIfejCCQq10BiCWTowKwItIYaaSQSR72YLMPd2AidRG45Y7QRO44QDx50Y6bBiUGFhKEKjKG1Fuig7RZAOkiIwnKBIG2LBUIvNipAEBgETFEX0rbf/6js/YT5O2df3nn/vK49++T8+E7+3Yd/ubmdXd2+Po9fpORX421/87N+jsH73Px/983/5H7/+1W8++e5ffeVLbzr7++XgHIvVaraY2jsaG/R1Wl1J7N7S0NjUaDAYDDqdrk6ra9RrmwzaeqNWq6ts7Sh/9mn6tS/vTM8Hk3wgJfrSko+Fq10IzQoTnBBOrlQ6qUWYWwU4IcgV/KligJPCTD5wb/EwVFgp0ccW/TDUS0i+2aWjd4uTpeYRZoisGOSkcEKM3C1OQvEVk/xRMRDNygULgCagJPQ+qcWwTEjlA2zRx4pBRghBEZTIeZN8IFUMsIIvIfnSS5H0UgT4e07wTwmeaNZfqrCgw2UFH8BxQvLFBS/DexOiN5Z1M7w3JvnhtAzvh+Ejw/ujmXFW8EUz4/DyaGacmQuymbA8Z8h6Yll3LOsGaEuI3njOwwoBeDKaGWd4b4J3x7LepBiKZb0rowkvw3ujom+Kd8cFL7CB0cx4NOuPC1AS+qMZT0L0whkYwc0IbvjtdHacEeRXxbLuGO+JC344bGreFVsY5QS/omTrNVOUw3xmF4/df3hifvnk/Qcn5x6+LNdWYBCxUn+BXWmaPzyTOxl7f/R774W+/83QD94Of/ry0986/PjDyI78oY1zzwzOPbt27sn+9L6B+E5nYld3dE/n9F7n7W3knZ10dE9ndLtjais9tbPz2hB6eYPtyibswnr04hB+cRNxcRNxYSt1drPt3Gbi7Fb87Fb8o63ohZ3kx8+vibuH04d386cP/PEHJ358/tUfnnk1eyzSrtU36rWQNqhZcc4uV6r+Y6BaKa/KFAq1qqxSqSxTKCorVFqNEpxn4C53jmXyXmulUt6Ohg2eCk05bNiWHONAuqVUKtRKTU25ylCj1VVWN+n1lNniwPEeu93pdCIWW2NjY1NDY7OhXldVXl9XW6erbWyoMzU12BATiVrX9vesGxjod3b3dXbJPlYE6cDxXoqmcYymCApDOx00BCbDFqGDttsp2kFiXZTdgZNOkqRQC41jhA2lMJRG0RW0QgkbSuCog6SgmLITJI0hpNlCoyiJWaBPBCM9GieAaCcwnLJY7QTeSVA0TlAYQmIWO4GTKGYnSAdJOUmy00H/8rMf//HC93t3bZn8+uFHjx49+s2jb565bh/spWmastNbXVu+89nivwdY/+3/fbTwJz84m5q+dO3qqVOvrN6wAUVsuAXptFqRDqu5rb2tuUVXqzVodY0GI6hYmhoajUZjbW1tnVZXp6s1GrR1utp2zLj/OccrX91+eXokXQzDlZ8SfYwQSkoTrBjkliY5KTy7NJEqREBGlBAj0I+kCpMw/ALHSpAaAIOeKgbuLU5wQjCVjwA9lCoGEqJX1hAshqGH4gr+lOhjeH9c8EPzWBqoQaMHd6CZE1KIFYOs6J1ZCsbygVvZsWnBA3XQtOCBX4FmIrUYhonkndx4VPQlpBCX9yZEr8x5CZ644AaQYvOeuOBNSt4o72LzHphRxngPzDfjgr9U/sjQAMCU98AIIjbnYgQ3m/dMLYwAnE1nx+FghvcygiuaHYWXMNkxhvdGM+PRzHhM9MRyrgTvTvK+WNbN5H3wfDI/CqgkV2S8N5Z1x3MeJu9jBHc0Mx4XvNNZD0Db51AoeqOZ8XjOczs7Fhe8Sd7HZNyxrFsBG5XQA8J2+Ezx6L0Hx+8Vj91/cHL+k5fmS247y6fml09mlk7eKx679/BkunDkXvHYXeHklbeeW37X+6dvB/7kTfd3jj33aejxZe+25fEduefWzT25JvXkYGyHM7a7685OOr67J76nO7rdcWMTeWcTdXMzdW0Ivb4J/3gzcXmD7aP1yPnNxOUtxOUtxNUt9MWt1OWd1IdbsY924+d24Vf2dF5/vPvm6IZocOfd409kXz7w7TOHf/DRq9/+2ousz23S6xtqao0VNbXl5YqVHeY/8PbFlf1Sfq9aqVKpVPJ6vUKl+IINm3plhRW6v5KpA5gBVClU4JALp4LFw7q6utrqmjqtDjW3UyTudDrsFA2uVc2NTUBjaSuqaqtrGvXatiZ9R3sLjlj7nPTmtY8NdMk5o4ALNIpCgBgUNTRJdRNkF7VSZ8kkvUzVO0iCRiwUhuKImcYxErXaMYKyYeDCTJG4kyagqbQTJIlaCasVM5tpHLMTuJ0gYXSIIjYSJyiCpAiStkDoIeWk7YTVSlitOGKmMJTGCQdJ0TjmwPHPcgt//92fjUxMULtX/80v//Zvf/yPZ965QazpRVEUd9DOrauPnTn5704J/8ejX/z1r9Ope3euXH/l9Bs9q1eTONGFE7gFQS3WttZVLS0tBoOhTqurNxihwmo21DfU1Rpqqwy1VUZttV6v0+lqn9xHvPzK8MVbB7hMMLUYTkjyZI2TwoBKiWwotQgFjixQgklZshCeXZK1lyUeZ0aa5PhIUvBwgh86OEhH56QwV4QBHEzHwvBkQvRyAhA0gRQfBLKsRIGnlyIwNWN4L+gJWDF4K+NKiN6k5IuKAaYYjoqBuOCf4t3x4kpll/fE+XGG93J5LysGo2KAFb1xwRsVfQkxwubdKcmdKvqTgocVfEnelxJ9DO+Nzo/cmRuV6xrRFxfcbN6TEFyAGozgThX9saybybjZ3BjLjzBZV0JwMQuj0wtjsaz79t0DgCDT2XFmITA170ryvljmBTY3luABsFzxOTeTccfnxwDOohnP1LwrvjAezYxHs6MM742JHjbvYQQAOzegVSzrjubkSi3Gj9/JjU9nXazoh2fiGReTGYlnRuFDMoI7lnPFsm6G9ytmVxwnFh68mFk6ubB44t7yiblPXwSQmn14auGz1zMPT+UevgoeqQufvAHeXQBk94uvfvOrLyRfOfDZmyOfvf7cd1965tOJvYvjO5e926SRjbnnV/PPr0/vWhvb3cXu74nv7bm1zX57u/36JuL2ZvL6JvzKRvzmVvriEH5x2HZ5E3l1C311C31lM3FtO31hC3lhG3FhJ/nRdttH27DLex0fP9kT926/f/SphRMHxNcPffbO5Hc/OlF49fD5p59u1upAJVCuVFSu9HflfyB7VSY7sSkVKqWirFKhMFSU1yrL1EqVWq0szfvKNZA9pwKhlqZMWaPRaFRqcAWoVq/EF5bJnD1w8MoVOxpgshBTm83c7iCJnk4nYrFZTObmxiYQvkMCVUNd7SqDsbW5BbMiFImv7etb3dPX391jJ0jKhjlwkkZRGkUhDprAcJqkKILsouwoYrPTZCdBrVgSo90ESVMEiVoJDIfMd8xspjAUR6x2DOuiKAq1dNlJO4HSFGGnaCDjaQIhEBONynUTRZC4BUFNFtqKkARGo6iTJCkbhiM2GicwSwdF4jhmBQUpeHjdSVz4+x/+3++f/bhvaN0G947n35jo3r/D0t1JdTqoLvvaPeuGxrcUf/rt/yWN9ehfHv3m1//1B5/9GR/ng6HDzu5OHLGSKAYKLHNbe1tjo06n0+v14NbQ1tzS2tjQ0qg3aquN2uqGulqDsbqxSX/yxPrrH78wk/XBIgubCbKZYFoMg3pTBo6iDF7xbLhUW7FiMLUYhuEUyH8YqICKMlSl8qF0EaSYnxdHCckHj2WNFZDEWR+Ip9isJyGFoqKPFYNACSXESHKla4NXRXNjiTwIGgCDvDHek4Azi944PwYAx/DelOhlBHdU8rCCj8l7WNELj1NFP5v3sHkPAAd0cFMLI/BjXPDe5l3wjkx2DCgkODjKu2LC2HTWFc2O3p4fiebGYrxnKjMWzYxPzbumF8bgfdmsJ55xMfOHbuUO3RFc07lRRnBDqTWddUUzHkCoWNbN5scYwc0I8o9Mxs0IrqmFEUArRnAzgisheqfmXbGse2reFc2M31lwyQ3gnCuWcyV5X1wYgQOgCmMEVzQzHst6FfcKL8+DAVjx1PzSK/PLpxYenJarqm+9tvDp6YVPXs1968v55TeyD7+88OD0wqenM8unMw9ezzw8lXtwaqH48rWzka+G93NHnlx8+emlI48vhvcte3YvjWwVnl8jPbd64Zn+e8+tnXmiP72/D3Ttt3d33dxK39zluL6JuLARuziEXxjGr2wlr2wmbuxw3tzZdWNvz9Ut9JUdjqu7HRe2Eed3YDf3d994vPPGwcFUZPf9E8/Nn3qBf/Xg0ive5Zfct/1Ph9cPGiurtLWVtdU1SoVKVaZUKT+35fsPb6XySrVSZGkUiiqVHD4ORRZ4RZatuBpp1MqKMtmbFIJYYLWwSiVnWMC/4J/1xSD7Jr0e6WgF6zs7QdqsCGqxttY31ldr66u1YDBg0Nc0NRrMbS2YpWOws3vjmjVrent77HYoZEjUaidwGB3SOGHHCAdOUjbMQRIU9rnsoAenAbnA64q2WGmL1YlitBVxopgdwxwEChEVkHVqxzDaimBWBDObSQQB9AFgwnEcwzAckscwzI5hJIoRNmSF/LLSOAF+NSBG7dk9cCs39ehnj2bm+He+9vqlM+/fvxL7LM7/Df/Dn377x3/58E++X/gjMZW5fXc6+p25qyIbufa1PV8ObT7xQrdrq3NHr/kxO9ZLErQNsyIkipVkGda2jo6Whvb6BshYg+Vno97Q0NBQV1enra3U6qoM+tqOjsYn9jluMS8A+QI1FNDYQFHBhg0rhBghBDJxTppIFUrDslBpa0/mbhYDCdHLFXxJMZSQQmnJD8RTXPBDZwcUfqLgBdyJCWNs3pMUQ/GMK5ZzJQUPk3UxWVdCHI+JHig3EqI3Lsj4wubHoIVMiDLlBNQ4I7jZrAcIrBI3NJ11xbLupOBJSW6u4I8JY1FJPic0YqUj2ayHK/ihMIlmxtm8Zzo3OjXvms66oNKJ8q6Y6GGl8TvzL0wtjEwtjEwtHGSyrnhmFH6MCSO3Fw7cun/gzvwL0cz4dG40mnNPLYzEc57puREmOxbPyL3h1Lwrmh0F+IvlXLGcixFcsaw7mh1NCK5odnRqYSTOj00tjExnRuW/K+uJ5zzQb0azI1MLh0rYNJ0bhddOLRxkBFc0OxLLHYLTsvkxBTi93yu8Ahi0sPhi7uGrwmdf5r/9ZvbbpxY+PZ17+OrCJ28ID7/Mf/pG5sHr88un5r7z6v0Hr2UfvpFdei1X/NLtGye+dOyp10dXCy8/vQeHf3YAACAASURBVDixXQptWfZvLY5syj65TnhqYH5/z/0ne2af6knstbO7ncxu8s52++09zlu7O69vp67tcl7dTl7bTt/c2fXxdvuNbZ0Xt1JXdjiu7HBc2EF9tI28uJu+vMd+bV/Xlacd0RcGZsK7M5NPZo8+nzl58N6JJ5nx3W9t37SXIgwVlfrq6iqVRqFQAFqp/zDrSLiVKxRVKo1aoYDZn7zwrFCAQEFTpixXKMsUCo1KDQ4zlUqlRqGoVCphWw3ILDB9Vyvl7NVKpRrsKDVqZblaAz1Lk17f1mREOlphtEdhONJuMre2NRqMBq3OoNXpKqt12pomvb61scHa3tLbRa/p7d3QP7DG2UkiCCQPglqdtiJOkuxECYcVo1HcQRI0ijtw0knbaZyAHB0HjtMo6kBspMlMmMyU2QIFWqcNpa2Ik6QpggaW3U7gFG4lcBS1WHHERpG4nSYpDCURFEVsMDokbCgYctEoTmE4haHg9AC28bARjaNYb4+D3tL5xoNL//0//fNv/uYf/u4vfvWzP/7ZD5f/TMg9uD+Xe+fS2eA7p6171yKDtMVhsdotji6UohE7aSMxC0XiCGIhERQ1WSgbRlhtiGllKbK9o7mpAWLoS9rRhoYGg8FQW12jq6w2GrSWtubNWx1vvDY0O+/hhOBsMchmPTDUAzhI8j5QVyf5ECsEgFxPL0USef/s0oQ84xeCqfwKNhUDCSkUL3pjyzAy83EFP1cMAC0N4AIa96joi/EeRnDH8+Mgm7p9/5B8QWY8sZyLK44zAlzMbq7gZ3gvm/ckBTfHezhhjMt74rlAkvcxvJfNj8VyYyw/khBcjDgWzbrkhkhwJ3g3t+BiBFdS8CSAFOc9jOCCe5R3RbOjMWE0yrvY/Fhs4VAsdyieGYVLfTo3GuVdMd4znfVMZ13TudFY7lBCct2ZPxDLuaJZ19TCoVju0NTCyJ35F24uvDCVH70juKKZ8Ttzo1PzLob3RrOj0YxnOuu6lTt0Kzt2R3DFcoeY3KFY7lA89yybH4tnRqPZEQAs4NoZ3svOjzPzhxIZFyeMycg475paGInyrunMIRnOMq5Ybkym53kXI47FcoemFg4CcgGQRXNjjDimmFt6eW7p5buLp+YenL6//Erm4amFB6czD17PPnwj8+D13Kdfyj44lXl4auHT03MPTt//9I2Fz17nP3ll7sHp3MNXcw9fnV/6Ej/72tsvvrB3B3350GNicLMU2rLo3bTk2ji/v292t3Puqd6ZfY70Xge31xHbjjO7um5upa7toK7utF/ZQV3fRl/dRl3bRl7bRl7bQV3dSny8y351O/7+MH5uG3V2O3VuB31lv/PSvs5rT3bffn4w5dk1E9yVntiVCu+N+/a+t2/4kMNh1xmNVdV1NZVq1f8PkCrd/pXYXSlzTwoFDAcVaqWqrEylVKiUZZ9HacpR5poyaPcqNOWqMiUE3mk0GtmaRqHQrKjeoa/UalSNBmN7UxPSbkIRW7ejs8feSSIoAJZRJ/Nc2trKJoNuVUNTW2MzjSGDnc51vX2rnT2lcoNEMbmzI3Dgd3CLjBogzoIdmi6cgLqJwlAKw6Eiwy2yRhRDEYAYkE2AZwNptlAWG25BSQKjMJQkZJyCGGqgveRkZhtGohhtRRyIDXYbSRQjMBxHsU6KttNdWI9tw9Fdd2aid+4mTt344MA7J7GnNph2DJi7SdxB4gSCIBbIoKetiNNG2DECtyA4JhulYmaz/FEtVkij6GhrB6/RhoaGJr2+sUHf1GgwGOr1ujptTa1RV9dQV4vhLePutWfPP5PkQ2w2kBRDHEzZRC8retmivBbDZj1JyQfPsKKXFYMAZ1+UlbOCjxHcXN6TKspsEegY4FQM743mxmRehvfCxJ0VfDF+fDrrYov+6ex4TPTAwEvmpOFBdpQRXCu1lSchepnsWDQ7kpA+Bx1GcKWX/dHsKJsfi+Vcd+ZfYPNjbH4MChkmd4gVDzJZGfugkJSbu8x4LOeazo3eWTg0nRuN5cYSggtqk2hmPJYbm86NyvVLbixZ9AGERXnX1MJITEaTg/HMKPRlUwuHorkx6AqjvAsOns66pvJj09lxaBihIotnRuM5z3R2PJZzsfwoy4+WiHxg0GR6PuuKCWPR7ChMJ2PZFUor44LfJvlDqZwHPobcPGZdgFaxnIvh/dE5l0IO3nhwcn7plcyD1zMPXp97cHr+4esLD17OPnwj+/A1QKvMg9fnll5e+ORVGao+eXnhWy/Lv5o/deHNyJ41Pa7tTn5sW861pXhoaPHA0Pz+npnd3ck9nezjdnZXZ3JPJ7OTvrOTntpK39pKXd1OXt6BX91KXB0irg3j17cT17bar221X95CXNqEXtqMX9hCXt3lvLzbeWGn88Iux5W9/VefXHt7ZOPU+MZbrmF2fOe7+4ZObOxZu6qxUaMBxSDIO/+Pb2qFQlWmXgEshUqpUKlUpWqr5Iors1RqDaSNV0L8qlqjUanLy9XgGl6tUQKHVZKS6tQqrUbVUFfb3Ni0qqUVM5v7nc4eeyeN4lh7R0tTs0GrM+rqtFptTXW5obaqub6hvaUVMbX19zhW9/SsGxigcQJy+hCLlUQQGPxRNgzKKPBvAIKcJDCCwAgcJaxWHMUogqRIecxH2OQjCRwlUStMAzspsgsnKILErBbaimBmK4laHXaCwhAStZIIQpttsGBIYaidwO0YYUcwO0aQCOpAEQeOEzaEwnAcxWDsSGEorFLT/XaUxhEKQTATiVoBgFCLGcwebFYURWy02QbYZydwq8Vk6zBbO9pxi/xJrG0dQLevamltaGiAkqreYGw21jUbDOAzU6erratW19eV9w5YXnp988fMSGoxHM95oKRKSD6QI7BFP1cMpIqBZCHM8N540ccs+uOFQLzoS/KBtCTjEVfws6KXK/jgcVLyxSUvK/jSy8GEFEiI3mjezYreZLEkHRhn8x75ks65E5Lvdnbs1sI4DNpiWfd0bjQOdE/OBV0SI4wDjwMHJARXUpIZJZjWseJoVDgQk0ZjuUNQx0V5FzSMKdHL5A6xix6AM7j+4cqP5VzTWYC8kvLAL/eYeU8sB0SSixFkAJV7t5xrev4AVDrTudE78y9MLRyaWjg4lX0BXhLPjEazo9HcWCzrnlo4BMfAm96eOxjLugHjpubHgZBiBJlWLwkg5A8juKfmXUnJF50fSQiHpuY//wbkD5k7lODdXyTm2bwnlnPF+PGYMBbLjcWybkXm4Uvzy6fml76Ue/jqwqen5x6+PPfg9MInry58enq+eJx/+DKw7wufnl4ZFH4eMZR5eGpu6UTu4WsM89Jk4AnSZn5lD3X32TXZZ9csPNmzsGfg/rZudjM1vY2a3oxMb6OmtpK3tpPXhtBrQ+iNzcTlYfTyMHppi+3iZuTcJtuFbcTZYeTDYfP5Ycv5zejZYez8FvLMMP6NzfiHW4mzW8mPtpEf7uo+v6/vwt7+b27p3IE3Yw3VFSpFhUqhUSvUqj8g//Lflldl8rwPVAgqmTKXs5hgYqhUqNQAX0oFBPCAuahSoSrXqEpWlnCvVKo1KnW5RgVGgCA9hXNWa5Q1NVVGvaGpodHc1g6qgk6CwszWZkN9s66+QadvaWisKa+ura3V1tUaDHXm9mZwRu7v7oQ0QHCJwcxmuXqyYSX9OkkgNCFrpmgUpVArjWM2xATiA5pA7BjmQGwOnHTgpB1bKcFQtOSKJYvarQhusQC+OHCcxhA7gWNmszymxAnZoAbFaRQlCYzAUTuBd9tJB4nZcZuTJCkSJ3FCjvwxWwgbgiNWxGJDLDYUsVnNstcNYbXaEBNmRYA1wxEzabaQHVak3YR3WAgbajVbMCuCWGzm1raO1lVgJQYcVr1RX2/UNzbojQatvqZSq1E16mt37SO/9s3d0XvumeUJrhgCqJJ32aTQysKNPyF6ueVgYjGQLPiBJErk/VBAJXkfV/CnF4OpYiAheri8lyv4k4InJcJKij8p+RKiN5H3A3ks6zDzHjY/xuY904InmnPHRM809HHCCJMdi2ZHp/LjUdGX4N1T8y5OHE8ILiY7JmNT3sPlPTDXS0s+OBtIB2A6lhDHAVkSoich+WK8JyaMTedGZcVT3gvImODHGcEVz3lkcRMPQidZbMVmPQnBxWY90cx4NOOJ5zzp5SCT98RzHlb0JgXP9P0V+MuOTi+MQWM4lT0UBzYt75Ep8OxYLOuOZb3RzDgjjMvzPoC/rBswCKg0NutJib6k4GF4L0wemOwYfGNQW8UzLvh4Md4TF7ys4INRY4wfT/K+aGaczbtlDYTgjYoBhvcneZ8CZn9ydtDSy/PLp+4vn5p7+PLCp6fvL5+aXz658ODF+eWT2U9Oz336IkixZsSjmaWT95dP3V0+Bhkbd/mXL3wjvLmrBzXXHN+FJZ7tSTzeldrdldjWmdrSObOt6+aQ7dYw8vEm9MZm4upm/OxGy+UtxMWNCGDWufXWi5uIC8PohSHk7DB2dhj7cKPlzJD1gyHLexst72ywfGOt5YNh6oOt1HvbHO9u6nxjNeajTWhtZZlCAfa11f9mt/n/pMJSq1VKhapMKaPSFzywVAqlWqEoB/k7cPBqpUaxog7VlAGtDvgF3aJaraxUyrim0WjKNSqlUqHVavV6Xb1R29rYhGE2kC/ZMaK9pbXF2NBoMDbWGSo05ZBV0ajXNjc1mE2rKAzvpum+zs5+2g4Sc8JkJqw2ECgQViuFoYQNRawddgK3IzYaQ+y4DZpEErXSBELjGIUhJILQVqTUHjpIQt7LISkHSTgx3InhdgwD+LBjmBPDaRS14zY53xDD4JM4SIJGUSeGd+EEEGokgjgI1EGg8L40iuKIjcJwGsUpG0ajOGqSTRdQxEZYraTZgposhMlMmMwEYiZMZtJsIc0WrL2DNFsom2x8ilsQW0cHYjIj7e0dza0tDfUNdbUgGW02GJoN9fVGfV1dXWVlZWVlZUurYeT5nstXngIpAyzixIoBJh9I8iHQoycW5TtXkOuppOTjpDAjhdhiMLUYBokpbDInRE9S8qaKfpCSQhUAr2IKPiDjAV/gYJARrZQGYwnRGxPGSsVFLDcGnaMMSbwX1A/JjG8mG5gRVkaKQiDJ+9KSLyn5AA2ZrIvLe2FNTx4UFr1wMTO8N5EPTmddMdHDZNxJwQNCU1YIgMCdE/wANyvNow9a1yTvg43uuCAPIqMZD5v1JXNuJvcCMOvQRSZ4d0JwxRfGQVUQy7rZrCfBu2cKAYC/6ew4jBS5XEBuqPMe+GxJ3gd0XumPLTHr8F1B6x0X3DHeA4cl82OAcVAdw3eSEuEwP8N7FRAudv/ByblPXwSN6P3lU5CoIWvciy/ef3Dy/vKp+w+PpR8cu//gJBx/79NT9x+chPvc0onY1OHxp3a16mu6zMaTw1js8e6p9Ti7mWI3U7Et5K0h/NYwenWo48pQx/n1pgtDyIUh5PJW/OKw9eIm7PxG68XNyPubzO9v7DgzbDmzwfTeRuTd9e3vrO84s8H0zgbL1zaYvzGEv7MOfXXQ9mJ3x0GkrdtQW+rj1CoQJfwrT+4/EL/KVgLENStpqeXKsooylWZlHboUdiJHYJYpy5XyS8DF4XMD0gpVpVJZoVICaVWpVFYoFdVlapkaUys1Gk1VRaVRW91Spzc3NqEmE0QNOqwYeKTApVinUddVVxgqa1rq9G2NjZb2NpupzU7g6/v6u2maxgnMbEba21GLFQQHIObErSYIeScR1IFY7biNRG2yjQyJO3C6CydkKRZFExiOIjaaIhykbNYuyz4JgkQQAmmnrSiJIOAAAX4MdozAUYywWqGCc+B4J4k6KRxDERtioa0IDRHzBOLASdpscyC2XpKibJgdwcgOK2a2QpqhnIhhQXDEStgQGidwmwmztBOIiUSQlbBrKwAWZkVWLL06VrW0Nun1DXW1jQZjswFWRxuNRn1tbS24ZbS2aj2BTdduj88KE+niBLs4WVqCgQ0brhhii36QjKeL8oCPKwa4IoitwN0pnBJ9Mt4JPmghuWII5A6pxSBXDLGFcGIxkJBCctsohTnZMSrM5j2lJZJkfiwpyfy6rFHKeVnRC9QVKwSimfFUMTCzFErzXrgmOSkI29Fyi8R748KKJQPQZ1lPgneneS/UYgBGYG7DFfxA54PeHRAhVQzI9ZfoTeRkng5KpFjWm5BCXMEP8ncwsZEVm7mxuOBmeH98fgwgA/pWlh8FXWhSkLGVk8KyXD7rZzJu2MtJ8PJ8ls3K1B54h8H5gVlP5Lwr9J+PWfSzYhDkrKwQSInelOiTHXiEoLwqlPUkC+Ek71PAqs3c0gnQr88uHptdemn24UuAR3eXAJ5emnv44v2Hx+4uHZ9bOjG39OL9Bydnl4/fXTo+uyTHeNzPTH74XkinVhlqy22I/qubrTeH0dgwGttETQ1jdzYSt9bZLm0wf/RY6/n11osbsA8HOs6vNn24pv38BvT8EPbBBvN7G5FvbrB+Y63p3XXmt9e0v7vO/PZjq76+ru3dNeb31qFn1mNfHbQGyLb9Jj2urTSuoJXmf5XUVPa/NWb4/cJKoShTKCohZ3yFwFrRNJQgS7Vi2a4G4ahaodCUKcDivVpdrq2oqtCUV2pkC8ByTVmlshyQSxaRKpUKhaK8vFxXWd2k1TfpjRZbO5QnTtoOPgQtDY3NOkOdrlZXq62v0xsrK5oaDatam81tLYTJvLa7p6+r206QclqqxQRNFgjTCasVt1golLQjWKcNdSBWcBAlcYIiceDFZRUVhlMECd4MUOLJGlQcgxIMMX2ePUHZMOgBcRTDLDLtBWdzEKgDBxEWQlusdgzDzGbg6R1WjLJhwJrbEQwzWx046UCs4NRMmMyEDUVNJtyC2DrMqMkEtRUkPGMWtGQfaDVbLCaz1WyxtLe1NzUZDVqtVqvX1TXoZC9Zg1GrrSqvrFDVVJevMmnDxzfeio3O8BFOmphdOlraQE4VJmcL4dmloytoNTH32RF4PLs0Ac/Avxxg1mJ4BcUm00uRVGGSWzqSLk6Alh1corhiaEaK3FucSC9FUovBxMqyIbj9sYIPmkdW8MHqTKoYgBUZNu9JS35QlnJSmBV8jBSSh5Wit0T/w/Fs0Z8qBmQ/HHCMKfhTohd+K6tPRW+04I2JHjAIBOcJAM1SVcjmPfGcBz4Sw3sZIRQX/FHBn5B9UEOxrBt8wQB35NVlPhCfc4P5VyzrlYebclnkhQM4wZ/kwaohmBK9KWiQBR+4enFCmM16OCEIBVQ0M14aa8i6ed4bFQNsJigPYaUwV/AzGXd6KcLxEXhrTvAn+RCcQVGKvijZis4uHru7fAxShuQ8n5W96JLPH5g63F88LlvQwF08TDU2lSvLFApFTa16s7PxtbXtV9a139qAXFnbdmntqgurWz7qbfnGQNu7q1vPrG3+6LHWs+tWfbTOdGZD+zuPmd4abHl7TfvXVre+vcb01tr2N9d0fH29+e211le7Vh3pbH3C0rCusbr6C0CjUiq0VeW6cnWJflIp5GC4PxisZMBSKBRKhezBoFGUlckiUpVGoYBcibIVM+XPE32VSmCsqjXKcqUCNnJUZUpYNgQDP5VyRW66YgyvVmq0ao1RV9eg07e1rjK3teCY1U7gDiuGtJsQk7neYDTq6rS1lbpabU1VtdGgbalv7mhuxcxWO4H3dDsHu7sH7V2E1QbmfDhiBsNiq9lC2FBgx2kUdRAojljBB9lOkCDvpHHMQWLQsnXjRJfMjhMQtFPSVYGhKIla7QTZRdmhcwRXHMyKUDbMjhEOHKcwhMBRUDzYLSgI36E5lWOrrVbCasVAs2pBMbMZRWwYhiEIYuswUxYrhKRaLBabFcUsKBRfWHuH7GhqsTpICvydV7W0NTQ0GI1GnU4HJv3NhvomY71er4eYtcryiu6ujre+si+eCtwrHuMKK5kuS3I8DPz/Ord0Ym7pxP2Hx+4/PDa7dHR26ejdZfmA+4vH7y4dTy3LNnB3l06CAe/d5WP3F4+XrNNl+Fs6KscrSJPs8kRi8UjiwSS7KFvWJVf8PGekySQfSuUjIP4CKEyI3pLIHoTvkAcKnsupYiC1GOaKERCUAmAlRLkEk2uorFyjwdpwVAqXTAHBKBVs8GRNvxSKir6pojcu+VnRywqBVD7ECX5wiYHiS34MhSEfiOcCsaybkf4/yt78O5E8vxINgkUIAQLEKpaAIDaQUlW9Vbd7vI7H9vMyHnvabXc5q3JRamOT0JISqdRSNd3uedO2Z+bZ47GP/cZLdUpi39cggiAAkVRW//D+pPfD50tkdk/b7tGJo0OiUABVJ64+n/u5n3v37trbsBkOm0mFwXZe2AEBGiwkZnlkgpjld/LCXmGwPd9AQutHb3e5+d2SEIM3Ce+8JMRuelt3ve2c8Cw/iBXF1Kv25l1/57a7VRzGwDMny+8UO3uF9m62sV0SEgV+F4M4nIp8kOvHSoP9gpgoiqnC8LAgHxQHyZKUKAmJsnRQklJvjRykZF3cb4rJ2jBVkQ+qgwMI3anIB5ex33OazFrtglaD6bSYw2L4xdDK6Yb7L7/i/x8frP7lB64ffHXlu192/JcP3D/4uuMHX3f82c+5vv+B9wcf+P78m77vfZO4+qrru9/wfu/r/u//HPHpN33/6RcCl18PPAzaft9vIRbUhrlwXaVS6XCVbUlrNy2YF3VaDa7TYktqTK/GjPOMiZ99XgiMlQrDcRzTYZgOPaOCfAolXhzDMK0KN2g0Ogw6R7VOo1X8/DQ4EFUqiIY2aJEqAnvHyBTDMJ1OY9KqbeZlq9XqdrsDAV+YDDIMs8FFaSLk9/rcdofVZF42mRcX9BbjomN5ecVm8bidsKyDjNWjEQalpRJgHfOuGwwbplia4yi0uzOnyak1lgEHZACsB6FQNEQ+4CiwJ13n6HUO1KcUR9F0iGQoGtK9QDyxzjAbXFShpTa49WiIBDQEv4cITXEkGQnTLM3QFBpisgGCpkguzHIkRQUCDEUrNBYVCIA/PUWG4YOwgVCI9NNBP0OGoECDnpcOkV7PKswHl01myMXxWKyrVhvkD4Jx69e+Sf23//atYvuwIh4BcYGOUbompdvycVs+bk/OmqNj2OWoDw+B0GjNTuvj4/boFDqM5ui4PjysSWmlgajKh1XYSJPSFTkBSFeWDiryQVlIVcT9qnxYkA/yk9S7BsRvrYShKEP2D3sV+QAMs2pQwQmJirhfkhKVYRowTkG3vLBXkuN3cw09OLvnhHhJSsEyUE7cK0mJrLBbkuMQcwUAUQLzljmQZfmdgrT3T/3Nz/gtZEQ12M4J8dJ8I3ruCLidFXbvers3nWfgmpDrx7L92G1vNyfEUY8MFl3D7aywO3fXSeZ7O8U+8rQCFwpYn7zt7ebEvbyYgLkHMqVoboMiF3mTdneznR3wh8jye2iNqR/LCeCNFcvyO1lhNyds5ntbZTGOVQapuRt0UjFsLgxSsJ0AfyjQ/4NRqjhIloVUcZCsiGnILysNDytyoiKma8J+SzzK/2Pi2bd+3mKzajU4+Lqo1LjVjP3+uudp0LhLraQi9qsve//zl1f+7OdcP/im579+w/Wn33D/2c+5/uwD//e+5vze171/8g3fd78WuPq65/mXHYmvuB/SnnWzzvDjEKNXY8sGjWfZ4lm2WBd0Wg2+gGMGHDNqVEtqFY6pVKqfaWCowTC1GjnzKRSVBsP0OPJswJQoHQ1ax9EhqyxMg2FaDf6uln1Rq9Fp1ZA9saDGNdjbmaNmXpdptVqtCjOZlvR6vd224nY5An4vGQw9YCNrQSoSIENeP+wYGQ1L+gW13WyxLxtX7Xavw0EFgmyY+vKXHnx5Yw3WA8mAf55/RdJEiAoEOX+Io8IRmmHoEE0QUDdxVAhGgVGKigRD6wzzfnT9S3QEbPm+HIlucNz7ayxw7RGailIMR1JI774WQU+GSI6i12g2SjFRiokyLBsgHlCogmMomqUZkNozZCjKkvCiIL9gwxQo44OEn6ZpigyHggGGDnFEMBoMUYEAFSbYAArIYcMUFQhSgSDtI0A1GvT5fU632261my12s8VqMVqtyw67xbViXzaZDRqNUae3Ghe//vP0n/+P3y+KB/zkZWt62v78vD46a00zjelJ/f60MTltT85a9+eNyWn79Yvm/VlznG7Ojuvj49Y0U5NPG5PT+vi4Oko3R8/ro7OSiCjdkpSoyof1yREUYs3RcUlC/WZ5cpCXD2pSWvG/rAzTUH9BBhf0JRAAURYOKsN0QUwURvE7KZaTY+UhssOEqAS4+StCEkEPsjmOIclYPwamybBlXRgkaxJqQsFuuCQlCvxuTty6EXdfCTs5cQ8lQcxdKBSYyMJ+pfCsJG43pkkQ2Wf5LRQ2Ib417QK7vmJ3566/c9ffAaZJMcbKDhJZYRfMZMpiHDGGfKwkgC53D0xNb7rzFwUrQWkXjQVaO0UxlWvvgoPgTXtHsWmFThacs+a7mbt3ve3b7g4GTWNO3CtIe3kB7aCXxSQ8rkoovQc51Ut7kGtfEhJQmhXFFFRYSr7jD/8u+Tv/7kuL+h8rcXBMtWjAzQYsaFR94Fn8dcL8e6Rh94Hre19z/qevu//LN71//gvUpx94Pvmq7+orgedfWv2QNf9mYOkbLt37Zs1PQIxRo7Ia9S6b2W93eCxW26JBr9FqNfiiBjNpcQP+f1BbKdfUqzGDCjeAMB3DMEiBhqxNbJ5AAS0eGPvN9Q1LuFaHq8BVBq3g4JpFtdasUUMEtA7oea1ao9FgGAZJPAsLCyaTyeW0uV0Or2eVDIY3omtrNEsFgiGv37psM5vNkCm9bDLbLFaHxeR3O4I+P7R4GxwHVg0cFaIJgiZCVCAQDpAgK2XDFEMSbCgUZck1LrwRYaD8QYw7y7xPR96nuC+x3BqNbGE2omvAuEMA/YMwxYZCoKSPUgwbCq+xHDJsCFMotIJhQQUWYTmAJFh1ZOF4agAAIABJREFU5EiKpZk1lmGCZJRiOJKMhAiWJCI0RYepMBkgyWCYDNAEQQb8HEGi4SBBUIEA5Q0AQjFkGBK9oB8M+wmf0+m2W0Hmblk22azGFavNaXdYLBajfnHJoFs2G3/rP7z3P//6UVs+7k/Pmq8z7c8zzfuz1jTzY8f4pDXNtGZnjclpa3LcuT+tT45qk+P6+Lh+f9z4/KQ+2Vem4TX5tCofNqYnjdFBbXwAw6X68LA4SFZH6bJ0UByli1Ia+sri9KA4SleGR2/Jk3lHUh7uV8R95fniIFkYIZPionigZLvkxUShB9VTAvYZ8+/k0+TBkQayCEVEpYHNeUGKQ5gNsGwFPvaqs5MfoXsZ8AVqsQIfu5USBWkPLCgKfKyqoJ64VxzuFiSopHYU9Lnt7ebFZK4fg3pnHiGxi3zWxT3YFoDAC9jlLoLHoRC7gxyNYfy2twtBij8Ud3KIR9tGgUDIjAwMLRJoyZHfAnufnLh324X6a6c4SBb4XSwn7mU7OzkhDi8DdB18yLIYzwlxKPNQlNg87Qf++6L/ylK8PETlKCqDe6m7z/YsrgVgf/7VasegVRk1KjWwR/+bPyiOIaN0HY45rSaP0xpye/xuh9fhsC8bzYs6vV6n1WAGHB3AH/3Lvn2ad15H/eMKBtArLKhxkKGiBhNX6zRaxbwBRKHKgg4wWYoaa+5ZikGphcyzoKDDMQj1NBqW7Gaz02F1u91er5cMhsGNjwqGvC632+4AYz+z0WQ2msxms8Nu8XpWgwEiTAbn2VxsmAywAYIKBMJkkA0QUGcpRQ1HgsA9DHszkTD9Nl4wwmxw3HsM++VI9H16bZ3hvsQhz/h1LgKK+UiYhjSwNZoFD6w1lltnOIgCYxgmytARiltDSRZslKLW2XCUJqMMDdNGeDMcEXzbCYaBqAqRIYIiw2EyGAoGwFkQ1KFoOEiEGDJEEEQgEAgRQTIYsttWVqw2i3kZWkKbxepwOBx2i8moX9DqzEaT2bQYT/3iD0v7/ORl+/Pz3v3L5utMa5rpTl925Iv2+LI+vWrAJuzkRfv1i/roDLZoQdBTk0+hi6zJpw35qCofV+XjyugQ2j2AHvQnWU4r83TlRxX5oNTfz8uHkOBZGB4W5CQ4oKA7YrCP8EtIVeSDgjINEFMFMZEfxApioiLul3opdP7wAKCtMkxDdHFBTuZasTshVZDixWGs1E+ibGQxAa5eCLAGydw4qSAdePiBMzoyI5z/CIIeUNXWjxUHydoQWd8UhCTQTygsh08WxAR0owUxUe4hA9KysAvXvBsmYfdbsZYui+gKEDsEKwSFPhpB5EVkHwgrkAX+bdJHlgefie0CvwvKjJy4V+juzPUNzzAo/8CkNctv5QfbWWH3lbCVhWQ0IV4cwrLoDnzsYj8OWap5MVGU9nNSsiQlCj0UjwEkYkFOFoTkX3334Te/ETaZtHr8/2ixbw5TGIZhmEqH0RHbOuN2Wk0um9nnWqEIb3jVG3S5PXarc8VsNer0CziuwbQaTK8GNupf/9JiKq0K2cW8O1LEcVylUuE4Dop2rYJuKkw7j1xF7LsK02KYFsP0C8iRZh6DjqvVahxTQbq9BtH2OlhCVBixxQU9ZFV53E6PxwUqSqhQvC63x+FES3Nm4/LysslkWrFZfF4XEfCRAT9NIbYblOtwh9MEESYDNBGKEMEoQXMkpUhDgSZ/QCISCpxnNjgOtFTrDPeAjayvsRsRZiMaWWM5oKIA7yI0s84wG9G1CLhxcRH4HqGZaIQFVxmknqeo91gqSgbXaBZ0W4BWYIZDkWGwhwfJaDBAhMlAmAyEggE66A8TAZAvMGSICZKQygOBz4FAIODzOxwOm8VqN1tsFitsPrtW7HbbyoJOs7CgXTLoHMvLL5//2k050Z2ctydn9dELKKnAaASAqfv5i9r0RX18UR2fVOXDxvR5Y3LanJ7U5FMQFTbko6p8CNNwkPVU5FR9eAgzqNIQ0ttTQG/BlKkqH1ZGhyixXUD4AvRWSUpAk/hOkF+8KKZKUkI5vzQ8KI9ScCbUWUVpH46CjLKRc/0YgFFOiBeldHGQLAy2cv1YQYoDHVYexouDZImPQ6hoTk5lh8n8JAUTACDRioPkK3n3drh7I+1AYsW7qV/FYQxeZc6CgfnnTllMZjs7QJll+S2EYnzsVkrkhHhJiBXAdh2aMDmW62/D0KA6SgNxBs424JpfFGBbYC/fg2IIYjK2QZ91y2/PzX+273rbnzWflEVkmQ8Dh5zwLC9tYbCt/krYeSXs5MQdcMYoDLZK4nZV2MnyOwUBPjMYvybyYuJOShQH8ZIchw85N1lGGavIN55PlmvxV3+/9fzgPwQIq2VR/b9FAv5LX2ocU5sxH2H+5V8hzg5/IfXkF76+zgQ8DjhCLnfI4fBbratmi3VBZ9DiWh2Ga+a+7D/DC0HbCIwVUjNAkTX3Plap1Lq5ZgLlFaoRAY8ScTBsSavVanC9GlvUYCat2qhaMGh0S1otqB/AqhSU7gtqfEENtBdm0OJ6NWbWqS1Leo/F6rVaPG4nFQytkfQDNhIJ02SAcK3YYXJvNS6C3bvNYvU5nYTXB5M1igw/WFtnaUbRjoeIIEmSFOEFrVOEZsgAAQJRUIpyDMuQ4TWWg7iK9yhuneHWQ/QDNgJjxA2Og9QcZN9Okoiqp6iN6BpYzXAMC9s/c0d57gEbgR2dNZqNhkgALDAFjDJslKFZkmDDVBiUCkEq5PdxRJAMEUHCTwUC4Lej0HBMkGT8AdYfoIIhmgiRPh9DEoR3Fbo/1CBbbU67w+102W0rJqPerNOYdRqb1Xh+8duF1j7a1pieNMaZxuS0Pjmqj84asxe1z48bXzxvDDNN+UVLPmuOjquj0/L9c6X1q42OlLoJiikooMrSQX18XBvOAQgmelICIAkavaKULsvptzWUuF+TjgCbqqN0UUwV7vcL0t67IS/FQTI7ShQGyYKcLMgHORnwIo6yQaX9orSfF9/2NEA0F6Q4MDaVYbo03s+LCfSuxP2ykKpKScTh8LF3J5XI8GuUyouJnBQvSPF5WhcKFiwOY0VpJy/sQRZOcQi27rtlMQ6O9dCgFaS9O35P8VkHOhxQBtANdZfDt8mMIG6AaqYkxHIiyBR2f9jZfMuF8TsVOZET90AbAUgHY8csv5Xr70KplO9tFXqbGEwTbvlnCm+PjPqRIg5ZBaEoaj5WHCRvhd3ycD8/QAhdFFPFfjw/ShaHibm5YiInxAtCsiQkbus7r/77x1974LTZdTDj/1e+cExnVrEfLP/yv3c/2nlw+f1f/au//eP/+qffefhb32T8bsLhJN2egMPpX7EDYNkWDXoc16sxvfott/2vvwj+FrYAH7G515WiaNdgmAZTwQKzBsPUGAZqUqRln6dU6LQqk1Zt1qihmILG0KDSGLS4fkGNq2D9cA52asygVQHG2ZeN4H5FeLyE18cEyTWapchwMEB4XO4V2EExGM16g8VgdK3Y3U7XqttDQCUVIjmGZaA7C5IcBTt6IZYMgIM7HQpClheMBdkAEWVQiteDCAcOfBGaAeUq5BsC+77OsRsRxLKDEPQ9RnH4ozc4LkKjbepoiHzARtYZBkwBI2EaMG5ussxEKSRuYMIBJeJwPhwM0RRJhvwU4aMJYp4yHYTRAeXxU4EgrECTAT8VCPhdLpvNYjYbrRYjRKKBH5ZJq17Q4Ub94orN9J+//7tV/hikzkCTV+TnFfl5eXxSmTyHgSDAECBUZZiuDp/Ph4CHaItDOkBBwvIBEFXwJODCPNdrT5kAVmQU3VIYzB/I805QTClO4gX5oCwdNEYHVSlZ4RM1IVWT0lCRIcgbJoqDOBRNCnFclPaLozQiYeZkFqBMUUzl+4niKF2Q90sApkKiwMfQhFGKF8REdZQu9xOQ2V6RD/LteFE8yM8jf8oSEgYgfdkwprxEYYBY/5y4BxKqGzGWlbZfDbaLwxgCJh4VYqXRbvU+nhf2SkIiJ+6VhN1C/xmIGyCAJ9veLfZiJTmebe9WBigtNQ8FGgrg2apKcWDri8NYTtwqSjt37e27/tZdf2tu6L5VHuzkxC2s1N+66Ty75bcho+KutXPbQS73WWn7lt8G88O7Fij9Y+Abi1Qec9JKgTMA4/k8dUfpbLP8TrmzV60ks/+w98nhr5/s/sKHf7D+O/9+7f/67eDv/C77a78TfPL053ZPv3Lx/V/6wV/85l/9wx/eNrdvO7u1YSrXfXbHx/773zz+g2/9IkcHww5H0G4nHCtBp51wON3LlmWtGmoWKIL0P5sLlmJ8jNo0FZoPqlU4dIhazVtVqtLQ4jimUqlwFaZWazVq1Xz5WWPQ4ssLGoPqrcZdq8HAHgtqN50alWY4ptLh2KJGpcdxy5Levmx0263uZUvI7SE9q0wwyNFByDf2elbtthWzaWnJoDPpNVbjIvjV+V0uKhDgqBAVCAAGsWGKDRBRiuKIIOjFo8EQFyCiZPBBmPwSF3nA0WssuCyEoxQFBNY6N886ZLiN6BoYIr8fjUYjLOjC3qOZDZrh/CEg7NdYBplhkRRHUhs09z7DbtDMOhne4LgNil5nGHgzEZpZo1kEeRSzHqbYUIijQrC5zVFhhiRogqBDJBUOMWQIzGSYIMkRQTpEUmGC8Qc4Isj4A2SAIANEYNXrtlsty0tms9lsNluXLa4Vu9fhcRiXzTqNQYtblhYIwvFXf/Gw1ksW5IM7IfUWYsRURT4oyAfFUTo32i8OEwABJSmRlVJ3w2RBTubGyZwQv5USBTkJqFSSEqhaEZKl8WFR2i8MkrlxMjdOZofJH/Z3i8MEwFZBiqOqRzoASmiOZQlFn1iRUVMGRVlR2i8IyYq4X5fSMHOHuHV4w9VRuiRB/nscvZNRusDHKnIKLl4a7INesiDC8DFVHx7DJyqL8ZKUKkmQOZgsSwdlMVl5W3mh1hLeW0lCz5eHyaqUhN9SGqniIHkrJQribklIVKV9ILzLYhwKPRgIFPhYdhi/EXcL0l5hkLxr7dz1dpFeVNorDLYRGvCxXD+W722Ve/Esv5frbxcH8Vxn7661k2vvlPk98HEFAmqup0WNalHYQrjW26wKOyUhhmX7m6/aT4rSdpbfuultZufi/Wx/Mydu3fV3wOu+wG8Xha2isJXvbWX5LWDoYYMBOlLwk73r74BK7aa3VZR2sv2nOWETBrF3/Z3iMJYX4sXWTqX6JJd79urVo7/+22/99d9/5+/+1398dfPhP+Q28+1ksbN31wJTx0RpuJsT94pi6h//cevRh78aZcmg0044Vjw2o8dpJZwuh9FkXFBpVZhRozLgmO5nll8BQgG4aef/BNJKqdG088UdvRo1myqVSqsB5MI1uHoBxwwqfEGlWlSrwTkLvlt0GoMWN2g0i2otjmMajQbMtrRzzZcG5gwLKqvJ4LCY3MsWwusmfC4qEGDCAdIfIsEO2OmyGi1gpGU1LoKFuc/pJgN+uOdBxMQFCGDZqWCIDRBgBbMeoqNEeD1Eb3DRdS7yIBIFC2OWoaIMi3RV0YiitHo/Gn0Q4b4ciUKHuBak3qcjayTNkRSUS+scGw2RoKpfo9kNmtvgou8xLAjoH3DU+lqEpRlQqyLDBooBFSsdImF6yFA0yLVgpZkhCTYUZkiC8QfYAMEFCIYkmGCQCxCsP8B4iYDbHfQSgVWv02Kxmy0Wi8VqtdosKzaLFSySIVvbbDYzEeff/dPTAh8ryMnccB9m2QAocBMCIuQHMYCY/CSlkNPFQRyR1nKyPEwWh7HaMAEapewwmRsd3AmpgnxwO0rdDRGlDbVMZZCoT9JZfg8hzmAfya+GqBwDIIMH1UmiKsXrcvJdqXZZSKG0KnEf5EQKAipAprBjleERBFyBbguSlqHHrAxSVSmpaFmBO0NMmYgQpywA5MUrMoKqipyCx3VxvziIF6X94iBZlZIFPlYR4J3Hof6Chq7Ax5QEIETwv90qT0ARUxaTNSmdFxMV+QDVa9Jegd+tSnHYXkShRCKCtpIQKwy2C/xuqbeb5fcq0m6ujXrAghirSvFqb6/M75UGmyVxOy9uYbB8mOtvoz0g4Vm+//iWfwhbi2Ajne1vFt+Jn83yWzlxB1axQOwPwgjQRmSFZyDxyPGPwJAMEmtz4taNuH073M4Ku7CcBXIMmNd+1t2GrG0IX7rrgZYfxXZnb2PpxO++v0YHPA6/277qWPa77QGH07ZoMOIqk0oF80HYgv4Zv7SKXQyGLarVwK8rkIfjmHbOryPNJ4aiBhUdPI4jhz8DjhlxlVGDgzxCj+MGjUaLad6m72BqDa5WzykwHY4tajCrUWdc0qFhgtfl97nJgJ/xB4CWCvr8fs8q5BibjHqrxeh1uNx2h9/l8XtW3xVeQmGCBnBBEiogjgiCzuA95M/HrUWiEY5iGCrCcuscux5dAwI+ytDvMeyXuMiDSFSxFVwP0RsU/T7DrpNhCDecX4eBuWEUcIpi12iWDVMRlqNpmqZphg6t0SzYxURDZJgMwmQAJBE0RVJkeG6SE4ZRAx30USEfS/oiRJAOkQxJUGHkh0WHyGCA8HpWYSnHbDRZLBabzeKaDyUW9RqTedFqXf7yV8L/64cfFvtxND56m6a1+9bOuB/LiwkYYCneWFUpWRbjZTFZHCbuIHRL3C6NECVSnCcJVqXkHR/Li8m8mARBIvQ787sgAdBQkOLvtB1z3BkkC1K8PEqVh/sKGV+Sk9VRGsaFMIKEehDVShIK2YNVE6XZLMpHxVEatEQF+aAgHsI/FVgEPCrOL4sYMTFVlZDaC955VdoHqIIutSolEWEHk8deMt/bm+tXkc4J6LCakAKNFeqr+FixH4fSL8sjkq4g7MP7gU/6brAQ+NkDTVYW48pUEeLs4SXmRxx0D5BvNPenjmPZ9u7c0eIpbGbDNpNiGo+88TuPXnUfZ4Vnd73tXPeZsmoE/jXvKPSBadvKStt3/U3FfAMWL296m1lh97a1WRhs3/Lbd/weovEkGGrugGXtq858qZ3fQum4pa2z9Lf+zVc3Ah6Hz7VCup1cwOd3282LWoj/M8xJ8Z+RcVehXg/DYREHcVjz6gpHxJN2HjmhuCRrsbdSLECfBTW2pFNDjo5Jq17UIDMsgK1FDYbjmA5DElP1XNilV2Mmrdq8qLOZDDaj0e9yBX1+wuujgqFQMABLvz63x71ssZkMhkWt0Wi0m81O24rX5fZ5XWD2AvnMZDAMVlnsnCdigiQbCsMCzTrDrDMcGMgAh7XORdaiHMfS0OgBs77OsetcZIOLgiZrg2ag44tSYIBFvxeJwAXBSTlCM2ssBSJ46AQ5JM5CZvAUGWYolqIocOkD9TxAFdjPg6ZBKRVpnz9CBDkiCIbIcHhX3YQ/4HG5YTiIKiybZcVmcdpW7GbLgk5jMusdTsvXvhm+bTy9a+3khHi+twf8BmyoIKE5SmDfm3sio0k8dAmwx1cZwF2UKA5jeWFPma8BE3IrJW6lxI20l71HUezznWFUXyj8V1FMoV5v3gkqj4tiqjJIwMAxP0kpHajCkcGtXh8eIm2juA+XRYA1bzaLg2RF3K+I6ZKQKAjJ0mAf6ikQKCgDAVCl1oapqpSsiOnK8AikrQik5nVWbZhqivsgWM0PYgU+VhzGitI+6K0gExvgpiDGsp2deT52oiAmysJBTUrnWjEFcCviPtBwd60dpbkDcSn8bahK8ZIQqwzTd3OZBXBKlWG6LCbn089Evp8qC6makKoJqbKYhBISA9/Cu87jPL9ZEJ5kew/Bjxn0ptn+5k33I7AKu+09mfv+PM72IX7jI7ABQlFCvc0fdp6gKqz/OM9v5vuPC8KjO/7RLf/0h51HsFmeVSyrYVWSR8YdWeHZLY+svOCfeXGrMNjO9mL5avx719/+t7/8Vb/bTvo9UZKIEEGH0QSMlVaFLWowjRot0Lzzhf9UDh5cXzAFs3B8DnMgdHj7UwWwMMj40uAaTA2iKp0aUysV1jvfTVokhTdocYMWh9oNfgphYoB3ehw36TVmjdpqXLQvGx12i8/pDKx6CaeH9AVIn4/2+Wmfn3C6nBabzbxsMS9bLcYVq81td7idLsIfoAIgswzSBAF6UUAE8CyOBENsOEiHguscKogiLBelI2s0De6g6wy3xgKcMe8hIGOjEdQhrrHIVQao9/cYNhoi2XBwnWEi4TC4MK8zzBpNw5VZlgXdQ4RmOLg+uM5TzBpNK9uFdCjIhimSDNIEQQd9dNDHkARNhMAYiwoEwD8LNnUowhsOrAa97oDH4V62KCIs8Jax2SxGw5JWq7Us6YOk/dGzf5Nt79520N/wV52du/7OHb+XE9/W6Xf8XnW4h9Q5w1hJjud7O++Q2egGLovxvByDPRjopOriIbRsxUGyIqeK/bgCgoi04pH2vSali2KqKsUrcqo8hPs2VpLjjdF891ZO1YbILwBt5MipxvQEyhMg6atSsjzcL0mJqrQPr1sSkEIiN04W5DnWjNIlKQYQCVerCKmadFQeIiauOkIS/LJwUBHTdTldHMRh7bEqphqDg6qUnLexcYA/QDpAGfgPVRIS+T5CVVClQgkJhVJhkAJBRlVKKgvFxUGyLB1CyQk1HSBsVXqrsajIB8UBEkhVxH3Y3EQ2CsIx5A02BYR9VSlZk9CHxaCkuuMf5fmnd+2ngE2KDaDiZAhG0cXJ1m3vMaQDAWzlhGf5/sc33Ud3nUf53qNcD7nQF4QnOeEJynHk50cPudDC8+DapfhtF8RdcLq45X8sG7IkbhcaO9/9kz/8lV96P+BxUIR3nQwxXsKi08DmoA7DFjXYAo7hmErRqf+E4cxPAJZOjdBKjWF6DNMr5JcKU+OIx1LNG0YdjqlUamX5WTNHMQPa2sEhJhqWcvQ4blDhelyzpMKMuApSfBY1Kogd02KYbn5NkxY36TVWo85mWgTtFeF1h9zeaIhk/IGgyx1ye8KrXq/D4VqxW82L9mWj02R2msxeh4Pwukmfb+6NR4DGHcqraIgEe6koRa2RNEDSGstF6QjCKVivYdgIzbzHRNYZbp0MA/qsc+wDlv3q2nqEo6IRGjQNUZqMhOn1EL3OcGijMAyPOdgrBC/TKEMDPU+SJBVGmazREMURQTYUitBIJwEEfJSiIBeDA+0VGVJ0WGhcGCKDPi8R8Pl9bq/D4bKuwMb4innJabGsWm1Wm2nJoDMv6uzLxkjEf3Twb7PNeJbfywq7N72tvJhAY/j+zl1vuyjtIIgRE0hwNIRWBU2QlKQvuA+Vwqc4TCj3WPHHAugT4OIAf/lLUqIsJoEIB6MIRYSlMFmwgdgYHVTkFIBXTUpDXQZCiuooXR7uzy0G9mtSGlo2RWABR3GQrAwSdQAyKVEYxXPDfZgtAgYVBqmydNB8/bwIa9hzyqw+OarL6dw4iVT48gGoyaA3BO4JqrmCAG1jEj5UWTiYrxkd1aT024/T3y1LB8Du16R0WUzWpTTgS3GQzPFILoumrjBkENE14VAKQ+XTwaXgRWtSGjpiyHWGnQEMBVv3H2f7m7ftj7O9h7f8wxyYIoLJdOfjG2Hzln+KfOzbT+74p4XBZrb/OCs+yc7NW+86j3I8ct3PCc/AQr8gPAIvamSFwT+96T66Ex5n+5tQ083dGjfBhjHHP8r1tyE6Ldt/DARZWXp229z+7p/8wW/+xjfooG+dIjcomvZ4jXP5+Dw29S3jPk8P/OmAZVDh+nljqLDg2Fy18GMVGo6rMGWHGf0MCiUMw5ZUGOr4cBUUVkpuhQ7HkJGDVgWyLFg51CrWNBgGvsmWRbXNtOixW70Oh9+z6nO6YcYfcnvCfsLrWXXaHU4bit5zWEwAWOFVL+n3QCoqdIIgXOIoGgDiAcWCrGmNpqNMGBVQFLVBIeiBvT9l1QYidtARXYtwDBwbHIf8/6hglCajLAlpOmss94CNADMFAguWoSA7B0IrUEQFRb3HsJFwOEwEOYqG6EM2FGLoEEMSdNAPq0UgbadDQWToHiLpEEn4A34/ser2uJ0uMBq1WU1Oh9VlW161WB0W0/KC1qDFrcbFr3xAn13/eoHfBTo8194tiqk7MZ4VdvNiAjbpKoMYqJPQhuycWynJ0KTMwUiKF8REfpgoDRBzX5FTVSn+LorN9Q2pigD3cwo47xIfL0sHReFQAabKMF0cxOvDw9rkCH63MTqoDVOt4WFbPq6I+5VBoirFYd8QCRGkA4Q+I6RcbY7TSM81QFgDs8La+HDOUh2UpFRjhAAIBqPozDltD3CpeFQoAFGTkHBMWe6Zbz6mKuJ+Vdyviwd1cW7HIh1CVagMYZESTdwHoIEDzC0a8lFlmIZ9SVRGCen6+BjsXhryUVFMVcR98M+Ad14bHVWG6eboDJ6sSScV4QRcRStiuiadVMR9DBwCb3sfIxvW7sNXnYfZ/uOs8PEt/yFY4ivJZXP3wif5/mMwov6sCeatyF3/rvfsVecRXDPbf5obPL1Vaqs+ylPMCs9uBERvQfIi+GYUhWd3/JOc8Czbf1wavMWyirCVb2x9789+/7d/64N1loqyJE0QfpfLpFWDrkuvxkxGvUGLK9s2iG/6aXilwTCTSqVMA7UaXDntJ05Xq1G9Bt8R0Y6plYxowzzIXoerl3TqJa1Wj+NLapVZpwEzLMUPS41hCyoVJFkA16bDMbVKo19Qm7Rqo2FpxWrzOhweh5PweMN+IuQPhLx+wuP1e31+zypojmzmZXTHOu1Bl5v2+dkAwZEkTRAsiXyTgV0C/RRHhaIUEwmHgYRCpRbNRmgG3K9QpCDLwfBujWXeX3/wIBKdq6voKMNGOIamCJYjIxGWpv0AQxAppkjekevWfF0xSjFs+K05RJSiIuEw+EmQwTBHBDmCDJNBmiJJGsTuPjZMkb4AaK9ggwfMsPx+v9ez6nN7YO3ZabPaLFanbWXVarPpF8w6jUmrtjtM/+7XmO9/77eLfKosHBR7CJju+D2UhyomCnwMhl8n7HhLAAAgAElEQVQ5IV4cxmAhpsDHyv1EVUJ+CZV5zVKW0w35SHmmIqcq8kFlAPdnrDKYNzXiPsCB0ipW5FRBSDYGR+3BYUXcr8gHtSGqF8D4AYqFurzfldN18aAqHxZGabjn68PDwiBZGaahp6sPD4HGKgup1vCwNTxEXhHDNLwQyPGRrnV4iFpC+UAZDhbFVFU+LEhxGC9W5IPyMFmRD6qjZF3cr8ip2viwLiOIKQsH1cFBHhmHJQoDkIIfFMREabDfEk/KwkFB2K/KhzXpCFx6wPugICerI6UyOqoODtA7HyJ/qrc14zBdGaYLwj7UcVB81aR0SzxqSacN+agmpRvyUXN01pBPW9JpTUo35NPmAGUJdqWXreFRTTrBsr2H2d7DfP9xSdy64x/d8g9fdb99y394y//Rbffbn7W/9cPOH2Z7D3P8R7f8w1edh7f8w5wIp/3RTfejO/5Rjn/0WfU7N+3v5PiPIFAIAG6Obo8+63ykJILc9j6GV7nlH962P87xj3K9p4g14x+BQSrwaHlpMy8+zUubOeHJHf/0L/+fR08++tX3aOrLFBVyOJwGo2betS2oVBa91qBFsnW9GlvS4fp/hn5XJomwajNPdUaopMG1CirhavBuV0H9tYBidUDugGNKnhiuBt+rZa3GrFGD/B3WdDS42qDRLGpUi7A2pFXrcVyrQlUY/JZOqzIZ9WazccVmWTYbPS53wOcHAt7v9a26PV6XGyKOl03mZZPZbDTZLFavZ5Xw+giPN+jzgN4SqhIyGOZIco0MswGUmcpRYVASQCoE7M1AKCFgynsMy5FUJBxeJ8MwJYQfgQQU8p/XaBZZJ7McsFfrDIOckRkGdg/ZMAnaK4aiWYaEi9MUydIMGPJxVCgSDEUpig76WYqgg/4g4Q2T81knSXJEkA2E2ECIIsMkGQz43QG32+twuO1Wh8UEnx2w22lbsZrMOo3WvKgjSOvms6//xf/77ZIQA64ny+/ku4lCD/WAMJUuSamSDKRvfO41Gi/ISUV1hXgf6JKU3kRONUZQnqSADwK3OOj75tKEg7qUrktptLIjpECJ2p6cVeXDpvy2aqhJ6eboGI6GfAJA0xgdNEYH3fFJfZKujQ9bk+P2/UlrfNKQj2rjg/rwsDk6BgAFICgLqZqQnrvfpOpyuikd1qV0Qz6qSUcN+ag1PoHsBeglFacdkM4qmn5kFQWKWVlxxEtXBwdKBwonVKQTqHGaozMIhK+Pzhry0TxN+Vg5vz46qwzTzfFRU0J+xe8uD9QkdAV4Yw35pCadNEfHDfm0NT5pT160ppnm/Vl9fFEdZRrjTGVy1hldNsaZ+viiOXkBWIYVhEc37T9+1fn4pvs433+c4z+66fzBTe8PAbBuen94y3+YF7dedT6+5T/MiR+96n77pvedW/4h4EuOf3TX/eOb9h/f8Y/uOo/u+Ec3/OM74fHcRf8RhIVk+4+Rc77w+JZ/eMt/eMt/eCc8hpTXfP9xrvck23tYlCCDBCYAj/KdxxAuUhK3/vpvHm1v/fqXWOZ9kvTZrA6LUWkAdThmXFAZNBothmkxFQoT1OCqn7b/jOOYfkGt06rU+FtCCmor3RzRtPP8VNQDzjFLhWEYhoNhFkqpgNhBrQps/AwazQLalF4wa9R6HAcxhFGj0s37Vj2GaTAVuMIr/aN92eiyWh0rdpfDiXDKsxoMEG6nC0b40BU6rDarybhitdltK36vz+d0UoSXI4I0EQKlO8hHOSKotIpgsAdbitAGgtPDfMBHg/oUmYhyEYj8Qtn0NANLhUrEIdi6Q8kGD8A/K8JyUS4CwiuKDLMMJBgyNEVyLA15hQyNdqFJv4cliXWGgaR7jg7SRCjiD0UCZNhPRGiKDIZDoTAVIP2eVcieWLHabTabzWazWq3gj2zTLxg0GpNRTzPOxP6vfnYbK8loyyQr7Bb78bI43xjjY8rYrizGC/xuTYrX5ouBVSkJj1EPNUqDnwzqbqR0Qz4qDfarA9TygLCzOjh4V8KOSBk5hRT2w3RtdAR+W+D90JaP2vJxe/KiIZ+C31Z9eAikUnOGzHubEvIXrE6PG/JRa3gIvRJyJJfSzdGcjZYOW+JRUzpsDY9a45O6eAA9JnRh9fFxbXRUGR02Jqfod+XT+uSoc3/anpw1Zi+qo9Pm/XOltlKKsrkuDKLgTwBh6+Pj5uisLT9HRuqT0/roRec+U5OOatIJxNA05FP4EWQGNsaZGvp+XpPP4SM075/Xx8dwQnN01pBP2pOztnzcm5zWpfPW+LQzy0BsM+SftmdXrTfXkOPVmVx17jPtUaYpv8Tuuh/ddb9z0/7jHP8RIM4t/+Fd9zuvun901/1OXvhOlv+jV91v33Q/uul/eNP/MCt8mBU+zPYfQ2LiTfcj+MVs7+EdSlV8dMc/yvEfAaUFpqj/0P0oKz4BT36YM97wj/PS5k338U33o2x/M9d7Wug8LQhPcvxHBeFJUdrOdR8CB3/Xflrmt/7+ZvPi6HffZ1jS73FaTVb9omKStajBlg0a/YIaGjQgv39qeYVhmEaNwSqPFm01v20kVfMGUDv/t9ISQm0FHqRwLMxtHmDp2qRVG3GVQYVDrioET6hVKCB6Sa3SYRjIuPRqzIRj2rkl6YION2hx+7LRZjW5bMtehyPg8wcDhN/rI7w+r2fV43K7HE7Xit1hMTmtJvcycgf2Om0hnzvkc7NkADisUChEBQIRIsj4/IzPDyQ34w+gxHkyFKWY91kuEqbfpyPAvkNb9yDCITXW2tp7qIBCe84b0GDCQVGoVQyRULJFaOoBRUOuKnSF6ywVoSmWoRiSgPYThBccRdOhAEcE1xkG9oc4IhihqTAZZEMhLkBEQyToGziSBHvSMBEM+vw+p9NpsVgtRot5GdbFV602t3nZpl8wa9RGk/aDnwu8vPjlm+zTipyAdVzg14FnycOOC6jP+yD/SVYGMRj/KQRwXd4vD5NoSjVJA+jA/d+YnkCsgdK2VMR0dXr8LkncHJ0BTd4an9SHh63hYXN03JqdwlZj8/Xz5ui4PTmryef10Vl7gvLVG/JpTT5VvB/A+gbcUOv3x63ZaX1y1B6lu+PnUDE15KOKeNSQj7rjk4Z81JpmKqPDxvQEHCa6Y/QqSsAV5DNUpJP2+BIKotb0tHuPTmuOzurSWW1wCmUUqoPkTE0+r0vnNfm8OTpuyi/ak+eNyUlTftGUX3TGL1r3543pCRj1NKcXdekM1ssByFr357XRy9bry8Y4UxufNSanjfF5d3LemWVa4wyYkbWmmfokA84ZsKnenZx35Athet2ZXLXGmebksju7bs+uIK25N/2kM7noTa+a92fN+yvspvtRbl4H3XQfKy1hvv8w1/kOdILAUt3yH77q/lFW+PiOf3TT/eiH3Y/v+Ke3vcfQUeY7H+fbT7K9hxCmmBMgee1JUdq+4x/dSVBYPYSgscLw2Q3/8Ifdh3f9j3L8R3lpM9t/DLVVVdosS8+y/cdF4Rl4RcNK5D+VH5+d/laECPrddqfVZFtSKyij1WCGJZ1GowGzPYMW/xfUWDqtyqjBgSz/CT94tQrlGuLzKSE23wF8ew6u9JIqSNbR4diSWmXSonJpeUFr0C2AcAHHMa1ao9OqgLcyYCrFDx4qLCj39FoMpKErVpvNavJ7fYGAjyD8fq8PQgztYE4A3nUWo81i9VptAYcz6HIH/N4g4Q+HyBARJINhKuhnKeSSzpFkNEStQ/BqJAJqgyjDwoBPOUB4tRblNjgOmsENDq3dKMwXR1KQRoHkozQbZVgIW1VQbAPEohQFeYjREAmAxVEhNkzB2iNNkQxJ0BTBEUEuGGBDITYUpgJB0ucLkX6aIkJEEPZyqEAgTATJAOFxOJ22FZvVZLFYHFab2+6AUanNZDDrNEaj5jd+nfvBn/5mvgyAhRTtxbl/XlFKo5UXJFlAjFV9eFgUDxTXF+jp2qN0Xdwvy+nK6BAKGah6lIYODgAyZQkRPGfqQ1QfNeSj9uSsMTntjE7700zr/lx4nelNMp1ZpjE5hTKkOTprvD5qT85QezU9qY+fN+/PmqPj+uSoMUVMc2Ny2v/RBZQenftMfXTWnFzWRy8Q/ElpBZ7ghN7sDMooJY6vM7nqzq7hHFTCKOfPMo3JaW1e8sAHqcmZpvyiPjqrDw8hO7l1f16fXrXuzwF6+NfXUAc1p+ft2UVncqUcrdeXcHFIiW+9uW7MXtbHF+3xJUTHd+RMY5xpjU/roxfdKcoVbE/OaqOXcIXu5Lz3xaf16VVnctWbXvXuX3Yn573pVW96xU+um/LL1jiD3bY/ftV9fMc/yvYfw47OHf8023+a7T+GeifHf5QXQR71BGAIRop5JMjazPY3C8Pt0mCzKGwVepv5/uOGHMv1UFZHYfgsJzzL9Z7m+49Lg00g5sHEq8Bvg/irNHhSEJ7kpSc54Ule3CpK2xVptyTEisJWWQDAiuVvd/7k7Pcojytgt/mtVpt+AZo2NY7ptNiiXq1fwDVaDOqsf86EC8dUBq1KOeft8ziuSBYUHFzAMGSJpVKrIUEHU+OYGgo0CBZb0Oq0Glyr1hi0KlAzGHRQ6GEGrcqgVWm1b9MMDRqNRoOuAk3loka1pMb0GGbWaUxGvc1qclhMPueqx+X2+/1er9fjcgdWvQG32+d0uqxWp8Vis5rsZrPHYfc47AG3m/C5SJ+PI0mw66QJAqoqjggqmcxRigL1ORRNkTC9wUWjISrK0BzDbtAMWM2s0bSSPLgRXWNpBgz/1lhmg2Y2SGqdDK+xzHssxQWINZpd51iOpSNK+caSAFhRCiILGYaiQSAGBg8kGQwGA8FgENj3NZbjSBShyASRoBRUoyG/jwz4w6vekNuzandCML3dtrJis3gdDofVAgQWjmNOpzEZ++B//t138s13SCXpnTYNnPPE/YqYrklH747PoXuqyofN6Qk82ZicNCanrdlpc3rSmKDeDW7+5v0ZsD/18XPUZI3OADjg/u9Ozjv3p43pSef+dG4WeApepq1ppj/N8Pdn/deXrWmm+8VFd3Leuj/vvTnvTU6V87vjs/79Vf/+gp9cd+7P+dnL7v11b3o1fPPd/v1FH7y9Jlf8/YvOLMPPLntvzuH74P+76k5f8pPr7ptPeuOL3vCiI1907k/r0nlTftkeX3bki94k07+/4GeX3enLzizTm52BWVh7dtUYZ5qj48Y40/38RXvyHMijxuS0M8u0Z1et15ft2VV3+rI1zbRnV83pRXt21Z5dtceX/OyyMTntfnHR/vycn10OZp8K0+vu7Fr4/NPWONOeXQHYNUdnvclpd3zWm8ArXsCletNPOpMreKYuXzRml+3ZVWeWqU+v5uXVBWBl8/4MAK47ucA+az667W7m+U3YpClKO/n+Y2jKyvL2bfvjnPDkln8IPFS2/7gkbgOvhPLa+jslcasooVw2SKOEAEWIHsqJWzedp7n+tiKgB+1oXtwqCbuQsZEXt/LSZlH8OMd/VBhs5cWtorxTGu0W+G1Yeiz34n//949Syd8l7Lag0x6w22xLWgAsHHz7FrU6rUqnxXRaFfDoP/ULxzGDTo18FOZ60Xf9sDTvYJYyHFSpVMhnBlNrVRD/hQy79GpMj2sMKo0OxzS4ekGtURSkYNwMHqSIL8PVKhWmxjEcU+lUGI6p1Di2qMEMWlyDq/WGRavVarNYvS6337O66vb4vT6Py+33+vwul8tpd1osTpPZYTE5jCbPssVpsa3anYFVL+F1E143RM5wwQCQWRxFcyQJMgKw9APvqjWWAzSB6omh6DWWWWcpsGSIchGOYVma4Sg6QpPzmHtqg6IjRHAtFOSoEEeFHkQ4juPC4RDHsBzH0TTNMBQXgSlheI2ko0Q4SoQfsBE2FIKwezZMUeEQy1AMHQoFAwxDUWSYCoYYf4AhwxBbDwZYZIAIBgjCHyC8vqDLDRWWw2ozmUw2q3HFZrHbVoyGJZ1Gq9Wqg5Tj+PSXPrt5UucPysP9omLeIqYQYTwXVSr1keJmhRLqpidQ6QDZBAVOffwcwdD0JQR0NsaZqnzeGGfq4+eAZYBE/P0Z+Jo25NP25Kw7fdmfZjqzTOc+05llOrPz7v1pa5rhZ5fCm+vW9LQ1zdReX8DN3BydtaYZcXbRG191x2fw673pVedH1/ybT/nJtTC97o2vxNefCJ9/2pte8bPL1ptr/s2n3S8u2rOr5pvrxpvz1v1594vzzuur+viyPr6oS+d16awlZZqD5x050x5ftqWL/vCSly66bz4B6OlNr1rTTGd23ppm2rOL7uxaac3gp91Jpjt60RtftWcXrfvz7vQlP7vkJ9e96ae96VXnzcve64vu9GX/8/Pejy7bX3xSf3PVnH3SeX3Vvv+kPr6oT6+qk4vm5LI5uWyPL+ujF63xCUpfvj9rTTPNyWV9et0bo0qq9fqyNblGvNU00xpnlJINvbHxWXdy3r+/6E0yWF7azAnPCr3Nu/bTm+7jvLgF4bd5YSfbf5yX5quCwrO8uJUXtyBHKC8+K0rPIEQX1nQgezIrbRcHeyD7hPML0k6B364KO1VxuzRfPASQKgooTBFdv/2k2N0Ely9YtC4KzyrSblXcrvS3/+ZvP9zc/Y2gY4VwWt1mo0mLz8VWmEmvAcMGQIp/thvEMLVatbSkNus0GjU2xztcCTEEbMLxtwAG3R9IPfUYhmGYAdn+4WC8BcKrBZV6QavTaHQLKpUe8p8X1DocW9KpQQChRfosjeK5vKhWo7JLq9LjuFmjXjLozGazzWJ1Wa2+FbvP7Qn6/MEA4XN7fE6ny+VYsVkcFqPDaHKaLKsW66rd6Vlx+D2rAY+T9PlIn4/xB4I+P0mSgAUcFQKrT2CvQOGJLPcY6gELflUsSN6BegdE4xg2ykWiDL3OhlEcNEU9CJNgLgpk1hpNR2iSIQmQOLA0w4aDkNUKNhJwTVA/AGBFGZYNhWiCgHaVIcPIEidMhYggRZGhYIAmwmSAIPwBMuAPuN1+u2PVanMvW1aWzTabzW5bsVmQUTIYtz543/9/X/12trxT65/MBYrpxuhQ0R8WxbczLxANNEdnrfFJUzqsylA9va2S6sPDLngoTzPt2VVjctq5R3UNKgTGF837q9r9ZXN63nl9Abdfe3LWn2Y60+dt+bg/Pm3JZ93py+6bT3rTq+70Jfy0Oznvfv6Sn71szy6ATm7dn7dnF73xBT+57s5QYYIe/AgefMrPLoXPPxU+/7Q/+4R/86k4u+Bnl/C8OLsQ3lx3Z9fC9FqcXfTvL3rjq7p0BoBVG5zWpJOadFIbnNals7p0pqCD8Pmnnc+ve68vep9/0pte9V5ftCdnvelVd/QCTgCM6L3O8F+87E5ftsYZcXbRnl1BGdWaZvjJ9eDNFXrDbz5pvbnufH7d/Pyq9/qiM7lqjy8b4wyQ5e3xJWpO5ee9SaY1zjRHyE+xNbpoT17wk5fdyXlnctWUX7TuzxvjTH101p5dNcdX9fFF/XWmNT5py8fd8fPe5BS4PCwvPlViuIvCs7y4letv58WtovAMesCSuFUWtovSTg4WZfitorBVFuNFYaskbhcG27nh9q34rDDYzg9iOXErK+xm+b3CYB7qLTyr9LdLg02QVqESTNoBCTvKApG2c8Kzshgv8NslOZ4b7hSlnZK4XRbjAIU5ce9v/+bjR4++GXI4gk67y2Ze0moxDNOoMYNWZdFrQVJg0OIa9b/kiWVe1NlMC8sGjVb1LzlnqTDEYykFlyJPVexrwNjPoNHocDWUazqdblGthmQKDa7WaVUggsfnLSGsBKlUarVaDWp7gwpfhLHmglqv1xkMBrPZ6LZbPQ4n4XR5PJ6Q1+9ze/yeVdeK3Waz2Kwmm8mwarV5LFaXedlpsficbsLrDrk9AFgMSYTJIOzBcP6QsmYMlnswMUQbfyQZoamN6BqkoipZXoBWa5Hoe5HIGstEaBKUELBUSJHhMBGMhGnlGXDFYsMULDZGGVrxQeao0FxdQTAkAaJWhgyxAQK07FD6UUGCIryRYAi5OAQIMuAP+X2E1+13udwOi33ZaDdb7LYV0LhbzMuLC/oFrU6/oP6VX1v//p//Vqkbbw6eQ90E4zyYpsEITOGbgEeHERU/et6STlvSafP+rDm5bI1P25Mz/ouXrTFygm9Oz8FkuTPLtF+ftaaZxvi8dX/ReX3VHl/23pzP+75MfXpVn161ZxeNcYafXPOT6/40A81RZ5bpzz7hZ5fd2bXSjvGvr7vTl/0fXfCTy+7smp+8VDqp7uyan1wPZp8q4NWbftL44ro9u+h+cYEuMrvuf/HJYPpSmF4DmArTy5aU6ciZxjDTHJyV+8cV4aQinFQHhzXppC6dVaST7iTTm161Z1f8jz7p/OhamF7zk2vx9RVgUHd8BeUeYHd78hy6zs7kojW5bsvP4XmoNzuTK/H1lfT6qn9/IUwv+dlld5LhZ5et+6v2+LI1Pm2OztryMX9/1hw9hzEiCClq8mlFOm1OLlvjTHN6XpfOu+Ozzv15c3LJT17yw9OOnKmPzjqzTHty1pieAM33zmDxqDk6xrLS7ithC9ZiitLOW0CRtnPD7by4VRjtZqXtrLBbHKDcNCWvsSTEwGG6OIwVxF3w3wInMOWAMA8lkQ0Sw7PiZk7cyvW376TYXe9ZUdopSjt5IQ42GgUeRewWBtsgeKkM04Xm4dWf/EfK6QzYbVajflGD6XBMp8WW9bhFrwN3KnBQ+Oe+cDW2YFAvmxctJp1mrnFXY5gGU2lQWPR8hRASUnEMkr4UZxg0VdRgCg+l8FOQpgNRFDiO63CVTotpVZgaxwwq3IhhZgw3YphBi2vUKjWO4Zhao4ZIMdWCSgXhFEs6tc1k8FiXPQ671+EIulYDbjfh9QV9fjBNdjtdkMfntFg8FpR+7PesBla9cBpFeOEIBohwiIIlakATAI4oRW3Q3IMQzfoDEZqCogmJEiLs+lpkg4s+YNH39yJrEZaLUgwaKdKswtmv0SwbJt9fX2MoGrK/2DAVJoMotiuMoihgKQeifUCrBdZXNBGCQeEaGeZIEtJVOSpEBYKw+x0OUUGf1+N2uuzLKzaLzWK121YcVpvTYrGZDIsalVGDW426nSc//4+3Tyo8+AsfVIZHSFUgIX6qJp1U5cPm6LgtP+/IGXDpAzPShnzamWUgUAeaI+QBDwzR/cvem/POLIMmVtOr7hcX0ED1plf85CVUB93JuTC9FqbX/fuL7uS89/qi/6Mr4c11b3rVv7/o31/076/60wwUQZ1ZpjPL8D/6pD276E5f9sZX4ghhR3dyAQgFTJD4+kp4cy18/qk4m5dg05edWUacXfSnGX7yEiit3vSqM7lqjs4a40xFPCrz6bKQKgj7BWE/20vcdZKF3n6xm6yIRxXppCKdtKaZzv1pf3rWn2Z6k0x7ctaeXdRHL5rT8+7kvHOfaY0zjTFi5cG7FQWjDU5rcqY6ylQGL+rj4/bkrDs+6ULjfH/emmZasxdA+bXlo/o8sbQmpcvDZEXcV3JqGvJRbXxYHaVh6grSqvr4uCadgFIUyt6qjH5d2RZShGMYFDvzTSuUfVgeJvO9naqUzPJbOXEr24/d8XtQ6ZRGu2UxXhX2yuJeQYpnpa3iELI0ICcSEiJ3Yc0K1h1KAuxA7OWGO+8a0RSkvZvRzmfSMyipwFk1P4rfSbG74XZB2isP47lxEhJ6q/3Uq89iD4Ju/4p1Ua/RaTENhhkXVIsabEmPYmy0/9y6M4Zhc7fPZT1u0WiUwd+7LPtPejbMfwDngPPMwhy/wJIUx5G6SodjGrVK0YvqNNoFHfiRolQLPaCYGmEfjqlhecig0eCYWqtTmbRqo05v1hvsy0a7bcXtdK3anSG3hwwQXpfb5/a47Q6nbcVpsTktNqfF4rTY3MsWl3XF63D5XR5QxtNBPx30kT5fMEAwZJgmQpAMSJHhyDyMC4qpKEtGaHKdY9ciUZZlIxyzvhGJRtgNLrpBc1GKAd4dWK0oQ0doEgj4ByTDkdQDioXmkaUZ4LzAPSJCBOd5E0GOhUBWmg1TZDAMsa+wLciGwkgvFiBQcAYEahC+oM9LBUOE10d4faBpcNpWlk1mu9nitjsg2kuP4watasmgTZ38craxW+qlquI+uNyVpYPq+KgyTLfGJ83RcVM6rI0PG/JRUzpsDA9B5YgYq8kRTOib92ed8Vn79Yv25Ex6fdGfZvr3F+8O1FqzF7XxWfvz896PLlv35+3ZVXt20ZBPAbD69xfC9Lo7Oednl73pFf/6ujk6e3cKBmioXBOqp970qje+6k2vWvfnwG3xr697ry+gRhNev4QT+MlLfnbZvT9tT1/23pwLn5/zo7OhfC3eX0Ap1Jaft+boUOikCp3tHJ+8ae/dteK3ze28EM/x8VIvVemjjLL2+KQ1PgHKDGqZ9uSsc3/6tjUeo0i03iTTkI/a8nFjkC73kYyjIp00R8fN0VlzPJ+HTk9a01MkARui2I7iIJntJQoDNJmtDNOl4Vs5LsQIQd00n7rO5yHK2pCYLgsphHcS+l4Wk1ih/6wkxyvDNOxzgtEorIZC6HZZVgy6YqXhbmGwXezvlcV4qY92r0pCrNyPgTyvIO0VRvGCnFRsvbL8TlWK54R4VtgF5EJoJcZKchzwEb4j2BK3bqVn/z9hb/7cSJqeiQGJBAiCAAiAOIk7cZJVM6PLuyFpvdbGHnaMJcuyJU0XDxx54CBZR1dVV1WXZqTdkCI21nZ4HdZ6w7u2R1JPkTjyxI3M/BIJgCx21az/KP/wfkDV9IzWDEQPCZIgyKl88L7P9xwAWN1VgzcuuybHG5f86uk344s/+J3fjPsDLruVsFg9TsLjJDxO0r1jBZLoP5+P7LJbA3v2wJ494NzZ+cXF8fPu1V+OACSIT3p33AmG9Z8Wj90GzkQ3YYU8GSdpJ21WO0lsCfUdm8VOEuDUsVusDguORSVJEtJpAM727ST2QgYEUU8AACAASURBVPs9EC6ajcZS0Wg8dgga0VgoCJgFx4XRfV/M5wcsy0SiucM4lUjkDuPldAboIcg8KCZT2HucB6l68bhEHReo7xVyD4q5IpXeVof9oFj6fqH462WIkcHEVjlXKpcK0NNzVMj/WuHoB0cPIPIBcpNxtRfUO6fTYNCBoKujYrZUpMr5QiGbOSoUC+l0IZsqZJJHhSI8MWiuL2RTpVSaSiUhELmYTGXjSRw0Go6EAwdwg/HqMBzyet27Ttuey+53O/7s7T/ri43x6kswymx9arADSuZT2XwFqmvQiwPvC3rF+f3r0f3L0d3LyYdX2t2fzddYaY03o2+/hoqd8fvXo2//Yvrhz9W7N/O7N/r9a3y1f/zJcP01Pn27+4vZhzejn7+dvP/z6Ycfq3dvQFsEJ/Fwnoi+ffO5vABgAlZOWDAHG9Cc3L+BE/3J7ZvR/Wvt/dfj9Yv5+msYrPT7N9rtS/Ttm9n7N/PbrybLL4dQjIieQuvVzZj72YB+N+G+GdPdabOnXfGzx93xBZbaoxfT1YsJ1HCsnsNzGC6/hKJZ2LxA4Qmb9Wj1Sllgj7S0vBogkNo+3gprt0t37/ZKMS/ABSkvHsurS4ip6W+rd1ScswpGS7AcgcdANC8BDT4PF8T2KeNKQa0BeiyiS3lxadmEGl9CVHN/1QZ3FUxGYGIQEAuBNcr6GdSQAYfVRy3JuOoZrZ7elIyr/gIvjNusHF5rd5dXvdVj3mxB4Q9gmWJeQXW1vG7hosQFJ6Im/vYFh/fTZRsqZ0XUFs1LYXZ58oe/G/G5IGTd4yQ9TtJht1qtNuCwf6kh7Du4Y/GQdr+LDDh3yF+4nyA2lNYOYSGsWNpOEJ+mLcJiJTYqKqfN4rQQ29AFwmohLRYvaXfZCQe5g/tyCBvMVsC1kzar3UrYCLwDkhvRqcP+KVcLBkC/2xHwuA72fdFgKB2OJCMR2PgS4XA4HIyEgyGfB0JKQ/v7MG0dRmPRaDQRj2QSsVIqnY0nM4kklclSqTSVSBXiCSqRyGeyhWymTOUflMrFQrZcyDwoYeVBuVgqlwrfPyo+LJd+sOHdH5aPHhSPS7k89Ilhs06ukE9lioXsUaH4oFAAXgyWxKNc4TiL+xDL+WyxgG+FPFXKZj8vTIR4Qqj2KqXSR7lckUofZbLQC1tOZ0CfQaXSsWg4GAzCMhgOHIR8nkDAFwr63M5dwmJz75ABz+5f/fkPR6NLuGiHd8/l1dNt9N0nndTq8XD55cR4Pl++wEYQ89V4/WK6ej65ezFdvZh9eAPsOzDEg/VL3LKz3NyzejVcv57ffgW8Lz7wWmPoGd2+2d45v309v32t3r2abO6ErWfjCv4K9p3J/Zvxt5vh6/Yn4/evR6tX6t2bsfklzDXz29cgLp3evR7ffT25fQNPb377en771XT1HG7j9YuJgY9BJf0SIs6/Gde+mVb/ZlL72Yz+ZsR0Jo3utAnjBQxi0xU26Izefzm8/xJk9zCNjm7fgHVmvH4hqo9l4wn0qkrGFcTDbxoeLqTlBW+05RU+kO2vN+FfCyh24KQFdETg8sHutCmiSwh6hrJYEbXlxeUWsACkhGV7uHoiLK5gWhJRWzAbvNbsa7SktSStZRHNtri66Jg45gbHsWOyiZOMK8FsCIuWYDYEtQ3dFYLJiagtGVd947KrtXqIkRYNyFDe9JFddvU2b7aEZbuLGJjaegYLgAXVQJDeB58CAn4bXgrHjmCm784aoJ94Z1T/b4H5r37v+16XFc74/G6Hx27bxsKQNqv972fSASO8nt19r3tvh3TgE0BsJ8TWHMK689nAZdmsgVt1u3XzodVqdRCWPZtlh7TsWK0Ou9UOPWME4SVtu6SFtFlddusuaXGTVjdhdRNW6LKH5AbSYiFtFkzDERZorIBv9DhJ354z4HGFfb5oyJcIR+OxQ3DqJKKxsM+XCAaiwYNgMAiuumAwGAmFD/yBw2gsk4jn0wmQkibjCajSgRqIQiYPjuJyvnCUK3yvnD/KZ4/ymd88foDtgeXSw1z+YbEIMaTfKx19v1z+3tHx946Oj4sl4Lk+q1Atgi8HJFdlKg+gc5TOgKjqOJ9/SGWPcoV8KlUsZEq5TDlXgnw+UIoCMQ+OwlIqnUumgWvLJdP5VAaefDISOYxFAn6P1+0JBkLBwEEkFA4GDjy7LpKw7TrJVObg3/+HP+6ojLC4GECagvGYNy5Bs75VkErmU2n9eLj8EjYLzKSYzyTjCmKqxusXsvFkvH4BigdM3q+xnktU8eAGWVfy4hLsx+PbZzCMyKuvlDVutQCObJudApYgXmtD+MHQeDI0nsgGjpEZmM9Gq5eTuxfj2+dD85m0fjy+fTY0n0nLK2ghgxQHxbwaLK4U8wpvTKun8uJysLyEMDzRvBSXTbhgb8bV62Htm8HZN8qjd5NHfzc+eTeqdWbVm+l5b1Lntea2kAESqSCIQjGvxuvHo/WXOM1m9Vg2m6LBbQoT29czhjcuezp3Pav3Nbqr091Zo6+y3RkNgevyvDm+uxJRG0oGuxr7s1mto9UhGeFmXO1M69vqMBFdQsWOqF9ta34k40JUmwpqCXprYLQHRruvNgYLaLvgIAcBogQtknEhonbfuOyY7R666Bksb7SlRYNfcKLB8Rq0WtP8goPcMkhohHD4ntG6MS/xiGS0waulmJvMxtVm10NM12T5datrcvy6CUmPYEmFuHdg4vsmjX+Q2egZLQgyhacrmFxnyv31fzhPUxHPppXet+f0OkjSgokrB/GJb/rubGWxOSyEjbC47NaAZ9fr+PRV9o12AbSm9s84LPgfGKDsGykpBPLBnAXrIUxSTpvFSRAOu3XXTuyS1l0nCdOTkyB2rNY9h81hxweF5KYujLRYPHYCJO+g3nLZCe+uw+9zBzyusN8bDhwkorHDaCwWi0Wj0VQoDGXX0WAoEAhEQmGw7EAzRSoWziai2Xg8H09AVBaEN1CpdD6Xxa49Kl/K5R+UyvgIL5vFavVi6fvFPBR2Qd/qJ9tgoXRcLBSpNJicy1S+kKWOizgEGfflFPKFdLpMUQ+yFATOFDNUMUPlU5mjTLZcyOCflc4UM5kyRR2lM0UqCwJ3cPlk43iqyiWTUKqaOownI5FQ0BcK+g78gbDPF/H7Q0FfOHAAk+yukyyUYv/PT78YGE2IuoXeYLjYPjvzwWEy8C8Trk95dSksLiTjQjQ4uDygvAun0G3CVbYRWtudY5PzdzFAjyGRCqLcoe4BcoeFxZViPoEJAhKQFfOKVy/GUBthPgX8kowrCHSXjSfC4gISbOTVU8m4GECWOWTa6LiRFBBKMa8U1FJQS0EN0eDkRZtfcH2N7mj1d9Pa3w0e3UzP/250/s248lPl5KfKyc20cjOt3Iyr3XFtoLVFtbnN/NzeBkZ7ZF4OzaasNwXEiqsW/GUExPIa153REOfZndHdGX09PelPa1BrymucrHPwZMbrC17jsGJJr3amdbDlvRufdqb162Gtrza602ZfbYioDSWnknGlqC1p1hDVJkgOQBoFiAQjEa814SRQNFjYCi0w4EEmrADHfwsO+g67WgOmHmFx0TNaHbPdMdvXJpRN17ome21w71BDMa/6agtO+uCXhLWRN6EOu8lrXMds3pjstdHE0xZiINERl1ybja3Oq2uy14sa7oBdNvsq20N0FzF/N+b+4n/67w7Ce1CN47EToGDaQg/YA3/1MmixkRYrQVj2XWTAs/tpLtuoRm02K4Ddp0D3rU3HYt06eKxg37FZ7FYsa8BhfnbrVgXmtBAOu8Vut4HMAmp1QEe6jSTFldE2C6Q4AOfl3LE5CWLXSe7t7Xo8ez7vfsgfSITDydhhNBqNRCJAV8VDoWgwdOAPHAR8Eb8/5PPEQ6FoOBKJRdPJVDoWp2KHuWSykEkUkykcmp5O53PZYgaXOR/loJY5DcUQR3ngwnPH+eKDTVvqJtEhf1QulkuFYiF7XASEKgDXDuoHoNuP83lI5jrKZwCAyunMcb5YpLIguSqnM1sJ67baJ59KFZOp4yxVyCTyqRTkyeQzWZBoxGOH8VDoIOA9CPgC/v1oOBIO+UHZQNqsO3bHnst+/DD8tz/7Y1Fnuxorm03RYK9n9e0ptrhs8DoDYwXu1zPwBSbrnGJeyOu2aHCiwclmc7BojFaAXJfbCDreaIvoUoKgd4TPjqARXVSbACjAfsDqJCyuZHTBG+2bWZM3mnhL0JowhojoUpo1JCgbRnimkLVLyC8GFyQwxfLqsYBY2Wwq5lV/0RaWbV7jwAECOCKbDdFg+xqtoIaA2K7W6Kn1m+n5z0Yn30we/Y306JvB2d/JX3wzqHwjn1+PKtez+vW43lcbktaSjIuh8URBFyJqS8aFghqS0YK/g4Ja8qINEkgZsbLOSbOGpLECYnhU600rokb3VbY7rfY1GpwtCmrJq0t+wco6B3WnkLTeV9mbaeVmen4zPb+ZVrozWpo1urMGPH9IKJOMK37GSVpLQKygNhXzqo9awDXBH00xLwCdR6gN+6C0vLJAclgXNbsmB+RUV2P7BiuYDd5oiuvm9awuri74BfcOsdfr1o3J9gxWNPDXwESGqXQ8lHF9hCsSe0YL8t17iO7oje7yorPkuibXWzZ6y8a1wcGrB651BbRC9Cb9HceTXs+Yrtb4m2vuq1e/73LhOcXntEMcwhaVYL36FWhFEB7PHugPPE4y5HW67FbHZ4D1+dtW9W4HFLNsWwWtsDlaN1mjMGHZrAT4n90kAYuhjbCQdjw07TgIr93hJAjnjg1biEgLoJVj0/kKPh7H5lucpHV3x+lyubxuT3DfHfP5o8GDw1gkHo8lorF0PJGMxGOhcDBwcBDwBPfd4WAocRBMhKPRSCgWieZTmWw8XUymqFSSSqWLyRSVSBTS6XwqVc4XsukM6EjLpcJxgSpR6a2NuZzPHW3OBB+Uyr/2oHxcoh6U8uUyLrAAvWgpm4UQrofFYjmfBWEEjvHLZY4KxXIhAxF9pUIxT+WgfwwQ7UGpeJTPlKhUiUpBHSzkI5czKWwtSmWy8TiVSibjiWQ8EQ36DwK+A1Cf+fcjB8FoMBT2+ZxOh8Ph8Hgd/+T3qJ91/xR2k77K9rRKR6v3NVowsa0CLg9h0ZKMK7ja+yYrLmjZbMJlI922gDDlF9xg1ZZ1jtc4ybiAV1/YR3BJusb11UZfxRebiNq8xvXVBlxpuEzBaHdUjldZHtX6Wr2vV/vTGq/S/JjjZ4yoNvkZI8zpvkYD7wGDoWRcAZLyWlNQmwJiBbPRNdmuyQnLNq81uzMa6pFlnRPmtIIaosHCryCqjDCnhTndmVV700p/Wns3Pv270fn1qNIZnFwPzt8pZ9fjan9K82NOVJuChskc2JAEvSEgFq9EMHCYDbjoBMR0Z3RnisPT383Ob6bnnVmlN2f6elVQ632N5jUOWmZA+A06ys603p3RN+Pq9ajSHdd600pnVO1PaWnW6Ksslo6rNK9xksaKahP+21dbUDwBmD4w2rxKi2oTJtmhfjXQLiWtBRMWB1ID6Lzu6Zxgcj2D7a4aUAwBOx3I32H+6iKmt2C2ItKeWue1Jkjet73SNybWr3c1ACwGXvpwx+yiLd22xFWrq9f7KtaXdk0WfjS/4MDNI66bvNHsIeZmTv+7vz45ffR7LsLisRO+XVvI6/zleWp7lrd9I+0WyE6wWcldJ+n17Prdu593F/6yj8f62TvkhuGyW3Arz4Zrt2KmnCCcBLFLbmIbCGLHhol2YN8/laraLK6NFxqDFGHds+84CYfDAgSWFbZCt2vPa3cGoAEs6I+HQjBnpaKHyWAoGYlEQmHYlUJBXywUDu3vR4L7iUgwEQ/HIoepw3gmkUwdxuOxQ4gbhu2slKPK+cKDEsYUSN17UCoeF45ASAUJDd87Oj4q5I8LONAKhAuFXB4C/8r5HLQTQpEqBNeAJLWUw9l+IGUAsSiAF5XJgeY+T+XgnkIieVSgCpkkzHr5VCqfSWdS6UwiWUwkc4fxdDgSDvkDPj+cmQb8nojfHwsFg/t7drudJMkMFfyi+pv9YbUzq0BWbUerwCt/X68KekXUaB7VeJ0WDXydbFTQrIxYSWPBZAbjA49qgskIiOnMqoJaFzW6p53hAWF02ptWelqlM6vcqLXOrNKdnXXV0960cjM9hwGkr1f5BSsglkc1YWN0u57jTIGedtad0d1xDRJ9u7MTSWf6erW/cfgPdJZXaR7VBAgr16ud8Zmo0fy8Bu/zqLZ9VoJ6LhtcXz+XjYqg1oVpbWQ0+rNqZ1bpz6qyWhvOGHHK8LO6YDIdlcF/nCkjI1rUaEGtC3PYvzhAnKHZHBhtGNZgJMSdfiYjIKY7r/XUendGd+e1rk73p2xfbQiIlbSWojakGSsjVkENWedEg5M0VtLYzqwKQ0Z32uxMOWnWuJnUujNa0lrdGc1rzb7a6KstWbscGG0FtSTjQtYux8YTmKekWUNSL4QZHqlgOIWvV/QrSw8x/ALAnsWtYUDgLZs3CFckAfjhRkKT443m5itZ0eD6Gg2ZCl3ESIsG5IhC+D/e8jQwGzKC2ZDXLd64FPSLnt7u6W1Bb8hms4uYdwbdW3LXiO5qLOzkAmKgLZFfcB2t/n/+x0dnf/LbbtK67yT8bofH+SvYqm1hxKd7CNuefQfuhGYt767DbsezkvWzr/+0D1qsJE5q+JSYvB2LgH0nLFZIm3FZiR0bzsbCkiuScNkJG2HZsTsAsOwk4SJJuN9hx7GlOOWGIBzQF23DkyPeCl0Oj9sJIVnxUCgRjSWisUQ4mg5HEtEYJGRFDoIhfyAWCsdCwWjIFwv7wxF/LBqG8L9sIgYHhflMFoQOQGCV89lSLlMq5iHxqpgvlakiuAuPysV8Hpff/Hr56LiYg9CYUi5fzOSh/utBqfwDYOjLJehJBc4eqHfY+I5yBcAvUDmAeBUOByHJL59KlVNpKB8sZJJwPlhIp1OJZCGdhsycdDzq9/t93v1g4OBg3xfyeQ7DoWggEPC47KTF5bYWj/cft39bmld7WqWnnfHzs552JhhVeF8y64BcPKqJKiPrnKjRgskJc1pUGXHZgCFIQIysMgpq9DedKV29yqOKuKB72llnftLTziDh8np6cj09eTd51Jmf8fOzrnoqGNXu7ERQ64Ja78wq4oIWTJg+zvn5WWd62pmfQfJlZ/7Fzey0p1Wupyf4numj7uykP6sKar07rcDMIs3r/VlVmNMyogWjyqNKF50Lar1nnPCoApkogMsAbV31tK+fw+/YQ4y0akk6I6oMoJJicJJeFwzwBTN9le1rdF+ry4iVUU1AjGiwisEpamOKWEVt4L+Dym4pJBgn+xqNuWy9JU9hqbzq6W2gzEV0CSjDa5ykt8XVhaC3enOuO2v01cb1jOmoze6M7k9pflyXZi1FbfFjDiYmAKDJ4qk0a03QEwU1RNRUzAvoAbqZtTebMuAP1mNa8DRr4pNBYKB6BvtuwfXBxqyyPcR09EZXpwWT6+kczFb9BQczFIzNPcR0ltzNtAKByLzRxihuNIFOA8DazmWC2egbLK/Sst4E+3QXncOBYA/Rvc0+2NXpjsr0Nfqb60qz/l/u75DeXXvA43LtOSy/9Gb9RRUVYbFBzAt8yu92hPd33YR1O1Ntv/jz1dL6WaSf9bNTQniD2YokbFarzW4lHIR1x4Ybp50ECYIGu8PqJEiAKtCvw8wFuTdAV7kJ656VcFuIHYvFvRnWHHYrSdhcu/Zdp83jsbvd5EHAF4tEIbPhMBiOhyLxUCwRDoeCPpC8g2IrcuBLRIKxaDARjyTjidRhPBkNplOJIpXLHCYKWeozYUG2TFGFDLDdAGGF43yxTFG4/2Zj+vveEQ4dLVMUlAyW89kHpfLDcul75QJQWr9efAga9zJFPSgUjvPFUjYLWfJHucLWgrNpqM8eFYrQ6wXyhRKVgqr6IpXNJJKgw0jFQpl4JJOIB0P7fr//wB8I+PwhfyAcOAj53IFdl3PHtusifuMfxp6//SfC5KQ/Ph2gCoAIvqFzCKq9nle66qmo0ZJBC+q5MDtVDEbUaNFgISqyp3Mw6fBGs2+wkH/b0876ehXgpjM+62kn7yZ/0lVPITbu3eBH/PREmD3qzk5EVO3OTrrqKY8qnfkJjyp99KinnUhGTdBOexrGu86s0h+fCmqdn5915mc9QJzZo5FalwBAVUZEVQCanlbpoRo/PRH02o12Ki7onnHybnba0U8wNKMKfs6oIpgMjyqCyfU1GoLkRIPtaRXBZESVUQyGN8/6s3NRo2XEdnW6P6vCLIYnHY2WECuZDCywMmJls8lrTSz21jhp1hDVDQuuNiWtNUCPQaCwJZgGRnugtSWtBUcNvNZUzKvOlBP0Cyj966sNRb2AnVSetwfo8cC4HBhNWE6H+tVgifPjgVbHvYTq5QA9hh8ha5dD48lEvZosnlp6RktcXYE/poeYTQH9RRdxPaMlGtw2aAGchl2N7SLmRmOwKVrnrmf1roEnRlhi+9OapLVEg+vq9Du9zi84XuOUZYtfsN1VA4YmaAPraPXOrNLXq4JRh9YJCZsQax2tcjOnAbB6iLmRuD97/cMDJxnyuAKe3Z1fxVdZLYTDjmNlIIphd8cJbTcWi8XjsYf9HrfVvmuxWSzEf1609YtvWJJqtVptVhJwEJL/bITFBvS5FUdc7ThI0mbdIzCzTtosECjoIgGwMOm+R9hcVsJNWKGzB5cqWmxgnPY4Sbeb9HjsAf9+wO8JBX2JcDQeiUaDoXgokgqFwyE/nrP8oXDgIBEOJyMRYN9jkcNENEYlEplEPHUYLyZT+UwaOh22ES5HhXwplznKQaJDAUakB4VSmaKO8/lysVSm8tDhjBWkWaqYyZSKFOyVRwXq80g/cFaDE7CcLxSpbJFKPygUyqk0nCrmqVw2kziCg8t0OkelNpmoqWIulc2kwKyTS6YLiWQhFs9GQtlENBgM+HzegN8TDhxEA8FDfzDi9/v2nA67Jeiz/7f/dfYv//KfDlBNmJ4L6rmgnnfmZ1B6AsFq4poTTAY2qQGqDVBN0atDxIioKiMaj1GoJiBGRiyPKj3tTECMpLEy2qCbVu/Pqt3ZCUxVne1tDMPROT89uRn/jz3tTDAZHtUksw6IyaOaYFT5Oax1lc74pD8+FTW6N/tCVmv8/ExQzxWDkREtI3pkNMYqN1a50ZLtT2uyyvCoJi9peUn3tBPBqPaME9gEBfVcUk9lRIsqIyNWMTjgswTEiAtaWNYF9VxE5/B8BKMqGFXRYPt6FQbPnoqvNVGjYarom3RXPZURLSNWNLBHGA7ygJLntaa8ulRQC8OTeSWiS5zUvno8MNqjZWuE2gOtPULtofEUF3zoV321BQoGEbUlrdVHLVlvKqjFTy8G6AlUDQ6NJwP0eGw8GZrPhsYTWOOGxhNRfayYT3gV60UHy0sRXcoL/JUWOLDoqw0ALGgYhE7TjVodPIA0fCganLRoCKtGV2N7Sw7uEQ0OQKdvsF2d7moNcd3s61VepbvoXFw2pFUTePrepkFaXDevEd2Zn8FrBeQCdjT8CICGnVlliAAua9/oNWHS+G/+QTm27/HYv0s8gdHPTVodOMjFbicJp9Ox47TtOWwwJQU8OwGPy221u36J6tpKGbb3b44LiW2Y385npfZY6W6zQDIySeADwV3S6iVt+3aSJGwQlQVKBTdhdZNWlxX7onfsDgdhcVkJl90Kz3zLhe3ZcKGh10HuuRwBvyfs9wT87lDoIBwMHfgDwD3DngiiymjwIBk6iIWCodBBLBpORiLJSCQRj1CpdDISySTimXQSjuRKqTS4o3MQZFwogksZBOsgsAKlFbwPwivg1EH2CQZpKFgtUtkHhRJ4p4u51HGJylJJ0IuW89lyPlfMZMppCnh9CHEuZDPFDFWksthLSFGlLK5NzccThUQyG43lD+PpWCwRjYX8gZDPHdxzh/b9kYOg3+93u0nXLrnjIFNZ9+PGb/zN//VHgnouI1oxOEGtD426YjCy2RTXTXFBC2pVRrRi1qQVx6OKtOIEkwOMGJg1GdGKwfSntKjRgsYMETNAlSE6G2s1GbGyURHUc1FlBMQIs1NZrYkzTJN1ZpUeUM6TiqKxilYX5jQ/rosqIyNaXLI8qgl6TUasjGhJr4saDc9QnFUU1JA0VkIcP6vLOieqjGyeT5dtUaOHiFMMZrhiFYMZIm6ImOGUHms12ThV1LMBqkkmA7AIuU+CycmIHSzxbzQ0mzJiRZUTZ/W+iUdIeEqCWpfUc8Go4r11TvMzBmQQgF8b/SPbndGKwQ1RQ1SbIsLndPLqsaC3FPNKMZ9IxpW8uhyYF4p5MTSejBZPFfMCin+2lY49oyWitjRriNPt8WhbmLUG2uVQ25Tx6FcjoznUP5U8S8ZVX20N0JNPhT3mhaxdytrlZPnl0HgKP26y/NLS1RrC8pLXmn200Ysu213U7JjtvtoAkIKzXhG1ZbMJx8Ndk4NMKwiKgTM+CGPoIUZcN3sG29VpcQFRorBpclAn0VE5YDr7Wp3XOJiBof7rGtFdvbpNWJZMBv6g14jum3RHqz9h/nkk7P+VGTIEYbFbLc4dm8tOOAir10H69pzeXQeUU9itlgOvK+j1ggfQ8tn++HmDof0TWhGExWrb2Gh2NiSX3WJ1WAjHRolK2D476QOfM2Hdt9kIAugzu4OwunesXtLmJqy7FpuDwH5DO0lsSSt8s0FZoc25Y3ORpHPH5nQ6g16f3717EPAGg8FYLBYOh3Fisv8AjHUhfwAESoFAIBQ6OAyHEpFgKhZORiLpeIJKJNKJSCYZzaUOwbtXSqWLmUyR2pzi5fLFQha2QihwhvLBcrFUzuegGQyyGY5yBUj4KxZycKS4DboqZHHhIFgOoR6nnM48pLIPqdxDKltOpcvpDJXJlVJp0FuVsrkilS5kDovJVCGRpFJJKpHIRKLgLkqEw/FQCORXpszHrgAAIABJREFUoOyP+A9Cfp/H7dp1krtOx2/+RvLHX/525/pUURsAPXDd8qgirZryuiWYnLhqwSQirThpwfVNWlzQisEpBjdEjIxYRW30pzUZsRjI1Jqk1+FxYApTDE5c0IpWHyJGmleBcoKRTVHP+MmZNKcVjZFVGio4BZMBTYCCGhOtISN6cNcCUkXWuYHOiiozRNzEbCkaOzJYGdGyyigaO0ScorGKwQwxpLL4eRpV2TgT1Lpk0JLJwPOXESsYdcXgBJMBFBNMTjA5adWEX41HNXFBS5vpUka1nlaBFKmOygBIwbTV0/D7fdTCQiLEigbXQxf8pt9stLqSV5eKeaEsoanwYivSVMwLaXkFvUH9VRtklQAakn7ZVxvdWaMzrUuzBmCWpF5I+uVg8UTW8LonrZ7KeltGj3mtCco43mhvh6+h8UREWPYBW+HAfGbBgxVIouCkb6N3F9GmxRvsysYmjMFs8FsCa8EJZkNcNrsayF44XmdEgxXXnLhu8joDmVY43ArRfa0OOzyPqw9r3dkJjyo8qnW0imAyPeOsix6JCxqOqwFD8YuA0f7R2T+OJ32/zLeDahQO4LwO0usg9/ecfveud9eBlQQkEfR6/e7dHav1c4pq+waPafsl//P25HHbJwj6CYjxIyxWMAyC+dllJ9yE1UvaHHYrQKdrI2SHTRBun39ox13QFhex8f1ATbTD6trd8bt3D7x7cFIWi8VCoVAkEokGQyAZhWkrFgpGw5Fg4CDi9yciQRCRHsZCVCIBjjwqkaBS8Xw6DoqEUip9lMFRWaCN+kHx6AhnVGWBWT/CHukS9Eoc5bAI66hQLGW3zWDF4/LRUalchocqFI/z+aNCvpzPgsirTOWhI6dcLOWpXDmfK2YoYMQwbOXyZSqfT6Xy6ThEjCZjh8lE9DAWiYSDgcAn9ioaDIX8AZ/L7bIT7r2d3/3H2X/zV79/Iz2aao0hasA1Ly04weQEE7YkVkCstGoKJicarGhw0qo5NJsj1B6vL4Zmc2g2RwY7NJuKwcFVqqCGrDeHqCGtmjJiATVkRAuz06FRlxHdm1ZgLwN0wzfECmpdRiwmvA1WMLmh2QS8k3QGZh94GqNVe7hojVZteOQNdOIVD3BziBjFYHhUERc12TgTUVVGrKzSvI7BVzRYUaspBiOtmvySUQxuaOKkub5elVZNwaiLCxqvpai24bzOoTmhr1c7WgXk71CW3FPrXa3xblqD/BUQhAvLNvRjw461VYODdLyHGBE1JeNigB7Li0thcQXfxS843mi/m9a6s0Z3Rm/Fov0pK045aQbyqwvJuMCd0uhiK9kdLZ5KWgsoMGCy4MnwRht3haAngvHYIpgctuMYLV6D0Bgs7RXRpbS8wKa/1aWkt+H/eKDPweuH8WvJfYrHQgy/4PomLZgcHEYIJtPVq+K6KSzxKUxXPe3NT6H4Hh/lLOgOgszlqrA4EYx6V6e75oYcRUxfo/+mc/Zbv1e2O3+F/8ZutditFpfduueweey2/T2n3+3w7Tm9Xi9k5jkcZNDn8ew67L9IouO3X3zI7XEhIBfAk3XzjWB7hgB4p21j3yGxMRAWOpi2gL3CQ5PdSlosu6R1i1N2kiAsEKBss1ssLusnv/Se3b6749xxgB16N7jvDu67AwFfMBgMhULBwEE0EopFwzBbBb2+WCgM3dGpaDR1GI9vePpk7DAZT+SoFIwwuCyaSpXTmUKWyqTSYNwByvxBKX9cLED6QokqPigVf3B0VMzGIcS9mMHaKwjSOs5S5TzQYcUyhEAUy0eZLFTbgwEIck3LFJWjMjkq87BcKuXyhTxVzKVyacyslal8OZUuZBIwZ0EudDIRjccOw4EDn3cfynIioXA4cLBntzsIy+6e5ff/8Lf+13/7B/y4PltdYNAxGZgyBqu2YHIjozkymkPEbXCHhZFKnnMDnRU1WjE4SWNFg+U1bnR/JS5ocdmQTQxwQ7M5RNxgyQ0RoxicYtZE80zWzmStAg8lahV+foYpfJWRVUZRG6NVG9K9x4umtGrCTATgJRrc+O6S1ziAKtmoKAajGHiwEhe0tGrCsbiMWMVgBJORzLpk1hUDg6CAWH5WV7Q6nOgBwGEpqckJOq5PF/SGjGhFr8qIljS2r9UFk+upNdFgxVnl3fiUn9X5GdMZnwgqbjK+mZ73tXpfZWEo6aOWDPGZUIZmYEMxbIi81hSXTcFsgEoedkAou+8Zrb7B8hrHj7nOlOFn9f601ply/TnDjzl+zEmzVl9tdWfY5KeYV6J+JRlXYDbsqw1epXt6s6uxvNEWdCD1GwBwknEBo5wFkAxUtkO9pagNxbzq6W3wYQ1XV8NNsIO4uhgtnyjrK3HV6q/a4upCWV+Jqyth2e6bLDifN7/bJa8znVlF1jmQwH6SpZkcLH2geJBWTXARdnUaKHyQ9mNG32AFszG6vxiixrs++1f/6ofOve9OV1ar1fbJrGPf97pdu3b3nmPf6w77fBCw53c7EuFwxH/gdbp+VdT7d98+D03eZsNv8pQJi9VCEBar1WInsZDCZrMShGXPaQPxPWmzOnfsTrtlB2h4q9VNQJ6E1WUn3KQVThVtFtBtWXZs2Plst1gcNouTIHZtNrfD6SHtXge573V7Pbs+734k4A4F9/3+/WAwGA5GIgfBeCgUCeyH/Z7IQSAcDEWDoVQoHA+FgH1PRiL5wxj03adj8XQ8AV3w5Xx2E55HQZzxUS53vOm4Pypg+w5oF8qlTWF9Pv+wWIRgeGCvvndUPipQx/niw2KxlM1BjzTsiXjHzFIPi8USlQbvTo5KFalcoZCjqEw+ky6lsg/z+IdC+mAycUglEolwOBUOJg+CeLzy+CCtIbjv9jpIp9MZjftePvu9dzfnCmrBrKSglmhw8LIKoIO3GBME7qyEWEVjBzo3RI0h4kDBBOf98kaWJeucghqDVRvGHAA7AfDObCoGJy5ZwYD1kBY1GsgpEZ2LGi3p9Z5ah0cbrZsyHL3pVXFREw1WMWsjoyEjdmg24SUfMEhcNmBi4he0YDKiRisaOzEbisaODHieGGoB0QBkITRcMTh4KMXgFK0uqgysotK8LiNa0djRqt3X6J7O8SrLzxheZXtqrYdoLFubVnqjs+7kvK9Xe9OKMKd5ne7rVcHk4Oyro9Xl1aWAWGmB2W3skNNZybjoz6pAw3U1Fqa23pzp6dz1jHk3pTvT+vWsfjOtwPlbd1zrj2q9Sb0/pXmNE/QWKLl4jeMXLDgNBMQOjDbYdLqzhoja3VmDH3MiwgNX37jqIUa6bVkguIrX2qJ5KaOLwfKxaD4WFhfC4kJeXY7WT4fmU5zItXoMeTew3MqrS2l5AQ5naX3ZV1vy6nKAwEt1JaKmYMIghvsp+gYLi6S4uuiiZm/Z6C05cCRh5YRWh5Bl+ErBbAzuLvA7Rvvf/+3pl0/+OfkdXIEdzWJxERaf0wHZLHsuR9DngRylHbvDtWsPBX3RcCTs8Xntzu/GXf2qt0/GHesnMn7LfBGbfdC62RN3ScsOYXHgiHfCTlp2Abxs24ELh8+4SNJNWuFT5KbVlbRh1fuOg7RaLTCUQWOYb8/pd+/69pwB737Y4w0feEP7+yGfB+JWAn5PNOQL+dwRr//AH4gGQ4fBcDQQjBwEo+FIMnYIOVm5wziVSGWTqUI6XcxkSrl8PpU5zlKlVPYBrpWHEPd8Ob9ZCXOF42IBkkgfFovHmewDCgpZ86Vc/qhQBGEXLJhlKr8tlIZgrCKVe0AVNvXR4OwpAWVWymbzmWwxl8pnkkfFbInCIfR5HC+RyIRi2Uj00B+IHATDfm/IHzgI+MI+n2/P6bHbHHZruRj7yY//6TvxDP4RKovmcHWlmBdY6Gc2BcRugKwx1JoKaogIi2wU1JJ0hkeVrvpIMZguYuAlEy+GS7Zv0tKKE5eNkdEcr+BAiQXLGmwD0oxV1IaoMt1phUc1QT3vzCowxIkqnvJAqgooIxocj2ow6MFx3nYJFfSGpLFDkxuaTTjOEw1W3j55g1MMDlw4sOpuoVkwOcFkJJ1RUEMGun2DX/yCHZrNvl6VFhwUegqIFXVW0BvdjVYDKxvU05521tO/EBDTU+sCYrszGo5ZAbB4owmlfD3EfKNW4QqFLGJ+fibMsa5VUOud+ZmA2M6scj09uZ7VO1od/vtuVumOa91xrTOtd1TmelbvTOv8jAFHQVenMT4YrKA3pFlDmNMD9BgHPBjtrtYART7oKuRFWzTbFsV4ophXyvqJqF8p5hNwhw9XT0aLp0Pj6XT9bAK1t6vHw7vn2My9ejzcWM9H66ei+Rg2W8HkhEVLXj3FPiyDG5rNwaoNei5x3YSpSjabQNrhsUtjeKMtIFbS2wJiBb0hrpubXZIT10xv2bgZc//635790R//9ncKvMiNUWbPQQRczoB3P+QPeDz2g4An7PMFfH6H3bbjJCLh4GE0FnLv+6yk8+9pqPiu59mCz+8snyWRWrfRo4QNOuiB6Scs1h2bxUVYdiwWl53Y1GFgIw6wWh47Pgf02Ild0gqM1S5psVs+K6+HnHib1esggQ4LOHcDzh2ArYjHi0lotyfkD4R8HriSwz4fBP7FDkKRg2AsGE1EY7FQOBU9pCLxTChWOExRiQSVjGWpJJVNFrJUMZkpJJLFXApYc5y5ni9C1zxOucoXoLwLcAfKCrGSC+j2VBqsNpjkyhd/UCzh8Phc4ThLPaSyD3P5cr6ApViQfZpKFzOZQp6iUskyReUOsVs7HY+m44l0PJqJRFOxUOIgGPF/suYE991+9y4g/n/xO4n/+X/5YWda3w4sw3VbNpvDxYW0+ARY8rolr1vSAmdty2ZzvL6AoQnAAvoEQPMMuyEeZwx8kxCwUdgoB3yQaOBxjJ/VweXbU+ugRxUQI604wJ2+AexSE9gxiAiHMz7g1IBl4zVORG3RYPklPsWCEyoFNQDFNjdONLi+2gDNI1wd8IPApqNorIIaMrYQc735Jx0SaPR5VAPdaVc972ln17P6u9l5T6sI2unN6FRc0D21fj2qCHqjM60DRQPCI2BsYCu6UWs9xPS0Cui5QHnf16vSigP+vjM5v5lWelPgyCp9je6Mz7rjmqSxwpyFv3ZPrfe0CvzBwaPTV1kFtYZ6S1SbwNCDogIGZKyuMJuyzvUN1iKhxwPzQkI4fwNSaaBEe7j8crp+Nr97/h3AGt49m66fjRZPJ6unk+WX4upCNB8r5pW4upBXl0DRievmtktCNptwG5pN2Wzi3XBG8wsW8FFA7GDVFhYXOApi2e6vWcz3LznZbP5tn3v76r//R/8w/0ujENBG1n3vLvSpBL2+4L477PeEfB6P27XjIA68rkg4GItEg16vy0qQll+xFH6OVr9QnGMlNskzn6Yqi2U7XuE8BtsmvwH8OiBK2GpB9xy27WfdxCeJFiiwbJZPaGUjLLjg3kp6HaSbsO7bHQG31+dyeZ2uwK4LWnMifn/E64cwv9A+Fmr5Ax4IVgYrTzwUykSiqWg0E4lm0vF8JgscVj6VyiWTZYqiUnGIc8ClgVQWlj5onD8q5CFA5mEp/71y4UE5d1zCqAT/LVP5B4XCcQmHuB8XS0f57HE+jyWmVPEon3lQzBWy1HGWAs1qLpkuZqhSKg1BoyCLzx/GqWSskEgWk6lk7DCTiKei0VQoHA35gl5vwO8J+QMQX+F378K4+vt/UPjf/uMfXc+YodmUF22wlYgGpyyxiRe2DBlhwmEzkmBjGVz2YIIRELO5seCtGZpNsOyJKqOghmBi7FBQoz+rAo8u60By1zqgO9exqwYvmCojIKarnsPKKS5ZyazC5CUYVUAuYJ0Etc4v2L5GC4gBvNvWIPALllfpIeKkVVNc0DKix4uWorFgmgGSHk6u+AUrwCn8Bmr7Wh0UpDyq9VANRPw9rdKZn4kqA2p+wBdRZfqzahcq39U6gG9Hq/dNumvUuhqLdVuoKhjn1/OzG/UcxKt9vdqfbaxFerVvMO9GlR5i+lq9p531tMr1rN7RKjez08785GZ63lNrokb3tIoAXTOIgZcBXmdA6rFlD2G1F1Fb0i/5BbsZHtnBqi0uaH7BWkar55Pbl5NbHFo2Wj2fL1/Mb7+CYDPoZRyuXw9Wb6AHabJ+MVo9n91/Nbx7Pr99OVu/GK2eT+5w+/Zo/XR49wxATbm7HN49ExZXyvqZvHqsrJ8o62eYVkDtbRaPYl4p62c8wlk8g9svx7fPP38cXn3y1//u9F/88Nf3XL/AlTuAt3La911kLHoQCwXCvkBwz723ZzvwumDtCu7vxXz+xEHw0B/wu3dBk/Ur3z4rpv+EXNs5zr6ZueAGzTcgTQC/jpu0uq12J0G4rMSO3UGSxI6DcNmtDjvOw/KSNjdp3beTe1aLh7Q7CcJJkB4b4bRY3Bb8OMBtOexWB2kHobzXQbp3rBAyAe5Cv3s35POEQ35o/YqHQofBYMTvj/n8IbcnGvSHfb5EOJw8CKZC4UQ4nIqFU9EodRgBHRaVSJRS6VIy9f184SGFc4qPi4UHhQLAzYMCND8Xf61UBvYKmg3ha+AGJ30PqdxxOgfzFITSPCgVIcihmC9QmVypUCxtgAkchYVcvphL5dPxo3TmKJ0pp5LlVBoiBqlkLBENpRORdCKSCIejkVAodICzZQIHAY8Lqmp3ScuLy3/U7T0aGU1Y9OTV5WB5KZgNcd2UVtAecAk4hU/fNRZmnL5J91Gjh2qCyVzPK12d7qGauKB5VLmeV/kFB5OFsNmwZBVrGoZmE4sz1TqWjKJKTwPZ+tm7yaOOfnajnXbVc35+JkyrPKp15l8IRlXUKrx51tNOelpFNs5484w3z3j1RETngnYqqoywOBHReRc9gpOojlbpm7RgVBWD6evVrnoqLui+irNM+AWrGBycBvZNGouKTFpY1nmdEZesojEiqm5PCSV03tMqXXTOo1pPO4GaUdC1grWIR5Xu7ETUaFmtiRoNzaFwSCpMqz3jrK/RPbXe1as97Uw02J52BsKuvl4F4VFPq8hqTZkz4pRRDE5E1c70UU+r3GinPe1M0qvvxqc3aq2v1cEYsEEldrtBb3EKTkvABz5YYW+jYjCK2pDmtIKwfsUCUa2AUJPbl9Nvv55+fAtJierdKwhFxIGKH9+O1y8G6+fj9VeTuxfj++fqt8+1Dy+md1+PVs+Hd8+3CfOjb5+r32LQUdbPhnfPxvfPlbvLwe2X26VytH6KM1vXL4Z3z4d3z6cfn0FVxujb5/O755PV0+Hds+mH5zz/9F/91aPf/K28bbMOArXksls9TjLg2gn53BC6EvIHYHsKeFwuO+HesQb33SGfJxGJw6e2W953hqztgeBnBYXWz6n3LVSRmz0URKGfCx2cBLnlqkiScNgtJIl3wH07udUx7FnxMSJ86LGRLgLLKSBXy27Bic9eB+neISED2u92+D3egMcV8LhCbk84cBDxH4T8gYDPD0l+Ib8v4vfDbBWPRA+jsWTsMBEOZyLRbDSWjkepRCKTSOIqwGTqYbH4/UKxnKY2lp0cTFhHhfyvl48elvIPS/ltSX0hTwEbVc5nHxbL3y8fPywWcdJDPn+cLxaTqXIez2h5KpfP50uFYpFKQwc9YBZFUflcupRPl7ZK91S6SGWziWgmEU8moplELBmJQOxXOOAHz3M0GgWkdtgtOw4i4LW//vp3+mIFRnX4168YnITwYCWYDWnRGK4vgIXobXQGglFXDKZv0tezurTiuuhRT/8CrlvQkSsGI4BfGtV4VJNWnLykJaMGHLaoAmCdg+dGUM9FVAUaqKue8vOzzqxyMzwT1HPBOIcvE9Rz3jzjjUdd9Kgzq4ioPlzWRXTe0056sz+V0ElvftqZn91oP+oYX3TMas+o9FCtp1UwGmqVa/Vka7iRFhzUoQuIEQwMWD3EdPVq36QlgwYxBG+ewbeLGg0KDNhkeVTrGSc32iPBqPe0M4BpHlUEtS7M6YHODVRWUM9Fg5XXLcA7cYWdQKLBgjaip53AhzCmYYxbN3mNE+a0jFjFrGFj06zS1avX87PO/IvOrNqd14Apg9lwZDTgVQRTdaBEMzhxidMjwPEDZ7XwWdHghit2vOIsk7sXk9uX049vJ/dvhrcvJh9ebfuv1bs30BA5+/BGv9+UYt++mdy/MT+8Vu9f6vev57dfQbvG6O7V5P7VZP1i9PHl5O7F+P3r0fsXo/uXEFYPxSSj1XMYxAYfXyj3UATwbHT/ctsIMP35V9PbF6OPL6cfXo7vn08/Ppt+eNnrPHnx7A+pTPBziNklLW6Pfd+7C2iVikbjoZDfvRvYswd2Xf4dh9NmIW2W4L47FgoGAweBQMC5Y4M0PusvAdavHLc+j5r5fOwCvbuTIGHCgnQt547dQdqdBOl2OD12G0kSdrsNjghdG62D2+F0kaRnU1QBy6PDYnGTBGmxOgnC9pmU1E1YXVbCZSecO/YdB7G3t7vv8fq8+8DTAVQFfP5wyB8I+A4CPrDdgY40Fg2DrCERjiZjh1QqnY4nMok4eKFh6jnOUt/LF45yOZApgFLhB8USIBREs4NAoVQo5qjM8VHpQZY6LlAbSr4EhsFCJlnOZx+WS6USTiKFqos8VSjnCw+oAqQhF6kslcnmM+liIZNPx0tUAppyqEQin05QqXgiHs4k4sloKB2OJMJRQCufF58w+N27Ow5yz+Xw+G3/+i//WX9U45ccMAzKoskvWGnFSatNneUmmg34b37BSlpDMThZq3TReVev9rQTQTvl0VkXnX8zeXSjnotapat+GnO66FxacdKKg3VMMRhhTosLuquedtGjd/M/udEe3WinP5v9aRc9uhn/SXd2AgJ3gIyediYZNdmo9LSTPvqiix719aqsVRSzJminvHrCqz8StFMeVeQlKy3PJbPeM0666LSHal1ANO2kix71jIpgMj3trLeFUYOGQUkxa7JxJiNaMBnwXSsmi4VaC1oxuJ5WkfT6Bn8r4oIWjKqAmK5e7Wg1aXkObDpsjliwtqClRQPUSILJ9PVzHlXgu0BywaMav2Rg2AQMlUysUwUdRs88x2q4OSRDnPPzMyypVesyYmEHlBEraVgLNTSbg0VjYraA8pPNprJsjVbtodmcrS4mZnug44Pa+fpyvr60zD68mdy/mn14O3v/Zvb+1ez9K0iqVu9e6fdvJ+/fjv7TV9OPr9UPr2cf3ozfv9Y+/GT24Q36+BYirieb4snJ/avJ7cvJ7av5/Wv1/qV6+3b+/qvJ3Yv57Vez+6/Gt89hdBq9fzG5ezG5hyLsl+MPLyb3byYfXk0/vh1/+HL64eXk7sX0w8vxt09mH19MP7ycf/vypz+9uqD/0ON2bvHEabN4nMSBdw/qGDKRaDx2GDkIQgZpwONyEgQcusVC4VgoHA1H/H6/10GCAfFXttj/fbBl2WAWjGAwYZE2C9BhADqkDdfnOAnCbiVcJGm3kQRhcdmJXScJZ4Ueu81NWF0kuW3WsZOQRfPpxJDc5GTtOAiH3eqyE/t2cnfH6XQ6HQ5HwOc/cHn8zr2Ad//AHwhuqxlC/lAIhyaH/SEg4CMHwUQ0Fg1HUrFkKhqFkOXUYTwbT+ZTKSqVBMcfMOjHxVIhnf1BsfSgAAWoJdjsoGKnXCpAXB/wXEeF/A+KJfBOl6l8IZ0tU/lclspmc5s6wkIxQx3ni9D/XE5ncrkcRWH5ezGRBMQ8Smfy6QSVjOVSh5lEkkoeJiORRDSUDkcyiThky4T8gaDXF/H6d3ecDofDuWsNhHf+9//jfxho7YnZHhkYoUSDlbFcgJNuW1BquVEDtLC1cEHDxX8zO+3r5z3tpDP/4kY972t12Oz6enWg06JGi6ja16vyoj5Y1vn5mYiqMDGJqN5Fj3rGCeBdZ/7FzfxPOvoXN9qjn83+9Fr/EXz2eg4L0UnPOBGMc948E4x6zzjpoy96xknPOOkZZ/1lBdbAvkn3tIpgVCW9KqJqzzjpokd9s8abZ130qK+fSiZ2y8GBGr6qUU1ST0X9kWAygslIBj1Y1gfLumIwIPoHJZeMwKMD5wCcaLDCsto3a+CaBqQbLFjFZIEpA9DfqG03kjHECnMadjf8XUsWP/iCllbcYMGCqQg+C9o0GdEDVFHMmojOsbtbq8GZpmhw4/XFZH0xXl8Mlpfju0s4DxkibnzbgmO6idmamK2R0ZiY7fFta3DXkm5b4/XFZPXYMv3w4+mHH2v/77+EKlrtw09mH95Cgdrk/s3045vRx9eT+zfqz99OPnw9/fh2+uHH6ofXo4+vZv/p1fTj29n7V8MPX00/vp1+fAuF1PPb1/r9m/ntV9OPb4cfvoKHAi4Md4Tcv9S+/QoaHOFT6ofX6ocX8/uvx++/mn58O/35i/nPX6n3L6cfXur3b/7lv3r027/7ve3xoIOw7DuJkMcVDfmiQX86Hs0kkmGPN+Dc8dhtvj2niyQtFgtJOiCD5SDgO/Ds+7z7OzaLg/j/x6rtbrit0tneMC++UTO47FaP3ea0WXZsFjtpcdkJEItCEfSWh3LYrXAe77ISwE+RJOlwOFwkJuahypAkcZbDLmklCZtzh/DYbZAL6CDtdrvd6/Z43Z49947f5w56fXAx+7z78Ug04t0/9AfDgYNIOBiLhkNBXyQU3rLveDdMJEFKmk1nEtEINFPkM9nsp2IuHBxaKhQfHB1v+7uOcoWHxTLI34sZqkxBJX2hnEofZbJHucJW6wCtYvl4opDOQoYyTrPJ5XFcX5YC/3M+lSpS6VIqnU+lColkJpFMx6Opw3gqGk1EI9Gg/8Af8Hn34deMHAS9DnLHQe557f/gt9I/5U9Hq/Zo2QKCHIcFI1YwGdB8gmAK4mUUg5NWHBBDkNPSM0547Vycn/HqCSxuPe2MNx7BvtM36S46v9FOYWOSDLqLzrvoUX9ZGaCaoJ3K5rmI8K7X03/Um30hG2fS8ny4rgnaKcCNtK5Ky/PBqiqbAFhVZcVIZl15wqhhAAAgAElEQVRe0oLJCMuqvKQldDJYVQWjKpkMDErSilNWTM84URZn8OFwxSomK5n10ao6NuuKWRNMbvC+oZjsYFUdrvD0J62aiskOlpxi0uMVJ604xWQVg5GXtLQ8k5f0cFkfGnWYGccrbmzWFZMdrtixWZ+aLJ5uVuxozU3WrYnZmqwvRkZjvOKGiJmYrYnRmty1x7et0ZoZrhrDFauYteGKHd82hit2smCmenOiNSZma2Zwk3Vrctce6ZxiMIM1OzLYudHWl1eg1Rjftkar9mh1MV61p3dXs9XlfH05W12g1ePZ6mK+vpyun0zvHk/vrmbvHw/XF9L6Unl/MXjfUFeXaH2FVo8t8w8/AUxRf/4WSoRm799M7t9oH36i37+Zf/x6+vHt9OObyf2b8ccfjz++nb1/M//4tfbtG+PD1/Pb1/r929H9y8n7t7MPbybv30JLEtBe8/uvpx/fzu+/nnx4pd+/Md6/0b79ChZJ+BGT+zfzj19P7t8A8E0/vJx/+2r64eXs/iv1w1f6/Wvj53+m3f3Z0+c/elgu2DZwsu8iQz73oT+QjIayVDKZiKbjiQPvnm/P6XQ6nSRGJK/X7ffvB3x+WCsCHhfEsf8yNn3nffLTPTarxUJY7DYrabXg0GRyk4qFT/oIwmmzQAMFEE8e0r5rJ/fsdo/dtme3AzzBPAWUPKyHUA0Noxa+kaQN57uTm4h3K5gKHXbrrpPcdZJu157b7Xa73WGvO+TzhH3BgH8/5POEPd7ovi8WCuMSsJA/Go5Ew5FENAYHhSAcBe1oOo6LKkD6VKSyUHRaLhXK+exxsZCnctB3Xy4VHhRKhTQuYS1kM6VcvgwHglQG5yznC+V8YZuA/JDKQXoMlUpD+lUhnaZS6aNcARbDfCZ7lKIK6Wwxk8mlU1QikY4nMoeHmUg0FQ6mw5FkMJQIh4OBg5DPA6rRiN/vczr2XPZo1P0vfnjUHdcUtaGgBpziwZUgI1oxWcVkYZLCN7U+W11IZr2LHknLcwmdbGlvRa9imkk94ednglEFZAH6hkc10TxVFmfS8nywbkhmXdBrIqrK2tkAVQaoAmAnonPZOJPQSV89kc1z2ajI5rmwrPYXp5JZV0x6sGB5VBmsG4rBDFBtaNQHy7q04nizMrg9H6yqMOAoBgNP/v9j7E2fG8nPNDEgkQniPvPCDYKso1vHajSj0c7lDcfMOhyO9YRXlrqKJEDcF0GCZN1d1Yda8u4Xh+396CPWMRteqauKBBKZiTORNxIJgGR1y/Y/5A9vkt2amQ9mZDBAEA2iqgsP3/f5PcelUuUWTfiJAHmsWu7rZWZRYvVbUJOqnF7sqwVOKnJSkdebnFLnF2Ver8MDrGVWP2CVAqsV+1qdU+qcUue0GiAgq5Z5FYCpMVZqnFgdKLXxosnr9fGiOdTqnFYbLlq8Xuf1Omc2R0YT7pktjtllg9VrA6UGcDZctCar+mhV41ctTqtNVy1Oq3GLOjyV9QxabWS0x4vmyGiPlLZgdEZGe6p3ZlpnqndmZneqd2bL89n6RDBORpujodGZLE8my5OJdjTWuyOjDY8f6kdjvWsT1p/PzZeT5YvR4pl8ZdXVjlcvJ2urTnK8eTVZfTbevB4tX8+Xn82MV5P1q9n1p5Pli7n5arp8AfzXyHzFm8947ckM6CrD6lwbma+m2pl49VxYPZ+YzyfLF9DCxhsvpsbr0eLZZP16snzBXz8dXz0fr59xm/OZ+Wxu7aSvJsqL46P/PhUnAER8qJ3wuKhIgCZCH+1mIfUtFovhXp8HQ9wOh2vLQjY8EIgROIGHILUyiKEeO4L983WE/8zYZbfb75gs223UH2QlW10SiMPi4B1Wc5cPRbwY5kJQxGblyXgxDDDLi2GAOy4E2cKcCIJAcaETyu4BuWwY4KYHQ7BbYh5FEbfLCc3sXq/b48Z8Hq/bhYIlmIxEqUCY9IfoCElGokSAoCN4jCAJPEJFcYogYwSZtNh3OkXFUrF4mqbTyVQ2mUhRVDqd3s5ks+nMbm5nd2cbAuABrR7e/+h+1rLg3AmvdrZz93Zz9+9tw6z0MJf76P72/VzGskAnUw/SmY9z2fvJFDgTIQbrQTrzYHsb9sf7uR1QNoAmK5fOQEJDisazCSodI1I0nsKJZBSPRQki5KcjOJwquF2ox+tMZ8L/3S8+Zidlfla2SCuleqnUe3r9Ui0OlBIjHV6Ipd4CROeVd+PDgVTtSfuXwsHF/PFAhI3ssK/V34mli/FjRsrzcmmolHtCxWLZgbeSq4x0CIPPpVSGiemddDiQ86xSYJUCr1cHt5EPjJRnlEJfLVyqRVYt95XywKiy6q2802ywywan1Vi1zOoNdtngjdZIbwyVMq/XWbMNODLSG3BjuGhxWo1VqwOlBmZDVi1zZhO+y+tN1mj1tTpnWnBgIYLe4PU6qzd6am28aLJqmdcqvFaBSWpidgZKjdervF5l1TKn1e7QBCBpqNXHi+Z40eb15sTsDBet8aIp6scT7Wi8aLJ6DR45NZtDuTleNMeL5lxrT7UGr9d5vTlctIaL1mTZAJoJsAme5O6njBdNXm+K2qmoH0+WJxOzM1meAGAJxsnU6E6W3dm6I5hnMF7BJRgnI6M9MTsTszPRjibakQ1o9fHqU6ujcfkSAGW0/hQQZ7x5PTNeQOHiVP8U0Gq6fDExn0/M55PNU37zYryB/rUnQ/3pZPlqbLzktRe89gSI9rHeFdZPQQMxMp5OzOe8+Wy2fmlRZubz2erJWHsyXT6fbJ4O1+ez9cuZ8WpmvJgvXkykpwf5vw5FtlDEYbPZfFt2IuCkiRBNRe4nUw/S2+l4giTJ8JYziKEezEq5cqM2POjLkBTpD4QCwYDP78UwF4IgNvs/4tv/kYzU/r1kZMyOYN9bD+02m8PhsH3PkQM5Vj7UbnkMEdSDIZgDRRGHB0Wh0cvtwACStpwIvDywFsKABtMWYBOcMAIOWseIWw4Mw5xOp3vL5dpyeLxOr8cZ8rqiAQ8VCYC+gQhHSH8A9/qocDgWpYCrJkMhGidokkpQNB3BExSZpmlgsuIxKpfOZBJ0JkHn0ol7me2ddC6dTGXTmXvZ3Vwa0t+3H+Z2H2xv/+DB/QcQjnwPokp37+cyD3YzHz/IfXR/G8KOIXxmN7eTSaVhqnqYyd6GycAItv0gDZU5OSh5/uje7nYmm8vl0ulkLpncSaWyyUQmSWUTVI6OpXGCxsN4NByNhMhIlIriZCjidqF+nyt3P3h6/LPeNM+olQu5wsjVnlzpy3XIk+lrFskCmXbvZuW+VmfEyjtl/51S6BuVvl7sS4ewGF6IhwNln5OKfXGfUQoDpXYhlqyoFq02UErw3h4oFU6rDfXqQD1klAKrljltn9XzrFZk1Bq7bAyUEq9VWLUMCVZ9vcgsSrxeHWp1Xm+yapkzq0OjMl0dD/UjGFvGiyZnNu8mmpHRnhudiXbEa+3hojVcNIQr61vwJh8vmuyyMTHbI6PNm0fDRWu0qo1Wtxuc0YZHTswOpzSHWp3VG6xuQdLQqEzM9kCp8Xp9umqNF82J2Z4u23BjYrYFozM1m1OzOTHb40VzqDXvppuJdiQYHXjykd6aaK27e0Z6Y240p1pjYrTGiyZrtNhl426qGhltwMS51hwbVXjm8aI9XrQF42RidibG8cw85letidmZr7uzdWdmHsNrEIyToX401I9482h21Z0svwOsmd6cLtu2mfliKj+bLp5PF88mOhRMPp2uXkzM55xxxq+eDPWnM+PF1DjjDEugwKvnE+P5dPEcpAkgmGI0q6+NU87AycVI3b5yeikfsypIGTp9vdNXj0ba6VA75YyzkXYC8oWRdjo1nsyWp5xxNls9Getn4w/PGanLGWfv+OOf/ewjJ2alJhAhXzxGQBZdOpWIxyg4zg84UfAh22w2J2aL4oFYjCIIIurxh7Y8IZfTteWAFq/v9+XcfWC3OyDcRr9HYNlvFViOW6kUhiJOxO62OQAiUYdty4EAQsES53ZgLgT1YljAiQZQhx9zuFDMveVyohi05vgxh8PhcKJbt1BlcyGoD7GDjxqQzmNHb40+CIYiThTzOV1eDAtteQJuZyQQDPiC0UgoGvBG/UGQOJChCBUO03iYxsMxPBTDQzECh/NT2LNAWZqiqAxJZWKxTCyRoxL3EklQRcHutp3JZlJp6NqBUPb7udvGne2dB9vbH93LPczt3s/u/uD+xxbLvvPgwU4Omug/ure7nUpn05ndne2d7VwumdxOJXPpFCSR3sts76bT93fSO6nUvcx2LpnOJlPZZCoeI1JJOkVRcRyPEXgMD1HhMPQGUYEwEY74fa4wsfX3//b+f/if/64/OxhoB5eAEWKFnVcGSu1SKl7IFUatWBuWVL2Uij3loK8XL5R8XymzemWg1ABQ+kqZ1RsDpcZJZVavcFptotcErcYp9ZHeAAiAtwpnVodmFd6fE6M1WTZmenOmNyd6Y2K2p4vmeNHktJpgdGbmsWx0J9rRxGgp6858eTw1uzOzO92cjIz2dPPdNDHfHE1Xrdm6o5pn83V3Zh4Jm6OpWZ+uWnAB+sD7HL4crzqzdWe6Op5uTqabk+GqI6zbs01jtu7Am3m6ak3N5nR1PNoczdbt8bI1XcLCdTwy2sNVZ2K0hM3x1GzOVq3p6kjUjxWjJRvHs8XRbH0yM4+nq9bYqE+WJzOlrSyOhWV9tmnMjIZsHCuL44nRmphtHl7bqj4x27xeh+VutrZeqmTURa0uak3ZOJbMtqDVRK0+N5qifjzXOoJ6NNIbMAlOjNbEaIn68dioTszmzOxOzI5gdITNsbBs8np9rHeniyZnNqdmc6DU2GWDFUuwrtpGxtORes5rT3jtCa+fM+rZdPFsrD3h1POxfjzUToeLLqASr58OtPOx3h1pp7PVE07qctoxp3V7iy67OGW0Tk876qtHzLzNi21WObqQOlYJtXICKVo9vdkz2px2zGgdXjtm9DbAHK+fTrUzTm2xZoczT/hV99I8vdTPBtr5u37n53+yg2I2zG4LubAUje+m0x/fy93b2aXxMBHy44EQpI7cBV15PRhJBmI0TuCR0JYn6EKCHtTlsDmsRHb7/x87oc2GYHabC0HAjoPYbU7E5nUiiM3uQiyU8dy2CqIogiCI34H47JjHbnkGAZt8KALEuWvL4UQxP+Zwozav0xHcwlDE4USsRBqPHYHKew9i89gRDLWhDtt3GTWgyXK6wF3o97mC/lAg4IuEfTECJ8MBEL4TPj/4dYiQn4oE6GCICodvc0qJBEEkE1QyGU/F4jECArNoiKACeQHQ4duJVC6XS6USO7n0bjoNUTD3szmrzyKV/ng7t2uRULnddPajnXv3MtsAc5lUGtj0nVw2l07tZjO5dOp+LpNJJ7OZlPX82WQ2AwFY6VwyvZ1IZVJZoNtTOJEhyBiBxwicCocjAT/Qc6Q/4N5yZXeJcutn/8d//AUj5RmtADl2Pbky0OoWRaWUWbXMaIesVhwoNUatsGp5oMKXJU4v8XqV0RusXmEWFU5uMWKF16usXmGXjanWEJS6YHSmege2lYnZEYyTudEU1m3Ao7nRnK1aM/NoZh5Pl52J2Z6YTcCUqd6Zr7uC0ZHMtrBuz8xjYXUirbozszsxjgG2Zstz8erJbHkqbI6lm1Pxujtfd5X1iWp251cn09XR1GzONo3pqjUxO7Pl6XzdhXlkatal6/b8qjNdtYTNMbwSYd2erduT5cnEbE9XLWHdnpi3q5PZnprNyfJktu7M1hamTJfWH0FYnUzXjdGmNV215ledmdGamB1hfTZetSdmZ7o6mpid8aI5XrZgBBOvu6LWlPTW3GhO4c9r1mEoGy+aE6M11RpTrTU32qNVbWo2Z3pT1I+nZlNYtEStKWrNkd4YG1VBq831OifW2XmNN1q8Xp/pTcHoCEZH1I/nWhMwcaQ37hbJoVbnzaORWhG0GieVB0KNESs2Ruvw8imjnfL6Ka+fWn2w+hkAENzJ66c9pQNWeE4/6i9a4PHhl+eXarOnN2+PPOsXcv09dPDIdaj9udWwNqzDZq0DjgrwEkIMGFyM0oQU+sHyqKcdwbz27n3r44cJ2LyIkO9hhv7Th/d/8oMH9zKZZCQK/5qjAa8HRR23i1so6KcpgiTCYIT2u1CQDtyNVf80Buv7K+GdFvS7eD/E5rDZ7DYEagTvAAs8gA7EhjntDofdOgFEHKBIANUVjE5u2PswuwuxQM2B2DDMAcIrUGN57IgPtXsQG2azSqGhzALqC291pPagBw0G3D6X2+fxhkM+wu8hw/6I3wMSWcLvJXx+Ohgi/QEqHI0ROEmEKRInI9EUTsRJIpOg43QskUjQNJ1IxNLxRDqe2IkntulYLp3ZTWd3MtlsOgPc1k4me287m8vuwDHfbjr9MJf7KLsN3PnD3O5uOruTysDctJPLbmey6WTqfm4nl87c285mk6lcOpXNJLaz6Uwmlc2md3LZnUx6N51+mMmCVeheMpVLZ1KxeCpGZ0gqg9PJKE4HQyDcJ8N+IuQLuTCfH/vpT+mXL//qP/7+VwOpOlBKsKC9mz9m9QajFAZyHvJYOL3ESUVWKzJqhdernFLnpDKnl7hFgdNLA6MKRBK7tN4YE7020StzrWOh1fJEMDoTszMzj1SzK2y6wqY73ZwIm66oH8/0prLuzMzj2fJU2HQny5Pp5gRGjNm6I111pZsT6epMW53LRle+Pp+vu9Z1cza/ORM23ZnZna+7qnksXj2BO8Xrs/n1E2HTVdadxfpYvTqar7vC5ni2bsON6aolbI7E666wORY2R/LqCIYjCytXLZjXxqvOxGwPr1oTszld3wLfuj1bd6arFuAaXMLmlkUyO9PNycTsTNZHo01rdnUMs9LE7AyXzemqNVu3p2Z9bjQloz7Tm8KiNTaqQ6MyW1enZn1kliZGa6Q3AGvGRnWqNWZ6UzLbY6UmanVBqc6BwNKqE6001MtjpTKSyxa7v2gBYTdctEZGe6LXhgtg+irsosQoBU4qsuIhqxUH6iGvFBixxIgV26Xa7qvHPaXT04448wTqqvvSUU9vvtcsHRejNFmtzWttTqmzUtuqzNXarAwFlmDgggOa+rtpFULcQYUMWaMXcv1CafT0JqQvWPGkSqOnW9bCd2IVNCA9qdbTm4zS5LXjofnk978/iqc8CGLzY0iOJP/8hz/6849//JP7u/dTadzro/wBOhgifEEQncMHGfbHCJzECSIc8XidW5gTWpdttxEx2B8j1N2HE7EhNjuotKx2HMQi5LccyF2AH2gRbDYbhtq8TsTrRAKoA1onYOlzOWwwYQGn7rJZ2ViggfDZt8Bj6MHsAdThsyE+xArSgmBS0Jr6ULtvywHD150/MeBEgx7Ut2UPOFEQ9Ef8HjBOEiE/HgqSoQgeCgP1Q+METVmyLJII03QoQUagvhA+ErE4iLPS8USWorez6Z1MNpdOZVLpbCa1nU2D0HQ7kXqYyT7M5O6n0g/TmfvZHOxxwFjl0hkApvu57Ww6A3nH4HaG/p5cMrmTgZ7E1G4mCTfuJVP3MpmdeGLHkjLEwEKYihNpmk6SJBkK0cEQFfERIV/Y5/T7vX/3d9nf/vZv3/YfDxetgVRljAJw4QO9yOt1OGhj1TK7bHCLOiAUvyjzepPX67xWGa0sWge2p8myNl4ejYw2bDezTWO6ORGMk/m6K111hU0XbtzBzeyqO1935etz+fpUvO7Ob87EqyfTzYmwORavu9LNiXp1pKw78/WZuDkdGyfS1Zl0dSZfn0pXZ/N1d7w5lT+cyR/OAKTmN2fKN+fKN0+lqzPx6ol0czq/OZNuToTN0fyqo26Ohc3xbN0RNl3x6omwORauT1WzC5glmW151QUYmq5aMO9MzPZ42ZquWuObI5iMbqet24HRaEnr1h38TVet6box31hMFn+HaPBsRmui1yZGSzQbc70+MuqjVW2ybEzNGq/Xh3p5qhenepnXSoBfFl+ml8VFY6zUJKMuaGW4eKkwVirzZW2qF6d6caQUJ9rhRCvxehUOBDitMdTqnFTm9Sqnl1ityGiFvlroC485qchJZTirZdTKQM4z0qHtQmhCVVdfvPNP1t9LtXfz+qXatnzhSgVELm/F6qVatlRkVniFFTX9tVB+Oy++1xpv55W388rXwiF8BksUfPlWqMGdF3LlP/EF+LIn1aDhGvpZL+ZVSHS4VOqs0vz9f27mdsmA25mOEX/6ox/9zc//4gf3HmwTsejWVtjnjPg9eCAUCQS/Y6NQWypOJMhoJBQO+PxOzOHHHNhtlKjNZnP+07DRfw6/7rRXHsSG2G2Y3QaNEiBNANMfhtrcqM3rvG27QVEPZvfZLKm6E7EByeVDEQ9mBz4LHIUgIvXakQCCQHsFbJcOxOZ2OSAbC8zS2C2l5cUwn8drMVkeZ9jntgDL7SF8wbDPFfa5ybAf5iwodqeieCgQJHEiRpApnEgQBJSGJZJUjMBpiojHrAiaTCyRjidiMSpN06lYfDsBnaap7UQqlUje286BXH43nc4k4g8zVt0pMFCgk9jNbt/hEagZcsnk/dzOdiK1Tcd2UpmdVGYnkwYI281u76QyoF8Fh3aSwpMUnqLxFE0kKRwarcmwn4oEiJDf63VTtOd5++f/13/6Ja/WWKMFR2ac0oQDuIl2xEuNwbLBLZoDpTbVYV/rcEAAwYG60YY1Z7howZHTzDyeL49nZlc2utKVBU+3mNKVPzxRv30m3zxTP5zL357L3z61BqgPHfXDufLNuXR1pn44l/9wIn84E6+7cL+xPje/faJ/+3S+7k4/dOVvz+VvT+VvT+UPZ/K353eYBZ+lDx35+lS6ORGvu8LmSLo5Eb4HVQBewuYIJjiYkkabFr+qjdcW4TXaWCdxs1UL6O3Zpjla1SarOsxNMIXBBCSZbVE/ni/rklGfwGP02sRssnqF1RusXhmbVV6vDtQCr1c5tTzRSrxUGGp1Xj4cKPu8VhoZRU7LM0qe1fcZKc9qxcG8yEoHAznfF/dhJe9rTUat9NV9TtsfaAc98dFAzl8oeZiYBuI+Kx72ZwesVrxQDhm10tealoBDKw7kPCPvcbc6255y0JcPerNHfeGTnvioN9/rzfdsl0r1Yl7py3VArlv7de3dvPl2UulJtfdS2copFipv52XoZYQIfatDTaxCp9vvpsWvhfJ7odwXal9PwQ56cGeS/P248LVQ/h1/eNv1VgDD0ddi8Z1YupDr79TGXQQNTG1Dufn269pHH23HyPCPHub+8mc//cs/+/NcOkMHQxG/mwBXnT8UcW3dIU7QgyYpPEFGiXDEveWCLQxoINs/NeXY/wienDabw47AVmhFL1iR7TYnYnPardR2GHks9h1z3LXPA+74ELsLQbYcKIo47r4LcTFwlOlD7V6HHfpywBTtsSOe2zZpeBIMRVDEgdgcIIaAZdO95XK7UJ/L7fU4wy5vxO2JuLasz34PbIURtyfi98B4ggd90UgoEgrjgVCCjCTIaIzA4zieIIgYTRJElCCiCYrOQC1YLG4llMbi2Xh8h0pkYomdVCYRi3+n3oonUhS1m05nEsmdTHo7kdhJpXYy2TQd38lkc8nkw3tZaJyGwSqXTu0mkjvxxHYilYklcsnkdiIFvJVVnppJ7MYTkCdDRXwZCk/RRIKMQCIFEQ5R0Ugw4PN4XB9/RHz5xb/+HbPHGi3ePIITt7FR5/X6cNGyNIeL5nDZhpP4idkBeBovW1OzKazbMFNYi5JFh3dm6850cwLLmvztqXjdVf7wRL4+l67OhA/n8ocz/fqJ+u0T6fqp/O25+uFc/XCufXumfjhX/59T8ZsOjFryt+fSzal01VXNrnTVla8tYJJuToT1mfztqfKHJ+L1MQCTeH0sXp/N/+9TYXM8v+rMrzrSzal0cwJr3Xzdla7OhM3xaNMSNkfjRROmoYnZBqp7tmlMzdrUrEtGfWK2R0ZzbFRHq9pYqY2VysgoDvUyr9cHRpVZlKaLKlBCY6UmaLU7NQOn1YZmhddKY6UCa/JAqVxq+8NlkVUKAznPakV+UeopB/3F4aVS7ekHrHbIasW+uM9KB6x0wEgHfXG/pxxcqgXAoIGy39MPBnKeUQp9+aC/yLPSQV/c5xYFXiqwYolRCn01fyk8ZpVCX9m7VIs9sQBqeE7L81ppoDzuzfc49bAnP76Q9i+UPCPlL4XHnPSry+kverNHfWXvrfDI9l6o9JXqpVh7L1gVaX2t/nZe7MklqIqAickKAhXyl2r5nXB4ITTBWwTRHJfTynupCrVdvx8X3k+Kv+cPvp7uX0ythsuvp/meXPndeB+SqgfzwiXkb9zGTluxPmIDuHlG67BSmxfbb981f/6zbDId/uuf/8nf/PznH927j+N40OMEPzAZ9uOBQMDlAR7dgdggXJQIRyKBYMDjhdhihx1BEQf6j9kru82G3G1/btTudFgLI6gWgFcC6ZYDsW05EMxmg0h4N2rH7DYURTAHHA5alTmAjIBf0EUIiHOXlQxHh+EtZwB1uFGb02aDLAc/dkuQOWweDHFtOUBuahkMb809ASca8vhcW46I32Nl+3k8YZ87GvDABRJZ4KqJkB/8hkTIT5FhmopAeBaJEzRJ4ThOUVQCLId0LE7HoG4nnUqkaAL2xBQV24kncslkNp3JxBLgoM4kkrvp9E46cS+b3IknskkICEw+yCShWyyTSKao2IN0ZieV2qZjDzPZnXjirmliJx3fzSRyyeRONrEbT2wn6QxJJSg8SUVzNJmi8QQZIcIhMhSiIoFowOP3ezEM++u/uP8//of/tjc5nK07w0VLME5E/XiqdwbL1nB1qzM02xOzA0zzxOwI67awbktm+46lnq5as5uziQnzS3e27tytSMpVd74+U69PhY3FPSnfWLgjf3uufXip3rxQP5zr3z6Vr8/VD+fSzYn87bn87bl8fQ4AN910YGdUNmfyzcd62zAAACAASURBVIl0fSRsjoTNsfShM7tuCpsj7ep0vjkSNkfi9Zl0czpfd2fmsWwci9ddYd0G/mi2ag2XbevUb2XR3pYEYVUfGhVer44XzbFUsiQRK1BX1Vm5xuvVvl5klAIrHrJqebSocFptaFRYtczLh2PtYKqXQfzF63VOy0+MFm8cwmjT0w8Yo8AqBUYpsErhQt3rLwsX0h6jVi6lIrcoMFK+J+33xf2ekn8r7vXEIqMUevO9S+ExiGkZId8HkZpZ7OkHA2W/N9+7mD3qq/kL9dGF+ohRP+mJv2KlvYGyz4kHA3G/JxZgaBqqeV4sjldFZr7Xkx/3pU/eqY/fCo/eTT7pyZ+8n//qvfDoQvzlxeRX74VHNmjBZucVZlaCXK63s8K7WelSrP5+fPjuFrC+FsrvxNLFrNKTam/nld9NyhaKQfq9UHk/KV4IdWjjeDsvvp1Xvp4U31sVOIfvLaO55S/vaRWYvC6l4kCpMWKFsaz29YHa6unNnlRnpSYrtfuD5s//YueH9+P/6i9//lc//5c78UQw4IPMFiLko4lQ0IN6PVapqteDESFfjMDJUAgP+oKeLQ+GbEHGHmIDRPunR4TwLSv88zakAYYpoJ9cCLqFWJIrD2JDwKCDWmGCDrs1Z7kQJOB2uhAUwAtAynEb7g5h8wEn6kMtrgrY9IDTAU8LayBUQGOoze1CUZvtrtUC7NBBD+rdQkNeVxBDI25PxO2J+AIAXjBk3Y1awGqFAkEQXobD4XA4HAn7iZA/Go7QJBWjaBonklE8Q1JJkqQjeIKgkiSZJMk0TcdoMhWLZxLJNE3nkskcHcslk9t0LEvR95KpTCKZTaZSSXo7m97OpqE/AlJrduKJRCyeTqaA/NpOpLLJRDKeyKTS0N+TiVO5dGI7m8xmErvpbC4WT8cspUUuFs8QZDKKJwgiEgrDYULA7/Z4sb//xY/+t//98UhozNadW+6pA5w3fB4bx99B1eZ4YnZm65PvLVPWt+AxMM7cMtAWsszXXfG6O1t3xOuufHOifjgXP5zL357eYtOp9M3Z4g/P5FVXujqTrrrS9ZF43ZWuzuY3Z8DKAwbNTEt8AHPTdHUkrDrC5li+PlfWHWHdnq6O7pjyidmeb44mZhOmp9GqdqtaavJq7U7QdDcZDYwqa5Z5vcppNfg8MKoDow6qMUax/EADOc+qZaCEWK04kAt9pcxJxYGyz6pl1ixfzgqMdAi7WE8/6Mm/5M3CQDvgpOKlcNBTDi70fW5Rfa8evpP3LpQ8qxVZpcRI+bdi4b1SAtsAqPx7YsHS/c/3+uJ+X80zmqXCZ8USo+QvpL1L6ZG1Hk4e8VKemT1mhMO+uN+XHl/MH/fF/Qt1ryc/7smPL8RfvhcevRcfX0h7b6e/6guPL6efvJv86q3wSW/2iBl/YrucFS5nZSgTfCeCRbv0Xqi8FWpfC+X3s1pPqjNy+/2sNlCOgUHvK9XLeaMvWmkeUP5zKdaggeLtvHIh1/rSETOv94Vab9aE3MWRdsKJjQuh3peOgP/qa82+XO9JdcZoXyrVodFhtTa4HwdGh9FOxvoZK549Oftv/vZvf/7zP/3pD+/fx/1bfhcK7+dtOhYPR2KhsGvLgaKI24UmyEiaIOPhCBX0RfyeiGsLrDAYiiDfnev9Y+3oXdIxeku0uxAEaO+A2xlwol4MczvtcHJn9XFhdidmQxCbD4WV0+5y2Pwu1O36zh5oOXUwB8jct5woitlA6ODHHDBSWSukw+Z1Ou5yR32IHSgtN2rNXwEn6kBsTswGZsmA2xnyuiIeV8TtCXlduNcHIIUHfbjPAxwWDCnhkC8U9OORaCQcJMIhMhKORgKxUDhBEAmCoqI44BQdwRMEQUJsKUXHY1SConPJLOyJ2WQqG4/DWV46mUonU5lEfDeRhEyYVCIZp2PpeCJNkFmKziTodDKViMVTiWQ2QW+nY7l0Kk3T24lELp3IpuhcKpZN0dkUnUunsgkqS5PZFJ0gI9kEBdNWPByhIgEiGIxGQgG/G/4XnLf/5XDQBDoJju3ggjkLQGq66czM7nR1NDHbM/NY2Fj81K3ysD1bd2br7zSTU7MJ2GERPWZ7YjbnmyNh3ZiaTWHdEK5agF/zdVc1u+rV0XR5Ml8eC6vOdNXibycgftUarjrcsj1cnUzMzshoT5Yn8+Ux0PlTszY2qrxeHxvVudGUzPZEr1mvQa9NzfrUrAOdxKnl0ao2NCqcWh7qZV6rDJXyUK+yarmvV3v6AaMdcItCTz9g1EpPrbFakZEO++I+oMNA2e/PDhgpz0j5gZzva5/09AOgqy0ZmpxnFQCag75a6OkHPeWgr+b7aqGvFoCTupx/AvwRIx2y4iEnFWHs6ukHAECjebkvFi6Fx++FRwNlH5Rul1KRE6vvpP2vpb130v6lVL5Q8sx87+4n9pW9nvz4vfL4UngMSRWsUuiJhYFcYKR8TyywYunr0S8H2sHF/DH4xt8Kn/x+/ouL+eO3wqPefO+9+Pjrya/eTT6xDaT6e6EC7fDvpRq0YEPp6eW88X5Wu1QajNa5lFuM0OlLRwOxNRK7A+VoIB6xUrsnthnttKd0LtV2TzuCBjAI94AjRV4+Zeb1iXg0lju82LZaZJUjqDi0wvyU5lA/GhvHvN4caScj7WS46oLya2Y8/3dflP/+v/rbP/vxT7PJFIRDBT1oJBCMEXiCoMhINOTxOZ3OUCgQo8kUjcfDEdIfCGAunx3z2b6LWke/19n1vcXQYqxgYbxrwbnj1D0YYq1pyK3LD4pUoS0CtVkLIIqCvNPtcHgwxIli4F4OOFE/5nC7UOcW4vOhTsx+R6vDCOZCkFvwskNiMrh/IPrZh9j9mGPLZTmogxgaxFCf0xXE0IhrK7zlDG85g15fyOMjwhHc64PREsaraMADAfDRcIQKh61oh0iU9AeoSACUWSmcAIiPRaNJkiRxgojiJBFK03SGpFJULE3TKYpKxeJxOkaTVCaRTMXi2WQql0xmUzQYfSA/fieeyMXiu4lkJpFMJZLJBJWOU5kEnU3GQFi/E09t0zG4cql4LhUD8EpS0SQVTceIFE0kozjpD0A2IR0MBdxOv88VDLi/+vy/4Mf12fJUWJ/BVCVsurPl6WR5MjZORuvu0LBO6GHRs24YXSDg+VXrTvQ4XbaHWp3X65JRnywbwA3BIDYymrxufcmZzdHGOjubrTuy0b3TIt3ta1OzOdUa/KLMLhuW7UavT9ZHU1BX6rWJXhvprVt7SnWi10Z6AwBrvGgOlNpIrfBaZSSXh0alr9XBQjiSy7xW4aQiMEeMUejpBxfqI0Y7YIxCX80PlH0wRTNKAczSfXF/IBcGcr4v5xmlcCnv98Qio1YY6ZBVy/Ctd9I+7HFWlKB60FMOLoXHfXF/oOyzYglc3BfSHqMUBsp+X9nrq3lW32eVwqX0CEYqRsgzQr433+uJhQtpry/uw5AFaTlv5f2ekmfUyoViDV89sdAX9y+Fx5fC4/fTT94J+XfCfl8tXAp77yafQFU1LIZ96THMaD3l4ELaez/61aX06L3w6FL61aX06HL+ye8mv3wrPLJZ3ajTdm/W7Au1y2nltke+3lM6PanWm9cupZNLtQ3dOdDUysunvHwKse4j7YSTjxitA+Ee3+mqtM5IOxlpp7zS4bRjVmuN9e5IOxmaT3j9dKAcs2qH0ToDtcWanaFxPDWejPUzXns2NJ8MV92h+WS4Pp+Zz776vPRv/st/9eOPfxDH8YDT4XehEb8nRpDZZCpB0UQ4EnB5fC43SYThRJwIhgmfP+B2+pxOGFtcCOpyWGiF3XLt30/sc94FvKAI6gAosfu2HEEP6nehACsOxIbYHHa73WmzeW1WjqgTszsRhxPFnJgDRFiWtxlFoXQe6HY3agt60KDHaqDwu1Cfy+ZAbB43BtOW51Zv5XLYPKjTiTkwB+pCEDhY9GOWXwfMiT6ny+92wqgV8bsDAR/wWYTPyiPFgz4i5KODIToYwgOBaMALpB6kaBF4CI4RkxQOsng4PYzf1UrH4vEYlabpbIJOEEQyZaXTJOkYUO8QrgDVp6kknUzGk3Qsm0xkk4m70IV0jMym6NtKVzpL0WmcuJ9KZyk6m6AArXKpWDaZSBNkmqaTVDSbjKVogias8lTC5/e4MY/X6fNj//7f/d1s3hLWZ9L1U8CssWFdvHk8WneH+hGIHsFMC1PVyAAvSHuyqk9WdcAjXq/fqhMLY6B4vud3g9ACXq+PFhU4sB8vmoLRUcy2sGxOF82JYTljRnoDHMsTvTZUytbBpVbj9fpE6wy1OqtXOL0Ezz80KsOFtcTxWsVa6KQyqxSYRWloVvpqYaiUOanIKIWBUmLVcl/cB9Urq+f76n5/eXAh7V2Ke5fiHiPlYbYayPkLaa+vFsCSzUlFTs4zcrEv7vdnB4ySBys4I1cvhQMYZwbifv/2qK4vHvTFA4v2Eg9ZsdRTDmDUYsXD3nyPEfKcmOcFC9cYKX8xe3Qxe3QxzQMGDWZ5VjzsiQVGOuzJlQsl3xOLrFiCCliYoXrzvb54AF/Cw+A22DPfi3vv5YOeWLiYW3RYb75/Ie315MesUmCE/KXweCDuD+TCxezRpfDYxihW1GxvbgUqX0jtnnY0UI5Yqc2KJ6x6cikfX1pNsMeccsYpZ5D7PpJPhcUzfnnOacfD9flw1Z0aTywTj3Y8XTybalZ26Gx5Otk8Hanns9WTqXE2g0xR4+nUeMLLp1PjyWz1RFg9n62ejNdPxM1rZf1SWb+cXX86kp6dn/3bv/jLP0snM3TI79uyRwOeNEFu07FULJ4g4+FgyLuFEngonaJTFHUHYV4M28KcyG1MKPBNzu+FYdlvMet7HmbbnZLThSBBzBFAED+GBFDMg9m3nAiKfjdewc4Ix3mQIWPVEYIiAbW5ECTgRIMuxLdlh8YXyLfyOh133Lx1uTAPZreaKTAb5kCtqBmHBXYezOZGbW6Xw+txurYcAZ/f7/YE3d6Qx0cFgl7fVjDgC4e8Eb8bD/oiYb/X6w2GQ3jQiwd9pD9A+Py0Pxz0B0KhkNfrxfEIHonGiEgcCmkIq+shQRBUFIf4sBhNxmgylaRjFJ2iKDhATNKxNB0HJisdiwJJD/dnk4lsMhanYzGKhqPGVCK9k8laj6GoDEltU/Q2RWcpejtJ309l03Eqk0imCTJDUima2E7S6RiRICPQPREJhQmfP+L3+DzecMT3v/xPv5hKneHK2gRB8Thbng9X3fnV6VTvTM0uaI7ujHV3m+DAKHOrEg8WP6MC5M5AqbFmmTWLvNEYLNpjrT5QSsBq83p9bNSniyor1+7cxcNFY2JYs9JAqg61+khvDaTyQKqyWnGg7ANbxOklS9SqFXmtwuvVgVa/VKqcUufEKq83h0qZ15sQzMDIZUYpcIvCpVQYyIWBXGC1Yl8vXipVGEPei48ZKc/J+Z5y0FMOePkQUkwhf6I33+8pB5fiXl+2TrHeSfsDpcSKh5x4MBAfWzZJqXohHFxKRQCdvrh/oRzCARw8LasUhmp+oh3yUoHVioxc5hdlXj6EZRDEUIyQ58QDTswPhD3QQzFiCfzhkFnIKAVGOOzPywOlNFBqjHQ4kPMAfwO50BcLjJRnxTyjFGAwZJTChViCirCectCb770V93i92tfqrFruzw44qcgIeYj9ei8+hnntrbhnA0H5QDkGS+BIOx1pJ5zWZbQTVu0M9C6vn/KrJ4x2yi7O+dvg4zvf8sh4Ols9ma2eSNfPRqvncFu8eipePRXWT+fG87n5cmY+k25eCqvn880zYfUcrtn65cR8Pls/lTbPhfVT8eo5XPPrp8qHV8rNa+XmM3X9OTv59L/+N39zPxknQn486E2QkVwqBk0taZqGQKiAz59OxTLpZCoWT1B0JBAM+wN+FHMhqMVM3Zae3jWk3qXEwJmgGwUTHxKyo34MgZIbSFIPelC36+7UzzrLczotSPKgKIpgLgQJYtYstuUAUbsNePcA6gDBJxwXelDU53T5nK4tzAmOaNcW5nLYfFt2N2apJRwI5NUgEEOIoojTjTgxO4oiGPBfKAaVhRHXVsTjIgIu4LDCoUAkECR8wag/iAdC0JEFsVmRUDjoD0BmKY2HYeGiIoEYGQbOKx7G4+FImiBpHGALp/EwTRE0SdF4OEVRSToGwQ9wwZeJO3jCiTRBpigqSZLbdCybTEBQTJaiIUE0TUPwKb0TT2TiZCZJWQUZFJ2kokBg7cQTSSpKhiJ4IBQJ+8OhgN+F+n2uZDL0D//wWDCspJHZ8hRSk0bayWR5MjaOh6sOu2ywRmtkNCH4jdOPeL050htDocJplZ5aY/VKTy6xWrGn73GLwkAvDrQDVityi8KlWmCUAqeXhkqZFfOMWgHjIauWWbXK6/WBUuK1EkSGMkqBkfKwvECeDCcVh/M8I1YGcrGn711q+fdK6b16yMslTipbUCWXOKnMqJW+XoWJhpcKnFSE0NF3wj6jFGD26St7jFFgxBK8w3m5xEnFvpx/Lz7uqwUrHkfJM2plIBdZ8ZARDt9P92BEgn7WvlLuiQWLgBcrnFgFgGCkvDWFqWVItmDF0kCqMmJpLNYmUnWktFi5MYQ4LaU2kBuseAjPA0E3AH+9WXUgVVm5Bj2vEBzIiVWAqoFS48Tq0LB+K3BilRFrnFIfSFVOqQ+UGi814FVdqsW+Uh4otZ5Q6YkFqNeG8D9GrDBSnpVrrFiyslWVAvzpbABA1jomn061M844A6fOQDker5+M10+gdQKyjCfLVxPz+Xz52cx8NjJfwWQkrAB0ns7Nl+Lmtbx6Jd28nG+eiatPpas3s6vX0tUbefNaunozN1/Kq1fy5vV4/WS+eQaxM9qHT+fmS+nmpXT1Rty8Xty80W4+l6++UM1ff/3+6V/9+Z9u0zEqHKaJ0L1s6qPd7R/ev/8gnYmTBFA2NB7OpeLpeCJGkNFwJODz+5xOD4o6kD8SMrhujTjgvLH9cfmNE7G7UbvPZgsglpYq4neHfc6I3x1wogEv6kIQ35bdh9p9iN3rdIBa3eVyOp1OB2KDAKyAE3VZxTl235Y1Ut2tdR4McWNOtwt1bTlcLpcTxbxOhwdFgefyYIjX6XCj1mIIn0HM5cGQLbsdZFx+zAEroc+HBtxO0GERIT8eCIR8Xkv7HgpFAsFwyAdey6g/aLFakVAoECQjUXAdWjxXyB8O+cA1HcPDUCJN4CELsPAwiE5pyurjAXFpko5lSOruHkunTlHxcCSOk3DaCEbrNB1PknSWoiHJOpOgUzQBC2OGpDJJClSjmSSVS8USZIQMhchwgAqHA36v24WGfO7dB/j/+Z/3J8vucNVhjc7A6PCLzmh9Olqe3Pls+lqd0VuW+VmpwbsLZhxWLTMiJOFVgYeGyYLTS6x00Jceg0SIkfKcVOTEfF/NM0oBRg9umYdZaajVWfWA00uMUugrRXgPAwoAhcQuCn210Ff3QccE77GBUhoopf68zEiHjJS3TNdSlVXLPeVgAMdtcp6RDgdK6Z2031MOLMuRtN9XC++k/QvFEg1Yb1rtsC8fMNrhpVS8nBX7swJkHzNSntP2AV8GcmMg3U06+aF2awPQioA+AFKcWJ0YLU4qc2J9pLQm2hG4Am4F6DVwCAyV8lCrD7U6vLCBVIVEUF5qjMXaQKoPpCqv1jixOtSaw9vsraGVPljh9SorljixOlIajHDIKAVOqY+lEiMcMmJloJTgb4OTirxY5cQqIxyyYh5ew0A9ZKQ8J1Z5sTicgf4rb5sunk0Xz8H8DGEMU/PNaPFsqD8dGU/BGi2snk8Xz0arp8P1+WT5Yrp8MVm/ml2/nF69mF1/Ol4/m1y/mF1/Or16IW9ey+anuvHGMN/I5qfS1Rt1/bm6fqPdfC5uXqvrN/KHz8TNa3HzerJ+BYE2w6tX028+m24+la7eKDefSVdvtA9faTefq1dfrVf/w9e/e/6TP/lBLE5QdDSXTvx4995PP/r4x7v30qkEGFCSUTxFUdt0LENSeCCER6JBf8CNOVHEgTognsFKQfBZuTF2+AwaUeQ2TB3CGPwOuwexRTwuP+bw+1xul8Ptcvi27CEUDaAOEB+AS8aPOdwOB4pgMPhgKOJBUS/i8MA0d6sjDWLOiGsrsoUFXUjA7fT6UL8LBS2oa8vhxba8TgcEabkxpx9z+Fy2LcTmwexOxAYzF2yFfswR9KB+py2IoWGf2+lGPF7M7XL4fS4XgtyVrUYCQZD+h0M+aMeKBrxRt4cM+8mw1dVIhcNEMHjHzeOBABUJ0hGcDEXISBSPRPFIlMaJBEVTUTxOhBMEQRIhigzHaJKmiFgsFqNoiiKSdCxGk8DKp3EiQ1JpmiaJMMxZSZKkcSJJx1I4kcKJDKQJxhMpikrT9DYdS1J4kqZgEwS0StGRWChMhPzRaBSOCEGn8pN/EX37bg/sb4PlEaN1GL3V15o9vckt2xDPMJSbA6kKeTKcWLWi7JQyI1YYpQCJmgOp+k6A2STfm+9dTvYggQ9YG0a6PURTCqxatnSS+v5Azg+XRW5R+KMzNaUwkAvwyx94bk4vMVKeWxT4W20Br5VY7bAnFli1PNCBnKqxco2XapxYhUiJgVKDaYiXD/tK+ULJA04xau1SeMyKJU4tj6USJ5VZMQ/yAkbKD43KpVpm9BYr5gdKaaBUmEWJ1YqcVGak/EArD+TCSK1wYtUClHl9IMDIU7r70ZxYHWr1sVibyi1eaky0o+GiMV40GbnKaQ0LuZQ6J1Yt8FJbcOedeZDX60O5Djlcw0ULQkon2hHEBMJ/dRdtCqA/kepjsTYWa5xUnkjVoVCZSPX+vMzIZV5qwI9jxcOhUh5LJVYtD5QapLxa5nataJubr6T169HiGWT4DfWnvPmMWz8fGy9nxgu4hNWruflSWD+dmM8hqw+wBqBnar4R1p/DDKXcfKbcvJ6sX81vvtCvvpx/+FS8+lK/+e3s6rV287n24Sv56gvh+o109Ua4fiOsP5c2n4vffDa7eq1cfyldvZGu3syuX5r/71eLb74Ur74UtS/+4X99mruXTqfoXDr1MJP98cOPf/Dgfi6dgiPCFEXtxhO78UQ6RqRjJBUORyMBt8sBdNLdh8Nmw+wwXv2Rb9mJ2Jw2BLqaEbtt61YY5UIQH4oE3M67rRBGGy/icDlsfszhttv8IBDdsqzOAdQB5JQXwzAUua19tnswO2yLQRcSQB1ul8PvQr0eDOYstwu1+C8U9aCo1+lwbTn8LqjYQS3pKYKAosLrsMGTBJyoy+UEg47f5/L7XAG/O+B3+30uWPr8fn845MODvmjAQ4YDuNcXcYMrIADqh2jAgwe9RMiHB31AwONBL/wCiIYjkVCYxAk8Eo2EwhSJk0Q4QRCxUDhBkUmSBOkDiRPAc9EklSRJkgiTJElGogmKTlEUTGSpJE2ReJIkYWGEfC4Yu1IxGhq94H8cnBLCeBUJ+0HsGnA7vV5HJOL8u3+902eqon4sKCeD5VFPb/KLI1ZvQIYfr9dHSnsg3RVG1XpyhdMasLMABMA/d0Yp9MQiMNmMUoCU0Z5WYaTDnnLQU/YY6XColAez0lCojOagJygychEQDaazS3m/N9+7nBUGSmmgHloRWmK1JxYG6mFfKV+Ihz2t8nZ2AMGh1ioEGKE0IfkT4johUqKvlHti8Y5ih/XNyiCVqvDkQ6EyFCqwNA20cl/NXyj5gVLilOZAKV0q1b6c56TiRC5DqCknlYdafShURkproNQ4sc6JdUBhyCDtyRVY67hFkxPrI6U91TsjpTUyrPAsXq/PFscT7Qji1TmzyYgVTqtAYh9YC+CwldebjN7i9eZU7/B6847vA/SZGC1WLU/0GqdVOKlo7d2qVZ4Gv0UA93mpdqlUB2JjoBc5LT+YFwZynlFLjFrrK2UIgB3IeZu4egWYJa2tNNHJ+hUkjk6Wr+bmK2H9dG6+EldWwPHMeDE3X8qb17Or18LyBaCMdPVGunmpfHilffOl9uEr6eqNevWV8uHXyodfL/7wlXj1pbH6zfrmN9qHr5Sbz8RvPhO/+Uy4fiNcvxGvvhQ3r5WrLxZ/+Gp29Vr/8MXimy8Xf/hK+fAbcfPVSPz0t7+pQYPLjz+6/y/uP7i3nUvHEzGajBF4Lp15sL0N+qAEGYFz+lgoDK1/Vt/EnTrUZrfZvmvlst1aoJ0o5nA4gHhyIYj7lg4PuJ1BFxLxbwVdyC2CWGU2fgzxYwic97ldaMCJwt73/UO9AOrwO5BbIyHi93tdW4jPuwWqIrjcWy44QwSl2BbmdGNOr8cJMTiQ+nCnePBgdg9i82OIB7N7McumA7KskCcQcPl8TlfI48MDIdIfCPvcUZ8zGvCEfc6Q1xUOBcIhXzDgi0CuQyAA22IyisdCYdIfAhoLprBowEPgERoPQ2R+NOInyDBBENFIIBGOxAg8QdFZirYCtmgS0iDgL5/AQzGaxCNRSMugKYKiqARBpG8D5lNW0A2VTFDxGEXH8HiCoKlILhVPp+h0jEyQESoSIP0B0h/ybrlcLmeU9B8c/ik3Ph4prenmZKgfQWpIT6r35TqnNHmpcdftfld1A9MWqzeg3wV+z18KVsowZ5QZudwTi7xUY6RDXquwanUg1Tm1zGkNmIMGQm2iHV0qdVZvsGoZMItbFHixaG1eSolRCgOl8n5StDgXscSJdUas9LX6QKqDIprTarzamOqdkdLmtfZAqk7F+kSqwyEjrzcZsQaTjlUkoezDrASjEKPWBlJ1pDfGYm2iHVkoprd6aq2vWKDGqmUIWYfjRV6rjNQaZLdDvuhQq4+1+kBuWKk7egVy3zmlyksNXq9PxBZ4mwSjA5FVQ6PCaTUYo0ar2gCkZIsmzFOQ4zwy2tCw3deavN68xa/6WKwxYoVTi9yiympFXq+OjSqvVyFCY6CUePmQkQ4YKQ8Odl4+vJSKrFZklcJA2WfVA07Lc1KRk/eB+B8qZV7KQRmXhAAAIABJREFUs/rjgXZgg8oJwXgjLH49X1hzkzVArV6Jq1fKzWfi6pWwfipuXs7NVzPzmbh6pd18Prt6LW5eS+vPpKs32s3nys1nys1n8/Wn+ocv5+YrYf259uEr48MXsN/p69/oN79dfPtb7cNX85sv5KsvtJvP4Unmm9ewDMqbN/L1Z+LVG+3Dm8X1byT9y8nwy1cvij/66OGf/PCjn/zgwU8/+ng7k6VJisCDFInfz+083L2XSSQTBJGi8WQUjxE44fPDMviPlFY2uw2z2ZxgGIQjwlsay2MHlabd0lu5UQilCbmwsM8Z8WJ+FxpyOSE41IMhQRcSdCFhD+p3oW6X0xJboVaLagB1ACr5thwezO5w2LdAoOBEA26HH3MEtzDg4AG2AB9RFHG5XB6X239rP4Q1E7ZCGAmDLiTkwiC4BnPa3S6nz+kK+wN+nyvg8vicrpDPT4ZCuNdHB0Nhnzsc8oZD3mDAF4mEYDf0epyRsD8S9kMwaSxkibPuHDxk2I8TQYKERK0gEfJR4TBF4iSJkzhBhaNJkiTwEERWQcweFcXxSDRGkGQoRJF4jMAjoTCO41Q4HCcpmqSs6eyW7aLxcJLCk1R0O0nTVISmIkkKz6Vi2QSVpHBrdfUHSH/I53L7fL6d+9FS808YoTNbHEPDCqM04R3CmU1WacF7pqc3BxI4VJp9rQmty7zeHIiNgdrsa01Wa8PxHFS88EYDthtWtboexlp9pLRHcufuZBA2muGiAf8VNFn1tXpPrUGFPac0YU7hxeJQKbNyDSpn4D08XrQnUn2o1adyi9frnNK0phWtNoDqh1u2iFtYcew9ucIpdVaEbagy1uq8WJxI9bFSGWr1kdK6TVWts0ZroNX7WhN8y/A8FgxplaFSnuhWKPNoUeEWVSts51b7zigFSEyG+6d6Z6zUIPJ4qluYxRsNeAwYgLhFfaDUWL3BaTXeaA2UGqs0eb3Z0+vwd3LXnQN6NMBfTirz8iGnl+BH9/Ui+IdAF9ZTDi6U/EDZZ5UCrxc4Lc9peTAb9pU9Zvn4cnHwXtu7MPJ9df+98rinH9iE9efQNzE3Xwmr5/Or59aut3o1M57DEDRZvxLWnwurl3PzFTDo4ua1+M1nys1r+eoL8RZxtJvPhes385svxKsvYe9Tbl7Lm89hAVRuPlNvfq3e/Fq8+nKyfq3cvJau3kjrz2ZXr6XlZ/L6K+XmM/nqC9grF9e/UbUve+9fPms/+tlPfviTHzz48cOHP7j3IJVKxGJULE7cy2Q+vv/g4e697UQqRoYTZCQexmOhcNQTRGx3hRX2u+p5F4JgdutkEM4NQdBgdUk4bFuIzW6zWcktAbffhQY9oPO0SHFgnQJup9+Fhn1uN2oLbN3Gwrid0NsKATKWasGFODHbLVeFeZGtsMsLIAXaVxeCBD2oB7F5HTYHhlgmZ2iKRu0wdkEtBYYiKGbzYHZLzLWF+pyuiNsXCQTDW86wzxkLhiJuTyAQCPjdgE2Q5YAHfWGf2+1CCb83FAh6ve5AIIAHfSAoxYM+Go+SkSh4d4iQP0YGKfz/I+vNoxu57ztBHHWhUFUogABIqtWHZUkttWxHPmYyu+/NTnYmm008iaXmgRsECRLgfTTJ7qbYlyTLsTNv376ZTHZmM5M4lqXuJq5C3YW7cBEku1uWZDu2HB+yPLaVxFccyx4fEmr/+BYhbaJXjw8AARCvn/jh9/v5fQ562O0edrt9LAUQNuRhPR7W42H9PrfPyw77vSPDvpFh35CX8fvcfh877PcOuT0+L+tzuUZcrNczNOT2jPo8o6x71OcdZYdODPtP+HzDPv+pkZFRn/d+v/8+r/d+v/++Ud+pUf+pUd+pUd+ZE8PvG/UPexgfS/lZdsjDEgTmJNGz53yb6/9W1DeE1iJXmwM7BNea5+uzZgNFLT2osZPqaak9n2vMmY/X5xV9UWgtiHqq1F4ptZehSEruLIit9IBsLtUWhHZaOpiD1QboZ7NhoZ4aVE6Z2Uf1Oa41n2vMQYIg10qJNVjcUoqeFltzwn5a7iwU2rNSe17RTSWEoi+I+rzSXZTqabW5pOiLanNR7QDcwKg1y+tJrbUE76boC2ptTtWTcjeZa6bk7jLXmhf1lNxeUvQFoLRBrQrh7ib8taeFVgKgFr4W2yY+8vqccrQgNGdAtwEhq4NBTGmnIVTvmCyfAx8iryflblJuH4979SmIRQQdGeAXaBEKbRPOuFYKMjPE+ozcmJLqaVmfkRpTYj1erEfF9jSnzxTrsaweEfQpvhnnW9FCNSx24kI7xusRoRXgG7FCOyr04oIef/eEpBUrNEL5VsSidi+X7+xCW0T9zpVqb6d+5wpkt2uHu0rvUvWYsWq+dFxXYU5hu5W7V7TDncbhM/U7V6ovmZR55e6V2tFu+e5T1S9cbd55Boapxp3rzYNnGi9d1e9drfYul+/sAlBCW496dFl7aadyeM0Ex7tXai/d0Gq7f/EXS9HI7330Q4999EPnHj/7yCMPPHDC77lv1Pf+B089eu6hhx9434NnTg95WDdLAY3icdOMAzO7na1W+/GERZiqKztqtaFWG2axgWEQPcYs2AdJBAGrjZvCaAJx4SjonoAUA/06TSAwQ7FOgiYQm81iHv8hFgdiQRGbA8VAnUATNhK10KgN9A0gUncRNhBMMBjCODAKt7IE6iJsLhQZDFzAiMFqCYpTU3CP20nUlHTBk8FU6HVSHgJ304yHcbkph4fAvS5qyExucNAUAbyVi0RcDOl0OtwsA7yVj6V8LOVnnINELb/b6XfTXpfT53INu90gPfWwQ0Me1udmIQjUx9IjXh/Emfq8poxr2O32uT0+lh5l3V4fC8oJP0XDXxE/6xl2D53w+UZ93hN+z6jfPepl7x8eOu0fPjU0/MCI/333j4DK1MfSI8MelnGxLIuidoLGPvKvT1997vfV9pra3pC7K5K+rLWWiu0FobnMteaL7QWhu8DX0kpjeQBYUIsAx1V83QQOrbZQbi3z+pzcWZB6S0JrUWktS/X0YMxR9IVSe1nU55X2ElRRCY201loSaymuMqfoC8XOXKEJTaXTMDHxehIqZGDbAiAYRNOp3RWlDfadZbWzDDESsHaV2suV7io8X+zMS70lrrVg3tXn+Ua6sr+o1RZKjQVRnwU4llqLUmtR6C7w9ZTSNcX6Jlp1F9XOvNSelVpJWNn4bkrcXwR5PQhlheYMOBNFfV7uznDNuLyfkPVZqW2aE9WOmTNj9u7oM2IrrXQXpbaJy0p3XmkmxdZcsZ2GuQzA0bRMtxaERlJpJvnmlNxNgmsaWs4KjRDXjBXaUTADFbvxXD2crYUKjZC4H+P0cFYPZPUA14zwrSinT3K1yF49BOL+rB6CwarQjmcak1w3ZFF6l6CVHtQJ6uG20tupHu7UDnbK3Z3KwcVq92L14GIFWPnuVrm3LR1sqncuQqVg9eBi9eBitXdZOdouH142Z6t7lysHF+svXSzfvVy6s60ebteOdsvdndrRLoxslcNrUHFYOoLyi8uVg4uVg8va4U79zpX60bXm4TVFvPZ/fSb1B3/wbz7y6LnHHz77yENnHj195v2nRh55/+kPPHb28Q988PSJ+0f8w27W6fW5Tgx7R1m3l2Eh1NgyiBK1WRC7FZRN5m5lswFO4TaL7biwC8dMmpxxYB4CH2ZcbhT3ELgLRYBFcmIWF2FzITYatXkI3EPgLIaC+gGk5+DgwRygwLKwDruTREFfCm31jAMD+7QZukBgx94a1INhAGcARjRqJ6022moK7mnCBq4dArdhqBXHEARDCQJzEAiFW1kCA4MO48CcJEbTNEM7fCzNECRDkDRF0IzDz7KQnAUE1qA+2kPgPoqGCxSnHjftYig3azLxQGx5XZQfSrfA3MOyoz7vsIcZ5FV5ndTIkLnKjfjMl8DbmhnzLvaU3+vzDQ37YUZzj/o80Ep/wu85c9L/wIj/wRP+M/5hP8t63JSfZb0MS+B21oOfP//B//ifP6F11pXOsrmy9ZbMYph2SuzMC/q81FuR20vAZwHRA6yW2JoT2mlJX1Yay1J9vlRfVNtrkr6sdte11pLcWRAbC/A7Kerzir4Is5XSXQSjmNJdhPMvub0EpLKozwNKiq200EgX2wtib57Xpzmz+iEt9ZbkTlroLiiHa0p3Xukulg5MJFIPlkvtZamdUg+WFd2sbBDaaaG1AAOd1lsEYcFghoJL7aZKzSW1u6JAjUVrsdxa1lpLSnsBSnSK3ZSwn+ZbKTAJgfxV7iblbhK2P7GdEFqJYmea604Xu3GxE+faM8VmstCOFjvTQnNG0uNSYwoCWrn2rNBOF5tJEIsIzZlCZRrWZ16fAzk+aNmF2hTfMKVhXDOe12f3amEBdLNgIWzG+UaMa0by9cmsHsi3A7naBK8HspVgthLcqwQyjclcPZitj2XrY8VmoNAIcPpkoR7J6oGsHuL0yWwtlK1PFBqhfHUsUxnL1QIWubdZ2t8qdTdL3c363UuVzmbp4JLc2yz3tsu97fLBZqWzWdl/qty9VOpsQ08X9OUAnKmtTagahLLV8p3d8uFlUwV6sFPtXYarfPey0t3S7l5Sjy4DVQ8Ev9Lb0fYvNXrXKvuXAdFqBzu1O1v19g2eu/j0jenf/d1/9eFHHn384bNnT5549PSZB8+c/MAjZz/w2NlHzz5y+sT9XobxsfT9w95Rv9vPshRG2Cx2kK1bjokqiGcB1ShmH/icrajVhtitqNWGYzYMtRB2C4XbadTmcaIuEoMIBNZJDLx+QK67cYxxoDSBMA6McWAwGRE2hEEJBjEHMcJmwxDcZrMBUeUiEcqB0IQZy8U6CTfNwFu5UdyN4gxKsCQFEAM5fx4Ch5AGBkMoZEC92xw4QSIIitppioCaa5jUTFkDTQLvDtJZuAtjl9tDe13UkIsFZZaHcfk9Q17GNB763cx7Yx4A+mEl9Lqc5smdm/ax9KiLHWZcfha+S426aD/N+lnPiIsdYWlAsWP3tZlmM+x2j3pZv5se9nuG/d5hv9vndY36vGAhvM/nfuC+4QfvO/HwidEzXq/XRblZp9dFQS3uiZNsYvpjn/1sqNRekXorUmtRaa2K7SVxf1FoLfC1tNheKtRTQm+52J2X20tSZwnGK6WzzFXN3UfSl0V9Xu2uKK1VrbvC10ySnmulSs0lRV9UWstqdwUiH5TuoqIvwN2BvxXeEzZKoZ0u1OfkzgJfN6kus32rtSC004MTNDhEUzumQ0hppytQjdNOwRO0/VWpnRIPlgaDFUxncJavdJYhm1DpzgOQyfvzcmdB7M1rvWVgmgBZuFZK7M3CCSOEYUmtpNye1dpp7WBO3k8IzRmuGRfaSaGdLHZTZruPPgOOP6C6xU5c6U0V2lGxEz+m5KeFdpprJ/h2Ag4HBlL+fD3B6TPZRpTTE5w+m9NjmXok25zK6bGMHsnVprh2IlcPZ/VQrh7OtyJZPXBbP5+tT+Tq4WIzdLseul0P3awGbpUms3ooWwne1Cay9bFc5bwZ1VCfyNYnsnog05gU2pFsJXirNLlXCRQaoVvVMYvUXlcPN9X2RvlgU+tdFJsXQCwq9zZLne1S70Kps13ubVc626XOdqmzDa6a2p2L5d52pbdZPtisHG6VDzYB3aC4sNy9VLtzUT3crhxcBsNNuTtoSN0q9S5rhzvVo+uNl66aTWLdy7Wj3cr+ZRi19MPLeveZ3M2t3e2x/+1jH/nww+c+8MD7Hj195pFTpx998Mzj586de/Ts+x84M+J1uxiKYSiflz3h9/goGrXaMHPAMukqMBIOymnAfwOaBsRmt9utoEUg7BYUs2CoxU1hLIF5aJLBEJeTIHC7AycQxKTGSdTGoJibZgZIwaAY48BMFw6KEHYL8FYoYiNwO4w/8EwXjgLEwIQFYxHrJJyY3UEgThIbfMtLkS4Uoe3mTyRRK43aWALFUCuOYiSGMxjiIRwQquUikSHGSVEITRGAXD6WhjxSCiOgoWPIQbgph9dFeWjSR9FDjNPFkC6aMXVbsD/SjiGGZJ3oEOM0Ic/F+lja46bdNAOKBxPdaAb0un7GCb4fP82OuFgvS/tcLh9LwV8RF82AFgy6Qvxm+ZgbVstRn/f+Ye8Jv+f+Ye/JER+UEo562SEvM+Rh/SzLOgknSZx50Le2/DufuzUt1BfV7jGC9FZEc2tbLNbmhC4gRUqrLSg69AkvCfVFpbUKMoJSe7lUX5Rai0rHbEWXWotqdwWixGE7A6hSuyul9rLaXCy1l+EJamfRHMF68xDhzbXmpd6S0l2ENym1F6HIj2ul+OYCVHJJvSUo+NN6y0pn8Fbz5e6C3ElLrUW5vQT4Kx0siL15cX9RPljm9Fm5m1QO5pTGzDEPlZRaSaW7CNIBfn9J7M0Db1VsL3KtFETU860UhPCBSlbtzgrtpNSa1tpzYsfUqUvtWU6fKbRTIPUoNpPF5nShM8O1Qa4R4eohvhXlmvFsIwHoc1wvlBSaM8XONNeJFdpRoZXI1GPZ5lSuG9trhW9VJzL1SL4SzdZCGT2SbU5BMkyuHt6rBHL18F4jnO8EAYBuVs7frJy/VZ24VZ24WRm/WfqjbC2UrQRvVQO5ZjBTmcjVzCtbn8jVJrLlJwvlIK8FM1rgduV8tjqeKY1bpMY6YFCltwlQBTBU6pp3yweb1e5WtWuiktzbVA83S3e21faG3FxR2yvlg/XywWapdwHE7uWDTfkQUG+7dOdS+e5lpbejtLdKB9vq4bZ6uA3eHVg/qwcXq70dpbtVPjS3wurBxdrBTrXy1Av/fTW18Ef/67/86AcfefBDDz509oFTZx849cFHHvzQow+dO/vAmftPDrk9LMsMeRm/j/XTjAtFoNAUiHaI7oO0AwdiBV4JP84RdRAIitoRxCxYJnC7k8QYB+oiETAVkw4UvHumKBS1UbjVDIqgSTdLUYSDpggStblxFNSkgzBSB2FSUS4UYXGSIUjY9Qjc7iIRxoGC+BMGNAojWCfhIIDSQgDLQPZFojbEDrX1dgK345iNwO04CpMdxjoJD+3wMQSDIQztgMpCD016aIeHJhkHNkTSHgIHVDIzs9yU10UBjvhY2k0zw8yQn2b8bgbOE+HxEcYFcnnAOA9jMvRwDQYxr4sCnaqbZqBTniKdHjc95GK9LD3k9sCYZvLojBNeBXbr+4e8J/weuN53/8j7T90HUglwNQ55WIp0UoTjwx86cWXn3+1lZuX2Unl/XemsiK0VpWO2+Intpbw+K3ZSeT0lVJNSPQ1c1cCaA3mkQLQDGCmtVbmzoLSXoJAG0krNkae3XD5chixTobsAcCP05nk9KXfScicNqAGsmbb/7vw1CKtSu2ZdKBxHQi3VoIgQlAFyNwnznSkRaC0M4q6gybXYmVYO5nh9jmulYCnjWimulwb6XGqnhP202JsX2km5m+S7s2CxLjaTfGtWbM2JzZm8PltsJnk9Ke7HpFZSbE9zzXixmyp0ZoR2stCayoDMtRUvNpNwYAfZDHwzLjSj+VasoMe4ZjzbCkNJWkaPwLgEoxNXi8AB3+166MXSZL4SyteDhUYoWwtla6FsKZyvhAqNUKYylq1P3CqNZavjtyvnb9cmb1bOZxrhW9Wxm9UnMqXxTGk8W5/I1ye58nihPF4oj2fLY/nSWLY+sac9mas/kSv9Yab0RE4bL5THs9on8toTnPykRe2uq911pbWuttfK++tqd7VyuFXqboJdq9wzpyqtc0E5XJcP1spHF9T2mny4XjrcKHXXyvvrsE5Wu1uVwy2pBTC3rR1tKUcb7+6VhxuAZZXDjfL+OjyuHW1VDrcGMKfduVC7cxGeIIsX/+w/pAOhj3/kwx889/BDZ9//4PtOn3nozMnHHnro4ZOnTg4Pj7hYD02affRuyuuiXCiCWiyo1dz+AGjAfGOzITabBbVYB1HIYKCxv6f5hsKtbsoBIgY3hTEODGL2TAxCLA7EShOIy0nAH3835YANbuBhttssNGp34xjrsFO41Wm3DPCIJVCWQF2IjUUQD4axTsKJE4BNQC05ScxJYg4CcZGIi7AxDpTCrWamjcXCYGasDY2gOIphGMZgiIvEGQxxOZwOAnExDopChpwOp9PholAKR9w046EohnbQTspFM27KQeFWD03C8OVjKXAg+hnKz/xTGBpiSA/t8LtpD+1gaKebpUB06nNSLjcLCOimGTfl8LqcXoaFE8lhxu1hXC6aYRjKxVB+hgJ6y08z97FugEVYHiHFDCYsSMI6PcKeGvX53fSQhx72MB7aQdM0TdO//+8/8H//v0/w+py6vyS3l45haJ6vpYFLKrTn4dRP0RfETsok4PUFcX9R6M3z9Vkw7vD6nNCey+uzfOddVYTamRcax4WjnQW1AzgCbabmpXQXi7Wk1Fs6FhCYdTtKd3FA+Uu9JdMe1FkAaaUZLLM/q0K03n660JnhuseUtj7DtVL8/nuo695sTo/l6wmoYuXaiSL8rHa60JnhWqlCK1lsJqHYGQSoYLIBCb7Yni60o1w7wekzhdYULGh8c2qQsQdt1VwzxjVj2Wb0dj00kNRzzRjEv7xYCt6sTN6sBm8d5+dla2Z8Va4eBtYpXw3kysFsLbRXCcJwlCsHbyvjuXIwWwnuyU/erJzP1kJ7lcCt0mSuHNxTJ/bUiYxyPq+OZ5Qn8upkRp7Ykz+R08b3tLG8NM7JY7z2JK9OSOWgUg8I2qSkhSQtpCohTQ1rWlBVx1Q1UKoEtcq4Vhlv1IIWtb0CoCN3NuTOmnK4BjOUdrRlNjbfMdfA8sFm+WCjcriltFYB2sr76+B2Vg83tTsX1MPN2p0t7WirdGcbzM+AfdXDDVgbS93NyuGWcrgu7V+oHG5VDjdMB+LBlnZno3Rnu3p0AXZMQdr8zLNTf/iHv/Oxxz/46EMPPnT69PvOnDp39oFHHnjg9In7vZ4hH0V7aAecbY2ybjeOQREpbrVC9B2CvqtaQGx2q8UGnkGH3U7aLITNBmkw0LRMo3aaQNwOjHE5gB5yoYjLbqdsVspiG/j7QOvgYwgfRQ/huBvFYeODCWhgCaQJhCZsbgpzYjYYo2gChRssgrhwlMIIinBQhAOYLBpBzWQ+DKFwZLBj0gQyqCMchCw7HFaKsXsInHFgNGoH9gpCo47xCAOKDeL94AJNvIcmvRSkkjrghW4c8zopyom7WcrDuHwu19AxYHloB+PAaJqmCIeHcPgp2ofRLpo5HuIcsDkO+HWQ1HtdFExqMI75GMLrpNwO3E/RHgfpdzN+Nz3sdt/n9tznc5/we0DjfmbEB4y7z0MP04yfcdI0StFoIPT4n/55oKwvqt0VoZEWWouw/fH6nHSwUGinoMwJBh+YpAbm5wH1zrVMX47cWSjUU8V2WuguFNuLgAhiaw4c1Gp3RegCv56CbCxAMahrFo8z0eESugvywbLUWxJbc2JvHkh3fn9B2E9LB3PFVlTeT8jdJDBHhc6MuXzBjVaK02e59gzXni0050wb0HEYFlx8K5VvzRXaqbw+y+mzoPaG58CxZrGW5PQZrp3I6qFCNVxsmvFV+UYk25zK6JFCa4prxnKtWA5CjfUowNDNajDbjGb0SLYZfaE8eRvCPGvxvUrwViWYq4chP+9WaTJTidzUJm5qE5lqMFsJFsrBjDyRkScy2mRWnciVg5nSeEaeyCjn9+QnX5THbkpjLyhje+rEnjR+Sx6/LY7l1ACnBAryBC9PimqwIE/wSpCTx3h5kpPHitKEqgbK2nhVC1S0UF0LNstTFTnQqiTqarRVjXeq4U452CmHupVwrxQ8LEcOtbil2lwptZfV9hoEY5eOVsv76+X9dflgVT5crxxuDbBJPliTDtagka1yuFE+2IRnqt1V5XAdYonK++uwMNbuwF65UTncaPbWzOi17kZ5f718sF453JLvbmh3tytHa1AiUr+zWbsDg9jF+t2tYmHzxo3o7//e//LRx88+9vADD505+djZB8899MDDJ0/dNzLqYd0OAmMph8dB+Sj6PrcHfqVtVgvkyZjpoMfxDO8l4BGb3Wq1QhMXjmIoYiOtNppAQEDgcVOsi/bQpJs21zrcbiGtCGig4KvHQbIIAn4Xs2ACMcMYcAwhcDtNoDRhY0mSwq0AK/DxAJII3G4CFoZB0rGPwWgCIZ0oKBWg4dmJoi4chZe7SBxDrQxid9jNt3KhiMtJuEiEBhafcsAhAOskXCTipjCAXRBkOQiEdRIuhmQoeoikocDC66RYkoT8FoqiGIYB9PG6KJrC3U7aTTmGGCdDO2FfBlYesjFcDOV2uxiKpqGth2XBPu11UvDPchzWfIyhhMPHUn43PTLkMtl61j3qd5/w+U74Pafv85++z3/S6xt2u4c9Lkijd5Ko10fPz37shVuTSgUgZoFvLnCtlNBd4DvzQncBpp68PguTDqCSWemkp+TOwjHrlAKOGaw8eX02W00I7bTYXlJasBUuqF2okl8Do6LYXlK7K6Ke4lrzhWaar6eEZgoK6JXuotBaKLYXpO6C2Qu/nwZJFNc25fWwxxU70zk9xumJQjcGn6HQTuU6M8Bq5/XZfDPO6QmoUyw0prl2gusmC52ZbHOqqMcLeiyvzwrtZK4byzajELmXbyaK3ZT5Ej2a1UMZPZKpRwR9kCAaAeFSrh6GtKyMHsm3Irebkdu1YEaP3NKCexXzypYChVr8ZmXyVjVws3I+W34yowX2KsHb5cBeJXBTmwC2+0V1PCNPcEpgTxrPCmNZYawojRWV8Zz6iT1pfE8az6uBgjw5uPLCeF4YL8gTRX68IIzz8qSmBSVpXFUDsjyhyZOaPFnWxnVtsqkGu0roUAm/rM28Wol/oTz1BS3ypUr8q/XpV7Xpr9dnX2vMfLM591ol+e1K6uva7BvarAVabcs9E4nU7kq5t1ZuLWv7q/LBstQ77lzcXy3vr0O/iLa/CjnWUL1d6q2VemuVo5Xy/gUIt6664wp6AAAgAElEQVQcrZUP1iuHG7W7G+XD1eqhuV1WepvVu5vyvTX57kblcKN6d1O7c6F+d6txd6t2Z6txb7t2Z7NxuNl6eSeXWbu4Hvzd3/ntj37o3CMPnXnozMkPP/Lobz189v6R0eEhL+PA3A7cg2HmdkPRDG6F5Q6HyizUiiK29/YP2mwWG6S12OyYqW63IjY7aUUciBWQyE1hQwzpcaJuimAwO4rY8PcUQLgpDC6aRlkn6nGiLIEeIxFOo3YSO26awGzmckciLtT0DAI15kRRGHkojDC5dgfmIhGQU8CZ42CYOlZvYRRuBV4MBi6w/sCQ5SQxwoGY45uTcBAITTspinQQdheJeGgcWDnWScDex+KkG8f8FD2E4x6adNEMQ9Hv/eqmGSeJwV0vwwwxJEs5YGllHBhQ6RTpdJKYi6EYmoAUYwje8jhRN4X5GMLHEG4Kc1PEoDkRGiUAtnwsNeyiRoZcJ/wev5s5Neo7OeKF7A0Qc3ncNInbRk6QK2v/+sXMZKm+KB8sg6pTas8LDVN6XmxOF9vpQsP8/efrJlgI+2mxlS50ZvL6LNeaF9pJaDAEpCg2k6DDhhwVqT3L12fhgE9pL4j6PICj0F0Sugt5PVVop3KdlHnS304Xu6lCI8n10lwvDcpyOHeDFBo4gIMhCCw4MEBBbENen801Z01aqpvM6JGcPpXRI7lujGvGQIIwmLMKehQskNnmlHm3ndhrhLPNaKYe4fVkrhnmW2G+EdurhW9VA7l6OFMOcLXIXiWQ0QKQYrxXD92qBG9VAy9Wx1+sTN6qBPcqwVw5uFcL3ypN3tQmbisTzytjt8uBm9rEnjaWlyZui2MvymN78pN5+XxBOp9TnyzIEwV5Ii+MF+VAXhoXpUlOeqIojXHSE4BHvBzI8WOKHFGEkMyFKnywpsTL0mRFntDLwaYabKmxlhrryvFDddq85PjLpehXy4nXKsmvlZNfEme+WZ79Zjn1ZiP9ZiP99435v6unf1Cf//vyyo/11Z/oqz+qL/+ovPoPpVXLINNaOlhQjpaUwxUzyb+7WoHY2f3VQWZ+pbta7qxq+6tVILBMmBs0qa2VjlYbL21Ujsx+t/Lhav3uFvRBVg83qocb1Xsb1cO10v5y4+4FeJpZ2fbyhcZLG/oXthp3txovbdz+/NLq/B/9i8ce/fAjj5578MHHzz7y4d96/LEHHvJRNOskSNTmIOzgm3FTDr+bwe02UJnDZRoJ35PVZ7VaB+lXuBXq5q0DmbuLRGjC5qEdPoqG9GHGgQFvBboqBrHBNOQiMYidAYBzYvaBu9AUNKBWYOsHzDqIOT0EThM21kl4KQdoHRyEqZNgSRLcPKQDZTCEsFvMMQpHSQyFVgsKsYH9ENSkQP/jmM2JmUHMgFkeAmdJCih2+NEuEmFoh5ty0AgKrDx8cjeFOXFk8Nl8lMvDuMzkUsaUWbhpxk0zHgL3UiTrxB0EQjpNCYWbwkin3el0MLSDIhwuhoSZDiyNNEU4SQyWUGC7fCztYymfk7qPdY+6WFMA4XWNetkHRr2nfP77h4eG3UPAoNE0ShDYb/+LM5/6Dx8vSHHxYEHoLRYOTN6Ka6UGQ8q7Qsf2bLGWFBpzAwNNXgczjWm141sprpXKNmNCO1nsTJvg0koVmnP5ZsI0G+qzXCsldWZAwFVspyGVxbQotlNgQxE788VuKq/PwoqXayWyzZiZ7lSLSI1pKH0oVMPFehRSH0CsBHbrgXYpq4eEdoTrTOXakWwzWtCjkCdjRtY1I7lmNFOJ5OvBTDlQbEbg8Xw9KFVDQinEa8G8GsirAb4WyWiTOW0yo03elMZuyZO3lQm4uyeNw9fb4lheDeSlibw0UZAnbkpjOW0yr04W5ImsMFaQznPSE3nxEzz/JC9MiMJknh+TpYAiPVEvh+pioCIEdDnSVGL7ytS+FD/UEgdS7I6aeFmLv6wljqT4PSH5sjT9spR4RZ5+RZ7+ujbzmjz9ujL77dLMG/Ls99S5N7TZ79Tm/0cj/beVlR+WVn5UXv3H6uJPS/M/qyz/orT+P7X1X1e2fl3ZMvTLRn3L0HcMfcdo7Bq1S0Zj16hfMhpXjdpOX9+1lHrzpd682pmXDha0wwWxN19uLVe6q9X9tUp3tdxb0XrLJYjlP1pRO/OQmV09XKscLFe6q6Wj1Ur3+JHDCzB2lQ9XVbPCe96sJLmzXj5cLd8xgaxytGL2dB+tNu9cgHK3ytEaNJTUv7D2wl8uz8U//tu/9YHHHz77oUcf/lcf+ci5h8+ODo84CASi7zDUShMIQzspJ+4kCfLYcwfJfNZ/1kFvGXTh2Cy43YYgNgjJg4xQB2KBWlY/4/SxFMg77TYLYrHgmI2wWzy0g0btQw4SrDDmqEWYGnTIsTJtOhhC4VZIU4AFjaIQmkbN4AeHkyFI0NCTmN1DEi4UoRGUwgjGgTkIBMcQ4jj5DyQXbsqBWiwDap9EbS4Shx9N4VYctkhQzJMYiyAeAjdl9BgBRiKaQCjSyRAkS1IUjnhox9CQ00HYKRr1kISDwFwMNRj6AHfgGtBklBN34ISDsMM+68AJD00yFM0QFICaOSTSJEOQDEXDoMdSDq+TAkXYMKQ2szR8hb3vhN8zyrrfNzwC7uhhtxuOFGmaJh3o73387H/60yfzylyxvSB25gGGhP202JkHrCl2U0J7jq/P8pUZqTYrNdNCM1WsJaXmXL6ZKLTnoQAYDumFdrJgJjfECq2pbCMKGARmYJiSzMO17gwAE6fPFBuzUCINg5LpeW4mi41EtjlV6CTy9QTXSmX16UJrKl9PQPIvHKgJejxXDxfrUb4W4dqJTN0sH81Xorl6+HY9nNVDQGC/WJrM1kK5cpCrxaGEZq8cvq0EcmogVw/fKk3cqo5la4FcOchrkYI8mdfCRTWc184X5Ik9aTwjT9wSP3FbegIWtIw8cZN/ck8aL8gTGe5JTjJ3NFGYlMTJQvETYvETFSFQLUyUpUmFn9D4gMJNKPxESZpsChNNIdASIlUhosuRrhI5UGNfkBOvlGOvqtGX5fjLUuI1efpvlLkvy4mvaVN/oya/KSffkGe/JUx/S5x/Q0q/Lqe+LS/+QJ57U5j/obz0E3XxH8srP9VWf6Gu/1xZfUvZ+GV586fa6i/Lm79RL/yaX+9XtvqVrX55u69fNfQrRvmKUX/aqF3pt5422p80ms8areeM+tNG+4bRuWboz1pKvVRpf5HXoV9oudJdBrWb2lksHSxBC3b1znHpSG+l2VtrdFegwhsKKSGvtrS/WumaZd+VoxXtcKV8CFVxi7U7m+XeGmCZtr9aPVzTesvQEAkcVulotXJ3HSCscrRWv7P53/58dnbq4//ywx96/OGHPnbusQ8/fO6B+0/5PUMouIItFhSx0bQdjvMHPab48Wz1z7u8LFaI8bRgNgtutaKIzYZYAJJI1ErhVmhmHWJI4KrMaHaLBbdZUMTiwlGWQP2ME8RTUAUIfkC7zQK981Ai70AsThIlnRjQ8G7KQaJW2JVYAnVTDg/j8hA46yQI3M46UZpAYBM0OXUCwVHwAyEEbhp6aNTmJFEgyBjETpvroZ3CrRhqNY8gCYuLRBjEDnXTThSlbFY3ioOF24ETbpqBoYl14k4SpZwYZDk4CDvptDsIxImaViTICDTpfNSOoxhBEBThIHA7uKwZgnKSZgG1C0X8NAP/Jm4c8xA4zFM0RTC000XiXiflYwhQbIEczO+mwWY4MuQ66fWd8Q+f9PpGfd4RFzvEOH0s5SRRhnaMRz/wF58dL7aWeX1O6S4W2wsQVMDr01JzTthPwz7I69M85K7UZyF6OFdN5vXZQjuVbyYKnZl8M2EqIaHSqh3l9uO5bqzQmiro0Xx7mmvGc90Y15niahGunSh24/lWrKjHB0lMZqtCMw4ncVx3GsI/s424+WAznquHc3qs0JrK1GNCO12sTxVqcb4W4WuRQi0o1hMyBIHWY5lK5FYlWCgHuUooXw9mS8GMNglZ6beViYwWyKmBjDyRKwf35E/k1fGsOranjeW0SeC8bwnnc2ogK4xli+fzwnhemrid/0Se+/eZ4hMZ/smCdJ6XA5w4IUsBjQ/I/KQqTaj8J2pSQBMDVT5Ql8N1Idrggi0h0pGi7Xy4I8SP5Nk7YuyeNvWKmnhZmn6Jn/5rbeYrUuKr2vTX1Lm/UZMwK/1dZeH72vz3tfnvKqk3S+nvKqkfaovfVxb/Tll5U1n7sbT6E2X5J9rKD0qL/6Cs/5Bf+rm88RvtUr+02Vcu9LWL/dLWO+rOO+qOIV/pl672xR1D3u1rl43SrlG9bmjX+tXn+rVn+41n+o1njM6njNZzRuc5o/XHRuPThv5po/0n/fqnLNV2CoYsaEYrH6UBZbTeotZdAGPBu49Ay9tBqnpnuXLwbtdb9d5G9c5qaX+53Fkp99bKh8va3aXSYfq4Uml50B83WDC1uyvK4RogVOVoTT1ahbELGP0//69z0cC//eC5hx5/+OxHHz334YfPjfiHnSQ2KLkh7BaaQD20w004fAxhhlvZTI37Pxms4CV2m8V23CeIHLtz4OzP40R9DAGAReFWBrFTNjt6nPaHY1aYlTy0w+9yDOG4h8RZAjtu37KiiA3mHYAtB2GSVi7yeLZyojCUwSDDYAhLwMyFw8kjS1JmYCluhj3QqB0+CQyAcHT4bhg8gThQG00gbhoBN6KbOg6ucWBOHKEIB0EQQKW5KYzFUDfhBDMQ6CHcTicouSgKcRB2J4lSGOYkMRBAwYeEY00cxRwE4sAJFLXTqJ0hCFOr4URN/QeGkA5kgFluinCSGOnEaIqAbmo/zbhxzE8zPsoFClIfS4Gp8D6f+9So7/5h730+027tpjDagblZ5/LSx25no0o1JXQXhNZCsWtSVGpnnmsnALC4VipfT2Qbibw+K3ZmgXXm2olcbSpTieX1WUjdFJozYnOKa8Zy9XC+ExX0ONeMFLoxrp3It6e4ZjzTjkPzVU6PQatooR0t6jF4CbhzIZKp2JoC8UGuHjbpbT2W06cgNDlfiWZL4Xwlmq9EBW0mX47ntWheC+fKkXw5nitHcmogWwrsSeNZJchrwaw8kdeCOTVQVMPHpHUwpwZy2iSoAbLqk0U5UJQDOWUyIwfywni2MFbkzhe5sQJ3XhQms9mPC4UxgfsjWRgTufEyP1kvBBp8sCPFWkKkK8d66tS+HOlq0UY+cE+belmZuSdP3ePjryozXxamv8RPfUVKvFKIflNOviGlvqMkXxdn3hCTb4jJ7yuL31Xm39RS/6At/ERb+qm2+lN14y119WfyhZ+r6z+TVn4mrfyitP6WsvGWtP4zcfNtcet/8mtvixf60sbb4oXfqBf6ygVDvWyUdvqlq0ZpxyjtGuKuIT1lSE8Z2lVD3DVKT/eV64Z2zSg/Y5Q/1a9/ql//lKF/ul/9437900bjOUP/lNH+E6P9J0brM3DDonRmykdmVKBUTyudOXBRljoptT4t6im1mywfpKX9JDTNar1lqQ2+JzP+RtxflLtmHRv4MLXeItxQO/PafhoWSaW7qHVX4GnQIwA7JlTdqvsLWm9ZPVrX9leVw/X//l+mIpP/+2+de/ixh9//gQfe/74TJ70uCpLXMZuFQqwsgQ15WHA706idQKz246rUf/LfIMEdVja4AUU1uM2CoRYXicH05HfTQE4RNsRhsWPH9fGkzUITCONAhyjEx5i/qCRqIVEbSFJdhI1CrCSCEDabC0ffZehxzI3iPoZw45jXRQ0xziEnwWCIi6FA2u7BMI8TdRFmAxiF2x2IBYK3SARx4Si4oIHVInDozrE6MUjjOq4RIxAatdMOzIkjDIbAaAYL6QD7zNNMCKoncGDuQdYAYx2DYpjNQhEOB4E4iGNqn3ZiGOZlWDN4y0mADI1G7U6n00liThSFLgzWSZAOhCRJhqJpAvHQDieJmvwdTcJZoY+lPG7K46aGPDTQ8KNeFlbCUb/b76bhux7a4aexYQ/13Cd/h5OCg4R1sZUs6nGxPgOx5Tk9xrVSMP6YdpNmnKtFtPacooPNLVbsTBf0aEGPZeqRvUowX4lyzRicoBX0aLE8XaxPFavhYjeerYVy1dAAnvhaJKfHCnpUqE2ZtezVcLEcgmqZvBbNl+OCFueUQA4GJSmQFSayfGhPDPNaRNTinDjBa8G8ECyq4YIc5KRJXgnKUpCXA7wU4eVAQRiXpbAihGRhQhYmtGJEEiKyFJSlYEkINqRIQ4qUChMNKbwvR3RuoiWHmlxI5wJdLtQqBDpcdD8f6hRCvUL4oBA+4GIHXOyIS7wsJV7lZ74oJF/j5r5emH5dnPmukvquNPctLvm34sLfi/Nv5hd+WFz7B2Xr74W1H0urP+LX/5G78Ba/9Ra//pa0/nNu7Vfc6tviVl/aMJRLBrduKJcM6aLR2jFKu33xUl+8ZCjbfe2yoVzqa08Z8jVDuW6Iu4a4a4hXDelyX9zpizuGeNXgrxjyFUO6YZSe62vPGKWn+9Xn+tozhnzNKD1nyM++I9/oK0/3tWcM5Tmj9um+9ozReNbQP91vftLQnzXqzxj6s4b+jNF92ug9Y7Q+Y7Q+Y+iftvDdWbkzJzTNYg+tPQd571I7BWnK5cZcRZ8tN6ZLrbTcSsmdtNCcERpzxeYcDF/g+RSbM0JzRjmYK3aSx7nRpnvTTGjW5/huSuxBqcmi2pk3O+PaKeD7SwcLcicNAuI/+8/xWPT//PCHHj37wKmHT5457R9mMcRso0GsDGYfYkifl/UyLIURBG4HyQKw7Mj/bx+0wWAF5udBDh9ptTntFsJmgzAGD+3wupw+ljYlmrAM2i2YxcQsk9UmbB7SFEDRCAqxCpTNSqJWFkPdOOZCMTAAwgGfh8C9BAnIBZoDN2Ue+UF/tdknZrOCsRnGNNMDdAw0UChNo3ZYCcGn7Tz+SCRqI20mw4UhqJNEEcSGoVYCtyF2K45iMB9BJCGJ2ijC4jp+fwy1QpzOIAvQlEccq+3h2BGY/gHqMQSJoVYUyhYR1EEgTpxgCBKWR5oizONREiFRq4d20ARCUQgAFk2jbpZyMeQo6/a76VEvO+JiTw/7RoZcfrdziCFBAuZjCN8I+h//0xNSeYbXp/k21BfHoDAGaPV8MwFdWAIEq7djhXaU0xPZajxfT/DNKWjx5BuxfCVUKEVy9TDXiIE+e68VzTeOR55yMFcN3dQmblWCg+518Pfy9Vm5kpTKM7nSVF6L5srBXDlUrEwBYGXlaFYKZOVohh/PChN5KXBbDGSFiYIUzfETvDAh8eOKEBC58ZIYKcnhkhxVuImKFC4JwZoYLStT5WJEl6MtIaKr4ZoUqhQDTSHQECZ1buJICB8I0SMheiREe3zkSIofCdF7fOxICB8J0Ze46Mtc4l4x8RIXfZWLvcrFXiskvlSI/TWX+Bo//S0u+S0u+TqffEOY/46Y/nth6afi8k+lpV9I6/8orf1MXPulcuEtfv2X0uZvSts/5zb64nZf3HlHuvQb5bIhXTaki4Z02VAuGdJTfWm3r1415Gt96eo78jOGfO0d+ZohXzWUK4a8a4hXDflaX7th8NcM4WpfedqQbvSV64Z8zRCvG9INQ32mrzzdlz/Zlz9plJ7rK0/3lWf7ynVDumHI1/ryJ9+Rbxjl60b5er9yzShfM8rXjcon39GfNfQbRvOa0dg12jcM/Ua/9axR+5RRfe6dxmcshdYU/B8Acy/wi3x9FmKYxXqiUIvn9Vm+kc7VpiHkX2zNcfoMZBJCjg+nz0KKGPiP4IAGEtRUaM5omOk5fC8JuhWxlZZaSbE+o7TT8v680F0QD5ZAOyP0Fv+fP02Fwn/woccefujMyVMnR72eIcxmtdksNsTiJLEhhhzxsSd8PmBPMAS1DRrk30NgIce1qbZjYoswi+Bt0KsKtykKGaIwr8vpd9PQAIgca+IdiIVALSBwh5YaN3osPkBQB4FAqh8shgCIYMEBEmrIaR4Imsw3jrhQzIUiLIYyDozAbZCYDFQUjpmRWFANbYozUDuCWnDM5kAsGGbBMRtN2KhjpxG0scIBJXmcqIUD0hHI4ICCIhwQywUbKzDxThLFUAvlxCgKhjIbTSCkzULbbQBYIAoDfdkAhQncDqIzs0oDtzMYQpHOgRqDQTEMtZIOxEkSDIZ4aJJ14jSNeinSxxAQygzlF343Pep3j/rdcGLodVIjDOVjKQZDCIf93KO+//pXgayWgBN9SF4/9tlGs3ok25wqNJIFPZavJ/LlGb4+a05Peiynx4S62VkAJZ35irmm7dXCe7Vwrjb1WWGyUEvcLkERcehFLbpXC3PlaLESA0jKqRFBSwhqslhL8mqsKMVUdYoTInw5VlTDPB/hhIjIh2UpzHPhIjdW5M5zQkjkxoX8k2phrFSY0AohrTBRFxI1PtIpzLT5qSYXafORHh85EqJHUrwjxHuF6B0ueoePvizHv8TFXy0kXi0kvigkXxFmvizNfVFIflmY/po8+5qQ/CqX+EYh8Xpu+mt70W/kYt/ci32Pn3s9N/1GPv0/srNv5GbeyM38kEv9bX72R3vz/5Bf/mlh5Wfixi+KF37NX/hVce03wsbb4gVD2Taki4a43S9uG/KlvnjpHX7H4C/3xR1D3DX4HaO4axSvGvw1Q7nal3YNcddQbxjatb7ybF98pi8+Y0g3+tozRuWTfe2GoVztK08b8jVDftZQPtlXnjXkZw35WUO6YYhX+8I1+G5fuQ6oZJSvG/I1Q71hKFf64o6hXTWUnb522ZAu9rWnjNKuUXra0K4a8q4h7xrqjb5y3ShfM5Qdo3zF0K72tacMeddSaBwrcSFbuhnP1CPZ+txeIwJRW0U9LtTMkqJCMw3kpVCbVvSE1JgaHPrKjSmpEi02EsBB8vo0V08W6nPmaUsXnAHxfCdahOIQPa50E0U9LnfS+eYM10qJ+rzcSgn6fFGf/7M/TU6Ffv/c2TMPnTl5evTEEEmDTh3FLCzL+Lzs/X7/sNsNLmUSNVskLP8sExm1WOArgBQ6qIewmrshithAfuV30x6aZBA7pJIeQx7sj3ZwtABHYyY04DD72EnUCs03DIaYJak04XJScKaGYRiO2WjUBnQ1LEc0anc7MCcJKTF20ChQuB3HrBhqpexmhDxisw+C4QEOCLuFQC1Ou5W228BoDRz5uy2HBAJRf7AnAr+GOxAniVG4lcLtMMEda1ltLsLmsNspuzmsDQaxwXtSiJXA7YMQLpoiIE+CwRDIk6AIC02gJGqDxZDA7Qxt7pUQXc86CYZ2uBjKzzj9FD1CO+87Hq8gFev+Ye8QA1mDmI8hXIyDceEf+Yj/+dxkph7Zq4VzeiyrR6AkIlebAt02kNzZ5hTXninqcb4azdXDfC0i6PFCNSzUpnLlCFeLFitTuVKMV2NCM5pTA3ktDPR2Xg3wWlAoRUUtLmpRQYvzcrxYiRXVoKQmBDmqSNOqPKOUErI2pcpxWYtJQkyRpktSoiQlVD5Sl6bqQrQiBBpSRN4bUwtjcu5JrTCh5cJKZrJciLYLkf18pFtI7OcjB/z0vWLilUL0y1z8Xj5xrxB/VZh6iZt6tZD4ay7xleL0V/mZr3HTX+US3xTS35aS3xbnvy3Of7c4+11+7tv83He41He41PeK839XmPt+dub7e4kf7M18/1b6e3up72Xnfi5s/CC/+MPs6luF9V8VLrzNbfS5rT63ZRQ3+rmLffGSIVx6W9gw+MsGv2MUdwxxt69cN3jY3a4b4nVDuG7wlw3xqnlbvG7Iz5rIJd0wpGcM+VpfedqQrhnqM33lulF9zpBuGPLTMFUZ0jOGct2o3DCUq33xGJXMrXDX0K4a5SuGerGvXe5rTxni5b64YxS2+sqFd+SNvrTRF7f7uYt9ccfgLhmFLUO6CEDWl57qS0/1xUt97bLBXzaUnb64bYHD1HwllK9EhdpUvhIq1IKFWjBfD0J/IV8J85WwUJsuVMNcOZqvRKEdu1iPmkbtZiyrT2fqkVzFlP9ztWi+EsrUIxk9UtCjXC1SrJq626wegn6R4iAxpxYp1qPFRkKsz3D6TLGdviXNhFP/5qOPP3b6vuGH7j854mIBRyjE6qEdo3736RMjp0b9PobwOFGKsBCIyVL9cykDxCKDwB2x2TEERexWiGYHtMJQu8eJ+inaR9FuGgFQs76HqjfV7TQJqQYuEnHjGGm1uVAEkmdgX6NwK4pZUMTGEhhNIB7y3WAGD4G7KcJNORiKdjkJ0oHCAgXHfyRqc+EIS6AQI0PZrCRqo2xWwmIBtYQZhmUzLY0Q/nfcymMFy6QJTIR9sE5SNqsDsaCYFdIjBrshhlrhB9GozY1jIPfHEJTBEAdiMecpDIGTR3grBrEDPTcgwt6jsbCyTtRB2OFHADFnCmJph5NEXSTiphxOEnMxDo+DBCX9sIcBHemwh4GEGTNBkKLh7PX0Gc9U9PGCFM1rYakSLZZDuXKwWA5JlWhODYH0EZqH92rhfCUESCSVE5Ia58uxYiUGB3wFbaqohsVSiFeCkhaSpbAsBVUpoKlhVQ2UtEijkqjKMV1LVuVYU41XpGhFjdalKV2Z7sgzXTl+xCWOuMRL4uwBF7snJe7yM0e55KtC+lV+5l4+cTcfu5sNv5KJvHQr2ns+2vlsqPX5sfbzY73nzx8+P/HF52MvPR/6ppC+dzPyN3sz38omvpmZ+vqtyBt7M2/m02/mF97Mp/82P/vDwsJPs0s/yS7+KLf2g8zqTwsrP80uvVVYhetX/MrP8ws/zy/8Ir/+y8zarzJrv8qs/fL2+tvZjbdvLRvZrV/eXjf2tvq3to3MJSNzqZ/fNgpXjPyuIV7v8zcM7oYhXjeEpwz+GtBMfeGTffmThnQDoKqv3TC0a4ZyHaYYuH38hKuGdMUQdw35yvG1a8i7ffmyIW72xUt97SlDeqpf3O4LVwx+xyhsGYUto7hhiNsGd+md/EWjuG0IWwa/1VqFMJAAACAASURBVOcu9LkLRuFCP7NpZDaM7NY7t9f6tzf7e8vGzXkjv2TcWu/vrfb3VvvZFSOz0c+uGLn1fnbFyK0aextGbt3IbhnZbWNvyyLUpvbUIFeL5MrBXDliVsJWw/lKCNqQxOoU1K7malOZSiRbC4NXe68S3GtEbpdCXC0CXu2B4C1Tj5j/SzVChUYIMOsYyyJFPV5om8Qn14gWW3A7ZrY2avHnX0z8u//j8VMnPCdHvGdOjngcJI3aYEEb9btPjfpOnxg5NTLCIoRZ445acat1cKg30IvCbghNXw7EgqFW7Dgx3Yxvt9kYDPE40VHWDaf4IKd6L09P4VYXYfO6nB6a9DGYmyJYAoUSCidmp1E7ZbO6UASwA2JIKdyKY4ORxwaEDgxohAMZhGSZ4aIY8u7xImKBnRRM17jdRCsALGhRHeRzwUWaGGfFMRuGQdGOjUbtJIIwKAYroZPEMNSOIqb6DN7TiVmcVpsTRQGMWAIlbRaH3U7YLYTN5sRsg2wvQCjMXD9NQCStNhq1wz/FIOoLFk8zrh44OxoBl/UQQ/oYwu+m3awT3DlAvfvdtI8lhwgE8v+GXRRNo4+c81xe+VheCgBOcaVgsRzitaCgBflyrCAHi3JAqkSLlZhUninKIVmL8VJEUyOKHKpWptTydLkc1rSgIkcUOaKp4bIUbWqRthbvqKGGFK5JoaYW6cqxQ3X6UJq+W0711KmuHD+SZw/V5CvK3Ety8iU5ea+Y+KIw/bKw8Io0+4o0+xo39+X83Gvc3JeLC9/IJV7PTX+rMPOVbOIrt6Zevhl96Vb46C/H7j4fvPtXgS98duILn514+S8Dr/y3yJdfmPrKi4lv35771udn33hh4W9vLf0wN//jwvKP91Z+kl38x9zqz3Mrb2WXf51f+XV+7eeZ1bezG7/cW32b2+hzF/qZDYO/bGS3+rmLBn/xndyWUdjqv7Bm3Lxg3NyAX2Aju9XPbxvZK0buqpG7amQumWDEXzHEq4a8ayhXDXnX4Hf6wrW+dNXgrxjKdUPeNcRdQ7luflfcNZQdQ9415CuGeL0vXe2LO4a43Zc2+9ImEFt9bsuQLva5Cwa/ZRQ3Df6ywV80ittGYatfuGgULhgFE5WM3LqRWzdurxsZwJp1I7NhZC8Y2XXj5pqR2TBurb3z4pLx+RXj8/PvvJAyXkgbNxf7e6v9F5b6e6vG7dX+C0v9F1bgEeP2grGXMl5IGy8s9fdWLbDYZyqRfCWar5t/u26VJsEtWazHcuVIph7JVCK3m5FsM1qohgfpXBAowddMDe7t8mS2FtirBLK1EMhMCuVgoRrO1SO5cpBrRjLNEMh5OT2xVwtnqpPZmnk2nKkGwZGQVZP/5S8jj529//4h5uSI9/0nT7pIHIpFhxjy1KjvzP0nTg4Pj3jdMKTALzyK2CyWf3ZACKWEwJo77IOSwUGiMYXbPQQO54MMQzEODEUsqMVis9mA+TpmwW1uCvO4KRa1sk7URdhwmwVgyOTXSQTCZ2gCcTltNIEMUpUZDAFl/JDT4YKTOwajaZRALSRqhV9soKjg4JJCLcdIgWCoFbfbIKeUQqyw9sIqCpgLIjJzLrPazMnLYqFspu6UQmyoxYLbbThmA3g9Tp6wULidwRAUsTkxO2ydJqYj6IDsx+02FLGBkBXmOBg5AejB5g3rqhvHKNyKonaGdoBlEuK63DRCEzbo7/FRtJ+k/DTjpxkfSw3TTh9LjXrN8Jkhp8PjhLNa58d/98E/vvKvBTksqVFRDYlqSCpNqJWwqAZlLSapUUWOlLR4pRyvVqZq5Vi9PNUozTXLM7oUb2vxbjneqSTa5VhTjXfLiUNp+p48dU+euqdN3ZNj9+Spl6SpL8iJL8uJL0lTX1RnX+VnviLM/g2f/qaQ/rqQek2c/6aQ/rY4/x15/nUh/ZqQ/kYh9Q1u5vXi/Jvi2pvc4pv59A+51Pdyye/lkt/IzryxN/PG7alv/WX89c9Fv/TZ2Kt/EfnK5yJ//dnoa5+d+sbnZr73/NzffX7uzefTP7g5/+MXFt+6ufLr/NqvMmu/3lt7O7diZLf6mQ2jsGXk1o3c6tu5FYNb73MX3s5uGIWLRuFiP3fZyFzq5y4a/JaR3Tay28bti0Z2y9jb7OcuGtntfuHS8a63a/DXjOKuUdztizuGfMVQrgN3bsi7hnSxr8IjVwx5ty9eMnig2C/D2V+/cMngLhnitlG4aHCX+oUdcywqbps3uEsmHmUvGNkLxu11I7dpZLZgMjKyW/295X5hzcit9/dWjdvr/b1148VV48VV4/a6kVs3bq4Zt9eNmyvGC0vG88tv/1W6/1fzxvPLxvOLxufS/RcXjJuLxvPLxs1FE79eXPj18/PvfG7eeH7515+bM15YMm6tGc8vW3LlSKEahoCIXDlYqJqjECRIFOvRfCWUrYVvacGcHivWY9laKFsL843EXi2cqcTylSiMYxktcLsezpWD2eokjOtc6f9j7M2j2szvc/F3lYSQQGDAM5nJNDdN0vzSNk0me5s2t+2vPb1JZsZjJL2bhACBxGrAxh5nm0xPbzpGO2I3YLDBbNrFZmMWz2S63Ht/Pbltk5kxQhKrMTa28cJiDPr+/vi8kp0mt+dydHxkWXrfV8x5n3k+z+f5PB+xtIQ5TO+UAK97pwTftB725fqT67lhQ/fwDO8ZK3U1an73hbxPHsn61EtHP/3KSxKwbsqIXJXipZfzXnzhyNG8rCPZyjSpDBybWVIakpGp/9giTCaOSsnMdJlCistILItOk9HATfBMGaGiKBCDX1RlZcukUhynMIzEMAIXx6dhsWBeRjo4P6F2A2yCg8DtnUaJWQ5Al0BNh3UVsBgiJ13UaODeVigoRRoFrAr266SSRaG8gg09EhrcGLiSFvOd5TjxXBmIwQehRAUgBmlJSZPpNA2R89AWyKQpGUGBHwJwTULjElokXLDzgqZpiiKkJCEjKIog02QSqYQCIV9CSdNkVErpF+EY2pckoZA++8rZMqmKoo5IpRlpdHY6nZ1OK2U0+EVyVYrsNHkWLT2akQVRWakUefDi5qoUn/pkhln4/fONf319ip+YUE9Oaqav8tfG+NlJ3fRV3fRV3eykbm5U//Mp/fuTBf80XvTPE4X/Y1T/T6O6/3lV/4tJw/83VvC/Jwz/NmH810nj/54o/rfx0n8dK/llqPDfRwvmQ4b5QNFCyBgbL42PlYLbaGXMtDxmvhk2rYyVLI2WLobNt8ZNW+HydX/RHV/Jesh8J1xzx1+94a+6H6y+4y2/76+66y+/c9m8ebn03mDp/SHT/cGqe33ldy+V3bpoXO02rF0oXOssuNmlX7tQuNptuNlTtN5buNtT/ehS5XZvxeFAHRqpSwzVJAbrkuSoHnnqE76zyF+PRk4lPG8lvPXIfwZ5TyPf6YTvLArUI18d8tckvPUJz+mEJ8m5fKcT/rqEtx4FnkMr/xkUPonCJ9HYKTR6OhE+i0I/QIGzKFCPwvUoXI/Gz6LxH4vmA/8ZQK6E5zQaPpPwn0K+OuStFSFpJEmXhmrRxWo0cgpdrkW+OpEljdShyycSQ9VJPlWNLlclhqpRf2Wivwz1VwIwob6KRG8FuliNLlaigRP7F0tRfyW6WIl6qhJ9FYBHT7vNTzpLn/SaDnpMqK/iaWdZorfioNuMLpXtdZvQpROH3RXoQmWix3zYa8b8V0G6AmBiR64JgF++a5x3SgjM6LwzjHeW9V0VU3KGJ7X+OW5kmvVN671Tgvea1jvLemcY/xw3PHU8OMUFr2iCUxDipfXNskNTWjigaGa5phmZUY/MsZDOE5zmR2d04esFgRkhPGMIzxQFJwpaXbrfeTn3lZdyPvvpT37q6AtQYR3JkL98NCc7S6FUkmCGBGiA+CoZKe4ZfK5FiIHWLiUwOU7ICSxluRSNSzQJI28Q25SbmZUhoVIzPeBxT6OwNBkpo8UVW+JtCVl9BCYnMJgcBIdnSt+REZSCIFUUlUVLs2RpWcqMLFV6upxWyp6ZFRTpErgMOU3IJaScBrcqLkvaYmUkJpXA+hxcIsFkJCYlKdhcT0tw6CGkqrbUHg1JGkFLMDIZDA1EicawNApTSjAlTUhoUbmTSUmgWpLkOmsZhsFXS4ORABoDCwVE64B5TUJjaRQOiA9vEB0eOEFThEKKZ8olSppQyiiphEijnzlmgWGpKEmeQglRM9lpihczlS9nq7IUksyMNIg8PZqd8dq3X+k4+xdzva9/NGb81WTRv00WfjhRdGOy8KPJwo+vFM1PGaNXK2+Mm38ZLF6YNC9MVK6NV66OVdy8Ur1xrTo6VrIyVnVnvPpeuGpnvO5hqPpBuHItYL4dLtscq7gXrtoLVDwOVDwO1uyFq3aClTvByu1A+Y63ZsdbvR84se0texKo3fFWbwer9/w1TwIndgJ1+/76A8+p/eG67eFq5KtL+E4khmuR5yTAB+qvSwzX7g1UPb1Yc3ip+tGlit0+826XcburZLvXvHupcr+n4smF8sPBE0/7TxwO1KKBEwlvPfKcRN7TyHsqMXxSRA3/GRT4IfLUA9NJ+OvEgiv4FgqeToTPIE+NyLm89WikDoVOoZF6NJyiWnUJ3wkUOIlG6pCnHo2cQoF65DudxMQ65Kk59NUiTw0K1CNPPfLUIH8N8tQkhmoSQzVosAZdPnE4UJvorTjsNYukqb8a9ZlQfzXqK0MDFYe9ZtRXgfoq0OVydKlKZEP9Nai/5rCnEl2qQn3V6GKlSJoAofpMif6y/d6Sw17zYa95v6fioMf0pMd40GPaPm886Cvf7TLuXShGvaa98yWJHnOix3zYU/y027zTWbLdYTq8ULbfZUh0l6HesoP2kiedpU8vlmL+q4J3kgm9ZxieZD1X+ZGrvHeK9U/zvmsiJwrNCN5JLjClG57hPe/zUAaGp4XwtOC/wozO6LwzyeUWs6zvqsY3y4IK5ptlw9Oc/zoPDCs0IwTn+OB7QmiGC80Ivmm9b04XnOODc3z4PV1wVue/rvO/bxidNvR3M5//3U9+5lNHP/NfXn7lyNEMisyUEdAFF4UeGZWlkMCNBKbN35TbKQzHMUxOYCmNWdy4JaeVMkohFXc4Z6RJchWZecmZ6qTmhRE4BmQkS07JpKSCImDshqYwsQSDGxjmBylShT+zTckIQi4Rc5BhGhmEZ5gHBoxLk5GZMiJDQqXRBFR88FCSODi/4NuJD7CGESRNEbQEpymMxjFYCg3aloTAYGpahB6wmJGYjMTSMFxKiB40GhfFexlBKClakky7B40skyTTMBxyUykSl5FilQq/Q0BnkOczaUpGi1OWMHcJJapIM2UEPFFI8ex0+khGepZCArEzRzJkR5XpOemKXIUyN5nikKWQZCul4C/9nbzMH6u/NP7u924MlCxOmZdGS1fGzetT5ctXSlYnS1bHS9cnS1fGTGuh0rvjlZtjFXfGq29fqbk7WfNgovbxeO32ePXBxImdUNX++MmnE6cej9Y8Cp94PFrzKFy7EzbvhSsO/LUocDIRrj8I1yV8Jw4DdchXd+CtPvDXIv/JQ08dCpxM+OsOPTXIdwp5TiLPSVFLhleG4K+nke80Gj6TGPpBYuTHiYH6xMCZxOBJdPlUoq8q0Vv1tNu821W622c+GKh82n9iv78c9VeiwRo0WJ0YrEPDtXDkhLceBd5CoVModEpEqJFTUOUlvPWALwl/HRqpR4Mnke808tYCowFNGg2dfFadjdShkZqEvw55qhMjItNB/dVo6CQarhXfMHwKeU6ikVPIdxrwKDFUfThYJb7zYiW6fOKgT2RGB33mRH8Z6jcn+ssS/WWJvirUXwOYddBXjvorE0CgeqrQhUp06QS6WJ3oq0ADJw57ysXXL1Ye9JgOe83oUvmTC+W7XaV73SbUW7bTWbLbVbrXYXzabU70mJ90lqJe026Xcb/LtN9pfNJleNRu2O0w7bSXPu0273eZDrrN+52lie6yRHfFYXcFFpouDM4VemeKvDOGoWnOOyUEp3lAHM9cQWBK57nKhGYE/zQ/OMNCxFf4Pd3YNOebZT2zGs+0OnRd8E6x3mluaErtuc745zT+OY1vlvXPcb5ZdmiGDV7X+6f54DTvn+ZD14Xge4IYzDqrG53TB2d1YDUOzemDHxT53i8d9ZZ8+2t/+F8+/cnPvfyJl46+kJ1Ov5ytelGVlZOZnjSs41DfyWk8DcMVBE7/FsASPZ9pEnGVFvTaodGupEmFgpKBhpV9BObsZMQzFUxCYDIag2XOsFdVRmOSNEKSRqRRWOo2Bh+8nMZBfgbGJ0uDIguH4UEI4ZSnS+A4gLZZCskRmTgFCQeRYFgahqfhoo8hQ0JmEBTY3J/nUGDIkJGYhMRoTGwdyGhMKqFInEjHMQgylOME+GzTKBFTJARGkbiEIFOHkhEEWGppsSOR7DliYjmcRDexzgVlTY4TCkI0i6VkeIWUzJQRSkosmUXkkopxFNlp8jyFMjdDdiRDrpLRuRmSPKUsTyk7mi3uGVPJaNjr87XPvnC+7k9+ceH49mjpkzEYlzXtXinfmax9NFa3M1q1O25+GK58PF77KHxiZ7TmIFy3P37y6UTdQbgOTZ5MjNeh8TOJ8To0Xg81EQqeRqOnD8NAWGpFthI+iQK1Cd9Z5D0jisfB08hXh/xn0Ei9iFD+M8ChDkfqke+0+J5A/aH3NBo6lfD8IOF5C4V+fOg/k/CcBjkJDZ5GAycSlytRfyXc24m+KnSx8rC/Ag1UoJFTiaFqNFyLhk9B/z7hO4N8p9FIHfKcRL66xHAt8p1Gw6fQyClRCfLUiJAETwZrDgerxELscm1isA4N1qD+SlB80ECFWJ31V6LLJxL+OtRfiforkacmMVQpQthAzeFIvXiE4VrUVw2kKXHRhHpN6GI51GiJi2XAlQ66S1Gf6Umv6fBS+dOLVTs95ainKnGhEvWVHfaXob4K1GtCF8pRT5X4lS9WApk6vFS531mKest2u0p3Ok37Xab9LtPj8wUA5ftdpp3Okp3Okv0u01576UG7ea/D+OiCebfD9KSzbK/DuNNeut9Z+rTb/LijJHHetN9Zis6bDrrK93sqMO9VfXBWD/UdKO7BaT40IwSmCgJTOu81LfyTf1rwva/3zjCBa1xwjvdPsaHrgndG453RgBoVArVrTht8Twhc1/rnuNCMEJrhvFNsYJYLzAhg4QPRSnQhXy8Iv28I/1zve1/wT/Mwe+G9rvdMsN/7f7/8e59+5XOffCUvJ/dIRvqLeVnZSrmSJsHPmSkjcjMkUhKTkdgRGZVB/BrBwpPqlVRCZFBkliItU0ZAxib03VXpMpVMoqRJpYw+mgGRckoY1gPTFuQ6kBBYKsFV6TIJjdHUswU8SljqBbiQ7KNB5xHWT4BTAZbdw7weJCAraVKppOU0nimlpJior1MSksbF7GYKwyQ4lmrPiUSJIGgJNO9I2K4KNRqAkYzEkqZ5gsYxcKWlUZhUQpCA7zihIHDY7pNO02kULqFx8HmAxgfBFTICCkZMAkOXJA5nVBB4Ok6AyUOCPbuwDIpMIVomTWVKRTNaBkXKcSI7TZ4tkWVQZHaaHCYKxZxSpTQvUwrBWKKGlZmWpZDAXHT+tz517e++e3+gKDF68jBc9/RK/f74ycOxWjRefzh6ZidQ8zRUuztatROsfBo6uRc6dRCsR6PJokkcGalPjJ5MhM+g0dOJ8Bk09hMUPIvGz6LgW2j0B6LYHHwLBc6isR+KnsngaRQ4i/xnDkfq0Ui9WLJ56pH/jCju+M4i7w+R/wcJ35mE53TCdybheQv5z6DgWfH9vtPIfwZ56pHvNOqvQ3216FJNog/IS2Wir0rUnodrD4fqEsMnk6c4CQIWGjmVGKgXQcpXh0ZqROgZrk0MQsV3Co2cSgzWJQZPAtAkAC9AMPLUHPSVJ4aqUT/o3DVi7dZfjS6fEGu64dpEXwUarE4MwYuiIn7QlyzfLpSjC5WJ3urDXvNet2mvwwi1GOot2+8yoYuVhxdKnnSY0MVKIEqop+rwQgm6WL3fU/G024x6y9DF6uRHTE87y550mPbaS592m590VzzpLNvpLNlpL9k+X/SorWS7zbjTWfKgrXinveRJu/Fpm3G/3bzXUb7XXrbXXvq0zXjYXbHXYdztMO13lsJBdrvMT3srD/oqseEpXWCmIDBdHJ4pgmIQKkH/NA+2LFCyfNN6qPJ8s6x/ThOaLgiB6jSrEyX2acE/zY/MqP1zmtAM559iQzNC+D1dOBlxD58N/1zvn+OC7wnB9wT/+4bgXElgTh+YNYTf04V/rg/O8WMfFI9eLXL/7PW/+darn/vUp49mZSllFMAElnSfQxKWJBkuShC/Fs9AEphUQiikOMya5GSoMjMUeVlKpYxSpdNHqLRMmlKkSzLlVFZ6erYyLUeRlqWQyGlcSmKpkhAspkmDJQnlj5TAZASF4ZgUwyQELgUOgolKkIIiwO4grmhOJzLl1JEMeZ5KdUQhUUhFUzukYqUnF47Bdh85gaUKNLCDAhakS8SQL8AU0dkgohUONgiaIqQ4riDwVAI9yPMUiUtJgsQJOD7QKIIQeZOEgOFHSkKISWHgvAWFniQwHMdomoQ6VJJ0V0DwIeTzwFAnjWEZFElTom5FS8TIQ6CxmXIpxMkDt8pOk0O8X65KfjQ7I1clz8tKz8lMz1JIVAoyL0vpKfvTxxdKxTYWdNwnf4zGfpQI/QCN/UQcnQ2+9by4kxj9ARp/G42/LZqqr7wjduvDb4t9/Stvo/EfJ3ynxZE36N+Hf4gCZ9H4WVF+Dr4lsh5vvVg6+c8gT40o96QUK099YvgUGjyd8NYjTz0KiACX8NclPKcTnh8AxKCRU+jyCXTpBBo6iS6egHoKXa5FAyfEAm3oZMJbDzAkYtnlE2jgBOqvTFyuRpdPiEAzWIMul6MBAJdKdLk80VeBhsrQxXJ0sRLoG7pYmbhoSiJOObpUnugvQ30lopzUUyXi0aWqRA/ASiWoRQc9pv3O0sMLpp3Okt0u85ML5r3O4t0u806XOdFbtd9l2mkzH3SV710oT3SXAe6gi9UHXeXbnaadzpKnnWUHXeW7XeZEd8VBtznRU456y/Y7S/c7S/e7TI/Pl253mrY7Tftd5dutpr320vsthQ/biu83Fd9rLrzXVrR93rjdZtxuM263mnZbjU/bjLstJbsdpu0W43ZbyV576V5H+W6HaacdYM4Ij93OMmxsqjAwXQzpHIE5fWBO772qD00XgOjuvyoE5vSBGV14pgjGHcCcFZjS+a/qA1O6wEwBjDsAzPlmWd80E5ziQ3N6/6wuPC2MzuhGZ/T+ad4zw8HwBEyTQkAHrIQd/aBg7Oe64BwfnjGEp43jH+hHLpdWG//m9z79youZqiySwJ+r1FTpNPTapKTIDp4beCbAOZVBkRBmAjvyXsrLzstSwqxvaugkJ1MBftEXVVnZSnkaTUie80VA7QNCOOzvSqNwQDGQjSDlBvRmmKkGawLwLwjhzIH1y3JZTqYCMmHSZGQmLaYjSJ5bmAgiEZR7NE3D/KMcJ2gKS0lakJWaTuIKApeQGMxFp+O/5kqnMAxy6JXJoi9dQgJbpHFCRlAkSeKYGHVPJzuhAHCy5zBUhE5YL0Q9I3pACYHlKWDnEE7IaZygMFqCwXSRkiYVFCHFcTlNiEmHSipTLhEVPRl9REG9kCl/QZn2QoYiOx0GORU5mYq8XNU//Oi7qL8G3EOJKz9JXH37cPrHaOwnSa/QGRQ4C4CVCJ9BV36IRt9KjP7gcPxHKPijxPjbidEfw0hHYvJvYWBNxKyxH6LRn4hPgm89x63OPhO5wydFXjN0CnnPJIZrkace6rLDgdrDgVpRax88mRg8KQrb/reQpzrhO4H8NWjwdGL4VMobhUbq0MAJ1F+TGKpBl6pEUpOSsZ4VdNUpNnTQV7nfW7l/0Xx4qRJdrD7sBmpWk+itQBcq0cVK4DvoYiW6UIl6y/Yvlu73liQumlBfceKiCSShw+5KdKHyoLt0v6cC9ZaJOlGv6aCv/KDHBLD19EIp6q467K5IdJclussOus1POsw77aXb54177WWHXeVPOkyoo+xxu3mnrXy7texxu/kADt5l3u0qBcZ00FVx2F1x0FX+tNu8d77kaXfh9nnjXodxr710r710t610p7Pkcbt5u9W01VL4qFV/v1m/2WJ40MbdbtLfay586DZsNRfday582Fp6t7XwTqvhUUfpVmvx9nnjw1bjw1bjdpvxaZvxoN2821Ky01K80176uKNk+7wRC88YAlO6wDUuMKf3z+pC7xnGpgr914q8k1xgqsA3rffNFvumDeEZw+iMLjBTEJzmPVeZwJTOf1UITvPBa4bhKd3wDD98jfHNinulh6+zvlltcJoPzvGBWc43J3hneWgLht83wBP/db33ehHs8wh8oPfP6iB4O/i+YfIfDeMTpstuRv/X3/xETh6e7P0RGK6UEdkZdLYyLVNOSZLxDCSBERhOJhNmVOkyFUBVdlZuTvbRo7kv5ubl5qiylBnivlKJmLSZk654UZWVq1BmSSWK5yKVofwBZV1Fk+kESVOYNLkmmn7OMEEQGE1SUgkhIbBMmoKtYuk4kSWV5CqUOemKLEVarkIJgevJ8R0xeVmkV7hYtckwTE7jOIaJjieCgM3SovWJxGialBEEiWGAESD2Q9wCRZBkUnUCfQ1cVPBxCgNkh+guqOwwCsPSMFyCJbUqDCMxLCnJieFiCgqHa0h1AJKrHgkZQUgJTEoSMilJJkP0QbmjSMixwOQ0oZLRR5Jhh/D7yU6ns2XSFzOVOUo6LyM9O53OVqZlZ2TmZqm+8LsvrVuLUegddOUdNPFTNPVTdO0ddPVtNPkTNPmTFDNKhM+g0Klk0XdWzAmAQdzw22jip+IYGgyIwAAKfHb8LBo/i0Z/hMbPosDZQ/8ZFDqFAmeR5yQaqUNDJ1MderAvITEeMgAAIABJREFUJi1F1aKHaLhWfPSLbTXx/SN1h8OViaFq5K1Fl0+IaHWpHF2uFXnTxUp0qQoN1EBzTdSJLleL/wQmyR7zYa8ZnEeHF0oSPea9bhO8U6RIF8sPekxPL5bu95gOus2J7rK9btPhBRPgDujTT7qMB13lTzrLnlwo3+s27XaZdzpN2+eNu13G3W7DXntpot180G7e7Sjd7zI97TYfdBWC+L19vnSv2/S43fygpeRRW8njdvNOe+k21G7tJftdpp32kr0O435n6V6HcavDuN1Vkjx+8U5nyX53ydZ5w+PzpY/aix62Fe+0l97rMD5oK37cbt7qKHnQVny/o+B2i+5Wk269kd1s1a+7uc1G/p5Ld7excNNdeM9d9LDV+KC16EFr0cNWsVq832J82FoKr283Fz1oKdnqKNnqKMHE2fQ5fXBWNzptCM7qRmd0oUl9aFIPqARzp+EZQ3haF54xBCf5wBUBPuW5yninhKFpQcy0n2ZBs4c46pFpdnhSC+PyoRkBjOzBuULgcZAQEpw1hN/Tea7yY3NFoevC6Pv68euF4Vld+D3dhIdz/OTNz3ziJelzOKKUUUcy5HkZ6ZkyAoRqCLqSkRiBial7kKySp8w4mnXkaF5O7pGco7l5eTm5uSrlkUyVlJaA0RE2UOUpM/LkiixcHNYBBISSUE5gIKVnysRF9s9CTTFM3HJIiYujaQpLp2kwQGXSFJQ5eRnpMDyYLZGAPSpFZEDgh3YklRSzxLUX4Jag8DQKB+0/jcKkuGgvkBNYhoRUKcgMKZ4ppTIokiJImiYJCpPQyXEiQtTXcCBcFA6wlYIecbQ7mVAoIwi4DBmJyXFxuFpJ0alrppIzmKBYSQhchmGS5HgTTWEgtMtpHPCOpjAoXZ+3NWSn05lyCgIFjyrTc5TSo5kKlVICqfM5mYpjX/3cQUctmvo7dPVnicm/RTN/i669nZj8KZr4aWL0x0nH9lsodBKN1qDgKVCmgCgBGCXG30ZXfpiYfAuN/TAx8aMklv0Q+UXpKhE+g4Knkb8GBd8Se3NgKRpM2h0H6xJ9Fai/Eg1Wo/7Kg75yNFiDLp1A/dVooAL1VScGT6L+6sOBWjRYgy7XostV4psHq9HIqUNPzeFglWiYvFSV6IOKrBqqMCjTwHC031t50GPa6zY97Tbv91Q86a6AOuiwuwJdKN/rKN/tLHvSWfa023zQWXLQXfq0ywQF1+GFMtRlfHK+ZL/TuNdZvNthfNJZijorDrrK97pNux2m7a6Sw+6K3a7SR+3G3a7S7a6Snc6S7U7T49binc6S7fPGnfbS7U7TVmvxdqdpp73kUduzmmurpfBxR8lOR+H2eeOjdqP4Z6f58XnTXodxr8P4pKVkp838uNO401kilmyiGlW61156v1kvfqqt5GFr6eOW0gfu4q3mos0mbqNZv9Gs33Dr1t3cSiOz1sStu4WNRsOaU3fLbbjfrL/bVnCnUXfPXXTPXXSv2XC/WX+rSXen1XC/o+BWE3+v2fCwtfRRWwnmnTP6r+v975WGrhcFpnTBa2JIa2hO75vhPVeZ8LWCK/9YGp42hqZ1ozP60HRBYEoHncQAWEanxLGe4VkuOMmGr/LeKWFolvdf1w9P6TxzustXtSNzrG9O8Mzw3lne+3Nh5LrgeZ/3v1/k/6A4cL3QP1cUvm6A8jD4ngCrH0dn9OFQ0X+v++u0pKQuJ7DcDFlOOpUpI8BSANzh2aYcKaFKl+WqlGLFp8w4mpV1JFuVcyQzJ1ORk6GCTcgqqVwhxbMUEghxV6XLlNI0CYHTOIFjGIGRMNwDJoZUTimRpDAS0aEqgg7IOsnodzJLIctWpuUpM3IysjOVGZkZCoWCSpdgaTIS9iRiGEZjOIZheHKGSEZQMoKS41QGLYF7Pg3HJEl8Ea9BgqUQE4AjS5GWzEjA5TROEhiBiR5RyK6QkNjz+Egmf0tyApPjlIwgINs+jSRlyfUc0IWUkRhMX6f0stQabRonQPBKDWOLTVtKFLlgh5ACp1W4mGoP668zaQr2VIOV9AV52lFlel5GerZSmpOpeCFD8e3PHh0xfQcFf4KuvIOuvIOmfoquvIMm3xFLvPAZFDiLArVopE5Ul0DnHqlDg6cOQfYO1CPfKQTxA4H6w9BbCd+ZZyJ60gkJtmw0Uo881Wi4Fo1UA6Yc9lehwZqUCH3YU3nYU/m0t3LvvBldOpHorUKXyhO9FSJFulR12GtO9FWlyrSDHlOit+pg0Hx4qfxJZynqLTvsKd7tNux3GaBb/6S7YK+zeLe9cK/DmASOkkftxq3zhp1O03an6UF74aN2493WwruthdvnjY/PFzxs1+10luy1lz7tLAPFeqerYKe9ZLvNeNBt3mkv2W4uetSse9ps3m4z7nYYt1tNO83GrZbCB61Fj9pKtlqL7rYWbrcZH7QWbbVBRVa81Vq82Vy83WraaTNvNRdtt5U8ait50FKy1VK41Wa436y/6xZuNwubLYatlkI41Haraau1+E5T0WZzyd3WwvsdBfc7CrZai+63GDcai+43Fd9rNjxuKtxqLNp0F95q0t1rNmw2F681Ft92F952F240Gm67C9dc/IpLt+hkF5181M6uOXXLTmHdLaw26tfd3K0mfqOJ32g0LDuF9Ub2ntNw26XbaNbfatKtNQnLLvW6m4N/xYJzfGhOTHoFMPJMFwzP8MMz/Mgc651iIYooNKeHqlD0WE0zvquMd4oNXeMHIJF6hvFMq71TbGiGg4ZgcI4P/Vw/MisMz/GDM+AU5QPvwWpZYXiGF3c0QZ7Re0Vg5gq9ZwjPGAI/Lwz9vNA7KQx38i8qlQqMAlMVKEFQ1KSYAkz/gdabKZfAypZsmTQnU3EkW5mVrczOUuaqlBkKpUKWJqUlcopKRbOr0mUZFJlOiDzi17qNOA4CGUmSqdseUv3gndJkTUdjWDqJZcoIkbipVHnKDFjblyYTV0VA0fSbPyAYKShCluw5powOMhqjKQzkIZwUEVNCYzIag3ZnKiKCIjEQ0eFodBLHRSkKw2AJI1SFqeXYUpIgkjBHU8/eLyMxmExUSHH6+YYpjlEklhLyoE0B2WHwKbCqwdYMkNiy0qQqmURJE5k0CRsxjigkKhn9gjI9TylTpUvhv9SnsrNr/uyP/vkHx0QmNfFTsQyELIHgT1DoFPKeSfjOoOEzaOgUGjiRGDyJfKcSwI+GTqKhUwlvPRoSzVOJIFioTqMRsE1Wg0FJdCQNnUTDtYnBOjR0Eg1UoMsnDntF2TjRY97tMu73liR6zNvnjU87y7bPG59cKH9yoXy/y4R6xK7ZXrdpr7tkO9mwf9pl2u4q2e0yi6VWj+lJl/Hx+YK9zoKdDt1OR8Ful/FxZ9HWecPWef2D9sLt80VbbcJ2V8m9ZsNWa/G9tuL1Fv2jduODtuK7rYU7rSWPWvXbbUaRsLSV7LSXbLXpt1oKdtqLd9tKnrSX7raUPGwrho88cBdvtRTcby142Fz0oLVoq7noUVMRYNBmi+F+S9F6Y8GdpqJHrfpHTYUP3YZHTYUPW41bzUX3mg0PWos2m4s3WwwbzfrN5uJbbsOai193C5tNwr1mw2134aZbv+nW328q3nQX3mkqut0s3Gk13GriN1sMd5qKNhqLNl2G+436zUb+lqtg01240Vi00Wi45SpYbyy46dIvubiN5oIVl27RJay49St2ftXGr9r4JZtm1cav2tlbDt2ai7/l5tbdwppTt9Fo2HAKN12GdbduzanbcOvXnLq4g1lx6daahFU3j0E2Y3CuODCnh96fd0rwzQigrAdndb5ZNjSnD71n8M9xvhk+OM0PXNH4p/nhK/m+aY1nWj0yzQ5c0cBjZEbtnWF8V/MhhMg3rQc/qm+W9c+wwffE2NmROR7iQTzv84E5necq758zigxrmvdOsaHrwsgUE5zkJyeZeu6vP/viS3KKIjBwA+EpSQtuPDypH0NpBu1zpZJWKKjMDHlGpjQrW5GZkaZQ0vI0SkbR6RIS1B+VjM7MUMgISoZhEjjOr6PJs/C/pCANWjWVIlmANclQB1W6DDa856lUsKZBqVSmUSK8/kbOPEbjGIGJ3AQKN4AASbIEoyUYxNhLkvJTGoWLxnrIEaRFfgTav+hyIJ7RomfmUlrkiRJApeRXBjoG7dc0CpcRFAETi1JSQRFiWxDHJQQmgxoWI+WUJJXdCg/oogLUZtASOUWJexIldJ5SdlSpUMloqYRIBttLXshQZCulWQpJupzOVqZ95Xfz2oRv3WosETWp0R8kwmdF50HgrGiS8iaH6YZOin20kTrRSDlUnRisSwzWoQFwLVUnRqpQfzUaqUMDdWi4Fg3VimVafzW6XIWGyhNDlehSudhl661K9Fbtdpm3zxuhkto+X/S4s2j7fNFWS+GjduPj86XgG4K6aaezZLvNuNtV+qC1aPu88XFH8aO2klT99ajduN1WtN2u324r2Wop2G3TP2rmt9r099r1D1qLtty6+836+43CVkvhplt/t7XotrvwXrPhdrNwu1nYaNbfbinYaNZvtRTstBofNhfea9E/aCu+26y736y/12zYbAGt2rDVUni3teh+a8Fmq/5ec+Gmu3CrsWijsehes2Gj0bDZUrjpLlx3Cxtu3W134a0mHTy501S07tZtuHXrbmGjib/j5m816W416W669Jvuwo1Gw4pLt+bi15y6Dbfulttwy2247S7ecOsetBSvOw233EkcaTSsOXXrbt1tl26j0QAnWnPxUO4tOvl1t26tSVhpZNbd3KKTXXYKy05h0ckvW9hlG7dsZ5bt6hUbs2zXrrj4uINZdnKrTg7eFndwy04h5hBiDi5qZ6N2Nm4XFu3CspNbdmkx35wQmNN7pgT/TOHQVcEzp/Nc0XmnBBCwfNc4/3Xd8Cw3PMf7P2CHp47DgLRnQgyHHR5TD00eG57UDE1ph6a0wUkmcJUNXGWDU7zvKhOc5oemmKFpbniW803rAzMF3mluZJr1zQkj1wXvdQOkHXmnBM9V0Z/lm2Zgd7Z3hvFd4zwT2p++o/3zP/3q77/wyityBUWKlkgsCRkYlgoaxaQEJiWwNBkJoXTpEjJTTqXLaYWShiRMmZSkaVIqIyGmTkmT6RJSRhDK53hTCldS+CK6NHGxLILzkklvKhRxqnRZdkZmrkr5wpGjL+RkqaSy7DR5RppESktSH/kt3ArDJMldPtCRTMNwCK4BrxOVVIhkJEaCTZTEVDLI/xMTFGD1BnQYFRROJse203FMSmIyDFNQeGpDh4TECAKTYJgCE2tbwKxUOgWo6bQEEw0QolaFpxO0BMPSCVJC4FDDypKr0igMg9DX5GVTGRSppMUkDBjAzFJSSiWtSKOypHSugj6qkKnSyOx0OidTkZ2lZL/6ytXa1540l6Hxsyh0CgXq0ciphL9OdDaNnBJdnd7TicGT6HItGqxBfRVouBZdPvFsig2acX3VaLAGXapCSSkq0V+GLlaigQrUZ0KD1ehiJeo/gfpMid4q8CLu91Ztd5p32kv3Oou3zxdttuq3zhvudxTc7dDf7dDfaysSdZlW/f1W3d3WQjAQ3W0tfNRufHS+ePt80cO2gkftxs1W/YPWou22knvNhk23/l6L/nazsOnWbzSxt5r4u838rSb+frN+w63bdOs3Gg3rbt2dpqLN5uKbLv1mk3Czmb/dottsMWy4dRtN/JqLv9NouNUobLYY7rcU3nYX3mzk1926W66CDRe76dbfaSracOtuNfHrbuG2S7fu1t106O46CjYbdZuN/JqL22jWb7YYbjXxK43MWpMA1GnNqQOsWbMLaw5u2cnday4UX3fxK259zMEtOfhbbsOaU7foEm669Otu4ZbbsOLSQR233KhbceluugxrLn7NLiw7xWOuOXXrbmHZya24dAs2ZtkpLDrZmJVZceliDi7m4OJ2zaKdm29QLzr5eWv+so1bsmnids2ik4mLxylYswuLTj7iYOcb+YiDjTu4j61M1M7GbeySi4s7GGxkmvXNwX5qHeTAAJoMzbAD17RDU4xvloVZ5eCVfP8VJjjJDE0eH5oQd58NjeZDItrAteP9E/kDY/mwwXFwXO2ZYAevsCPT3Mg067nKe6YEgLmBMY3/qhCe1nkmtN5JxjPB+sY0XtgUMqnxjKv94+zwmHowfNw7qh72sWfqvvcn3/nS177ye3/0hc99/oUXcrOyU1BC/fqCHDz5CoHhz/7/n+zQw+AbjNGBH0IqwZU0KU9q9iKBSlqxMAyDBIgUTqWgh8IwGseUEnEkO1elyFXK87IyXsrNzVIpcnNUOTJ5tkSSQZG/tQyEK5dgmBIXCVFqRIamCPBzgigmVogUCZ51pYxKp2lIN35mZMUw6B6m4EaatKdhBE4kR3Oet7ND+Sl5biG2BBONXRICy5QRwM7oJLDCnBOdJJUwji76SwmxR0klx4nSJSRo7TCmAyk0mTJClU6nSzBVGpklpzKlVKaMyE6nlTLqpTyVLf/rixYO9Z5Aw7VgzkaeGnS5FvVXJoaq93srn14qO+gvTfRVPL1QetBdCq39J51lT3qM+xdLd3sr9rpN+z1l+12m3a7SJxfKt88bn3aZEhdNjzuLoBzb7ire6Sx+1G583FG4fd6411nw+HzBdlfJ47aCrZbCzWbNvRb9Zqv+fkcB8BegLcAyVly62+7C9UZ23S3cdOlvuvS33cWrbn6tSdho1m+26u+0GkBwWXfr7rl0ay4uBQ1AW5ad+nW37qZLf7NRuOkQ7/yVxqIVl27FpVtycSsufs3FAawsubh1t3CzkV93C2su/lYTv+rUrjdq193CmrNgvbFgrUm41aRbc+pWbfxtl7Di0m00Gjbc4rmWXNyqm19r4padwpqLX3Nw624dUKdlJ3erSQ8QE3dwqzb+tku37BQW7cKyjVu1s8uNfMzBxazcop2LOZkFJ7Pk4uIObtHJxx3MopONO7i4g1m16VZs2hUrlyJEi04+5uDiDi5q5eYtXMwhxB1c1M7GHUzEpo5ZmbiNjds18w3qRQuzYNXGrMyihVm0MBGLZt6uidrZWw4d8K+YXbts4xYaNFGLNmrRLlnZ6LvamF07b82P2PIxmA0cmuYgLuby9PGhKe3AFQ3MPw9Nab2zrOcq451hPJP5wUnGf1UYvpI/MH6sf+x4/9jxy6PH+8eOj0wxKfC6PKkeuKK+PKn2TmiHJgC5tN5JZmRMPTyp9Y8yI+Pc8Bi8+GZwkveGGH9YHRhV+0bfCIwdC45p/KOMf1zrG9P4g28MeF4rLfqzr33zD7/05f/nS7//2T/49Ke+8MqnciSS5+98KolWuPgK/tw/PasfwXtJUQQNEVoSAlAghVDkc1mjv0axkvSNxjEJhtHAXEhMQeGqNDJLIYHggaPZGS/m5uSqlFkqRXZGpoLA04nfUgfC9aQmh1LACvUghQGSEs+HKEhokiQwGY0paTJDJgc6A6qThMBT1BKsrRJwvZIYRZCA4IBHKeFcQuDArUicADwCn9vzw4MyEiMIEbBkJEZhOEhjBIVJJZQsyelkBJFO0zKCSu2FhJB4BYHLpCSMcKpktAqXZFAkeLJU6XSuSgnj6xlpZHY6/ekXVZ3lf7Ph1KOeGtRfeThYBRZK1Gfa6TXvXyxN9FXs95bsdhl3+4w7F4v2Oov3u0xPOs17HcbdbsNul3G7q3i3y7h9vuh+K//4vPCww/Co3bjZYnjUbtxqMd1vKQIB6EFr0Z1Ww6P2IijrHjTpHzYX3m/Ww2Ojid9sEu63Fmy4dWJh5S4AonHTpQd4WmlkgKdsNBo2Gg1QT200GtaaBHjnZoth3c1tNOtX3TzcxotOftkprDcWLLmExUZu2aUVKYldWHMWLDuFdbdu0cmv2vhVp3bJqVl0sstODuoyAKxVN7/u5lYc7G2XsGYX1t3CslNYcnFrTcKqkwPIg5JqzcUvOTXLTm7RyQPHWXYKy079ssMQtbOLTmbRyS7bmWU7I57Rxq869HEHE3Nwy04hbmPjTn7BxkTtLPwZtbNLLi5mZxecXNTO3nTpIxbNqo2PWrklKxu3sTcduiUXJxIoB7dgY1ZcugWHfsHGLNuZuI2NWZkFG7Nq0y1amLiNnW9QRy3a+Qb1h1Z1xJIPr8SszKJdiNuFmJ2N21g4+7xF87GViVjZiCU/ZlPHbOqIRROzs9jQFDM0pQW3+sC140Mz6lQ+jHeK9Y7m+6dY7+SbIxPqoQn18KSmfyL/8ujxoQlN/9jxy5PqvvE3BsPHB0NvekP53gnt4Hj+5eCxkdDxy8Fjl8fe6PV///LYa/3B7w6Pv+kbU/vGNJ4J1j+uDU4ywUkeUCk4ph0Na8ZCxyfGjk2OHxv1H78S0l4LHbseUs8G1MGufI3669/6xhe++PufefWPvvDVL37xDz73uVde/uQL6dlpGJ5EqP9AXp4tfH7+h8ZhySCRCjNIKVMpbiWKYjj+PHEjiGflklgBJWXmXKX8RVXWS1nZnzyS80JO1gs5WXlKFYQgg8vpN3/gRJKkZTSljoN2DjhC4+KsTFJEI0gCU0hxWBKRLpfgeDI5J9l5IIlfk8NpDAMLu9grSEIVRLAqkk+IJIoRGElTRGpIkxZT7fFUmSkqYiQmlRAEjqU2GEHBqMIpScqcQSX39FAkpFxkUKSCwjPSSEjyeSFTDvtlM+WUSpH2zc+8GKz+y41GY+JCFeotO+gpPuwx7F4q2uk1g9nnYXvJ4/bS7a6S7a7iux36+03FYCy831IEVsPtVtP9puL7HQW3m4WNNv2dVv1WmwhDt5uFW016QBao1DabhOTrPMg3a07dapNwq0m37GLXmoRlJ7feyAKfWmlkllxc1JG/7NIuOtmonV218WtO3VqTACCVBAWxMoo3cYuN3FqTAPXLopNftbOrdjbm4Bad7IqrYNkpLDlEFFtyCXEHl6qnVu1s3MGs2tllJ5cCsluNuiUHP2/RwPEXneyCjdlI8poVl27RyUcdmiUXt2BjYlZm0ckDXVq0C3EHF3MIS/aCuF0ft7FrdiFuY1dt/LKNW7NyMSuzbONWbfyihVm2sItO/oZNG7Xz8zZh3sJEGph5i2bBxgByzVuYqJWLWZmojVkEiLEwcRsbb2Aj59RxGxuzqZdtnIhQFnbJJURs6kUnH3Vo5xvUMZs6amfnG9SRc+qYlYlatPPv5kfOqSMNTNzGRiwawDW4wnkLM29hIlb+YyvzoUW7YGMi1mMRS/6ihVm26DDIGh2aUHunueGp44Pj+Z5JjWdC651iPZMa7xX14Hj+yNXjA+OvD4y/PjR5/PLYG8Pjb/aPfn9w9I3e8Ov94WOXQ2/4xtSe4HFPUO0JHh8Ovhmc5odDr/vGjw2Hvj/k//6I/7XRsHY0xPtD7Ngoc2WMm5oQpifYa2P83AQ3MyGMhdRXg5q5Mf79q7qfjwr/PKb/50n9Pwb5f7laeOWicOz1b736lS9++UtffPXLf/jVL/3hlz73e7//e5//7IuffEmVk0krn8cC2EmYShz9zR85IQ4MEzgmSZYwgFZE0oT1DATxZ2OJtDhJJ74f+pVZCglkk38yJ/cTWdl5KhUo7uny/6NuRWEYholtNZgEwnERdwBuyOQ2DRrHKIqA68ExjCTEcGTQ2lMSOEVioIhDrZc0Rj1bgp1yNqSMtZCNk46LNgUZQUgwgsBwnCTSZJCDihMERmE4zDzB2BCQSjC4AlhDGQgeLgWGpRO0nMbTSDKTppQkoaSJDIrIkOKQjQGRXjkyea5cliuXwRYMpUKWpUg7/ge/+0HdG0+ak3bHzrLdzoqtjpJH5wsetBU/aCu+21r0sNUMzS+o1O41F951CyBC32vRbzUX3WkqEouyFv3NZt26W3ezUVhx6ZZdBeuN7K0mPRRNaw5u3S2ArAM8ZcPFrjeyy05u3a1bcgkrLt1yI7/iFlabdIuN3IKTibvYFbew3KhbbuQXnfyKS3fDpl12CvCRRSe/6uZXGwWo4xZdwpJLWHTyyzZOhAMnv2zjbjoKAE0Ap1ZcuoiDjdtFCgbIAjf8ml1YtAtAfzbcuqhdt+jkl1zcopNfdnKAg2sOLmbXAq+J2tmPrUzMwS06dHFRpeaXnULUzt6wsct2JmrlYg4hbuOXbfoli37VVhC3C1C7RaxszMqkwGuhgYlYWXjErMyNBvW8hYlY2QUbE2ngYuc0MSszb2F+adWCEB6zMktWHZR7MSsDXzZuF6JWDsgXwFPknPojixpg6EaDNmLRLDRoIhZN1KKOpUDQwsTOaSLn1KsN/A0bC+f9lSV/3sJELdqITT0v4qMW80zmD4RfHxo7dnn0+NBo/kDoTe+oeiR0fDj45mXvG4P+N4YCb3jH3hwKvuYd/d5w6Psj/je8oe96g28E/MdHfW+MB9XjQXUwcHx0ND/kO34lfGwy9Ma10WPj4e+Nj74xNaadGFFfD+R/4Gf/16jwvyb0/xLSfzxWOB8q+rexgn+bLIxNmT4cNcxPFN+YKJkfN8dHy5bGjEtjxvVw8U1/UWzEcM1R8qd/+rVXv/bFr3/lC3/86h9952tf+bOvfemPv/TFb/zh73/+M5/95IufIJIRC6mohf8EsLBkmiiOJb2mz2lM1HMCFp2kWliSdqU0LDlNqNLpbGXa0UzlJ3NyXz6S8/KRnDxlRlaa5Pmxx9/6g+MY+fxZcIJ+ztUFT4jkQg2gOQA36SQG6V0ARmTygikMMhgwCSFaE0BBlxGEaJonMFnydOKMYfI5/dwTiWj4JNJIOnn4Z4BLPncWAG4sJdInhS0awxQELsMIMaFBJs2SypKdDUwlo3PlYkjDETmdQZEKBaVUpmdmpP3k9Vf//V3t/Zai7VbTVnMRiNlbbfqNJv52s3DLbVht1K83FtxsMqy7uZVGbt0ttr1vugwbjUU3HWKjCvTgJRcH7aSoI3/JxS25uEVXqvfEwStLTmbJwcM/xR3Mml2I2zUxuyZqZxedfNzGLttsdOw+AAAgAElEQVS4FSu36OTjTn7JJUSs2hs2NuLgo3Z2ycGLrSsHB++PWLU3bAAfQsTKzluYmINbteliViZqZ5dtIOVwMYcAULLsFGIOkQHNWzRxG5uSqOMODh6LTh7o24pLt2rjly38so1bdOiiLj5qZ+N2TcT2ZtzGxh1czMlEHdp5i+amjY/b2GULG7Oz89Z8EcJsLIDjsg0ugF1ycTEnE29gY+/yMSsDj0ULE7OpIw3MjXP5H1rYeZsQOaeO2dRxGxs5p45Y+ahFGzmnjlm5mJ2NWDQAdvEGbczORm3MvEUTsbJxBxe3aWM2ddzBxWzqqDU/Ysm/ce7NqEUbb9BGLJolK/uxhfvIov7Iov6wIX/xHBt/V7Pw39XxdzWRc+rYOc1iQ37MynxsZeYtDNCulQZmsUG90sCsnOPWrFzcxmLBcSYwqvaOvekJHveFX/eFX/cGj3sCb44Mvxbwv+n1HfMMvu71HveMvO71fjfkf23U98ZE8PUr/tdm/PkzPu17If4DP/uPQf5/jAkf+Nl/9nP/IyT8Ykz4n+Hj/xJU/1tY+NeQ7l/9ug8ndb8cM3w4URQNG2+Ol90aN90cL1sbK9scM29PmB+Pm2CR7IPgia2JqkfjFY/CtY+DdXcHTkz8feGffPMrX3/1y9/4+lf/7Ftf+4tvfOUvv/bV//rql7/99a9/8bOfz8lQAVQpFTKZlKSI/zNU/AbTIQgxleH5wg1EaJoiJAROYM+QD6wMADQZkmQ+TLby5aM5L+ZlwdIXCEcHmf+3npFOduVgKpBKyvmy5M6xZ3YECksZplJj2Kp0mZyioASTPLc1FgAutWosCWE4gZE4hpE0JqFxHMcoDCNIsbx9fmCQTI6UQ9gpKF/PXzacAq5ZtGUlJ6JSHYOUiwKYlEpGq3AKNKxMGQFG3yMKKi9TmqWQwOoN2KaTpVJcZL692sDfbubutxRCK22zxQC68s1maEjpl1zcmosHPFp187fchpsu/Wqjft2tW3PxG279koONOZm4i405tVFH/mIjF3cwcbsmamfn7ZqYkwEysmrjY3Y2alPH7NqoQ7PcyC87hbiDiVq5BRu3YGMiVjZm5ebtYil0w6aN2fiIlY9YeSiRbjRoo1YO9OB5C7Ng4aFWituFmEOYt2gAziJWNmrloKSCJv28TYg5BCBZMQcH/smYg4tauaiNiTu4mJWZb1Av2JgbNi18TUAuICxRKxez8REHH7WLiAl4CtcZt+oiVv75k4LaHbWzkWRlF3dwMQd3w3I87mCiFhZKswUbt2RlF6xa+HbzDepfnVNH7bob7zLz7+b/6l3tDRv7kUUbsWiiFm2kgVs4xy1amJhFiFi1UYcGrvZja/6CjYnb2HmLJmLRwHeB835kOT5v0YCCHvt79Y1zb0YamF+dU3/0rvpGg/bf380HGX6lgYlY8iOWfPG3mixF4XcLl7poYWJWBpsY1Y6DhBTKD3u/P+Z/fTT4Rsj/5oTvWMj3/Qnva1dHXrsycvya//hs4NjVkdfmfN/7+chr/+BR/4OP+cDP/WOQ/2c/84sx/S9GDf8aNHwY1v1rSPfLIP+rIPNxWP+rIPNxkI2FClbHS2+PmzfHKh6EKzfHKh5NVW9P1GxP1OxMVuxPVO+N1h5eOb0/fnJ//GRivO5wrCYxXrcfrLt3qdb3TtF3/vgbX3n1i6+++qU//7Nvfe9b3/pv3/jGf/vjb/zlt775+Zc/pZIrRMBSpsMjTSr7z6GKSG4Do567IX/9HRiO/0f56XkmAtkDuSrFi3lZL+Sq8rKUmXIqk6bkyTmb//xHdLdTOHTZMFwEMhDOQZxKsUUZLUbHpMtwVbpMghEpsxhIdUTy42C2IjAy2drDKTK1XRFPdT8lybk/CntWDgNyKSVi4+8//DxrU5BixwCHwcPkJFASfHGYXoQdQgoKz5CQSpqAOGk5jWcpJEcyZJkyQk4T6bQ0I02Sl6X8ndwjQfOfrVgKNpp4sAttNBrWXNxGI/ApBojGmotftTNxuwAmaaiSVt38qptfc+qWbeDc4eIOJmbXxB1MzMpELPmRBmbews1b8yM2dcSmhpsWHnDPx5IdrqidBQIStXJROx+366Ggm7cwURsTsbJROx+zMjcatFE7H7Fqb7zLxO0FCzbuhp0DmIjbBah3PrKoP7YycRu7/K6wYNVG7WzMykSsfMxeELXr4nZ9SqKO29gbNuBu7IJds2rjIxZN8qo4+BarDgG42IKTizm4NSsXtbARKx+xaoHULNiYqEUbt+ridv2iXYhaOQCpZRsXd4haFXAxKD+TctLxeTsTtYtoCFiwYOOiFu28hYs0cPPvvhlvYOctzEdW7mMLFzunWbRwi+fYxXPaGw7mQ4sWSryPLNqonf/Yytw492a8QSuqXRZtzMrMWzQfN7z+se34vIWJnFPHG9jIuePz7+ZHzmk//nv1R++q5y3ML/7+zQ+t6sg5ddSiBUp141z+QkP+/Lv5oG1FrOyiVbPUwAAFi1g02PVJ/lpQOx1iroe014Y17wf5az71bJCZ9eXP+jT/MPLmP/nYf/JpPxjJ/2BE+w8+5h98zL/4hX/36X7pK/ilryASMN0IFtwIFsT9RbdGjUueolWPacVTuOY1bHgK7wZMD4InNr0l2xPmh+Olj8dNO6Gqg9ETTyfq9sdPJsSE6TOJsdNo/CxE4qPwj9HVt9HoWyj8w9tdZy7Ucl//xqtf+dqX/vTb3/ibv/zOG9/5zrG/+PPXvvOdv/qTb7/ywickBA6cSCbHVKqM7CzFkUyF5P+OZ/3WuvG56gynnoEaDk56YDRZNP2JrOwXjxx5+UhOrkqZmaHIlEtBhCZ++1F/7YckxHPTybI0Rb5SF/BMICdwmiLSZBQQE1nyPXCq5JpFHHQuAiMJXCwzxawY7NdHApLYBF5WEKdEJxpNZlKYhMBI8j9+BaBXKctI6mqfp2nAWMV2oZQUZ7PluEpGZ6VJgHblymUwTpiRJiY35CqUf3j0xblTf/7ArrvtEm67BICt2+5CsUeWNA3FHcxNFxN3MHEHs2oD0YdbdwtLLm7FpZu35i+5uBs2NSg4NyzHIxbNvEUzb82ftzMxq2bemh+zs1B/ASgANYi6+KiVi9p1UYsWajdgZAt2TczBAcABgsBfow4NkCCxbmrg5i1cxMqD5jJvYWJWbsHGQJ/+hv3NqEMDzC5mEeI2NmJlYw7hRoM2muzBLVjYGw3amI2/0aBNAUfKQ7BoVa8nAXrByT0neHERKxu3sct2ZsHGzNuBGDKLFm7RwoFiHXdwEYtmxcrF7FpgfDGLEGngIlY+4mDhlyPyO7suJRvNW5gPLdqIlY1YNFGH5iObJuLQfmxlIue0AENxGwuPqEUbcbALNuZjK3PDpo1ZmZhFBxQsahWidj5qY6IO7YeWYwsN+QsNmogl/yPrmx+dOwa/wI/fPRb9WX70Z/mL57Qf/Sw//i4wOGbewizbOLgAIFbxBu28hYnadcs2IW5jsV+GDJFwYXSsZDFcsuAvXPAXLvgMC0P6pWFDdEgXHylYGipaGS5c8xTfHim8GzCteQ0bQePdQMntkcK7I6b7I+YHvqpdX+1Tzwk0UnfgrTnwVqNA/ZPhEwcjtQcjtXvDJ1DgJPKdPhw9kxivS4TPovEfo3HYgPZjNPYTNPq3ifF3xFEM2DI0/k4i+A66+NNf2urrmTe/9Y1vfvObX3/tu3/FH3ud/f7381//3ht/9dff+fq3JElzA00RCnm6Sq7IlEuVClmWKj0nUwENtf8b5Hp2Z2Jivx9L+kJTr4OxiyAwiiKyZGm5KsXRrKxclTIjjZQk14L9J1glIZ65W3FozyVXkOHYM5qT+kmBF5ROsIeGIIjnT0FguIQU/a50cgMjYAqZBBRYpZHS4KSEOMYEfxIYLoPMhmSd+Dw9pH+9YhXP+ZzGlypIU/8VIOUmUy4FpyuMQyukuEpGq2g8TynLUkggCV6lysjNUn02L6vsT/9g8WfcnUbDTYduzcGtOQugaAJNZ8WlW7QLUBZBq15099iFuE0kC9BKTxEZEFxAA07pwR81sJEGJmrXgfEHuuY3GtTzdg0o1jErs2Dhb9jYGzbtvIWL22EiRISwDy3aBYd+wcKCWPOxlblxLh+qnqhF+1EDCwXjDctx8a5uYIEygOEoZmViFmHBJsQswrJND7gQsbKRlMjdwKxYOWAlUSsXAWHLIipli3Yh5tADTi1amHgDm+rHgZa0YGOiNnXEkg+fjdrZiFUrdvfsYnkFKLNgYyIWUa2bt2hSxde8hYlZhLhVB6cG+IvY1PB9I4BuzmTZaNE8Ay8HB6VczMrF7ULqG8WszGKDGnANIHXeovnIoo7ZtR825N84lz9v0Xz87vGP/14dOaeOnNNGzoHAz994l4latFCYL1oYoK4RK3sDBDUrj90LV2wGy9ZD5s1gxb1wxV1/+cqQad1bdtdbcXfIvDlcemeg9N5g6eZA0f0h090B08Mh8+5wOQqcfOqpOvBW73urDv2nkO8U8tWh4KnEaC0KwKNejMEP1KPgaRQ8i8I/ROM/EjdWT/0UXX0bTf1dYvztxPg7YgDb+Nto9KewETsR/Cn6/5l79/Am7nNdVJJlYxtLlnw3Bky4hlxoyLW0SdM0SUNCApbmPiPfMDb3a4DckzZYmvn9ZkbyjUsCBBIgISEkadqetXqetc465zxr7XP23qddwdZtZnSzsQFTGkgb0iQl1vnjGwkTmjZda6+19zx6/BhblmQ//F593/u93/se2/VfAzt8nhX33vs97xOPtHqa2r1UG81wK5oe/+GPbr/lNjgnVoulqNBaVjq1wlleVT612uVwlBVXuB2QVeOaWlx8fZNzXbjOZBSwWaxwzqcU2GB1Lg9YxQUWR2FBfbmr1uGsd7ldRYWAMn+5sLJaCwqtliLLJH59EqU1uVTJ0/x5pQV4EML2z2S4gh/Jf5LvCu0Wa35zqGAS8Jm8uHXS72gxRQ+OQpuj4BovsKvPUmCB1ejCST9ls1hhGgAvyJqbseZTy8yQDquZJ1ZebKsstlcW26tLi1zFhaWF1qmlhc6Solpn+XcaK/o996Rl35gqnO/xnelpTql0XiWQDjIZlTkT9I0oIEeE0oNLq0IahI6KSRvnzyScsSgi0kEmrdBphU1J1Ajm8ycnz4YkMQ1FkyHTwBAlFAZaMyiaDJlPqj6YtcENeCuAIXi6lMwYiEnJ0DOycXhwiYYeJ41Y6EzTQUaTeU0W0mpzOtQCRZwh02YrJ/vGEJ8vXsyuUGV1TGkKm8y1sUmVzSs807JPl+gxtVXHFFRSaZVKqwSUXeaT5kqhtMID7gCEZVQhg8iMKmRUDqoYE56gi1TolEIC+ZWSGUOiM9DQBbmEwugiAX9GqAQNTKUUMqV4RxTOUEh4rpTMJJGQwQyAI9x0RBqIMSQyHqBTMgeChphIGrsIYNzhBvVmEtNphU3IdAJRKZlKSFxa9iVVdkQRDExZPv1g82c/2wAh11+c3Hrl5Por7268/PbGL9/ddOXEk5dPbPr9m2sun9hw5b0tf3p78+dvr/7i7Q1fvrPx6gZ8zqXfXEx9/1lwqp54f7u5Dvb+8xMnn85+8HT2717I/urFib9/wSymfv6SaXUEHiB//2z2ly9m338++7OfZD946aufd3/69p5//Oku8rFlyx77Mbf88S5f85q25k6uuZWgHv/+A7fOXZgHrJJi+9SS0nKH0+0qq3A7pk4tmVpaVO5wlpVOrSwvmzq1ZEoB8DnXQck3YJZlkqi9yGZO960Wi9Nmy0vby4ttRX+tBQQnr0KrxZ5LZi3IFUF58URBrs+yWCwFVpvNYrVZCopypQ240ziL7F8DlDxnb8/9E+DMlGhYrHbLVYDLw2L+5ZqdndVWXGCZWmAptVkck0erVos1x8flSffJT23JAWuh1WZOBuwWCAqCVNe88yqYrLrLikxde6HNXVbkcBRWOZ115S5yScOJrvuG1ZazvS3pIJcJsWM9/EhIGFX4kZCQ6eWGe7gRlYEhfUIx6SeYaoEqGs6DBl2GbDY1cK7ydxuW2aTKZmQyrbAplc6EeJjQA32u49yYTGYMiU4HOVO4pDansKBjJqnyZuGDuFRQSChcFNMAfCmZMRA3HPSlRQoeE855SmZ0iQOBUkJh4jKlq1QySAH8gSQypZBwf3icZI5sMmAgoLLQVwKmACjrmNIUUlcp4I/yjW0qyAHZbwTZKKaTMpdGLNRiGZUBySXA9LBCJxE/gn1p2QcahbQqJBXzPsCXn5a5EZFNSZSOKQ3RhszqCEQJZkWWUildJpIyAS8Y3i0SCpOUOShgTWSX2XxFZmBKk4gMNocVhkRqATItUrpIJP2EJhFxzMVEMpUrXRMKk1JpkMLDmw2oKJIKY8l+8GT2gycnPtx55YPt2fe3Tby7BSz3vzrxJBjjf/nO5ivvbLnyzjbTDP/Etol3t02cABPrbaaL/s+eNNMcP3gu+/6zEyefnji5M/vL7RO/2mnaffz8mQnIm4UbdH/gJPnLpyfefyr74fZcUfZk9mc7x3+xO/7eG+/jXmGFsPyJR9sEak1L6/r2lZ2Cr4Ogl9xxV211DZyfAptlammR0zHV7SoD40pHWXG5s8zpLHM6iiscpeXOMjjzzq/bMfyly2Y1J4PmPM5qK7XaXdYidy5h7Jt2bq6/YDe7YBJeTBLlm1oq+7XVEDSn5cWmY2dRfs8x9+P2HKAUTsLBKTlTwKJrgdQ+acgweaspr579WuxQvmorvA7T7bkiy5rb3LbnzA7LbFYzztqWXwi3OYpt5cW2crut1jHVVVJQZre6igvdhVNqpzoWVJQ//8B3/u9tD4wqLWOqMNYvpINMpofKhNjRYHNaFdIKOxISRlQmpdJphc3kCitoQMzFDsQZslkBxWXGQIyBmDRioboZwWa5AZT5aYkzgQyRp/MAgQloLUdCAnwXlteg0YOWBN7z0wprIEYXifyZTOfKLqBaoI0yFDKWK/qgygDRQFIhU0EO6B5T5ImZnD6ATSN2BPNjMjOMmLTCJoNUKkSmVBruYCBGl1hD5qGmi0i5Cggx8OwJhYliOo65uMLHZUrHVBTTSdWniwT8Hc4o/LDMpmQmHeRGFC6pMCmZgdcM0G/2ema7zaYVNqWyUArBfBBwEwAUZAdQB6WCXK6JYxKYNxCfln0mCqtsSmYSiNIRqSOvAdoLxKYRG/F7E91eDdERiRwMeDWR0XNVW/5vm1bYjMQOI2EMsSmZSWMirVIWs1n78NmJnz+bfffZ7NvPZt9/duLEU9m3dkyc2AFm1Xnj6uwHT2bf2zlxcsfEe1uzP9ueff+p7Dtbsyd3ZD/cPvHe1uwvwR0Ngmqfyr6/JfvBk/AtMzz25HMT7z0z8eHTEG2U/XBb9r0N2ZNbsyc2Zt/tyr65LvvWmitvbfn05I5//vm7Pzt+Migp6zrWtTPsGp+vk+PWrGr3McJ9S75X6a6y2wpAU1VSbHe73VVVFW63u8LlrqmorHA7yh1Oh8PhLHNUOEqrXY6q8rIKR0mNc6q7pMhdVlRSXPDn2sQ/c5nYYTM/KbFbHcX2Qvu3xqpJB34yWuUvm+0qTgFGAANVZLFUO4trnFNLC6/xQc0rp3Ise25mlyOhrBabzWYpspjugPB8k9EQrsLcKwF+qvC64WaRzcSjomt4s2v+IJYcFBZbLPnga4A/yEArL7Y5S63uIpu7yOYqtIIrVnnpFGdJUYPLufZ7N/7Tkw8kMZ1RuYy5iCvAvG8E8+eCPk2h4QjB9gZMzUFqlMRsEtMaouMyk1J88M6vKTSwXcCgQz+Yny4BRiQUs7RJyYyG2ExPq44pTaGh/krLvhQWoG4ykMlGJxQGVOAa9hry8oRKapIHWiToX0wqXWFBmR1BVFim4zKTUKkkpqPiigT26ojURSImeq859hKbJ7mg7shgBjpKHZEJRKWDtK4sj2HSwFRcZk5JhKbQ+T8LsEsJhdNlQgsyOmYiEpkWqZTMAWqflrgEItIqlZIpEIgOIyEt+0zWXOaAyTIwBfgFGARIGpcpU2QA8nSVNRAD/HdcZjSF1RCdwgK0mXGZSsjkaVk4LQvw60AxaxJkKqUjb0pmNMmjqwzIQXWJ1RBtSLQuErrEGn5vQuINxGiSR0O0Lnpyenc2z7sbmDBk1mI683/4fPaDp83b//ZS9oPnsiefy37wNFg1Tpx8euLd7dn3t5uhjO9vn3hva/b9LdmfPZl9b3P2na2Qr5392ZPZ93Zm3386e2J79uRWM9j6RC4C5OTWr97fmn1vZ/bkjuzJrTl7/81fvbUh+9aaK291ffbm2kuvd3321qbTx3/yi7ePvXHozeDLys71W9fyrVvaOjat6lzf2fnoI0sX3XRzSZEpcLfbCsrKytxud3VlVWVlpdvtrnK5y51lDofD6XSWlZWVO5wuZ7nLWe6aWlzhKHGWTikts5ZOLZxSZDcNnv4a4hROIpu+RiT9m6/Jaa/2XNlSMImTAmQsL51Sar0KjvkqyRQu5Pu1XIM5uRD7GoN+9ZktV5WrMIK86k4B1yT/BsukYnCyHDf/yNZct+goLHDZ7S6rvcRihQqrxG5xFFhdhdbq0uLKYrur0IzJcBbZS4rtSxfMfJW4J/rictjXH1G4EcymFTankKRh3qdjKqNyGZXLYOYMFqBGgLFdXGZimI7LjNm2AH+sUjDRG1ZbDMSlFRa2cM2ZoMpqCg2lBGiO4KeiMpnnnkGjYMggHWB1TCUwqymsObxXaHiEGCahm4Mpvo45HXMxTGsKG8X0KYmIyiSUe5pE6CIBU/wYpqMyOYjIeIDURQK4eYDduMzoiNQRaWDKkMhTaEVU9kZlb1zxathryE267AUFAHRJKSxoEqEpdCJApBGbUBhNIgzEJUVSk4iExKUCZEaigT9KmMoMNq0KOubyeza6yhkKqcuEptAxTMYxp2NOQzS87IhE5l8SwJmBKbM1A7WUTGdUAeaPJvuGaUNm07LPVKgjkD6Q8DKABzQQo4nMoNgEnXsSkzGR1iWoIps0iQDs1hEZl5m46NVFk6EHds+S/eC57IfPT/z8WbPU+uAF0wb7g6cm3t+ZfW+zeTux2aSrAK3e25l9Z/vEe1sn3tmQPbHeBKYPnjRh6Pi2iXc2TJxcn31rdfbExuyxTdk312XfXDdxHDyzN4MfyMTxjVcOb7xyeONXh1d/+Xrnl4fWfHqo69KRjfF3/T87fuKVvft6UO+Lzz63vrV9c1vHho5VXb7mO+64q6qqpqDQPDLFUwrKHU5wQK6pqXG5XJXuCqfT6XSVl5eXO51Oh8NR4XK7nOXlDqejrHjq1BKHs9jhKHQ4CkEc9FfniFYLdJI2gJW/LKP/my4zsdVSMLlgsVhsU60WyOkrL7VfDzrXtpNWi2WyEMGW16ADu5R7CqvVYss/KXycApIIy9UKzpLjtsyZ5uRf1HrVLMw+CStBVwFeYNBXgsNyid1aVmwpL7S7C2yAVoBc7inFbleZw1HY/cCif1jzoCGRo8HmEYVLYjqp8qbMUjF1kmZhlSOtYJUshX0whoP/vjFMGhJ5WuZGsCnbAUAxp4RBLiUDQUPEVToVNA8b9FD5KVhM9EKvB41MSmZMJZfMAy+WxGQKmyr2CCYAKyMSGQt48qCjq6YmS8eMJgFCcQAxaZGCnbt4gEwjNh4wGei0SBmIS+SqxYTCRBERBVDDTUOyJ4y8wEbrImEgU6IJCBKXqahMxmUiplBJhYlgQkN0TCTNEy4SAG2aygGtDqUTjCnhdwEaXlcpkJ6bJRtidImN+QldJKCMghJVR15QuhuYSsvNadmXwVxSFgyFTKtUEtMZRCZV1lBIXaJHMK9jJmNC+VWwiyJP0k/oIqEjUkOPp5A3oTAfid6I5A1LZFwiov4mTWqCTUOYJBoAVYhJSVRG4mOItZjjuV89N/F3z+Qcsp/KvrcZHIgmfrHDrJ7eeTL73rbsic0TH+7Mvr0F+riJ4xuzJ7Zl39k88c6m7PFt2RPbs8e3melpb2zKHlk38c6GiXc2TBxdkz22NntsLdhmm0lHb22cOLIh++amPx7ovHJk/R8PdPzxQMflw6vH39gQfQMfPfLawVf29ODgC9ue3tDWtmFV+5pVHdQKz6z5c93lLlivcRYWOcqKK90VtdU19bV1DfXTaqqqa6tr3G63y+UCkHI6ndXuigpneZXT5XaVOZ1lxcVFjtJCR7G9vNReXmp3FBYUfeuq6dvIrL79lVceTEalIpvFWVLonlLktBdAEvXkZ7darZbctDH/xUKLxWq12i3WQou1yGrCSp7dt+cat/yT2qymvgFqzMm/EhBzYBU9eZA6WdiWe0CbxWI62zjtBc6iAkeRZWqBFTrEIpspeS+32yqLiyrsBZXFdpfV7i6cUlFW1lhR+uHK+8MvLsvI1EjIlIlD3aQpZKrHq8uELhNAKhsynVRZTSXiMpPCAhy2jMppiI4By45I6PVGQoKGaB1TcEiABU+g3IFBTEpm0pJ3WKHMZRGFiCKPjhno5uIyoytCRDIrI6DGQPRg6jNVPoIoTWEHEakhGg5zGrFxmQmrzBAm4piLY/4jkYxgIiyRcZmJYCKp8jHRBJ00YvVuQu8mdJEYCjTBOTQkEu5gSKQmEWGJjCveCCYiiIpgIiaSuT1hHmb/8QB5WuLgAaFBM7B3EJExhYpJTTHRG0VEBBNQyOTBDugq4IZ0RKbVnCYLcYZEGpI3LjOGzGsKG0NsFLNRTMcwGQt4EgEiJno17NVlAmAOyihg+pJBKqnyBmJ0iY6JpLkDoLKGzMZkJoZJTTH/nlBb5eaDdEQiDT8NggYN0YDOscAKaGY1kYkHaFP0gKmETANMRzFrmXhv61cnt0yAQ/bJrdmTW83w23e2Zt/dkj35pOkqe2zTV+9uNzOOjm+bOL4eTGYnjm7Ovr1l4vjm7NEt2WNbJo6tzx7bkj26+as31maPd2aPdGWPrNT62PIAACAASURBVMoeWWkGzB5dM3G4I3t0Y/bYluyxLZAIAlb8Vw6s++zQ2ktvbNNf3/V/vHkgqMoywoFu/66XfrK5o+PJzs4WnnvoRw86HZV5a3SHY+q0qqqG+mnTp0+fVlc/o2F6TVV1XV0dAFZVVVWFy13trgCrYrfDWeNwVk0tcxdPrSgphVDV4pKCKUV2iKSHzd5vAhezsPr34dVk95trH8lEQlN4VVzoKi4ss329lvuzcHl963edpZcFBoL51wBl0ddizSx5Hs1qux7BYY1pcp9ojlALC4pt9uLcH7DEbi20mg6L8H4AsfXgilVeaq9xFDOLZ75FLzH83hhic7JMwdywNT/ScCp0iQaeSEdeoNXBRUBTWE2kEphPSFxKZqISE0NsRCLTQXPYp2GvrlIa9kYkL5QkcOaBCtExFVeBCeJ0iTYQl8FcAvPQKBmIiQaoiOTVJMJATBSzcPiTIhmWyJRK6cpyQyHDEh2VmMGA10CMhsgopuEGLWEEUYOIDCNvFBEgO4IKCw4nVDHxABnxe2OI1SU2LNERPxkPkPEAqWMmJno1RBt+bzxAxvxUTCQTmNckQhOZmEiGRY+OOUPyAs9lIObXgaa4zJySPGGJDCNvPEDr3YQW8OqIjEtmqQVVKswBYR1ax0wasQZiopiOyYyuUqaJAqaiMjmEqajERCRyEDdBawatq65yoIY1rR0wl5KZXHNHp7CgiQxQ/mHkjWFvXGaiiICiT5OIQeSNY+6UREUwERaJuMwkEAOAGA+Qht9rBJoMxKRFSpfYeICOB2hDInWRSiMWHsQycWKHSaif2A4u/cA3maXQ8W1m2OzbWybe3W7GHEHG0VtmvuMEBKsdW5090pU9unHi2MbsG2uzRzdmj63NHumaeH3Vn17rzB7uyr6x2kx/fGNT9vCa7LEtkGoN7v0ThzdcPLTp9Osv/uvxV35x6OhupCoSwgGx+8WfbFjZvqWtg390xV2Lb690V9ntdji9dVXV0+rqZ81sbGxsnD/7hjmNs2Y0TK+vrauoqKiurq6qqqp0V1S43OUOZ3VlVY2roqq4tNbhrCt3Ocsc5Q5n6dQip7NsatmU0kKrGRlvs4H88ttuJP6NV67vuwYOJrd4xTabs8juKLaXfA2EcnD2TR2p/dp7/uULosCKc/VU/gIt2PXPAK7Q0BpPxkcIUjR96AtMOwdwf8+LGGBK6CiwOe0FrqnFD8ypf8Xz3X95+vFRURjBvhHsG8H8COaTmE0r7GmFTilkUqGAJtcxk1LpBCI0hR4WibRkGpJAraQh2tz+R2brEVO8hsxqIpOrEdgoZmMgv1JIvduTFqmExCURHxNJTSKgAophOi5RMZnTJVbHXDxADvlJHXOayGgiowfYGGJ1RYhjLorpQbEpESB0kYhI5CAidYk1dpmf514Go4lMWCIHAcVkbyywIoppw+81/HRMJKPIo4tEPEDq3Z6w6ImL3iGRigaoQYmJYlpT6LhEDMmeoUCT3u3RAt5YwBNG3rDoiWI6LJEmbRfwaohOKSSUbBqiY34i5idifioeIDWJiPkJs4pBZmuWxHQG+VJYSEnmmEJTWHBNMGSwiKGTKmuIrC5S8QAZC3g0kRkSl8WkprREjGBfErO6ZMrZNIWNS9CTmro2A3EG4hMSl0E+eLMB1UJaYXWJBWEavG1oImX4vYOIjIk09NdhkUgj2vB7E4gCTNcRmZKomEgmEZ/EtI68aZUy5KaUQlpMOdXbW7Jvbsq+86SJR0c3Zt/clH1rffb4tuyxLdk3t5lpa2BK+/r67NGN2SOQZbQu+8aGr3L22NnDXV8dXffl4VW5SLX1Ewe7Jl5f9flrbV8c6vjq8OqvDq03f/z19ROH1n51ePWfDq7Ovrb+i4PrPj2yM3Ys+PdHD7596PAeORSUFNGPA8/9dH1r63rBRzzxxMIFNzmmuuwFxTabzW4rqKmqnjl9xtzZc+bOnjPvhtlzGmc1NkxvqJ9WW1tbU1NTU1MD7FWlu6ISvF8cTohHdznLS0tLwUYZdAO53tBcWCm1/Ydg1l/oPe0mGWQrn1r8l+cAk8eOX8O+ySVVfoaYB7v8z4OeE3aJrn1519Ri+avw2qbSki+vch4PUwusEPNjz/k+A5NVXmxzFVpLrTaH1VpeaL+1wf309+b97xvvT/k5sBaAESFwK8NIyABCKbm9WYWKIiKseKPiCk0ikpIXGhxNZOIBUhOpqMREJSYvO8z5n3BRzEYDVAyxp0RWE5kYpnWJhfNjSHQa0RksJGXBLBkwA4cE2PFogApL9CmJGBKJUxIVx1wcc5oqRJEApyuK2aGAVw8wMZEOS+RgwBvFdAQTYZk2MJUUSU1kDL9Xk4iwSMT8ZncW8xPRABEWPWHR81F3EyBmNEDERDIikfEAGRY9Eb83DP2R5BkMeMPdHigxYqJ3SPLERW/MT3wkkjGRjCE2ioiEwkQDnkG/RxMZDdFDgSagn+IBMuYnNIkwJDLpJ6K7ViT9BKBGGvFJxOuKEJeZpMprCqsjbxLTsJwMzSOUqxqi493Ub8QVMeyNBVYkJBPQh2XefC+RmbhK6xIN7xkJzANhr2MO5gbwUJmeVk1kdInVJVYXibBERiQyiqi4zAzt8sYlIiaSacSCfFQXiRgmY4iFnSdzUoHYsEQaEpmR6FSAtEwcX599Z+vEu9sn3t0O1BLkRE68tTV7dHP26MaJIxuyb2zIHgMn/82m2/8bq7NvrM0e2pA9vDH7+qqJNzr+BM6Q+zs+27/qTwdXf/VaV/a1tVcOrv5yf+cX+zomXu+6crBz4tDaz19d/dXh1V8e6Jo4tHbi4Jrsa+u/3N/5p/1rrhxcfentl/7ft9VfvfPW8UOHX+vdt1fp2d2tdO94vpPj2hn60YcfWnDDnGpnzVRrSZG90OVy1tXVAWDNmzdv3rw5s2fdMHv27IaGhrq6OvhYU1NTVVFZ4XLDx2qXo8btrHA7KtyOkqmlZcUljsIC4LYhMcFuKwAbYrvFUmi/ho3+H3P9ObzKD/jyI/9v+TjXP9hf1WrknUWnXLeIk9d/Xd94FuZlopOe1Gqx2Gw2m83iKCyYkgN68FaGdDLwbHAU2sqnFEIWdPttjW9y9/3ry8sNidQUNhXk0qowLLMZRCYxq2PG1EPLLLQPcKqhEdARafK1IpFGbFQmoxITQVQUETGRNKfjmAL6JiqTBqZiIm0WWaJJXcPULIbYGGLTanMKEcAl64hMSGZJFZZI81BhWhcpXWI1VYB9YFhsjmI6iohB/4pBRMZEMiaSEb83JpLwXBHJO4jIKCLCqOkjsSkMvwgmBxE5GDDbTFAehUVPLOAZEolTgRVhiQ5LdBQRpwIrYqJXk4ioxGgiE/PT0QAVlkiY2UW6qZifjgeYpJ+IYXoQkVGZjCIqgom4TIVFTxh5wxJpNpJ+wkAM/O7moBAxSdUXx1xU9sJYUJOuasqADotiNoY4PcDqEqtLNNRr8QAZEwGYOB2RGqJhHqopdBSbxR2MFHRE6jIRV5o0ichIbBKzGcwAGKVFKuanDInUJVrv9miIDsvkIPJGMGFgSsdcBpAOe9PYA2gbl0y2ER5fF4moTFqyRzdn39iUfaMz++a67JE1E0fXQHz2V0dWZ490TRzZMHF4Q/bwxuzBDROQl31k5cSbXVBDfXGo44sDHRBU+9m+lROHVn95oMsMaDvU9dnr7Z++1gEe25CGdPnAqi8OdMAnE69t+Gzfyi9e6cruX/v5Kx2fHlobfXfgn9499ovjx48fOHx476v7+/oHsCy/KPqavOzSZffds+S22xbdPG/BgroZjVV1tRXOWbNnfGfRTYtu+c6NN944f/78eXPmzp09Z9bMxsYZM6dPmzFt2rRpdfUN9dNqamqqqqqqK6uqKior3RUVFRVud3mN21HtKqtwTCkpLigtsZcVlxRPKSicUgRHriSXspc3L/4bJKd/+2W1WBz2QjPD+Zvv9he+9Wcrt4Lct/Im0TmB+zUCiNyDWwu+/hVzlWfyg1hynxTk96tt1qIcwwX2pIVW020Ziqwim6XaWby0sf6fNi7VdpEpLEBnAcQH9HdJmYvLTFQmI5J5QqAq+ai7SROpmEjHJSoseqKIiElNUUSckqhfd3sGET2I6CSm46I3iiiodAYD3kFEhwO0JjJx0Qt+KfBRk4goMkVAKSykJApo4CQSDJnXFSEsMVEkhAP00MuEJjIxP6UpZAQTWpCJy4y2y6uLBEBbLMD8utsTlshBRMclBgbzUYmJB2hdJMLIG8VsVMqN/xEDHFYCs/CM0QCR9BPRbm9YIqMy+RvRE8X0KUwCXsQQO4TYoV3eaIACDAIw1fx0FBGDYlNEIsOSyUknkRCVmLxywkCMjkhNpDSJgHll0nRWoAyJTMr51T/GwERC8QC/BjpbEHYA5EUxHUMcEHM65gw/mUS8gTj4daC5A/CCZ9FFIiyu0GWvjsg0YjWU22RCXEaiDcSlZR+8NqAU840qyF9hFAA3gNEEolISlTELQxa6RQMxluwbndkj67JH2rJH27NHOyEpO3u468pr7ROvrfzq8OqJwxuyhzZA7/bl4VVXDq3MHun68kDXl/s7v3il6/N9nZdf7fjTwdVfHlgDIW6XD6z8bP+qz/av/PJA1+X9XZ/sXXn5wKpP9rV9tn/VlwfWQAwk5MRe3rvqj690XX51/acHNlw8tOHXPzvyDyffeefNI8cOHdqjBvtDitrt737xJ2uY9hWPPvG9O+++9eZb7r198ZKFt9w1f+Gts+fPmzZzxvTaBTfOvv3222675dab5i2cPWve3NnzZs+efcMNNzTUT5s9s3H69Gk1NTV1dXW11TW11TW1tbUul6vcWVblNmXxrrKSiuIpFY5SZ0lRod1SXmovn2IvLbQWFVqKpxRAbhjk1P8HwZbdYgGXzqKvOcr/G69rqqw8O2bJLUvnV5fzXwe4mVxOTnIHtE7++uTyyuTgC6z23P1tNsvUAivklZnCUUuB02KrLix8eHpd8JG7jF2ehMRpcML9tIG4EaVZFwUDCzFkjqVg5Ad8kCZSgwFvWCLDogdImXiAHhKpUxI15CdjIjkUaBoMeAcD3qjEDIlUFLNmfYSJaIDSJfaUn8gjXUQiYwo1iOgoNnVPQKwA4RUTaU1kogEq5qdSEhcTybAEVDqriRT0U5rIgiA7L1MKi55Tfk9EIqOYTUuCgfiwRA6JxCCioxKrSyy4PkWRJ43YlESlJSKFhXg3pQXItMjkBBA0tIqaRMQwrYmMIXKDEhNFQsxPa35GD7BGNxPvpuLdlOH3Ai8OSy1pxGoBL1DdmkREZVLHVFr2gRQLfPjSyMSCPMsGY9O8wCqDObhbBjMx0WtuZUtkfsioi4SBvXGZiGAiimlNIkC9EcNmCRbFXG4b3JtQPCklZ4WssgmFSSBKkzwGphIyERY9aYU1JNgKIEDcm1E50KmYk4GrPT5jSGQCN6VET0LxJDGdkGnLxOtrsq+vzx5ZlT2y6sv9HdnX12dfXzVxuO2r11ZNHOz64kBH9tCGLw+tmzi0+k8HV39xoAOCsz9/peOzfau+3N/52b5Vl/eu+nxP5x8PdFx+teOLAx2fv9J+ZW/HZ/uumm1f3ttx+dWO3+/r+PzVVZ/sXfnZ/lV/eHXlpd0tn+/rurRX+MOrK3+/v+vM0S3/5YNjv/zg3TePHTn66v59QSUUEJVd3bteeGnX5uc2edcuv2vpHbd+Z9n9Dy6978Gl9z38o7t+cPv8m26du2Be4w233Ljg+3fdddctty668Zb5s2+YPWvODY2zGhumNzbUTZ9RV19bV1tbW19bV1dTW1dTW+FyV1e56qtcEA1dWeqodJaCIV+J3VJSXFBeaDdZnuICSCS0WCylNkuZ3Tq14BqeqPBbMNx/9YK9lsJrIeM/4pqSX7ixfp1Lu/73KMxZ0+T3HCdfYJRotYKTssVmsRYUWE1n51woWZnNWmqxuAtsP6qrDz6w+F82PB6RyLjEQOkRhk8wG4duS+Y1mTdFhogxR1eI1UUq5ifiyBMPkBHExAN0xE+ewuRHiDrl9/xGXHHK7wlLtMn17GLCEj0IgsMAPSRSEYWJBjzw/g8sexwYLpkEamkE80nEx0Q6hQVgxDSRSShcRCLDqCkuehMSlwmQUKfE/ERc9JqMDCIHA+SQSH3U3QQCgrBkdpQRiYzJTFimowHKkEgYHcZlZggTg3hFVPYC2IGoMq+QGBIpsxrq9qSwkERCEgm6RMOAXxMZA1PQc8UDZNJPaJIHxJYmr4foJKY1hTYwYSAuLhHmt1DOR1RiwSAspZAG8pwW6VGJgg3wmGjaUaURDXItXWIzmEmolCYyukTHkQcWCWOIjWHSNDKUmuIyA+ZfSUzrEpuSOR1zplOFRMKGo4GplEwlManhFYZCGAqZUDxQ4gFuZmQSxpd5nX0S0zHRG+5ekUa0IZEGJlISNYzJhEwbMmvJvrZ24tDqz/ev/Hz/yomDa77c3/nVwXVfHuj6Yv+aLw50fHGo/cpr7V8e6LpycPXlvau+eKXrs/1df3h15R/2dVweaL+8d1U+QhZyAcwgyVc7Lu02M7I/2dN6eW9Hdv/qiyHfpd1tHw+0frJ35e/2tnyyN5cjMNB+4dU1qTd/+o8fvnfyxLtvvX7ktf69KsJo167Ayy91v/T8T3c889z6nevItcQDT3C0hyVWcMu95MOPPfzdH9216K5FN96yaO68ufMa775r8d2LF92+8KbZs4CGnzV75ozpdfWN9Q3T6+pn1E9rqJ/WUD+trra6tqaqtrKqpqKy2u2qKi+rcU6F2PoKRwloIB3F9ilFtpLiAtjddZUUlNnNbd4Su6XMZnXZ7U6bDUqJf3PlBQuD4JL+b9Cj/k0/YM97Y11HdNmvE0yYIGW9XkhhuypoyK0HXY2/tuactnIR2SV26yOz6nd9b+Gvun78/71ARmVyyG8yREBeDIkUsOYJRMHIL4ZJw++Ni96UzMQQGw1QBmIMvzcmkjE/BYD1G5H4SCRP+T2DiPx1t2cwQMb8VMRPAgjGEDuI6CE/BQVRzE9EZW8M05HA8igiYFgeE8mYzEQlJirxScxGJDKJeF2kNERHJK+uCFBKgJo0jfgkpuMSE5WYJBIMkTMQE5eIeIAO5wAFGOW42KRJJjKekggNsYkAAfQc7NBoEpFAFMgydYkzKTY/FQswsQADRZYusZrIJJVmHXMxkY6JJOgbDMRFJDKGyYhEGnKTkXM0NqWwKqvLQAaZy9JgzpWvpKCwgrGgjimzI8ut5sD+ILgv6MgbRUQcPHlkOiqTEdykI1LvhuYR3KlyPyhyMMgzJfiIza+F5/afmdxL4tJBxlAIAKyREAdpgymVSskMyH2TMpfB3LBCpRQyEzT3HA1MpRGbQcRpxKRkxvLZvlWf7Vv1h30dn+/r/GxPx6evrLqyr+vKvtV/2tvxxz7+k73CH/ZAXraZJZm//X5Pxyd9Kz/bvfJCv3B+QLg40Hppd9sfX+n6eKD144HWiwPN5/pzqZADwoWBlb/tb7+wu+1CX/O5vtbzfW3nB9p/t6dtvL9tbHdb5sD6wbd3/+yDd3/+9lvHjx47tu+Nvbi3N4CVn3TLP335pR07X9i6Y+eGjZs7V7U1s+0c00bSfJNnxbLHlj+2bMVDS398zw9+cOe9dy5YNK9xzowZM+bNm7dgwYLZs2ff0DgLQGrGjBn19fX1tXUNDQ0NDQ3V7oqG2rrKCldNtbvW7a51OKtdZZUlpdVlDndZcVmZvdxZUlZmL5tiBTunMpvVXVZUZrcCQrnLiuqqXdNrK2dUVVeXOSpKSiuLi9wFX9d5/tUL9FD/njLt28PcZCubqz/+DXe+nryH+aYtF8uRl8vDBcvbAHOQ61FUYHHabAsdpW+3/fBfnyUMP53BTAyxH3V7h0RqMOCNBTwx0Qvt2ynJY5LKmBjChAZTKskTkciYSEdEOiyREZGO+MmIn4z5qd/4vf/tJysGA96PupsG/Z4hkQ4HgJxmokgYlBhNZHXMhSUaqCW92xMP0JE8dY0oXRGimA7LtIbYpOqLid4U9hmI0VVGU+gI6DNFry4ScdksgqKYNhAXxxwIo8xuEdFhiQSojWJ2CDND0op4gAQ+Hih2aJ0MxOU3Tq7O+BEDTsSGnzb8ZFiioYU85feAOCOBWQ2xpldUDnRg4S6FvCmZgc4rJTO64jPAWwKbKQ/gbwP/jGFSQzTMIuJiE8xnof9KT9KFwIYAPEVKIcFUC3Z3kiJpILORhGksvB49R0VBU5mzA6PTpicPhAmSKYXUEZmUCfCfMDCVkihDZg2ZTgc5DXvzNvkQ86XLXkMhdeTVJI+BiSRmUxIFbkKWS3ubf7+35ZP+tosDrZ/saf1kT/ulgfZP9rR/vJu7ONB8aXfLxwOt4wPNHw+0nu9rO9fXen6g/cKe5vGB5vF+/lw/P97nG+/zXdzdDjAECdfjve3jIX68t/VCX9u5fv5sH3dxoPVsL3uunz/Xz4/18Of6fcNB/kxP87m+1rO7O5KHt/8/b+37+dtvnTx67O1jb75+6PBrA7t7VUXBcvfLu5575tlnNm5d3d7R1sy2cly7j2vlOB/p5T1e7/InPE887lm67JHv3//wkvvuuPU7ty+6dXb9tNra6tmzZy28cf68G2bPaDBlpQ3102CA2DBjem1NVU1thdtdXuFy1zic9S531dSyqvKySmdphaOk0lma7xMdxXZXcaGz1ApTsHK7pb7KNWfmtDkz6+bNmn5TQ82C+vpZNbXTXO6/CbBs19JD/9FXPtji33nZJ1dY1hyKwVPkVPXA97nKCh664+b/+vxKQ2qJiMwpiQpLpC6xIAEf7CaiEjPYTQwiehCRYdEDwu4IokyFQYCJImoQ0YN+T1giY34iItLAMX0kkr/u9oQletC/IizReoANB9hYgDklUVBeRTELzH1KYnTMfCR6NYUF7UIEE4OIPIUY6NE0hU0gJukn0gpvjgIwpylsWKaBwjdPKTYZ/SiiciJsxlQ2Yi4ikTCS0xAdQVQYeQcRGcWsgTgNsTBQS8j0cM6YNB4w3bIAs8AvOC56YdAG7XBcZuISFZUYXWI1iYjLVAyDpIPKCzV1TGVCrK4ySZXNYOa0bKZdaAptyDSo2EEgmvQTEcSAcwMsIYNFTEqlgfbSVUaXibhKwCoS5APqmElidhgxp8EXELNxmUnJHICguWAokfnSbFihoNcz4RWRIyqjKSRYv+dt/1IypSl0OsilET2CeXDUSKl0SiEzITYh02BZA1Eg+VWqYZkdUbi0KlguDbRf7F/5uz1tF3a3/nZP82/3NF/euwq6vAt9bb/t9Z0fEOA2PtB8ppc/3+O71Ns+3s+f7RPO9vl+29t6tg8SH80ApdE+/myfcKZXgFyT0z2+MwO+s33c+IAw0sOO9/mGewQIpzzb23K6xzcy0KG9/vyv3tz77pGj77519MSxt44cOTIwMBBUVCUgSQHxmS1bt6/ZsLa1bU1La2dbc6vAdra2tjf7uCaPj2a9y5+gHn1ixUNLlz/4yGP3P/j4kvtvv2XRvMY5M+umzWqcsXDe/AVz5s5pnDlren1jw/Tp0xqmTZtWU1NTV1ObF5fWut0Qz1XtclS7ykx3h6mFrrICMJNx2e1lUwpK7BZHkaXKMWXerOm3LLjhxjkzFs5oXNg4Y96s6fNn1M2prnbar87ZrDl1+Ddd/yN3fL7FVZAjyP/yZbdY7Za/VLYV2wst1msqO6vlGuccKLJKC60zplUvve/7H/p/Ela3RkVfWKJjMqeJTEQiIxJ5SqJOSeb5jwaoiESCk0EEE1FEGDIPGs5Tfs9gwAtE1VCg6Tf+psEAGZaYjwLUKb9n0O+JiWQ4QIVfJqIBajBADmEqIpG/DjQZiAN9JkzEDT8dx1wMsWGJjkosdIuwCw0kegoLGcwlkQA+wgnMgnFNUvJmVA4UWHDPJKbD3Z6YCCQUZyAedBJxiYkH6KFAE0BzBFFpBZZpqITC6BJtIAa2pjWJSCIe6ixQYA0FmmKiF1AvgZikAjMHBjZgIhIZlUnwWYa0K2jucgaBVMo0z2PTCgs+wklMp2QuiVnY7zON9BTCkGlD8qaxx3RMz99k1kzcwIL5sPJVK66UROWrKkMideTVkXco0AQCLrORlAk9ZzGalDlYCB1V+LzbVxLTI0rzaZUHGMpgZlThR1V2WGYzMplSvGOqkDfYghT7MVVIquyISusyMaqyCZUaDwmWc/2+C33N5/vaftvffm6APT8gnOsVzvYJF/razPzrfn58QDg/IEAO7fm+tvHeVsi/PdtnprOd6xUgGnesh4MspnP9/GivGR8w1i+M9uVSA3oFCHc73cOPhISRnrbh/g2n3uj+u6MH3zx25OiRQ28cfv3Avld6enqCihpCsiKhp7dv3bF24+bOri1dq9e2ta9tbVvT2tbRwrdyHO/xMstXeJc+SjzxBPt4U3sTTT267IHvfv/umxff2Dh3/vQZ0+prG2c1LLjhhhtnz51RP62xYXpdTW1dXV1dXV11dXV1dXVVRWW9yz3NXVFd5qguc9Q4nDVljrpyV8XUwirHFHdZkau40FSWFtudpdYq15TFc2bfNm/OLXNvuHXe7JtmN944Z8aCmbU3zaiFEf7Xrj+boPOfeYEb/bdclwS0uv6+VqvVVmCx5XxTCydZRFgmdZpFFgu4Ntc4py5c0NC09OFXeoO/6JOGgquGRDoaoCJ+Mhqg/vtPm+KYN6VGIg3iSRgIRmVzsA29UhRRg8gbxTSoNE/5PRHERCXmlEQNvUwMiXRM9MLqsoZoTWRgQwUYqCimYyIZE70gQTQQD23gIKJjIh2VGEOmdcwkEZ+WfZps6h4NmdVUwZD5aIDQJE9Y8YKKEm55XzrwSIEDrIlMPJCzN5DYmAwdIm1alQaZ4R5ICTTtIjREJyTeQDzw6AmZjnZ7wd0hHiCTmNUQDQKIdJAzZHMDefI6LcoT5QAAIABJREFUnskTBbm8LyBETmRCLJiyQipiWqF1lTJCVFzx6rI3oXjSQSapslFE5IPgUzKTVH1p2QdarVROuQ7/jGEzuSMpE5CWavpJgIkYpkEkkVZYA3th2JdAFNhgJRWz+Dqt0GnsGVaoYYUCV2Vw7Dkjt4AxxkhISGPPCGbHVR8UdKMKP676zij8iEyfVdlRhR9RmTFVGA81W06rZD7n9kIvf6aHOd1jgstIDz3cw0Gg9nAPdybEj4V84yFhPNQ8qvCnIW8jxF7oazOCPHg5joSEnNcqmw5ymV4u3cOkQmRSZTNBX0JhUmaSGpUOMrpK6f1rIwef/ZdDfe+99tr+3a/s27N3956enp6gjCUZB/x+v7jr5ae373hu85PPb9m+c/3m9Z2r13eu3rSya+vKzhaeYb1eYsXj7OOPt3BUM0ut4fnVDMMuX8EsW7H8wUc8P3jo+4tvnzt7zoz6adNramZMr104d+aNc2+YP2PmzOq6aVU1DdW1dVXVNRWVtZVVDdXVddWuKqerutxd666sdpRWu8oqnaU1zqlVxaXuwiluh73GPXXBjIbv3njjnQsX3LFwwW3z592xYMGi+XNumt24YEZDns/+2qJMaaHVVWgt+k+vqiw5ddU3+UFPuts3TjxNv4dJqWLXTxjzJjkldotrim16ZdUt82YsuftWQfDs6VUPvTpwfI/yzwMvRCRfOEBHJdZAHDDWoE7M7xuDltoknjATlcmIwsQxF5P5CCaSmB4MeGFvI6e9JIYkDzQ1sAutKXRcbAIz3xQiIL8zgihotWBRWcccxCXoEgs/qGMmowppRCdlLqFSsCwCZ3I4wEGwQgzBuq8PyPgEZk3RqUgMIy7pZ6DcuJoVqjBplRhRmdFgMwj6TWU/ZnLLwKabcwyTEUyEZTK/8xgPkLlAU96QeViF0RQ2FWxOQRQYMnM0TDTBtIEJ8CkFC+lM0DestqSD3HBOo5CSGWj00iqVNrWaTBqxZnYGNk0KzWwLhRtRuEyIhy8msBd6vck2+RlEjmA2LVIpmUmrVCZIp3K5RPnUL7AGHAkJEGqdDjKw655PmR0N0UmFSqvUqMKfC3LwcSzkO63QY0FuVOHHVOFs78pzast52XRMs5zu4aFcGglxl/Y2Z0JMJsSO9gpj/cJwiBoO8hBLmVGZMzmQgrJNV5lRlU2pFCzKQ4xSUuVTCg9ZknGZSAapuOLVVAI8T40gmwzSySCVVMi4TMRl4qPd60+9Jv/DsYMnDh/d2z8w0NOrKljG/u5dL/70Jy8+//y2F5/Z8ey2Lc9s2frC9h07tm7buX7zkxs3b12/cdOadRxBsCuavI8/zhIreKbJxxCrm4UWkmomSKGJ5Jd7yUefWPHgIz++Y8ndNy2a13hDdZWrrra6vr5+5vQZs2Y2NtRPm15XX1tZVVtbXVNTVVdbXVflrquCj+76KheY/7nLSiocJbWOqZVl9rpq5+KF8++59ebv3nTTHTfOv+vmhbcsmHvL3Nk3z5k1u67ma0cdKOrJ/RW4x/wNePPvvqx/bgh4/X3+7LevklPXCeu/Zv8AV6nN4naW3NrYuHjB/Dtumf/QD+/paGEx6t63t+/gq/2vv9r3a3VtWOTMLQ3JVDOacIO9sNkHngFxzGmIDqOmmOjVRCYs0eAiYKqNMB2RTGXmIPIC7QVLczoio8ijYS9sRMM5jyIC2F8zbQGURzILji5Ar8A5BBQAlVZeDgZ+fmnZB6tzqSAXy20yAhWVkigdkVD+wM/GzeeiUgppyCykb0GaPKBPDGolZJYwUUzDNmVSJMFWIaEwqRA0raYFGBhypVUKekwznFVl06qQVH3pIJMMUimZgVJoNNgMJqsplQWLi7TCQtM9LLMjmDVMzKLACyyNWMPvhS7VnM3luCcDU8NB3lDITIgdVfhhxKVk5rTMmSalMpEMUhr2plXTIdpQiNNBKqEww0HT0wZclSG5eiTEjfXw4yFhTBVO9/CjfXxSZceC3FiQG+9hR1V2vIc91988HhLGQ8I5RTgX5M4o/Lmg73fBlrEgN9bDW0aDzZmgD2yzzZSOEAt/rFSQM4IseGyfMeMkcw6qiAb4TCM2qfIQS5kIcaZtvsKaG6cqBUsAUEh/hB+PKV5NpGIiach8FNP/+uqW/3Zk4OfHjr6+/9De3v5+hKVdL7304jMvvvD088/tfHrHpp3b1u7cunHn1o07NmzcuWXLT596+plN27Zs2rymazVLNDEeDxRZAutp5ugWnvFxZAtHt5BUK0H5mkjPI0uX/ejhh5bcv2TRnbcvuHXhzLkN1fU1FZWzauvmz5h5Q139zGkN9bV1NVXV02pqG2rramuqqiscNdWuapejxuGscjqry8urXWXVzuJqV+ncxoY7Ft10962LvrvoO99ddMsdCxfcdvOC225ecOOcxoaaCsu1R9pyfWlj/XNf/F/g+iZuy57PmPiG1wxfBSubMptlQUMDdc+S9sepH959z2OP/XDb6k4V/zQUxK/s6z/06p7/MyhG5FWmMBozoIrSZAE8PwGwdMzoimB6h0sQaE6bxgkSE5XYsESbzieY1DETRYSBmLjohf7lKs8ime5xIIMESyxdJsB7U8dUMgjZebBSR191wlLAPhTWDCmAlRHsSyLetJQyx/ZUWqVSCpmRSQNTw6DXVxgIOs6EeNAopYNmNQEFxXAu7iGpMAYmkkFCz+kkTeUkFCmQpiETKZUeVfgM/BZBfkQRTI0CIvPMdL7UglgtDXshZjGhMBlVSOS8j1NmqCKbkxowpl9ryPQFg/Yt79FuKCREsUJBlFK8+ZYTUshGVMbAxIjKjKikeQsJIKDPqMywQpsFpsqMKvyowkPJNt7nGw+Z//xtjzDSw0LgyHg/f7afGevhRkP0uSB3vsc3HhI+7uHPqNR4D/vbXsh8o8/2spZ0kEmrxEiIG1G4YcTAlAFo/ESIS4S4pMpmVA5Yeh2b3VxKIVMqm1RZMJA3s8mCYNXI6opgyGwYL4vKHvCXiGHylAT7B94wtAAAWAde+pejh/7x6PFje/b3+sXQT/z+p3a+9PyObVs3b9u6ceuW9Rs3rdm8ae2OLRu2b9q0edPa53bs2LZp46Z1a1c28wJNMATpeWI5TSxv5olmH9vu41pYts0ntLBsG0u3MuSKZUsfe+ihpT966Mf33vfj7/3gvjuX3LNo8eKZc2ud7gqXu66mtnF69czqmsaa2mnuiuk1NTOqqhuqq2vd7mnuimku9zSXu8rphD2eGZXuOxfO+/7tN//gzjvuvX3x926/7e7Fi75726Ild9xx27yFdVXu/DHOh2gVXlu9fK1I+Z94TQag68HoqqL9z0ix4OtfXzm0WyzlxZbZc2ufePQHa1ubBc8Kvmn5znWbcHd3UEV79gy8+sreY/2h/7IPxdBKyCs3EAdGCDHs1TETzwXqRSQyBgNyxZuQSfjfGMNkAlGgAtfEnIGfzGmIhJg/AzGmbzJEk4J0wBy9m9HHGZUBYzl424ccQENmNZHKW4kC/xLDZFLl4zKVN7pJYSEtEUA/m1Z/EgVuVmmFTypMnns2Ww2ZO93jM9/dg1xKZkYxCwlAUNqYSa4yZwa7g85A5VISdVoWUkEO9sBTKptRhbTCJhB1RuFHVCapMKkglwzSaVVIqjzQ8PCy06opTTAwMaJwZxQegNKsLRQ2owrJIJ0J8UmFScpc3n/V9CNVgAtj0iEyFSROK8ywQqeD3Oken/k4CjemCtCvnQnxoyo73MMNh6hUiBxV+LGQ73yPL6WQH/f4zqpsJsSfVdnxIHO+x/e7YMu5oG8kJIyFfOeDwnhI+G1v6/lgM/zIeA97sbcZiq8Lvfz5HuFiyHehp/XjHv5Sb/uFXv5CL3+u33ehl7/U57OkEZtRuYhEmqMH7InLRERq0hQ6CkEjMjOqtKRyWUY6vloAm2MO5A0jry4SWoCEicYgIoH4DEtkLOAZCjQNiURE8g4i7yn8+CnJM4jIj1Q21r/yn98+/Mu33nzv0NG9vb1yYFf3rpf8L730wlNP7diwcXNn1+bOjjWdbV3tzes62zet6ty2dt2W9WvWdLSu6Whd19YuUMyKZY83PfYY0bSsrZld1epr83FtPqG92dfCc60C7+NIjvYsf2LZY0sffXzpI8uXLn38x0sfX/rI0ocefOCuJffedPfCmfPrK2vLikvcrrKaWvecxunTayun11bWV1fVut35YOeyMnuFu2xh44wli2750T13/Oh79zxwz12PLFly/1133nfnXYtvvrXSXQUWXfaczZ4t53f8ly/rv0ky+p95fdOLm2waYbFYqopL66ucc+bVLVlyawu/YlWr0NHatm7D6m7/T0TRr6jiQH/vwYHdr+zpPbxH/b8GfqojHhjudC5nNCFxSSQkYdsOU2AcDgcSxt7QTOnYFBnmg7YglgrKBAikgUCElMzk4/lMhApyV+sR1axNcgl9EJUM78R0Itd5AbKYwYiT8nVSKp1S6bhMJVRvSiETCmcoJNDqIwo3JnMZ1Qyjz4T48ZCQCbEjoXw8NZcXHKVVIQPTsSB3RuHPB5shifpMsAWQ7rRCQ+UyLLNphR0O8ud7WiC0EZ4LLK7MakilRlRyRGXOhHgdU6d7fGM9fDpEjoboTIgdUbhxFfCi+Vx/83CIGlXZEcyOqcIYYs8o/KjCn1XZUZUdUyG4iBvrYXIEt2+shx/v853tE8b72bP9zMXd3Nle9lwfd7afGe/nL/TyH/f4xntbz6jU+R7hXK/wcU/zxz2+sR7+bC97oV+A+1zqbf+kb+XHodbzPb4Lvfxv+/hP+ps/6W++2Nt8qVf4pL/5Ql/zxT2+i7uZi7uZPwz4Lu1uuTjQ/El/86f9bb/va728t8OSzmG5uVuksjHZk1RZDdEJBNa03AjmRxGvm5UUqylsWCZhrdzAFKiWI34yjVio3mN+Ara6YPNr0M8lMAsjajD9OeX3RDEbObD1n04c/cWxdw7tf7VPCeLu7sDLL+GfvrzrhRfWd3Ws7+xc3bGys625q71lc2fHzg0bN69dv76zs6utbVNn17bV61sIZvkTy5b9+EHvE4+0+biVzXwrxwks0ebj2pv5lc18C88IDN20fMWKJ5YTK5qWPbb0sR8//NiPH37s0UceuP+H9353yX13Lrn/trvmVU2vcJY7y8odZcWN0yun11c01FTUVjhr3e4KR0mN2+l2ldVWuhY2zliyeNG9dy6+b8ltP/z+XUvv/94P777z3rvvvmX+jW5XNWyrFNhM05WCAiuEOFwfPPNNV9G3w7j/hOvbGKtaIQrIZikttDmLi2vd7hl11bNm1SxePG/54/c3N3vWr1uzpmv1M8/vePrF50VR7FED+3fv3rt7T39fz5v79saCG9NqS1xmIJPqtMprEpGSqVSQ0xCZVpuTmI5jzkDMSEjQMWVgIiObTr7JIA3TLoAPcGiCLsYI0prCJkJCnpzSFHZE4YZlc3yWUvhRhU8oZooyNGtmwLosALMB4/wzCg/NI1RMgHdmIxbkDJmGptKsShQaSJzhoJmcOBzkx1Uf5JWNhXwjIW48JGRC/FjINxxkz/a25BCTG1X4lMqOqOCux6RCdCbEQvsy3COkZGY8JMDILK0KZ3qaMyE+E2IzIfZMD3NaMfN40ioBrHZGFcZDAgTTj6rsWJA72yeM9QtjPTzUSpkQm5S5UZUdVdnzPb7zIaCwfR+HWsd7W88M+Mb6hfE+3+le5lw/f66PG+83Oe4Lfc3jfb4/9Ld93OMb7+fP9rLjA8KFnPTybJ/vQl/b2T7u/IAA0oJz/fx4P3+h13dxoHm8zzfWL1zqaR7v853rFX7f13ahrxmEnxcHmi/uafndgO/iQPOnA+2Xdrd8urflT/taP9/bdnmP75M97X8Y8H22e+Wnu5sv7/H9cd9Kizkllbl8KlFMajIUMiaSEUzEJQJyRFK56DRQixmYiiIijLxR5InKZCzgSfoJMFGECc6QSMUD9GA3ERfZIT8F+wdhiYn4QYNDhdXWjw6++KsTx98++Hp/X48SCCi7uuWXd+GXdj315PbV7R2rhdZ1q1ZtWtu1aW3nk5vWvbB9x/ZNW1Z3rOzq7Ni8du1TmzZzDOtdvoJY9ii34olm3tMi0M0cvbKZ72pv7mjhV3J8q+BjCJIhSLqpiVjR5Fm27ImHHl724weXPvzDRx780UM/fOCB+37w8Pfvvfe2O++Yf9uCmpk1FZXOkqLaCmdDnXtGXXV9dVVthbPaVVbtKJ3mrli0oHHxwvmLb5n/3bsXfveOW79/92333734/jtvWzR3ntvhhCNeWmgzU7as1nxM1t9aQeWzcCyW/xmTxW932e12t8M5tbTIUVhQUmyvq62eXlu1cFb9d26a+9iD32c9y9pa2rdu3rJj56YtW9dv2bHpqZe3Hdy3e9/e3Xv7gq8M9Pz3gb1aaCdQojB+0hQ2KXNGkNVVSlNYQ+YTiErKxEiIg6TiVJCDjBkDE4ZCGEEWYqOGFQpmcJlezlBIOKuQ3wVgBB6bmRA/GmweVXxphT0T9I0qZlsEt/GQkO96RlQmH4oFXV4mxEKPBjCXCnLjQea0QmdULikLGVVI5+qmEZUZVdlMiE2FyJGQAFUVfJIJsWf7fMAIjwYF+DytCsMKNaIygEHpIJcKEmMh+ozCp2RqPMSPBqmREDccak4HubGQ76zKnlW50RA90kOfUfgRzGYwc1rlTweZlMqOqsyYzJ3u4c/08mdC/GiQutAvnO3jzvQ0j/e3ne9pOaPw46HmsR5+NESf7RNGQ9x4Pz8apC71mQ3X7/tWXuptPx9i4Z+XeoWPe3wfD7RdHGg9v5v63QD/6e7mS32+C72+jwdWXtrbDIB1pqf1932tl/Y2X9hjYtPFfSv/f+beO7itPL0WBEGQoiiSCq3U0y2pW60c2MqBSpSYI0Bk3AzchEAAJMUgqdXKzAE5EQAJiuoJa4/tWW9t1auy33qrnv3Hsz0zylK3e7pbLUoCRTEKYACIu3/8II3H9vPO7put2lu3WKzLy0tQFL76vnPOd86YG51wY1MOFHReYy58zI1OelAg8ASt1oxDHXGqJ5xopF8dcaojTnXcp5nz0rMuKuahYx5y0UtFXZqoSxNxY5MuLOJFeYAEedIFPelSAYDz23YpwESB4dm3vdC/9P5etv+7Lvh37RBQvgH09GGXBKx0PmoXvuebn94UP26XP26X32uT/nObCCzW3+2oAe4/9zpU96zEb4fbfvnzO1/5A87uHktbu7W1s7u1ve3GzeaG8zpCrSPJOoO2lqUumOu+PN/YXG8y6RiWUTeaDS0ms1GnV8oV1VUVworSmqpyVCXHYDkGKWgC1aAQiyMkBuEwBCvkipoaRbUQqhHLKirFxaU1RSXVpaVVRQVFZ84UnztTUnim4HReyYkTJ/ft27dt+7qVa9ZkLV+xJHP18qyP163+yZqVP1mzck125ub1H+7bvvHgrq27Nm86vG/Xvt1bj3y+89j+7Uf37di2fv3yNMF7cHqpgJfK42Xyeempv9cK/PG28eD4D1eO/391pKelrFmRnZMuSEtLy1yWvm79Bxs3fLhj6yf7d24rys+TVJRShLqhtu78+fq6OpOaQnED7va6hoIDbpfNYbf+VSD4393d33YzANN9T3sl/5t1wUBY9Lte5Tddsmc9MMjaA5Pdt33yb96F1AOY4vveZL343gKiUpXf9ipHrNC/USd9b4FAsQAfX/RAL3qg0T74BWDTu1VAzfieZfq+S/GsB34Oprw+1e96lc8t8u+tkudWadgCvexVPutSftcrS0LjvTDAd573QC9syRlwxIKAEe8Hq2rEqvqhT/nCBr3sVb62wqNW5Hkf+r0FemmHR3rhV73KZ5bkK3zZq/yuVzbSp3rWq3jRK3vRA410q0YsyEs78rwHClugEavqpU35uw5Z2AL97p2fPeDgfrQmG6uwBXpthV9b4QkbGrZAYSc6aoXHrQgY617b8DEL9dpKhm34mA2K2NAJG/rWQcy6qHEr8sqOj9nRyR5oxglNudVjdnTKRU061dNOYtYJz3qoqJeacOJjdnTaTb5xE2BxeMZBRC3UlF0z5sIn3NikB51wohNONOLGJvvxUSc86cEnnOhbDzbjRiddxIwXn/Sgbz1YxAtP2/GIG5vzkYs+GuwsL7ipuJeN+zRxLxX1Uly/Lu6lEv0MDyRwgJ3Mb5L+yjVPekSPusWPOiXvAEiQYoa8T/H+plv5TYcYeKqBZYX77RKwI/a0U363o+ZhpwJ4vz7okP9zm/h+m+h+m+hJm/RJm/xBt/LbHvy+hfh7b8vP+z1Bh81nsQbsDm+PtePGrUuNzc11dRfr6i+YzFfrWq41N7Y0mExGLa0mail1k9l8vqGuoaHOaDRiSqVKXiMuLxVVlOKQAlVKcViJQSoSgygcpnCEwhFIIcZUclQlR5UyVCKVVVTKRaLyspKKkuKSgnPlxUVlBQWlhQVnT50sPnEm/8jR/Ly804ePnDlyfN/WnetWrlmSzk9LS8vKytq2ad2Ozzbs3bF5++aPd23etGPT+h2b1u/ctOGjtSuyliSj2zMEqcAQKpOfzATLfJfP/D+/hQP0n+k8Xta7ren3x/LUtBVpKX/kTuJ/eBfIyAE/4j0z+D86lqTys7MyVmVnZmdl8Hg8Pp+3NCN13dqVG9av2bN1w8kD+yFRjVwsoSmN0aS7WFffVN+gZVgURmgtfu3m5WDAE/R4gl7nL0L+vxsI3nO2fteNfP8uej5J/nSDXkP1vQV61pv0aQKl5xlgnbqUz3ugkW7Vj1bk217liAUZsSAjVuiFVTHSp/q+VzFiQb6zQC/tyA9WOGxHwhb0tQV704eFHdCPNgUAZYDMB8gUX/RAL/qQESs00guPWpRhq3KkFw5bIIAuj/SpXvQoASoMOPgxO5HUJPYio1b4tRUeccAv7ciLPizci4Qt6GgfDPDjETsStiMjVuiVDQ5bla+tqrAFClugUZvqB4vseQ80akXGrPioRTnigH+wqkAv9h78etWHjFoR8JLGbNB7veRrqwoot19Y0bANf2YTv3QowJOnbNgbi2rMBo05VGEHNOFEx+zopB0BS75jDnjcgUy6iCm3etpNT7nVM14y4mYmXdi4XT3pVEed9JxT89aBzXrQGQcx7YCn3OoZBxn3MvNecs5Lz/nImIfk+pm4l5rv10e99IyHeuvTxDxk3Mss+uhFHx3pJ+f82JxPHfOQwIRqzkuD0jPnI+c8RCKoj3up+X5q0UdzAwZuwMCFtNyAjhsyxIMsFzImgnrOp4358YUAHh9QJ/wU59clgnoe0OZ/3V7zpF38oL3mUbvwcbv0frvsbrvySZv8Xzplj7vkT7pU33aDzLJkahtYcQK+Yg+7JPc7au63ie621oDFKOA69ps2yd125f12+W/bZL9tFz3oFD9ul37doXzUpbzbIbtngf+bpy7gcXgd1qDHE3B7e7t7Wq/faDnf2FJf/0V9w6XGxqtNzddbLlzQmfSYppakGnT6BpPxfENdU2NdXV2DWqmSiqoqS4sk1aUaFCIgSA3DahTRQAo1osQghUJeo5SIEJUUhxSYUolIpLBYIhFW1lSVV5eWVpw5KyosrCgqKj13rqqgsDz/bNmpM/l5eWePHT997FjRyVN5uQd2rN+8NmtNelrmpx+v3/jhmo0frtmwfs0nH63bvH7t5vVrt3y47qNV2dlpfLBbl8rnLRXwwMo0GAzB+Sc8UlJ4aQI+MG/J5vOWC/gZqbxdq3Kaj+ZaT5yGN+9cl7YyPWmr9Qc/OIPPz+ALBPxUPi81gy9I/1cJF2m837sbA5Po/+RYykvJEaSCBaYMQSoYeDOWCj5Zu+7Ili15ubkV+aUEgmIorNUydfWGlvN1ZrOR1TAUpqEopPmCsaP7Vsjjve3rv+3r/+pO6G+DAz9Y8B+sMIgmfNErA0XkWRf0ogf67h0d/r1F+V1fkiD/oU/5rFcRtsCgZIz0wi/6kJFeeKRPNWqBRvpUP/bJRizI8z4g9kF+tCIv7UiSNbNLXtqUI1bVC4vqx14I1KwRC/KiD5Q81YgDfmFVvLAqnvcqw32qFz3Q9xZoBGxlWFTfWxTPe5XgZbzoQ8Yt+Kg1WT5GrfCoFQFFBFx86VC8ssFhCzxqhacd8JQdGbdCYw4YQEJhOzJmx8D2yIgFeW1VAbzphQ16bpGPWJDvLdBIL/ymj5hIbp6gkzb1qBWesKsmbOi0k5i0keMWcswKduNUo0447IDCDmjSpn5thcet6KgFmrCh4y500kWMO5DXLmjCiU66CDB8gX4q6tJEvVTUpYk41cAHIeql5jzErBOdcUIxrzrmxaNeTTzIznnpRR89188s+OmYh+T8bDzILgSYWJCYDeLxATUXNMS9bMKrTfjohX49cBKO+bWzPno2QEaCWDxIL/bjMR8S92GLPjrm1y766HiQTYRquZA2HmS5kJYbYhdvG967qy/46dgAvRDAFwM059cnBmp5wEPraaf8cbv4Ubf0XqcYFKykKKZL8ahLDvjmZLx1D/SsR5V0d+yUP+lS3b8pftKhuN8uAZzg0zbx41bJozbZozbZ43bp/Y6aux1Jf7Kn7QqwG3G/S/a1jfk7Z73P2u209QS9rgGXu72162LjhSazucVsbGo0NzfVXbnYdO2LC1qWpilNg1nfbDQ11dXWmfX1DcbzeqNGBSklosqywsrKc5hSCchBLYkzCExIpbhCKhGLpCIhLBcjKikBQYhCQiAqlVwor6kuLzpbVlpYWVpUUVpQVVZceu5cRVFR6ekzRfmn8k8eP3X8WMGJ46ePHcs/cvTznbs3r/tow/rVH6/74MPVKz5au2LD2pyNa3I+Xb9y09rlYB0nLYWXJUjJSOMtS+FlLUnNTEtZnsHPfOdW+u7400tGU/k8AY+3/ZOcWuH2v6gt/7smZYeUaCiChDtPb1j1GY+XmcJL56csSU/LXpslZXLMAAAgAElEQVS9au2KVetyVq7NXrEuZ+XqnBUrMrOy01Kz01LT+b/PNfzPu7S0FH6OIHXV0sw1K7JWL88CxCifz8vJyv5s/cbj+z+vKa0gpEoSJzQajVnP1tcZWprr6+tMLM2QqJqmiJb6+uvXLnf3tX8VCnx1Z/DO8MAvBoOP7drvuhFQPl71qcK92EgvDIiq533o8x4IJNSDaMKXFvS7PtXzHijcpx7tg0d6wfsfAWVlpC85Oo1YkBEL8cpOPrPA3/WpwJVRCzTSCz/vk/3YJxuxQs/t0I9WKGwB9Q4PWwAvBr20KZ/3ycJWZdgCjVqxsAUds0GvHNAPNvkzi2rUioR7kREL8sKKP++DX9rf9U02fMQKvbDBY3Z0zAEDC5MfbYoxBxy2I28cWNiGjzphsPz/o00BGr0RBwx+64k+GDRQYzYo3KcIW9CwTf3SjoxboQkbPG5FJmzolAOdcMLTDnjajo9a4XEnPukiJu3IuEsVtiNjLnzUTkza1C+s+IRDM+FST9vxuJeZcqsB0RZ2SiNefMZBTNrxKbc66qXiXmrBrYl6qTmfGjREwLgl6qeiXg24YdHDxr0s52fjAR3Xz8T82liQWPCTiz563k8vhtjYgDo+qEkMMYmgfjFoiAfZOR+5OEAtDlBzPnK+n4r7qcSAZs6nTvgpLkDP+5iYXzvvY+J+igtSiX6G87MccDO+zXIhhrtj5G7XckMGLqSNBahYkI0FdfP91GKA5QYMvN/njrTLvulU3GsTP+yUPW6X3u2QPWqTPeySfN0DP+mCfteHgnnwcacSCJEfdsqAryNY4AReiw87pHe7pPc65cDd9XGX9DdtwgedogedYuDN+LhL+qBD/qhL+aBL9V+ttQPW3gGn3e/yOGz2q19eaa5rMOi19Sb2YnP9F80NX7a0mEy1FIlpWdLMsOcNuguN9Rfr6sE6NIOgsFgiqiwTiUoxSKVGEQxD1ASiQSFCKcNUckVNjVwkUslrcEihgZSYXALJahC5nMIRUWWFqLiksri4srSkuqy4qqSkvLC4rPhsSeGZwjMnz5zIA2d+Xt7xQ/v379796Scfr1m9fO3K7JXZgjUr0zeuydm4etVHq7JzliTB9aW8lCXpKRlpvKUC3tL0lKyU5Gz4b/yn/r/A0Dd/9EH1mT1fEIe7aw/+VaP4zy8iv7p28X+55r4mvl6ys2pTzoGVaRvW53y4Yd1HH69c98maj9bkrAFZjcvSU5f831ZRfgqPx0vnp2QKBCuWZSzLTF+ek7V2xYqVWUvB1wUCQU5W9r7cz0+cOKUUitRKFctQeoZtMOrq6wwXmxobG86Tag0CwVqGNRl1Vy+3tLVe6/e7bg8FfjoU/Plw8L6v9TuH5kcrMmLTPO9DX1jxcbv6mQV+1ad6ZoFH++Af+iAg8wGDEmiawhb0xTtpz0s7kqxZvfCzd2Tcu7KFvLTDYQs0agW7HarnfTLQ14R7EXDllQ0es+JjVjxsR55ZVK8sirBVCfqsMSv+0gqHLRAYpsYc8Gs79NKmHLUir234qBVOSretyrAdBd8+ZsXDDijsUE7Y0DErPmOnp+yacScetiNhGz5uRUAr9MaJgG5r1AqDoXLMAYPub8KGvraqxmzQqBUZt+CvrfC4FRqzE1MOYtKmnrHjM3Z8xqGedtOTTnLKrU7WMhs6bkWm7ZoJJzrlxsedxJRbPeVWA8OVqJeacqBzHiLixuJeFnRSsX6aC9bG+unEIDsboOeCTNRPzbjUEQ8551PPeel4v44LGDhfshWKB3TcgCER1CeCWu52LYi8ig8ysQCVuKONB3Qgsi8WZBNBLefTxoM0F2ISQ0zcp1kcoBZDbDzIJgbZ5PQ3YOC8NDdg4AJabsiQGGS523pQp7ghA3e7lhtgY0E2HqTnB0luQMeFtFxIywPl416nHKQ/PugUPeiQ3utQ/PMtxf122cNO2aMu5bc9+KMu5f1O5Xe92O+6kKfdENiiuN8l+V23AjjYPu2QAEtWAGw97ko+9m6H7Le3RA865Hdba37bLr3bIXvQIX/SrXjQpfqNo/6nXk/A7XVb7Z03W680Nuh1rI6mGhr0XzQ1XWhpqqs16rSMSW8wsIxRx9TXGb5sbLrc0njBXNdYV89oSKVUphALRZVlCrkYhyEKR3Q0xUAYhREUBNMwgqqUiFyJKZWwWELAMgKWqXEJgcohhVhZLawpLq8qKSsvLiotyi8vOVdWfKqs+FRRfl7B6WOFZ06cyTt65vjxvMMHDuzfu+HDn2SmpSxLT81I5S1fxs/JTFmZLViVk5aawk9NTUkT8N8Pg0sFvIw0XpYgZQmfB+z93i/ivZcL/EnjowWHt28/mbt3+8Z12TlLU9J5Sz/mfbpvaX7pus4rp50Oyc/+svGv/6v7+1//9xe/eTj6m99N/M23D1z/7c8agjclX9CnCB5P8P7FLEtZmpWWvTp7zYqclUvB5ChISxek5QhSl6XyspakLM9csjwna9XKrFWrMrOyMsF3rV27+uCu3cKyqpoaoUwiRWAVQ9E6mqkzaC81Nl680NzS1KzRaEqqymBM1tJgvvrFhdZrl2/evH7j1tW27lset+1XQ0P/FOj40c6C2Q2AMu9qjepHm+q5DQbLrT/Y5K8cyCs7/qIPGe2D3/QRI73waB880Yu97lW9sAKptAoMXMBNJGzDR61w2AL9aEVe2uHnduh7m+q5HXplx8MWGJSDsAVs8qteWNGwHQ3b8LAFDlugsB0Zscne2OExGzRuhcZs0JQDnbTBYzZoxAGHnSj4EaN24r1ZwJidGLOj4M4xOzptx2ecyJyHGHfib73svI+ZcGheutAxBzzqwkYd6CsH9NqGT9qRGTs+bkUmnOiYAwZ2cuNOYsxOjNqJqJOcsKERp3rGQSbbHw8772OAgyYAlabd7LSbnHRhUzZs1qGZd5Fv7eqok512k7M+ZtKFTfbjkx502olNetBJr2rWq4162DkvkwjqEwHjrFcDSsmcj+T8ukRQmwhq4wHdnI9MBLXckI67XQusiRMDBm7IyIWMiWETN1jL3TEmhrQgBIsLGbnbJi5k5IaMiyE2EdRzA4aYX8vdruUGa7nbtdyQkRus5Yb1XIhJFqAhA+dn331uTAyy3IAu5tdx/cyij13o10f6yXiQnvHiMQ+5GDTE/Abe/TbR43bpvU5p0sWxTfy0R/lbYEXUKX/UpXzQLX/QLX/Qq3rYAT3qUoKwAOD5f79N9KBd8rhV9qhDAdyygczvUafsSbfsYYf0frvsfrvsYYf0t+2ie21isO8KLF/vdiH/7GoIep3evp7uGzcvXmhuMOp0WkpLI1+er7/S2NRo1ul1tJalm8znz2trGxh9k9l8sanxysWm682XmuobMARFlCqlRCSurlArYRpGaAJhGbVGjTJqjEFQFsXUShUukcE1YkSpwCEFBqlgpQRRSVGZWFVVJauorCorFZaVVZQUlxcXlRcXVJWeKy7IKzl3sujc8fwTR08cPXTs0P4Dubu3/OSjZWlpaQJ+Kp/H5/P4fJ5AwF+aIVgq4KWmpgj4qSCxHVgqp/N5mXxeOj8lI43HT03e/14d/iek//i8lFU5y4/szd27Y8u6tSv/4EtLUrbuzNl7fGVZ5SYdub3HWmgLVA/9he7P/8+2f/r2r3/9N3/190Nf/aLLIj109v2sCmJoP/rwJ+vXrluakZ4uWJLBF2Sm8HMEqdlpqZlp/KUZgsxl6atXr1q5ImvZkgwBL3VphmDzxg0nDx4SV1ZLRTVyuRxFYZahWIYy6XUNZv2XjU3NTfUMwxSUFipVNQ31xhuXL7fdvHzr5vW2m1euX77QcfPLnwf9fxvqf+C7+MJNA2OiH6yqMTs6YlUBAv65RT7SpwrbkVcOaMSqeGaBX9qRUSs2akVGHPArR3KSemmFRqyqlw7FiAN+D8ODKy9tylEr/MoBAV+2Eatq1AlP2NCwHXlhVYQdyhdO6JVdNQbsRmzKl3bklQN5ZoFf2mHw8AkbChCisEMJ7n+nVMLH7MSoXTNqJ964yLANH7OjE070jROZcWIRp3reRcY9ZMxDxzz0rIuKOslJOzLtSKLgky4MVLcZJzLjIMadeNRJTjmICSc67sQnbOi0XTPhxKc8mhkXHvGQALSOeKiol4p5SOBUHvVTsz5mxo1OeeAptzrmxSNubNxJRJzqaRcy7UJmvPiUB57yaF45oDE3Ou3DI/3qqJ+K9+sS/TrOp00E9QAsn/VqFkPsgp9e8NPxIJsI6rnBWi6kTYT0yTFt2JgI1Santp/Wc3cM3E/13B0Dd7s2EapNJviBJMDbLBfSJusUCCQdMiSGaxPD+vggsxjUg4KVGGQTQ1qQsMUNGOJBNhZkFwe0sQAz4yXf+tXRYNLHGPyavHud8sedyl+3ih50yH/TKv11q/hua839jpqHXZKHPYpHnbJvWsWP20GwLQgykj7qlt7vALkA0kcdirutNSBPDZiEJZO+u2Tg4tN2xYP2ml+3C+921DzqUNxvEz1tVzzoVv7aiv+D/ZLf7ujr6Oq53nqjuVlPUTSB1LLqS3Wmy8a6eq3OwFImrdag15q02qY6Y4vZeOVi0xfNDVebmpvM9QyhUYrFKlGNvKYKVSg0CMKQiEaNalmaoUktSdA4zqAYIpejSimkEOOQAlXJUZVcXlNFKGWIUgH8/6rKyisryipKCktLiqrKi6qKzhWfPlGUf/L0iUMnjh08vD/3YO7u3C1bN67/CZikcgSpS9L5KTxeBl/wwfIVa1auWr96zYrMrBQeLz0tJTONlyYAMHzKUgGPz+fxUoDP1J9eFJrJ561du3pf7uefrv9weU7m+9LzBztAmbzlH/A/25NyPD/77Jnl1VXrzMZ9deY9jaZ9LfpTRUd3Zb/rsFauWLZy5fJVK7PXrlmZk54sVZl8XlqqICddsCwzbcXy7JycrBUrcrKzs5cuyViZnbPlw3UHcveeOXMGV6lE1UKZRIpBME1SNElpWdqgZ5qb6psa61iaqSyvKi4uNBrp65eb22/e6Gq90Xertf3Ly1e+aPS4bX912/cP/ZYfPedfOPARFxR2os8tckCuARg7yYjZlC/t8IsexUifCgDboL6MWFVhB/TCqgAmkUAqmXRGcihf22Rgwpp0EWE7ChbTXtrhSSs62odO2NAkeOSAw1blSJ/yhUU1ZgOqbuSVAwnbkddOfNxJTNrUkzb1hAUPW+BXDgSc40486mSjTnLSqZ50qsedxIyDmHEQM05k2o5Puag5LzbrokDkStRNRjzkW6d6xkFMurBpp3rcCk050HEnPuNEphxJyj/qpcYc8JiLmPFQUx7NpAsBOoC3LjTST0b6yXiQjXqpRR+9CDByLx31UlNudaSffOvB5jxEzEPOB8iIF4162BkvCWzKJ1zEa/AcDxb1sLN+baJftxg0zPu1iUF2LsjMBZmFABMP6OZ9THLuA+TdkJG7XZsMIb1jTJakO0bujpn7ypT4uTExrI8P6xLDtRzIJ71dy92uBcHJSfh8UJcYruWG9dyQ8T0nOOsjuZA2MchyQ4Z4QDcXZEDsViRALQS0kQA106+Z9MDAcj3ST77tp2cDLA9kZN9rk97tkP26VXSvTfywVfrgVg2w0L7XJn3cqbrbWgMaqEddcmBlCyxBHrdKnrbL7nZIHnRIgW8RsGd72qn8ukP5uBv6uge+2yEBed/3OuX/CGCsTuWTbvw3DvP/4e/12By9nV0dbe1XL35hwtS0Cq5l1S0N5sY6Yy3DGFiqvt5cX2doMBlaGkzN9cbLLfUXG+suNTbWmcw6kqYhTFVVg4glhEKphmEthhtJitGQeobWkgSt1iBKBapSYpAKVck1KgiHFDikUKsUmEyOy1WQqEZRVV1TVSmuEdZUVVaXlopKi8vO5JedPV145mTB6byTRw8d2b/3yMFdB3buOrBj555Ptuz5ZMueDZ/s3PTJR2vWrVqx8oOVq9Z9sHrTho0bPvp47aoPPsjMzknLyOCnZ/D5Gcmo0STq/m/8Of8EB5+3Kjvz080btm39dOWKZUvS+e8LIp/PW/of5bHyBby0bP7y1byPNqR9vEmwdfuqbZvWgWyxdB5vaUZqdnbasixBVpYgVQCIRX5mCj9NwF+Wlpa5NC0nKzsnJyszMzM9PX3pkoxP1nyYv+OI8HQhWSnFIBWqRKRiiUqhJNUahqK1LOiOzRebGo2sTiIUnc4/gavlVy83td242tN+s/dWa/eNmze+vGjtbr/jc/wXv+1b/80xFz5mR9841GNWPGzDX1hRAEW9ALXJnqTYAPTzzKoECx9hq/KNHR6xQpN25I0dDluVoHKFnehLm3LSjkzZkdd2OZBHgvL0ygG9sCpeg7U1BzxmxUet8Js+4k0fMW6FwlblmC3pEzduo6NOdsquGbPiYQeRVGm71KN2YsyNjjvxuJeKONUzXnLeSwK5wKSLmHRhbxxY1E1NuIioV7Po00a9VNzLxjz0hBsDLc9bDwbunHRhgKSLeKiIWxtxM1Nu9bgTj3jIaTse8VBvPdiEDYt44agPm/Op5wNkYkATdWliAQYEwcz5NbNeLOLGgJopHtDN+pg5Hznv10Y9bNTDTrnVEz7ilRua7Mcj/eTMADvv18YDOqAkWBygYkEWUHWLA9o5H7kY1McDusWgPll9hgzcV6bEcC13W5/4uTnZYQ0YuEEjd8ccH2QSPzdyw/pkhRo2cu+SlUGg8uIAxYW03LA+ma88YFgM6mNBFoRvJQbZ+QAZA0mA/WRkkJkOkBP95KQHnfJo3hesWR8d9VK8h63iB+01D2/J7t+QPG5T3GsT/7pV9OtWEShbv20X/7pVfK9TDnIrwZIgyAV52iG52ykEKUwgOAA48AMU/+su1dN2GbDxB1qtRx2KJ7fkj9ulf90N/aXl0v/qc/08EPhpMORzuW3dvV9evNSk053XG5pqjRdMtToto9fRZpPeoNe2NJhbGkxNDYaWBvOVpuYrTc1fNjRfNDVoKTUBQbhcAYslOKzEYUhL0SypMbCMWafTUjSqgiC5RCWqQVVKpUSkRpQMipEKhUapIBUKDaTUQEpSpVQr5IpqoVQkFFaUVpUV11RUCIuKq0pKSk6fqTh16uzho0cP5B7av+fk0UMFeSdOHT16Yv+BI7m7j+zfe/xQbt6uXSf3fH5w+84DO3bu3rp137btn2/dtm/b1iNbd+/btHPrmk0f5axfxl/yx7v4/ZH1jM/nrcrO3PTR+h2bN+csTX8fupXB42XyeSlAx5DKS1/Cz1yWujwna232irUrc1blLF/3wer1q9esXvUBONesXJWeng6G1ux0XnYaPyOVl5HKy0zjpwn4fF6qgJ+anZaalZ6xJC09IyMjPT19SVr6+lVrj2zPrT5XqFGq1DBMYZhEIkGViA5VIxDMqDEdTZn1bIPJUGfWm0yMGieUUln+6TNymehKU3PH1Wu2js6+rs6+rs7urrbG86aLlw1ue+cv+92v7foJhwYY3o464SkHOmMjJq3EmA0ac8CTdmTMAQMRdtgBTdoRIE2ctuMTNvS1DQcTXNgBjTngCScadign3dC0E5tyoGMOeMqtHnPhYQc06SLCDuilHRmzYzNudMyKv3UQMQ8JIGogdAL4OoCWgKwx4sZmHMSki5h2YjMOIurSzLvIuE+z4KcjHhBepwGrJDEvPuXRTLixKY8m0g/yENRzPnXUT4EhbjZAT3s0Ux7NjBsdd+IRj/p9egu4LdJPR/1UpJ9cCDDzXvJdSBUZCxJzPjV3u5Yb0C346fggE/VT835tPMhG+tULAQbMjAt+GqDjnE/LDbBAMj7vYyJuZiHARDzkvI+Z92vn/dpYyADAo8UQCwpKsuUZZIC8IDGk5YaMIKs0ccfMDRgWbxveV7H3XVUipActFXhOYpAFQ99CgOGGDLEBemFQzw0ZEkHt4gC1EMCj/uS/WMyrjnnoWa92xonEPGTEQ4670HdEgWbCRYzZ0Sm3esqVrFw8YEF7rzUZov3Pt4QP2mvutYnvtQoB2PS4Vfa4Xf64Vfa0TfxNmwhELX7dpnzSpgC52PfbRE/axY/bxQ9bRSBv45su8ePupHHad53Kb9pEjzoUDzukD9rkf/dFjecL0tV9/Rf+/q8Gh0Kefrfd0dbWdunyFy0mc6PJ1GQ2G7W02VBbp9fXmY1NdcYL5+sumo3N501NjebLF1ouNzdfqm9oMBl1JEurNbBCjkikNIKSKKqjKYYm9AypowgaxwkEVdRIMLGcUCgxlYyAFTSBajAYbEpjKjkFqTSQEq4RykUiibBaWFEqqiwTV1YKy8rKi4sAY1iQd+J03vFjh/afOLb/3OkTJadO5B06dPRA7v49Ow/m7j594lDRiePnjhw5/vm+Azt3AbeZfbu3H9635+je3cdy9x7Ytmvfpu3b1368IeeD1alL/1T9VbogbeP69Yd37t2xafOStHQQGb+Ez0tP4WXyeUv4vKUCHu+duipLkLIiK3VFdnrmstSc5UtWr1m+PGfpihU5y5YtzeD/XoMPuIJ0PlCo8oFoK12QlpnGzxQIsrKyBAJBVuayj9eu37fvwJnTBYpKEQapcAxBYJVYLIIUYhYhKAzTUqSOpkxabZ1Z32g2NBl0OpKUSaTnzp1TSSQX6+q7b9zsunWro/1mT3dbb2db2/mLjWbDpS+MA662V96mWRcz56XHnfiMCx9zwIAam7QjbxzYuBWZtCcXYkHOQJJ9c0BAIpBsrBxQciPEAb2xwzN2dM5DzHmImBefcRDTTvVbu/q1DQ07oBkHEXFjMS8+5VZP2/EpBwqeD/SW4058wo2BT966iYiHjHioiBuLujRRD77gISJuJOrSxL3srIsCH8EQB/oC8DHqp2Z99JyHiHnViz467qXmfGTUT831U1EvFeknpz2aSD8959NFPNSCn1zwk/EgDXqKiIdc9AGhJh0P6Ob92viAds5HxvzaxJA2HmQX7ujiQTrqpWJBdjZAzwdIAD+BMxHUxoNsPMgu+ui4l406yTmvNuqlQTZ71E+B2GNuyBAf1i0MsQt3DPEBbXyQAUVnIcBwt2sTgzouWBsfpOLDhsRXxvhtIzdk4O4YFkEPNaiNDzLxgO59GwXA+4UQNT+ojg8yoHuaD5CxILvgpxN+Kj4IEkvxOb8m0q+e89JgfI57qRkHEfVqZtwo+BOPufC3HizqJKfd5KyLinioWR/NAzHZv7lV9c9toge3hI/bxQ9bxQ9bRQ9uCR+2ih+0yR+3Ke61Se91KICF69ftkkdtsm/aVSAM7km7+GmbGMD2j7rFgD0EhCMILAJJcPc65U875b9plf7qfGWwtfWO0/XzwdDPBgaDHo+rz91z7VZLw4WW+vNNZnOdWc8y6jq9vt6or68zNDU2NDfVNzWaG5pMLc31X15ouvblhSuNDZdMdTqaoQg1A+NojUyNImoCUxOYmkK1LMnQJKMhCQTWqCCNCsJVKhxWYpCCQFQ4pkIRBQ4rSQwiVRAml6jkNZhcoqwWiotLxZWV4uoqcVl5VUlJybnThWdOFJ08lX/yRN6Rw6eOH6ksOVt5Lv/kwUOnDh0+efDQ0QO5x4/uPnn8wLlTx8+eOHH84MFDufs+37l3/46dB3N3Hdm/+9j+3fv3bDtxcN+Jg/sP7Nj5+ZYdG1etXclfsuxd/Mz/62Pd2pVVp4+eF6qgY2XLlgiyM/gZqbzstFQgAc1I5WXykudSHi+Vx8tKcpT8VAEvTZAkLv+NqPV9Wn06nycQCNLS0tLTUjP4gmVpacvS0jIFggxB2o4PNxbtP1mTX6qoEKJiOa6CMUilUsorysorK8rUKMYiBKqCaAQ1MaRRSxv0WpOOIXBYJKwqKSiUi2su1ZluXfzS2t3e1Xqj4+bVrus32m5cvV5f39hsaLt14bf+zmm3ccqumbJrphzElFs97dGMOeApBwoiTkBvBUoVAIAm7ciEVRl2KN+ABV2r8pUDmrbjMxZ0zAZNWtGoS5MMl3MT0x7NlEsz56ZnPMykC3vrJmY96JQHjrqpiFsbdqKv3Si4c8yOTrqwMRc+7sQn7chbBwLQpZgXj7g0U241UCpF3FjMQ0c97JxXG3EzkX4y6qWmncRbt2ayH59wY1HQ2nhIAJO/R8pjQTYe0MWD7IyXnA2wswE2FiQWAtisj4kPaOMBXdRPRX1Y1EfE/Np4v2ExaOAGDAuDeoABJQaBwkA7P6CbDdCxIAsw8kRQD4LWuQEdqD6g7Up4tVEPO+HQzPu1c15m3q8FsDoX0nKDtYnh2vd1irtdm+TvQtrEcC13x5j4ypgYro0PG2IhdiFkiIbYxVBSgjAfYhZD7GyAjg9oFwJMzK8FI+p8AF/wkyDvfWGIBVqHeJBdDOrnfOScTz0XQGf6sRkvPuNNdq+zTjTiRiZdxKSLeBfNBYPFoHEnMeXRvPVgUS/Ne9ohedgqAvzgN93Qb9ul97skdzsk99pF/3Sr7G6H7N4t6aMu5YMO+eO2mqfvDLMfdoE8bvmjTsmD9pon3Yr7bdV3u0X3OpNBkg+7JN+0ip92yp+2y0CA+KMu1T/ekv/qhvYvg8G//rOf/9lPh38xGPI4nD1tXdevXrvQ0PxlQ3OdwUxThE5LmU36OrOx8bz5ysWm5lp9S4Opqa62pcV8sanxy5aWi3X1LSazSatlCA2uggkFhEEwhuAURdE0zTKUlqK1qFqDYDgMqVGEgJUaDEURCMcQBFaoCRiDxahKjiukhFJOiEQasRiqFsnLK+U1VRJhpbi6QlhZUl5cUHjmRMHpvPLT504eOXby2OHSovyq0qKiEyfzjx47fejwyYOHDu3fc+DArgMHdp08fqDkxImCo8fzcg8c3f353u079+/efTB318HcHUdydx89kHtsX+6JIwdPfL7/2I6dRz7e+knaav7/xMbO2vVrCs/mdtfLQw3k6oys5Wnp2Wn85WmCrDSegMfLTOELeLysd5XrX4lXwZZiStr/gNcN7N4AACAASURBVAFI5fFSeHw+LzVNwBcI+IAMTUtLE/DTsjOWf7r24/IjR4VlZcLqSplUrBJJVHKhXFYDqaSiyqrKqlIcRylCTUAIjav1hJolCS3D6miKQODqyqqyokJUJr5UZ2r/8krvrfa+1rau1htdrdd7bt5qv/DFRZP+ckv9f3HbX/nrZ7y6SRcBePoZNzpmg6bt+KhNAQa91250wo1M2OApGzZlwyZs6ISLCDugMTv6zKJKWqC8mxln7HjEQ026iCkXNe1mp9zqqJMECm+wyDbrQUFnFPFQkX4yGqTBSALeNnMOeMZBzLqoMSs+7SZn3Oich5h2YjEvHvPiYEGX8+tBMt6cVzvbn9SLA2VmxKOOejULfnLOp17w0zEXDd7PQDGw4CfnfcxCPws6ncUB7YKfXujXRvzMvF+7ENAm+pkFP70QYGIeGmDSgHHjBmu5ISN32wyUUIuDmliQTQwY4gEdF9LOeelEUJvk7AYMgOZbGNTP+XTxgD4R1McD+ljIACoUGAC5AZYbrOVCem6I5UIMN1jLDb6j/IYMsQGaGzLFQ+aFkIG7XRsf1nG3dbMBMhpi5wbZhf5k18aFtDG/Nh5kFwMsaOJmfeR8vz7iB1gVGfVTcwE0EoCi/fBsP/q2n3nro6Jeas6pmXEQMS/+1oPN+cioSzPrJmMuet5FRdzMtJsERMGcT73gJ3lP2qRP22VAjXW/VfqwU3G/TXSvXfSgveZhqxhEEj1tl33dLrnXJr7bIXnYIX7SpbrXLbnfJXnUmXT7f9Kd9Fr9ulP6daf4my5ZMry3S/60R/l1l+ybDundDslfdkK/Ct763//sF39x+84vgoODbo+312bv7Om4eqP10pVLdfV6hjQwpIHRNJpMDfXmlvr6lgbzpTrTl+frrzadv9RUf7nl/BdNLVfOt1w0NdTVGmmKUKMQgagICFKjiEaNsgxVq9UZWK2WojUIgimVGKRQo5AGQ3EUo3GcRFEQvYMplQSsxGElopShSqlCXK2UCKU1lRJRhbSmUlRZVl1aWlaYX1aYfy7v2Kljh48fO1SUf1JVUSopLCk7k1+ef7b41OnyvLyzRw4cz92zb9uWo3t3nziy7/SRg8Un8wrzTuQdOnR8z8F9W3fu2bZt947Pdu3csn3b5n37cvfv3/n5ri2HD+w8smvX0b25x/bk7v1s81pe9gpe9h9ZrTJ4vLVr12ZlZWVkZPAFPEEajwe2dvg8gEC9b5f+zScp73LqU//Q5pjH4wlSU3g83nvxehovJYXHAxjWxg83Hc3dX3j8VMWZApWoRlFTIxdLJMJqYWWJRFgpF4mUQlFlcXFZ0TlUKdXTai3D6mjGRGsNNK2lSJYkVAqlqLKqvKyEQOUtJt2tyxd72trab97ounWrp63t1tXLt65evnyx4UKTydbT9je+1h99jTMeas5Lg/+pbz0YCIt77lS9tKvG7GjYAU048Umn+rUTB4jVmAN+ZpX/aFOMOuERhypsw8edxCsHAhCriIeaclFTDnTSRbyrJvSUA4041XEvFf9XXFvEQ0564GmP5rULeuPBJpzouEv1xoONudFJFxbxkBE3EvVSINI85qHnPQx4I8WC7GJQD54W8VBRLx3z4ov9JFjfne+nuJA2EdQmBtn4IJMI1S746XhAt+Cnf8/uv1NULg5oE0EtwKfiQTbWT79vebjbpsSwKQlvAyx8yDAboMEUmexxAszioC4RAnoCI/dTE3fHDArQ4m0D95WJG9ZygzQ3ZOAGdIlQbWK4NnGH4X5q5r7SLYSod7wemxhiEoMsN6jlhgwLQ7qFQf28j+H8urifigWJ2QA910/FfZqFALbQjy34yfdj7IKfjnjRaScW8ZAzbjTq1US9moUAPufF5nxkpJ+c8ZJTbnXEjc156RkHEXEjEad63EmAP8FCQLcQYGYD7FsvO+NJQnLz3qSkg/egQ3qvTfqgXfXrWxKQ4/igvebBLeHX7RIQUfttq+Rhq/jrWzWP26V3W2u+7lLcaxM/7ZQ+7RKDBfon3YrvemGQ7QFM6Z+0i3/XBT8BGURd8Pddiifdsn+8Lv7lRemg++Ivf/7VL4eGh4ODfpfL02ezdvV0X7vV/sVVk1ZL4SqTjmk0G+rrDA1mfX19fX2dqcGsv9BUd7Gp8WJj3QVz3aWm+i+amlqMJj3DJuc+FGIxnMBwAkdZRl1r0Blo2kQzLIarUQSwhGoYJnGCxnENgtAEQiCwBkEoCMYgBQapUJUSUcpkQqFCXA2arOrysvLCwvLCwrKic8WnTufn5R09ciA//5hEUiGprig5W1BacKbozJmqwqJzx46f3LfvyIGdB/ZuP3p458lje/NPHSk6c6b41Omi4yfOHj6+a8fO3dt37Njy2bbPNu7cugWcO7Z8mrt7y77dWw/v25OXm3t8247PN27ZvvonH2b8gdXyvz9SeLycdMGKFSvS09P//VjJ56WAfZ2Ud6eAx+OnJENugAlE6rt0nN9Xqz9suJLug/zUpUuXbvpo/akDR0pP5lcXFYtLKlRCkVQkrKkqryorrigplAirlWKxUiiqLC0pPVcorKpmSYqlGR1N6SmqlmF0NEXjOAKrqqpLJdUVFI40mg3XWi60tV7r6rzVeetaW+u1mze+/PJC08VLjS0NJmv7tf8t2P1toG3KrZ91UW+d6piHnHAQYw54xCb70aZ4YVO+ciAvnNBrOzRmR0etyIyDeOMmRp3wK6dyzAFP2/ExO/rShr2yq9+4iTE3Ou3RzDgpoMac9mgibmzRSyV89Lwbj7o0i/3knJeO+qkZLznvw+NeKuIh33ow8L6K9JMTTnTGjQKbAaBymvWgYAF4wU8n+plIPznv13Ih7UJAx/l1cS8L1lliXnXcS3E+LRcwJILaxRAdD+gWA4DsNy4OUNyQYfG2bj6UpPPB9YVBPTesBzPUbICOD+sWB3VJXfhgLTdk4oaM8SDN3TFyIW1iWA+6p2iQng3QUT8VD+gSQwwXYrhhhvtKxw1T7xulZHc2ZOTuGLghY1IYFTBwIS0g7xaG2HfUHj3/7mJikI0FWaB4WPDT8z7dvI+Z99OzAXrBT8e9bCxAzXo1UT8VCzBRlybioTifdtyJT7nVMw5iwglPeTRRLzXl0UQ8ZMSjjnqpaTc94yUjbmzGibz1YNMeDRiTp93knJeOB3RxL8v5tHEvO+/UxgP6hX42FmQXfTQXYHggm+hphwp4YAPTfpB2+3W7BOwYAtvspx2Sh12Se12ie51SYFkLXGiT7qO90Le9ELAHAZak3/ZCSR/YXvk3XbK/vywJmKv7+pp/dmfwzqA/4HH2ux0eh9PW3dvT1nGt6QtKiTAIatCS5jr9+QZTS4NZx2rrjfqLjaZGs+5CU11Lg+lKY9PllvNXGpsumRqMOr2eYXFYqUEhHc0QBMbQJIbCeh1dy1IGmtbiBKpSoiqlGkVwGMJRjFYTakRFIRABQRoE0ZI4BcGUCsXkElQmQWVihbhaJqoUV1cJy8rKigorSgrLis6VFuUXnTx18tjhosIz8poKVZWw4lxBxdlzwoKisjP5RSdOnjt2/OjBfbk7t+3etvlg7o5jR3adyjt4+tTxovyTpafPHDtw4PPde/Zt2567ddv2jZu2b9y0bcPGzR9/vHXzh9s3f7xn+2e5O7cd25d7Mjc3b9fuo59t/XTVulXLPsjkZ/+H64d8Xmp2VkZ2drZA8EfpugQ8XlrKf7aAA4D5pal/wGQuS1uybuUHmz/+5PCu3LIz+arSanl5tVwkVgrFSqFIVFFaXnROWFEqrq5QyKVyqaymtKK8uEQpFJEqSMvSCKrECSVFYnodqyawGqGoqrJcXlPNUvil+oYrTc1tN68AWUPX9Rudt65da24CWhZL29WvHLa/dbf/6K1bdNIxD8n5tDN29KVd9aNNBvqsV0n3OHTciU85iIibeWWDx+zoWzcZtiNjdhRINyftyJQDHbXJwPJKxEMCmi/iVM960DkPEXVpIh4y7qWibnLWR4I6NeMl33qwqJeadENRr+a1C5pxo1MONOLGprzItAeb9iLTHmzRj8R8yKIf4/w4F6S4kJ4LaReBdmnwffdEAtQGaL65IRM3WJsUCgD6/3btwhCbGNJyw0zipww3zCwMsYlQbXyQWRjUL4bYxaB+YVAPVE7Jxge0V1/puGE9N2xMDLKJUC3o2uKDzGyA5kJaLsTEgmxiiFkYJrhhLTesTwwD/ZSBC2kXbxsSw7UAZeeGDLEguxhiFwb18aHaxaB+EeBTft38IDk/qJ4P4POD6vlBMuIhZwPsnJee92vBhmDUw8a97FufZtZHAmQd2M6A0gNkGeNOPOqnwFwPRuxpLxLxUFNudcRDzfnUky5swU/OeemoN9khvvWT8wO6xaBhoZ8FWP68Xzs/oAPSswUfxUtCUV3yBx1SoEsAKdugtwJp2kB79aRb8aBTDKxj3yXiqr7tVn3dofxXWYmq73rhx13SEQv2XS/6bbfqWwv+LxbVt53QP1wQO+rKe7qNX4UCQ36/t6/H1d1j6+2xdXf3dnZdbLxAoiirJU1GbZ1B22DWN5oNjWZDg07faNadN2nrzPoGs/ZKY9PlhrovG5suNTbXG00sScCQHENVDEFoKZKmNHodazLqag06g06vpxhcpQJrhjCkRBGIwjACgdWISoshGgxWIyoKgjVypVqlQGVilVCkFItVVUJpdbWwvERYVCwqLikrOld67lzJqdMnjh4pPHtSUVUhF4lEJaVlp85UnD1XUVJYcup05ckzBcfzDu7avX/7jtwtW3dv23zoYG7eicOFBadLzp0uO5N/9kjeqQNH8vYf2rdl24FPt+/d8MmWDzd8smH9px+v37zhwy2bPt69bfPnu7Z8vmvLvm1b8nbsOLx16+efbN20en1ORmb2kqXL+GnvTRSWZghWr/ogMzPz/9F+D/CY/w9VYEv+nctgBl+w9Scbc7duO3PwsCi/QFpYJCsrk1RVyWuqFWKhQiysLi8rLy4QVpRLhNVSkVCpkNQIRWVlFcLqSlghN+kNrJrExHIGxXQ0paVoUbWwurIKUUi0FHmpsfH6hYttrdf6brX23LjZff1G1/UbXdeuXG45f8Gs77512e3o+Zmr/b77EqDhZzxU2KYGmeFjDjjsUI5Y5EB0PuaAx52aCSc67lZM2pFJm3rMioNOatKFjbtUAHKa8iKvPYrpfnjCh0R/73CiAZ4nAFSaDdBgzSXqpN+6NREPOeXRzLjUb9zEpAubdEMzbvitXx0JYtNe5K2biLo0MQ+Z8JGcG1300YsDWs5LJwZZLsQkglpugAWAd3xAuzCoT05nA0lEKTFcm9xWGTIB+DwxrJ+9jXM/1S+G2PkB3WyABRql2QAbD+gXBvXxwWQtSwzXcj81cV+ZEoPswqB+YYhdDLHckA4AUqD6xIJsYjDpebAYYhPD+sRXxsUQGx/WcXcM4PUkQrWzfj0XrI2FDLGQYS5gWBjUcyFTIlQLFFKLIXZ+kJz3s7MBNuqngG7jrZee86kj/SSQXMx56bceJNJPvhuB1RE3NuXSAAnrlEcz48Un3FjEqZ72aCbdmqiTjPuwOQ8B6NGoSxP3kHMeYnKAiXrYt152zkuDmr4Q0CYGaheDei5kjAf08YB+fkA379cmQrU8kGfzPtUW5FB/3SkFuWzf9Si/60WTsRQ9yTDYb7tV3/eqvuuFf7Qi31ugH3uhFz3vLDh6VMD0Y9SKjFih7y0Q2Od61on/iq5iKw5eusIOepy2mzdvNTdd/aKu6+YX7Zcv1RtNMKTUEqiB0egZ2qilDXrGwJDmWrbOwNYx9HmTvsWkAyPhhcb6S3X1l+rq9QxN4QisgjAEpSmCpkmaIgws06DTmw219UaTjqYIBKVUqAZB1DCshmFg6kAgKgyWazCYITE1onzv86eUiCCFGK4RSoWVVaVF1WXF4qryipLCqtKi4nMFx44ePnb0gKiiBBFLJFVV1UXFpQVnSotOlxacqTh7rqqg8Oypk6eOnjidu//w7j2527Zs37Z5x84txw7vKTh9rKwwv6qooLqwoKa4suDY6aJDeWcPH8/dnrt3+86tmz7d8smnm9as3bhm7bq1qz9at/7Tj9du27B+56aN+7ZtObhz+6Et2w9u3rF7/cas9IysrKzsjJwP168u2rZ7Ge9PkNH6r+vU0iUZG1at/fTjzUd2HTpz4mRJUbFEKJJUlCmrK2WiSnlNtURYKa0sl5QXCQvzpZXl8ppqcXVVZXFxdXmFRCgSVlVXV1ZJJTWMGqs3mhiKVaMYgaAEgsoUcqlYolHATXrTxabGq80t1y9faL9y3dHZZW293tV6vfPWte7LF280Nt64eqG36+aAo/fP3Z3T7t8za1N2aMKuGrWL3zihlzblhBOd8sBvnNC4k4i4teNO4h1Sjs240WkXEvFQMQ8940RmHZqoSxP3UmDKAxRV1KuJBajFQU1sEJvv18x71bEgGwuycz5y3scAvj/iZyL9JMCk4l5qzkPMe9UAYl/00ZyfnfOpE0EtN6Djbr8rPQO1QG0EwOx5sCI3kFQtxYcNXMjI3TFzQ8bFn5mSTdPtWm5YDyTgi3e0SS34bVO8Xzfn0835dLGQYX6AjQ8y8WHd4h09d8ccHwbiTD2g9rghI9CLxwcZbsAQH9AnQuBlGBOhWvAmTw6Dt/UAPosF9bM+Zr6fWggwER8zG2Bn/dp4QLcQYKJ+CkjeZwNk1Kt56ydnvCSA9kDZmvPSM14cGDxEfRjQ0IP6PuXRxH3ElIOIujSA5nvr1IBpesaNvvWTU271rIeK+qmYh55yqyP99JyPnPPS8x5mzqtd8DFzPt2cVws0q4mf1QOuMxZkZwPJRnUhwPB+7FM+74GA/THIMvq2T/5NjwQk/ABj7KQhZKccWLI+61K+tKBjVhzY7IOF9ed26LkNfWVDQF70Kzv+yoGOW5EXNuilDXvcof4lLWTEec0XGb+1z3L16s3GenM9c63JfKnO1KgzKxUSFsV0FGFgKbOe1dJEHUPV0WSdljbrWZNR21ivb66ra2kwtzSYm+vqGk0mnZYicQzHEBzFKBIj1AhJqs2m2qZaY12t0aQ3sCTFYjiL4UClpUYRAoE1coiQKoHbH4lBGlSBKCSoQoGopAqpUCoRiqvKRZVllaVFZSUnyopPlRcXlBcXnM0/ffTo4aPHDlaUnsUVUkhULSurqD5XWFpYUFJwrqK4oKwwv7y4oKSgsCjvdOGxvM+3btu6adO2zZt27dp8/OjugtPHCk7nFeSfqCjOryotKs8/W5FfeOJI3uHP9+/fvffAntxtn2zevHHTh+vWf7Rmzaa16zasW7fp43VbN67dtXXTnu2ffb5r2+5tmz9b99Gy7KyszGUr16+wEeK2k6dOLl/7J1n34fNS12Qt/2zDp5/vzT28/0BR3unywsKq0kKpsEJSXSGvLJeJKqXCComwsrz8nLi8VFhQIKuoFFdWCivKayoqhBXl5aVllaVlwrIyqbASVkrMeub/Ku3anpu49ztNk0k6Oek0lHA3YC4GDIcaBxPAGBtb9/vF1n1X2vtqdTfYQCAmx9hQYjDGlrRarSTLNzhJpp12pv9B/4A+9a2TnMk57QnEsSXk1dXa7cNPJA+dvrQzetjH1Wj0/f0+1+9oOELBXp/HDTkdTocNgTw0SY2GI2M3oxN3xh/e+2Jm8sHs9MPnf//42fTDmd9NPrt//14sMvHF7ZlHE89nH60kvlrnw+UUUeHIShIrzUOF5/aNhBPw6+vzEGBAign8l+DLWwWQbOl9KbzMerc5tJTCahxZjmN1jiyncGkpALBbYxHeXkRBwcB2FmtkqRpP1XgaaHbgf1vlsG0Wa6bQ7RReYfEaTzTeht2kxWAzT0hLATEflLJBEAlucUPLwe2l1vCSVkhxlS7nKWk1IK1ExJWwuBKUVmgg9oEOA3GFqa9SLdkuHxTzQcBhVbMk4NQbeaq5HJDytLQWlVYDACQCCxUYmmKWFrNMfZFpZhkpR4lZpsH7xXywmvNvLwXFPLO9SFbyLcQn5oNVDmtkW4BOyMLbi2QpB28vopUMIaQxIYMLaeRNyiOkkSKLlnkc+A8KCR9QQkAPRCmFCSxWSmHFBFpi8QLrBuqqwOIthTf11kzLvrXFpohGliqniDJL1XmilYV8a/Ko5fzApbG9SNbzeDNPNbMBMROocKSQ89c4ss7hO/70xFV85gPdHaCj9vsnrZ7Z756O/MeM9bunttaeoieu/5xx/vCV4w9Pnb82ED3zvH7m2JhzvY67Xyc8oBGxVYQ473kdd7+KQ68T3n+fdGVcMmy4//5kLDnz+P74nS9CIYaC70RCNyMBGsK8LjtJYKTPF6XoAImFaCJE40EKC9Fo2E9EGDIWpm6Mhu+Oj94dHx2LBqOREIPjpM9HEhgOw7DXBcMeDEPCIf+onwnhVDQY8lM0heFegP4gF4CHhAeCHS6P3YrYHV6bHXIMe5zDLrvF5bTbTCaH1WQ16vRqlVapUCmuaFX9WlW/Rnntet+1yz0Xus+fVWsGPU4T5Bh2m43DKo38ap9m4LpePmRUyk06tUYhV/Zdk1/tO3/mt6dPHD994ujJ4wdOnznU1XXqymddA72f6ZTXtUqZQaM2KpQGmVw3OKTo6b10oaf77LnTpzrOdHacPH746O797bv3H/pkd9uuT47s3tN+cN+JowdOd7T9XWfH+fb2k3sPHNr1SdelIzpl5+eDPUTn2f/PqPrgnXf/6v0Pdv7Nx0cOHR64cGnw4kXFlasmmcIgV5mUKptZ77SZXSNmh0HnMhnsep1ONmiUyxw6ndWgtesNJp1Wr1QaNGqNQg4oP71OZRk2j7jNUYbxk4jHZgOY0eO2RwNULMTcvjV2dzz68MHEo6n70w+/nJmenv3q8ZMHU1MTE7fGY/fujD69P/F89lFm4ckPXLjCkVXWBzxQ4KAWWKzAtgipRspbS+DlOCawWDGJvHWc42+SmMCTW2mi1X7JYtUsCXiQeoasctivFZegdClLbWcxcBsSs0wlQ1SzdI2npeVgnScqHFnh6UY+0Mj6AT/dzJGtG9PLiLTCSMthaSksrUWlF2FpKSStRqRsUFwBcI/6pSwFDCbpm5i0FpXWwuLLmLQUktb80mqoNdrAZ/XXFwM4rraKbS+Sv6aLwUxcDQFSrL7IgOIXMReQ8gzwizazAYAlW188x1QyVDVLlnm0nPNu8UiZx7dAExaPVrKwkIWLrLvGw6U0KvAkGC6lFLLFI0UWBfRTgcM2Ez4QJxJYrJCAgZUfRIiqKaKW9VTSSD3NVFN0KYVtJNxVDhFYRGDxcgIV0lg1TYGzRGCxBks0OVhII1ssXOHICkduZ/wlFq/xdCWDbecCQhqpZZkyT26lCIEjGxxT5vE6T+x49Rx5PQe/nvf94Znrj3OuP865/vTM+cMz56tnru9n7a+euX6cdX4/6/zzvPvHWddPz71gldhPc87/mrNvzHn+PO/ZmPP8vODdiKOt/RwLoE3Rtz4P/bSArC+4NxfQf/vcHXcrg7j96cOJmcnpL2PjYyhOQ84Ig9Owx2G32O1GhvIFKSxIYQHSF6OIGEX4SYQikRBNh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/></span></div>
<br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif;">Here's another summary of baseball rules for your education or enjoyment. It summarizes when umpires should call an immediate or delayed dead ball. A delayed dead ball is a live ball until all action has ended, then "Time" is called.</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span>
<h4>
<span style="font-family: Georgia,"Times New Roman",serif;"> Remains a Live Ball </span></h4>
<h3>
<span style="font-family: Georgia,"Times New Roman",serif;"></span></h3>
<ul>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Batted ball strikes a runner or umpire after passing infielders (nullifies "in flight") </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Runner passes previous runner </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Runner out of base path to avoid tag </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Ball strikes a coach in foul territory or a pitch strikes a plate umpire </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Fielder, after a catch, completely enters dugout or dead ball territory but does not fall</span><span style="font-family: Georgia,"Times New Roman",serif;"><br /><i> (except NFHS = immediate dead ball) </i></span></li>
</ul>
<h4>
<span style="font-family: Georgia,"Times New Roman",serif;">Immediate Dead Ball </span></h4>
<span style="font-family: Georgia,"Times New Roman",serif;"></span><ul>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Batter hit by pitch [including ball or strike call] </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Pitch lodges in catcher's or umpire's equipment </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Pitch hits a runner trying to score </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Foul ball </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Illegally batted ball [with illegal bat, or with batter's foot on plate or outside box] </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Batter's backswing hits catcher </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Ball enters dead ball territory </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Catch and carry [fielder falls into dead ball territory after a catch] </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Type 1 Obstruction [play being made on runner] <i>(except NFHS = delayed dead ball)</i><br />(includes obstruction of BR before reaching 1B on infield grounder) </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Interference by runner or umpire with batted ball before passing infielders </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Interference by runner with fielder making a play </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Spectator interference </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Coach interferes with live ball [either intentionally or in fair territory] </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Coach interferes with fielder making a play </span></li>
</ul>
<span style="font-family: Georgia,"Times New Roman",serif;"></span><h4>
<span style="font-family: Georgia,"Times New Roman",serif;">Delayed Dead Ball </span></h4>
<h4>
<span style="font-family: Georgia,"Times New Roman",serif;"></span></h4>
<ul>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Balk <i> (except NFHS = immediate dead ball) </i></span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Runner leaves base early [Little League 60' divisions only] </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Type 2 Obstruction [no play being made on runner] </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Fielder intentionally touches batted or thrown ball with detached or illegal equipment </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Catcher's Interference/Obstruction </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Batter's Interference with catcher's throw or play </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Umpire's Interference with catcher's throw </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Coach physically assists a runner </span></li>
</ul>
<span style="font-family: Georgia,"Times New Roman",serif;"></span>Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com0tag:blogger.com,1999:blog-3486304295505982389.post-68878237384095957412016-02-19T16:54:00.000-08:002016-02-19T16:54:11.667-08:00Path of Least Resistance<!--[if gte mso 9]><xml>
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<span style="font-family: Georgia,"Times New Roman",serif;">In my previous blog post, <i style="mso-bidi-font-style: normal;">The Third Dimension</i>, I talked about how some umpires will move the
strike zone depending on where the batter stands in the box, supposedly because
this could result in the perception, among the bench jockeys, of more accurate
calls.<span style="mso-spacerun: yes;"> </span>I don't buy it, but it does lead
to the question of whether we should let the perception of others affect our
calls.</span></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;">We've all done it to some extent, I believe.<span style="mso-spacerun: yes;"> </span>For example, at the youngest levels we know
to expand the strike zone horizontally, not vertically.<span style="mso-spacerun: yes;"> </span>Why?<span style="mso-spacerun: yes;"> </span>Because
the coaches, the players on the bench, and the parents in the stands can all
see that a pitch is too high or too low, but rarely can tell if it's four
inches off the plate outside.<span style="mso-spacerun: yes;"> </span>We take
the "path of least resistance."</span></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;">From the clinics and training sessions I've attended, this
is not an uncommon notion.<span style="mso-spacerun: yes;"> </span>But there may
only be a fine line between trying to get the call right and trying to avoid an
argument.<span style="mso-spacerun: yes;"> </span>In most cases, these are one
in the same – the right call gets the least grief.<span style="mso-spacerun: yes;"> </span>But that's not always the case.<span style="mso-spacerun: yes;"> </span>As the senior umpire leading my latest clinic
said, "If you look for trouble, trouble will find you."<span style="mso-spacerun: yes;"> </span>And he isn't wrong.</span></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;">I have two examples that have happened to me, and incidentally,
both of them were on plays at the plate in two different games among middle school
boys.</span></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><img alt="http://cache.boston.com/resize/bonzai-fba/Globe_Photo/2008/06/05/1212715020_9955/300h.jpg" src="http://cache.boston.com/resize/bonzai-fba/Globe_Photo/2008/06/05/1212715020_9955/300h.jpg" /> </span></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;">In the first play, a throw to the plate beat the runner and
the catcher was properly positioned in front of the plate, but as he turned to
make the tag about waist high, the runner dipsy-doodled his body and somehow
managed to avoid the tag as he slid.<span style="mso-spacerun: yes;"> </span>I
was right on top of it and could clearly see that he missed the tag, so I
called the runner safe.<span style="mso-spacerun: yes;"> </span>Immediately, the
manager of the defensive team jumped onto the field to argue.<span style="mso-spacerun: yes;"> </span>I knew that there was no way he could see
that the tag was missed, and almost everyone else at the field probably thought
the runner was out.<span style="mso-spacerun: yes;"> </span>Thankfully, the
catcher's father had a great view from behind the backstop and later told the
manager that I got the call right.</span></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;">In the second play, a throw to the plate beat the runner by
an even greater margin.<span style="mso-spacerun: yes;"> </span>But in this
case, the runner was ready to give himself up and slowed to a jog, expecting to
be tagged out easily.<span style="mso-spacerun: yes;"> </span>Meanwhile, the
catcher stood behind the plate and held the ball in his mitt directly above the
plate, about chest high, and just waited for the runner.<span style="mso-spacerun: yes;"> </span>Everyone on the field expected an out call at
any moment.<span style="mso-spacerun: yes;"> </span>But, as the runner continued
to slowly approach the plate, and the catcher never reached for him with the
glove, the runner realized he could probably avoid the glove and he reached with
his foot to touch the plate.<span style="mso-spacerun: yes;"> </span>Only a
split second later, his momentum carried his torso into the tag, and I called
him safe.<span style="mso-spacerun: yes;"> </span>Again, I heard an earful from
the defensive manager.</span></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;">Assuming my eyesight didn't trick me in either case, I was
right, by the rules, to call both runners safe.<span style="mso-spacerun: yes;">
</span>In both cases, I was in the best position to see the plays, and so I
could see something that hardly anyone else at the field could see.<span style="mso-spacerun: yes;"> </span>But in hindsight, I don't view these two
plays the same way; I feel comfortable with my call in the first example, but
not in the second.<span style="mso-spacerun: yes;"> </span>In the second play, I
should probably have just accepted that the ball beat the runner by a large
margin, the runner was giving himself up (until the very last second), and so I
should have just called the runner out.<span style="mso-spacerun: yes;">
</span>If I had, there would have been no complaints, I'm sure.</span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
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</div>
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<img alt="http://cdn2-b.examiner.com/sites/default/files/styles/image_content_width/hash/4a/b2/4ab2aa91d7291d6980f9eae12a6ff48f.jpg?itok=vsxfPXwC" src="http://cdn2-b.examiner.com/sites/default/files/styles/image_content_width/hash/4a/b2/4ab2aa91d7291d6980f9eae12a6ff48f.jpg?itok=vsxfPXwC" /></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;">It wouldn't be the first time an umpire didn't call
everything he saw.<span style="mso-spacerun: yes;"> </span>In the old days,
before video replay, umpires were expected to ignore when a middle infielder
failed to touch second base on a DP attempt, even when they could clearly see
it.<span style="mso-spacerun: yes;"> </span>This was the "neighborhood
play," which protected the safety of the infielder to some extent.<span style="mso-spacerun: yes;"> </span>Maybe, when a runner coming home is clearly
giving himself up, and both he and the catcher are just trying to stay safe, I
should just call the "neighborly play" and call the runner out.<span style="mso-spacerun: yes;"> </span>I was probably "looking for trouble"
when I should have just traveled along the "path of least resistance."</span></div>
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<br /></div>
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<span style="font-family: Georgia,"Times New Roman",serif;">What are your thoughts?<span style="mso-spacerun: yes;">
</span></span></div>
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<br /></div>
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Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com2tag:blogger.com,1999:blog-3486304295505982389.post-13461771668055914562016-02-18T15:51:00.000-08:002017-08-15T04:00:12.162-07:00The Third Dimension<!--[if !mso]>
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<span style="font-family: "georgia" , "times new roman" , serif;">I'm trying to soak in as much information as possible about
umpiring, and a few months ago, I came across <a href="http://www.umpireteacher.com/" target="_blank">UmpireTeacher.com</a> and purchased
their set of instructional videos. They
are produced by a veteran umpire named Bugsy Segal, who does a pretty decent
job of teaching the basics.<span style="mso-spacerun: yes;"> </span>However, in
his two DVDs about the Strike Zone, he discusses an approach to calling strikes
that I'd never heard before.<span style="mso-spacerun: yes;"> </span>It's an
approach that he says was taught to him by the late MLB umpire John McSherry,
and he even includes some footage of a clinic run by John McSherry.<span style="mso-spacerun: yes;"> </span>(Some of you may remember McSherry as the
umpire who tragically died of cardiac arrest on the field just before the start
of an opening day game in 1996.)</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;">The video emphasizes the "depth" of the strike
zone.<span style="mso-spacerun: yes;"> </span>We all know the width of the zone
is determined by the width of the plate, and the height of the zone – although it
varies by different league rules and divisions – is determined by the stance of
the batter.<span style="mso-spacerun: yes;"> </span>For the sake of this blog
post, let's just say the height of the zone is from the knees to the chest of
the batter in his stride.<span style="mso-spacerun: yes;"> </span>But very rarely do we talk about the third
dimension, or the "depth" of the strike zone, so I found the
discussion in the video interesting.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;">The main point in the video was that the pitched ball should stay in the
zone for most of the time that it crosses the depth of the zone.<span style="mso-spacerun: yes;"> </span>For example, see the diagrams below:</span></div>
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" /></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;">This makes sense, and I agree with it.<span style="mso-spacerun: yes;"> </span>But what was surprising from the video is
that they claim the depth of the zone should be determined by where the batter
is standing, and not by the position of the plate.<span style="mso-spacerun: yes;"> </span>For example, if the batter stands in the middle
of the batter's box, the zone is where you would expect it to be, as shown in
the first diagram below.<span style="mso-spacerun: yes;"> </span>However, if the
batter sets up in the back of the zone, they believe the zone should move with him,
so that the strike zone is now as pictured in the second diagram, and not
directly above the plate as shown in the third diagram.</span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><img alt="" 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/><i>Bugsy's non-traditional approach to the strike zone taught at <a href="http://www.umpireteacher.com/" target="_blank">UmpireTeacher.com</a>.</i></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="mso-no-proof: yes;"></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;">This is clearly a non-traditional approach, as most 3D
diagrams of the strike zone show a prism directly above home plate, like this:</span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhipynm2sdGocHk2H1yt_OFcuMObXleF_vOh2zSjKKTHoK7FZee4bbychITbg_Aii9Toe07DutUaRy9tfvOIVqP4X5Kbb32MU9s2yYj918sQHBSfMNiKlw3vWqurYeaaiZoyLuK_2fB9jtf/s1600/Ichiro.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="363" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhipynm2sdGocHk2H1yt_OFcuMObXleF_vOh2zSjKKTHoK7FZee4bbychITbg_Aii9Toe07DutUaRy9tfvOIVqP4X5Kbb32MU9s2yYj918sQHBSfMNiKlw3vWqurYeaaiZoyLuK_2fB9jtf/s640/Ichiro.png" width="640" /></a></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;">In the MLB rule book definition, "The STRIKE ZONE is <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">that
area over home plate</i></b> the upper limit of which is a horizontal line at
the midpoint between the top of the shoulders and the top of the uniform pants,
and the lower level is a line at the hollow beneath the kneecap. The Strike
Zone shall be determined from the batter’s stance as the batter is prepared to
swing at a pitched ball"<span style="mso-spacerun: yes;"> </span>(<i style="mso-bidi-font-style: normal;">emphasis mine</i>).<span style="mso-spacerun: yes;"> </span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;">So, in my mind, Bugsy's approach in the video seems to be
inconsistent with the rules.<span style="mso-spacerun: yes;"> </span>However, I
understand the reasoning.<span style="mso-spacerun: yes;"> </span>If a batter is
back in the box, and a pitch crosses the plate at the height of the batter's
knees but then crosses the batter an inch below the knees, and the umpire calls
a strike, he could very well get some grief from the bench.<span style="mso-spacerun: yes;"> </span>Moving the zone forward or back depending on
where the batter stands in the box will probably make more strikes look like
strikes (and likewise for balls) from the perspective of the benches.<span style="mso-spacerun: yes;"> </span>So this approach offers the "path of
least resistance," which is a very tangible concept in umpiring that I'll
talk more about in a future blog post.</span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;">What's your opinion?<span style="mso-spacerun: yes;">
</span>Please post a comment below.</span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
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<![endif]-->Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com4tag:blogger.com,1999:blog-3486304295505982389.post-49807877670136132772016-02-18T12:58:00.001-08:002016-02-21T15:42:51.688-08:00Covering All the Bases<span style="font-family: "georgia" , "times new roman" , serif;">If you've been reading my blog, you know I like to make lists and tables to summarize rules. It's how I studied for tests when I was in school. It helps me to reduce a lot of material into bite sized morsels that I can memorize.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;">So, rather than being overwhelmed by the many rules which involve awarding bases to baserunners, I've compiled these notes.</span><br />
<br />
<br />
<h3>
<i><span style="font-family: "georgia" , "times new roman" , serif;">Awarding Bases</span></i></h3>
<h3>
<i><span style="font-family: "georgia" , "times new roman" , serif;"> </span></i></h3>
<h4>
<span style="font-family: "georgia" , "times new roman" , serif;"><u>From Time of PITCH</u></span></h4>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><b>AWARD 1B to BR and 1 BASE to forced runners </b></span></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Walk (remains live)</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">HBP<span style="font-family: "georgia" , "times new roman" , serif;"> or</span> Interference by runner or umpire (dead ball)</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Catcher's Interference/Obstruction (delayed dead; offense may accept play) </span></li>
</ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><b>1 BASE </b></span></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Catcher's Interference/Obstruction (runners attempting to steal)</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Pitch into DBT</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Pitch lodges in catcher's or umpire's uniform/equipment</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Pitch strikes runner stealing home</span></li>
</ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><b>2 BASES </b></span></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Ground rule double (batted ball bounds out of play)</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Batted or thrown ball lodges in fielder's or umpire's uniform/equipment</span><span style="font-family: "georgia" , "times new roman" , serif;"><i><br />(NCAA <span style="font-family: "georgia" , "times new roman" , serif;">e</span>xception: Award bases on JUDGMENT by rule 8.3(l).)</i></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">First throw by infielder* goes into DBT</span></li>
</ul>
</ul>
<ul>
</ul>
<h4>
<span style="font-family: "georgia" , "times new roman" , serif;"><u>From Time of THROW</u></span></h4>
<ul>
<li><b><span style="font-family: "georgia" , "times new roman" , serif;">1 BASE </span></b></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Throw from pitcher's plate goes into DBT</span></li>
</ul>
<li><b><span style="font-family: "georgia" , "times new roman" , serif;">2 BASES </span></b></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Throw from fielder (except first throw by infielder*) goes into DBT</span></li>
</ul>
</ul>
<h4>
<span style="font-family: "georgia" , "times new roman" , serif;"><u>From Time of INFRACTION</u></span></h4>
<ul>
<li><b><span style="font-family: "georgia" , "times new roman" , serif;">1 BASE </span></b></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Balk</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Catch and carry into DBT</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Ball lodges in runner's uniform/equipment</span><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span><span style="font-family: "georgia" , "times new roman" , serif;"><i>(NCAA <span style="font-family: "georgia" , "times new roman" , serif;">e</span>xception: Award bases on JUDGMENT by rule 8.3(l).)</i></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Pitch deliberately touched by fielder's detached or illegal equipment<br /><i>(NFHS exception: 2 BASES by rule 8-3-3 Case L)</i></span></li>
</ul>
<li><b><span style="font-family: "georgia" , "times new roman" , serif;">2 BASES </span></b></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Throw deliberately touched by fielder's detached or illegal equipment</span></li>
</ul>
<li><b><span style="font-family: "georgia" , "times new roman" , serif;">3 BASES </span></b></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Potentially fair batted ball deliberately touched by fielder's detached or illegal equipment (or 4 BASES if prevented from going over fence)</span></li>
</ul>
<li><b><span style="font-family: "georgia" , "times new roman" , serif;">JUDGMENT </span></b></li>
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Spectator interference</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Obstruction of runner (at least 1 BASE)</span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;">Malicious contact by defense</span></li>
</ul>
</ul>
<span style="font-family: "georgia" , "times new roman" , serif;">* If BR and all runners have already advanced 1 base before the first throw by an infielder, then award is 2 BASES from time of THROW</span><br />
<br />Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com1tag:blogger.com,1999:blog-3486304295505982389.post-90236059920852464662015-12-29T09:48:00.000-08:002015-12-29T09:48:56.119-08:00Little League Cheat Sheet<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" Name="annotation text"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="0" Name="annotation reference"/>
<w:LsdException Locked="false" Priority="0" Name="page number"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="annotation subject"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
As I discussed in an earlier post, rules are slightly
different from league to league, and even among the different divisions within
a league.<span style="mso-spacerun: yes;"> </span>I don't carry every rule book
with me, but I do like to create one-page summaries, or what I call cheat
sheets, that I can fold up and carry in my pocket, depending on the league to
which I've been assigned that day.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
For example, here's one I created for Little League:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></div>
<br />
<div class="MsoNormal">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:DoNotShowRevisions/>
<w:DoNotPrintRevisions/>
<w:DoNotShowInsertionsAndDeletions/>
<w:DoNotShowPropertyChanges/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" Name="annotation text"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="0" Name="annotation reference"/>
<w:LsdException Locked="false" Priority="0" Name="page number"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="annotation subject"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<div class="MsoNormal">
<span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">Age-Specific
Regulations</span></div>
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Pitching limits</div>
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<span style="mso-tab-count: 1;"> </span>Age<span style="mso-tab-count: 1;"> </span>Max Pitches / Day</div>
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<span style="mso-tab-count: 1;"> </span>7-8<span style="mso-tab-count: 1;"> </span>50</div>
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<span style="mso-tab-count: 1;"> </span>9-10<span style="mso-tab-count: 1;"> </span>75</div>
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<span style="mso-tab-count: 1;"> </span>11-12<span style="mso-tab-count: 1;"> </span>85</div>
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<span style="mso-tab-count: 1;"> </span>13-16<span style="mso-tab-count: 1;"> </span>95</div>
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<span style="mso-tab-count: 1;"> </span>17-18<span style="mso-tab-count: 1;"> </span>105</div>
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Pitchers' rest after number of pitches</div>
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<span style="mso-tab-count: 1;"> </span>Days Rest<span style="mso-tab-count: 1;"> </span>Age 7-14<span style="mso-tab-count: 1;"> </span>Age
15-18</div>
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<span style="mso-tab-count: 1;"> </span>4<span style="mso-tab-count: 1;"> </span>66<span style="mso-tab-count: 1;"> </span>76</div>
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<span style="mso-tab-count: 1;"> </span>3<span style="mso-tab-count: 1;"> </span>51<span style="mso-tab-count: 1;"> </span>61</div>
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<span style="mso-tab-count: 1;"> </span>2<span style="mso-tab-count: 1;"> </span>36<span style="mso-tab-count: 1;"> </span>46</div>
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<span style="mso-tab-count: 1;"> </span>1<span style="mso-tab-count: 1;"> </span>21<span style="mso-tab-count: 1;"> </span>31</div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">Division-Specific
Regulations</span></div>
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<b style="mso-bidi-font-weight: normal;">Regulation</b></div>
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<b style="mso-bidi-font-weight: normal;">60' Divisions</b></div>
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<b style="mso-bidi-font-weight: normal;">70' Division</b></div>
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<b style="mso-bidi-font-weight: normal;">90' Divisions</b></div>
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Divisions</div>
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4-7<span style="mso-tab-count: 1;"> </span>Tee Ball</div>
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7-12*<span style="mso-tab-count: 1;"> </span>Minors</div>
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9-12<span style="mso-tab-count: 1;"> </span>Majors</div>
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<span style="mso-spacerun: yes;"> </span>* pitchers 7-11</div>
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11-13<span style="mso-tab-count: 1;"> </span>Intermediate</div>
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12-14<span style="mso-tab-count: 1;"> </span>Juniors</div>
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13-16<span style="mso-tab-count: 1;"> </span>Seniors</div>
<div class="MsoNormal">
15-18<span style="mso-tab-count: 1;"> </span>Big League</div>
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Pitching distance</div>
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46'</div>
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50'</div>
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60'<span style="mso-spacerun: yes;"> </span>6"</div>
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Mound height</div>
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6"</div>
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8"</div>
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10"</div>
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Pitcher's plate</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
18" by 4"</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.98%;" valign="top" width="49%">
<div class="MsoNormal">
24" by 6"</div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
Home to 2b distance</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
84' 10-1/4"</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 24.98%;" valign="top" width="24%">
<div class="MsoNormal">
99'</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
127'<span style="mso-spacerun: yes;"> </span>3-3/8"</div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
On deck circle</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
None</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.98%;" valign="top" width="49%">
<div class="MsoNormal">
Allowed</div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
Min. HR distance</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
165'</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 24.98%;" valign="top" width="24%">
<div class="MsoNormal">
200'</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
250'</div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
Batter's boxes</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
3' by 6';<span style="mso-spacerun: yes;"> </span>4"
from plate</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.98%;" valign="top" width="49%">
<div class="MsoNormal">
4' by 6'; <span style="mso-spacerun: yes;"> </span>6"
from plate</div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
Bats (max)</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
33" by 2-1/4"</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 24.98%;" valign="top" width="24%">
<div class="MsoNormal">
34" by 2-5/8"</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
36" by 2-5/8";<span style="mso-spacerun: yes;">
</span>–3 max</div>
<div class="MsoNormal">
(Juniors: same as 70')</div>
</td>
</tr>
<tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
Spikes</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.0%;" valign="top" width="25%">
<div class="MsoNormal">
Non-metal</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.98%;" valign="top" width="49%">
<div class="MsoNormal">
Metal allowed</div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">Division-Specific
Rules</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184; width: 102%px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Rule</b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">60' Divisions</b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 24.98%;" valign="top" width="24%">
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">70' Division</b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 24.96%;" valign="top" width="24%">
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">90' Divisions</b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
Innings</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
6</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.94%;" valign="top" width="49%">
<div class="MsoNormal">
7</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
Regulation game</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
4 inns. (3½ if H leads)</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.94%;" valign="top" width="49%">
<div class="MsoNormal">
5 inns. (4½ if H leads)</div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
DH</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.0%;" valign="top" width="50%">
<div class="MsoNormal">
No</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 24.96%;" valign="top" width="24%">
<div class="MsoNormal">
Yes <span style="mso-spacerun: yes;"> </span>(Juniors: No)</div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
Pitcher return to pitch</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
No</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.94%;" valign="top" width="49%">
<div class="MsoNormal">
Yes, once per game from another position</div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
Stealing</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
Yes (Tee ball: No)</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.94%;" valign="top" width="49%">
<div class="MsoNormal">
Yes</div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
Leading</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
Ball passes batter</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.94%;" valign="top" width="49%">
<div class="MsoNormal">
Yes</div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
Balks</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
No</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.94%;" valign="top" width="49%">
<div class="MsoNormal">
Yes</div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
Dropped 3<sup>rd</sup> strike </div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
No<span style="mso-spacerun: yes;"> </span>(Majors: Yes)</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.94%;" valign="top" width="49%">
<div class="MsoNormal">
Yes</div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.04%;" valign="top" width="25%">
<div class="MsoNormal">
Head first slides</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.02%;" valign="top" width="25%">
<div class="MsoNormal">
No (when advancing)</div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.94%;" valign="top" width="49%">
<div class="MsoNormal">
Allowed</div>
</td>
</tr>
</tbody></table>
<br /><br />
Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com0tag:blogger.com,1999:blog-3486304295505982389.post-13882150345196244992015-12-28T15:10:00.001-08:002015-12-28T15:35:23.637-08:00Angle of Elevation<!--[if gte mso 9]><xml>
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A couple of years ago, in my first game as a brand new umpire in a one-man (no
base umpires) system, I made the first real self-correction of my umpiring career.<span style="mso-spacerun: yes;"> </span>On a ball hit to the infield, I would trail
the batter-runner down the line to make the call at first.<span style="mso-spacerun: yes;"> </span>I did that a few times, and
saw I really wasn't getting a good look.<span style="mso-spacerun: yes;">
</span>So I started moving out closer to the pitcher's mound, and saw a great
improvement.<span style="mso-spacerun: yes;"> </span>I didn't realize it at the
time, but I pretty much had taught myself the "angle over distance"
philosophy that experienced umps already knew.
<br />
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<br /></div>
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Not much is written about the one-man system, even though
this is where most rookie umpires will start out, at least in my area.<span style="mso-spacerun: yes;"> </span>In all the literature about two-man systems
and up, the plate umpire is expected to trail the batter-runner (BR) up the
line in fair territory to assist the base umpire on a call where there's the possibility
of a swipe tag or the first baseman's foot coming off the bag.<span style="mso-spacerun: yes;"> </span>The angle is good for either of those calls,
but not too good on a safe/out call.<span style="mso-spacerun: yes;"> </span>The
photo on the left shows a view from that perspective. <span style="mso-spacerun: yes;"></span>It's going to be pretty hard to see the
runner's foot touch the bag.<span style="mso-spacerun: yes;"> </span>Instead,
when I move closer to the mound, I can get a better angle, shown in the photo
on the right.</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_0E-8Y8o56UzR3z6g2cOSxcI_luUCRXoy_ymD16n3NZyDmnX6lr__I6dIDmtluCs5BlCwF8TUyueMZ-pMPBpKiysNWYXWnMz4XF9VAAYVfCSr6aUPHUe4-ElXxU-EXOH0s2JDRvHuFowd/s1600/ClosePlayAt1B-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_0E-8Y8o56UzR3z6g2cOSxcI_luUCRXoy_ymD16n3NZyDmnX6lr__I6dIDmtluCs5BlCwF8TUyueMZ-pMPBpKiysNWYXWnMz4XF9VAAYVfCSr6aUPHUe4-ElXxU-EXOH0s2JDRvHuFowd/s1600/ClosePlayAt1B-2.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAuojr0nmc1wE7j0z2oLp-HHqGph5Ibh3TNobOp5ko3AI4rCypqev9RcErlQnljA3isiOo7qrqzwL3XzhphV_rWNPEJIZno4h4nHloAxyWk2tQEXhiknDD_nrEDzu1iYx4v9enbGNhIQWU/s1600/ClosePlayAt1B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAuojr0nmc1wE7j0z2oLp-HHqGph5Ibh3TNobOp5ko3AI4rCypqev9RcErlQnljA3isiOo7qrqzwL3XzhphV_rWNPEJIZno4h4nHloAxyWk2tQEXhiknDD_nrEDzu1iYx4v9enbGNhIQWU/s320/ClosePlayAt1B.jpg" width="320" /></a></div>
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<br />
<span style="mso-no-proof: yes;"></span></div>
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<div class="MsoNormal">
So, what makes the best angle in this situation?<span style="mso-spacerun: yes;"> </span>Draw a line from a point halfway up the third
base line straight to first base.<span style="mso-spacerun: yes;"> </span>I try
to position myself as close to that line as possible, and secondarily as close
to 1B as possible, as long as I give myself time to stop and set.</div>
<div class="MsoNormal">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOSt3jERRYkvLJVyUk8ypa5nhdxkN8dPSP3Kyueyy_Ak-8oSoDqdxVdGSFBYZMgLFbVpDP59wQrV2gR0MQPTairjlAx4m6vh3XVw4wc61i-e6mmKFC7okl5-FOP5Zp_CxNF6nzdMw8HNuD/s1600/one-man.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOSt3jERRYkvLJVyUk8ypa5nhdxkN8dPSP3Kyueyy_Ak-8oSoDqdxVdGSFBYZMgLFbVpDP59wQrV2gR0MQPTairjlAx4m6vh3XVw4wc61i-e6mmKFC7okl5-FOP5Zp_CxNF6nzdMw8HNuD/s320/one-man.png" width="320" /></a></div>
<br /></div>
Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com0tag:blogger.com,1999:blog-3486304295505982389.post-113507357958850132015-12-27T19:17:00.000-08:002015-12-28T10:21:44.656-08:00Out of My League<!--[if gte mso 9]><xml>
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For this post, I did some research on the differences in
rules among the various baseball leagues, and compiled them for the reader.
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Yes, baseball is baseball, but the rules can differ.<span style="mso-spacerun: yes;"> </span>For this post, I looked at Little League,
Babe Ruth / Cal Ripken, High School Federation (NFHS), College (NCAA), and
Professional (MLB, aka the Official Baseball Rules or OBR).<span style="mso-spacerun: yes;"> </span>A table of these differences, with references
to the rule numbers, is shown at the end.</div>
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<br /></div>
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The first situation is the batter's foot touching the plate
while not entirely out of the batter's box when making contact.<span style="mso-spacerun: yes;"> </span>In all cases, having one foot on the ground
entirely outside the box while making contact is an out. <span style="mso-spacerun: yes;"> </span>But it's possible to touch the plate and still
stay partially in the box.<span style="mso-spacerun: yes;"> </span>In Federation
and College, the batter is out.<span style="mso-spacerun: yes;"> </span>In the
other leagues, the play is legal.</div>
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<br /></div>
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Let's take a situation where the catcher, or another fielder
near the plate, makes an errant throw to first because the batter-runner is not
running inside the 45-foot lane.<span style="mso-spacerun: yes;"> </span>We all
know that if the ball hits the runner while outside the lane, or if the runner
hinders the fielder at first base from catching the throw, the runner is out
for interference.<span style="mso-spacerun: yes;"> </span>However, only in Federation
and College should the runner be called out even on a throw that the fielder
can't reach, if the umpire judges that the runner caused the errant throw.<span style="mso-spacerun: yes;"> </span>In the other leagues, the runner is safe,
similar to football where pass interference isn't called if the throw is
uncatchable.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
This next situation can get hairy.<span style="mso-spacerun: yes;"> </span>With a runner on first base, the plate umpire
calls ball four as the catcher throws down to second base. <span style="mso-spacerun: yes;"> </span>The runner, jogging towards second, is tagged
before reaching the base.<span style="mso-spacerun: yes;"> </span>The catcher asks
for an appeal on a checked swing, to which the plate umpire obliges, and the
base umpire reverses the call to a strike.<span style="mso-spacerun: yes;">
</span>In all leagues besides Federation, the runner is out.<span style="mso-spacerun: yes;"> </span>However, in Federation, the umpire should return
the runner to first base; the runner should not be penalized for the delayed call
reversal.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Another significant difference is in balk calls.<span style="mso-spacerun: yes;"> </span>In all but Federation leagues, the umpire
should call "balk" but allow the play to finish.<span style="mso-spacerun: yes;"> </span>If the batter and all runners advance at
least one base on a batted ball, the balk is nullified and the play stands.<span style="mso-spacerun: yes;"> </span>In Federation, however, a balk results in an
immediate dead ball; the umpire should call "Time" immediately and
enforce the balk penalty.</div>
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<br /></div>
<div class="MsoNormal">
MLB recently made it illegal for the pitcher to fake a throw
to third, then throw to first to pick off a runner.<span style="mso-spacerun: yes;"> </span>Babe Ruth rules also consider this a
balk.<span style="mso-spacerun: yes;"> </span>However, in Little League, Federation
and College, this move is still legal.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Only Babe Ruth rules agree with MLB when it comes to
coaches' free trips to the mound (one free trip per pitcher per inning before
the pitcher needs to be removed).<span style="mso-spacerun: yes;"> </span>In College,
there is also a limit of three free trips per game (plus an additional free trip
added if the game goes to extra innings).<span style="mso-spacerun: yes;">
</span>Federation also has a three-free-trips-per-game limit, but no limit per
inning, and a free trip is added each inning if the game goes extras.<span style="mso-spacerun: yes;"> </span>In Little League, two free trips per pitcher
per inning are allowed, plus a limit of three free trips per pitcher in the
game.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
To issue an intentional walk, all the leagues except Federation
require four balls to be pitched, like any other base on balls.<span style="mso-spacerun: yes;"> </span>However, Federation rules allow the intent to
be stated verbally before any pitches, at which point "Time" is
called and the batter is entitled to first base.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Appeals are easier for the defense in Federation ball as well,
in that teams can make a verbal appeal for a runner missing a base or leaving
too soon.<span style="mso-spacerun: yes;"> </span>In all the other leagues, a proper
live ball appeal must be made where the base is tagged by a fielder with the
ball.</div>
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<br /></div>
<div class="MsoNormal">
Federation allows a courtesy runner for the pitcher or
catcher, which is not allowed in any of the other leagues.<span style="mso-spacerun: yes;"> </span>However, Little League is the only one with a
"special pinch runner" rule, where once per inning, any teammate not
presently in the lineup can run for a base runner; this is only allowed one
time for each player in the game.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Little League, Babe Ruth, and Federation all allow starting
players, once removed for substitutes, to re-enter into the same position in
the batting order.<span style="mso-spacerun: yes;"> </span>Little League has the
added stipulation that the sub must have had at least one at bat or played at
least six outs on defense before being removed for a re-entering player.<span style="mso-spacerun: yes;"> </span>College and MLB rules do not allow re-entry.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
In Little League and Federation, a "fake tag" is
considered obstruction, but this is not true in Babe Ruth, College and MLB.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Finally, all leagues except Babe Ruth (unless locally
accepted) and MLB have a "mercy" rule.<span style="mso-spacerun: yes;"> </span>In Little League and Federation, a game ends
if the losing team is behind by at least 10 runs after five turns at bat (or 4
turns for a 6-inning Little League game).<span style="mso-spacerun: yes;">
</span>College allows a mercy rule by consent of both managers before the game,
but the game ends after seven turns at bat by the losing team when down by 10
or more runs.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Did you get all that? Let's summarize:</div>
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<br /></div>
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6.06(a)</div>
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6.03</div>
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Batter is out.</div>
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7.3.2</div>
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Batter is out.</div>
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7-10(a)</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Legal.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
6.03</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[6.06(a)]</i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Errant throw to 1B
because BR ran outside the lane.</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Play stands.</div>
<div class="MsoNormal">
6.05(j)</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Play stands.</div>
<div class="MsoNormal">
6.05(k)</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
BR is out for interference.</div>
<div class="MsoNormal">
8.4.1g</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
BR is out for interference.</div>
<div class="MsoNormal">
7-11(p) AR1</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Play stands.</div>
<div class="MsoNormal">
5.09(a-11)</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[6.05(k)]</i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">On ball 4, forced
runner tagged out before check swing appeal changes the call to a strike.</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Runner is out.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Runner is out.</div>
<div class="MsoNormal">
9.02(c)</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Runners are returned to original bases.</div>
<div class="MsoNormal">
10.2.3l</div>
<div class="MsoNormal">
10.2.3 Situation H</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Runner is out.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Runner is out.</div>
<div class="MsoNormal">
8.02(c)</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[9.02(c)]</i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Pitcher balks.</i></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">(70'+ bases only)</i></div>
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Live (delayed dead) ball.<span style="mso-spacerun: yes;">
</span></div>
<div class="MsoNormal">
8.05 Penalty</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Live (delayed dead) ball.<span style="mso-spacerun: yes;">
</span></div>
<div class="MsoNormal">
8.05 Penalty</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Immediate dead ball.</div>
<div class="MsoNormal">
6.2.5b</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Live (delayed dead) ball.<br />
9-3 Penalty</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Live (delayed dead) ball.<br />
6.02 Penalty</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[8.05 Penalty]</i> </div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Fake to 3B, throw to
1B.</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Legal.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Balk.</div>
<div class="MsoNormal">
8.05(c)</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Legal.</div>
<div class="MsoNormal">
6.1.5 Situation</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Legal.</div>
<div class="MsoNormal">
9-3(b) AR</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Balk.</div>
<div class="MsoNormal">
6.02(a3)</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[8.05(c)]</i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Coach's trips to the
mound.</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
2 free trips per pitcher per inning.<span style="mso-spacerun: yes;"> </span>Also, limit of 3 free trips per pitcher per
game.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
8.06</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
1 free trip per pitcher per inning.</div>
<div class="MsoNormal">
8.06</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
First 3 trips per game are free. Pitcher must be removed
on 4<sup>th</sup> and subsequent trips. In extra innings, 1 free trip per
inning.</div>
<div class="MsoNormal">
3.4.1</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
1 free trip per pitcher per inning. Also, limit of 3 free trips
per game.<span style="mso-spacerun: yes;"> </span>In extra innings, 1 free
trip is added.</div>
<div class="MsoNormal">
9-4(a)</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
1 free trip per pitcher per inning.</div>
<div class="MsoNormal">
5.10(l)</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[8.06]</i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Intentional walks.</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Pitched, live ball.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Pitched, live ball.</div>
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Verbal, not live.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
2.4.3</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Pitched, live ball.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Pitched, live ball.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Appeal for missed
base or leaving too soon</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Must tag base while live.</div>
<div class="MsoNormal">
7.10</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Must tag base while live.</div>
<div class="MsoNormal">
7.10</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Verbal.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
8.2.6c</div>
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Must tag base while live.</div>
<div class="MsoNormal">
8-6(b) </div>
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Must tag base while live.</div>
<div class="MsoNormal">
5.09(c)</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[7.10]</i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Courtesy runner</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Not allowed.</div>
<div class="MsoNormal">
3.04</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Not allowed.</div>
<div class="MsoNormal">
3.04</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Allowed for P/C.</div>
<div class="MsoNormal">
2.33.1</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Not allowed.</div>
<div class="MsoNormal">
5-5</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Not allowed.</div>
<div class="MsoNormal">
5.10(e)</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[3.04]</i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Special pinch runner</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Once per inning, any teammate not presently in the lineup
may be used. Once per player per game.</div>
<div class="MsoNormal">
7.14</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
None.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
None.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
None.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
None.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 11; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Re-entry of starters</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Allowed.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
(min 1 AB and 6 def. outs by sub)</div>
<div class="MsoNormal">
3.03</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Allowed.</div>
<div class="MsoNormal">
3.03</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Allowed.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
3.1.3</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Not allowed.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Not allowed.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 12; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Fake tag</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Obstruction.</div>
<div class="MsoNormal">
2.00</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Allowed.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Obstruction.</div>
<div class="MsoNormal">
2.22.2</div>
<div class="MsoNormal">
8.3.2 Situation B</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Allowed.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Allowed.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 13; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Mercy</i></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
10 runs after 5 turns at bat by losing team in a 7-inn
game, or after 4 turns in a 6-inn game.<span style="mso-spacerun: yes;">
</span></div>
<div class="MsoNormal">
4.10(e)</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
None.</div>
<div class="MsoNormal">
4.10</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
10 runs after 5 turns at bat by losing team. </div>
<div class="MsoNormal">
4.2.2</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
Optional, by pre-game consent.</div>
<div class="MsoNormal">
10 runs after 7 turns at bat by losing team.</div>
<div class="MsoNormal">
5-8(b4) </div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 16.66%;" valign="top" width="16%"><div class="MsoNormal">
None.</div>
<div class="MsoNormal">
7.01</div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">[4.10]</i></div>
</td>
</tr>
</tbody></table>
</div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
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<w:EnableOpenTypeKerning/>
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<m:mathFont m:val="Cambria Math"/>
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<i style="mso-bidi-font-style: normal;">Sources:<span style="mso-spacerun: yes;"> </span>Little League 2015; Babe Ruth 2016; NFHS Rule
Book 2016 / Case Book 2015; NCAA 2015-16; MLB 2015 / [2014 in brackets]</i></div>
<br />
<br />Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com1tag:blogger.com,1999:blog-3486304295505982389.post-79678863106934442972015-12-27T11:59:00.000-08:002015-12-27T11:59:10.241-08:00I'd Rather Be a Nail Than a Hammer<!--[if gte mso 9]><xml>
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<div class="MsoNormal">
If nothing else, I'm known to question the status quo.<span style="mso-spacerun: yes;"> </span>So, with apologies to Simon and Garfunkel for
the title of this post, I'm doing it again.
</div>
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<br /></div>
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The current trend is that plate umpires are taught and expected to
use the "hammer" on strike calls.<span style="mso-spacerun: yes;">
</span>The mechanics are below.</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJS9z9jyHiqHVHoVhlvx1DMfWq0eyJ-0rz0YuWdkbZ2tg5hXoYz1I2Bc9WpV9jzrCPGjxad_mKESvmFVF04Ly04tpFWZl4nYJXHJwjsK6pYcOeO-NefFoCj-yfd5ZRll19Tl34fkWb6Tqt/s1600/Hammer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJS9z9jyHiqHVHoVhlvx1DMfWq0eyJ-0rz0YuWdkbZ2tg5hXoYz1I2Bc9WpV9jzrCPGjxad_mKESvmFVF04Ly04tpFWZl4nYJXHJwjsK6pYcOeO-NefFoCj-yfd5ZRll19Tl34fkWb6Tqt/s1600/Hammer.png" /></a></div>
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<br /></div>
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Perfectly fine, but I prefer the "point" and
here's why.</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirDxIVvcWF8fwov3AbiHNm4ouOrLo6WcaSPnZ2xsezkQ0_BqR49nXrwIAFUY7mOtwoGEGkfPFpyixOztrMGaohefZiumrCNqV96q18fcBnjEaS-Tmqyj8CEB8Jlw0udzVpFqqVskyeqeSD/s1600/Point.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirDxIVvcWF8fwov3AbiHNm4ouOrLo6WcaSPnZ2xsezkQ0_BqR49nXrwIAFUY7mOtwoGEGkfPFpyixOztrMGaohefZiumrCNqV96q18fcBnjEaS-Tmqyj8CEB8Jlw0udzVpFqqVskyeqeSD/s1600/Point.png" /></a></div>
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<br /></div>
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I have a degree in computer science, and so I have a bias
against ambiguity in language.<span style="mso-spacerun: yes;"> </span>For example, in JavaScript
(and other languages), the plus sign can be used for addition or concatenation,
depending on whether both operands are numeric or at least one of them is a
string.<span style="mso-spacerun: yes;"> </span>This ambiguity or double-meaning
of the operator symbol only causes trouble.<span style="mso-spacerun: yes;"> </span>Why not use the period for
concatenation?<span style="mso-spacerun: yes;"> </span>But I digress…</div>
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<br /></div>
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My point is that I don't like signals having two different
meanings, and the "hammer" can mean either a strike or an out call.<span style="mso-spacerun: yes;"> </span>Why does this matter?</div>
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<br /></div>
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I mainly umpire youth baseball, so let's consider the young
batter who may have just moved up to a level where a dropped third strike
allows the batter to become a runner (with first base unoccupied or with two
out).<span style="mso-spacerun: yes;"> </span>He may be new to the rule and just
learning.<span style="mso-spacerun: yes;"> </span>Now look at the hammer
mechanics again, if used on a dropped third strike.</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAJja86dT0sUH99N4ZN7LeciY5PiMME-xzygvNzynD9iDiHJMLRGIjq8tzLyWQvo5nb6cQoDWgprdzELJeQeqDzsa-JRWmXDjDl1CdbYKewdSnfagMCB3dwjF4gE8KnF_Rh0aGjViYokdu/s1600/Hammer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAJja86dT0sUH99N4ZN7LeciY5PiMME-xzygvNzynD9iDiHJMLRGIjq8tzLyWQvo5nb6cQoDWgprdzELJeQeqDzsa-JRWmXDjDl1CdbYKewdSnfagMCB3dwjF4gE8KnF_Rh0aGjViYokdu/s1600/Hammer.png" /></a></div>
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<br /></div>
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</div>
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First he hears the strike call, and then he may look
straight back to the umpire and see the hammer, especially if there is a good
and deliberate delay between the verbal and signal.<span style="mso-spacerun: yes;"> </span>Once he sees the hammer, he may interpret it
as an out call, curse his fate, and not run.<span style="mso-spacerun: yes;">
</span>Yes, it's his bad, but our signal isn't helping matters.<span style="mso-spacerun: yes;"> </span>And yes, the proper mechanics tell us to
follow the strike call with a safe sign and a verbal "no catch" or
something similar, but by that time the batter would have lost the valuable
split second (and mental edge) needed to vacate the batter's box before an easy
tag by the catcher.</div>
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<br /></div>
<div class="MsoNormal">
Now, if the same batter turns to the umpire after a dropped third
strike and sees the "point," there's no confusing the signal with an
out call, and so he may realize that he's entitled to run even before we give
the safe/"no catch" call, and may vacate the batter's box in time to
force a throw by the catcher.<span style="mso-spacerun: yes;"> </span>And if he
doesn't, and the catcher applies a quick tag, I can use the hammer to signal
the batter out without it looking like I'm just repeating my strike three call.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
When the catcher does catch the third strike, or if first is
occupied with less than two out, I can use the point followed by the hammer to
call the batter out.</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSBiVYh25DbTqgZGlLSSX9ZSFaDediGan71ULHSFJ_SNPIaLsEj8gA4P94zUUAZLSVx49upl1u4UdZ77ssUe_9SMnSjByzPUCt_Gyb2NH8wlAk4SZ9IFwdTVlQ2A0yE2rGpe-5cuhuOFC1/s1600/Point.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSBiVYh25DbTqgZGlLSSX9ZSFaDediGan71ULHSFJ_SNPIaLsEj8gA4P94zUUAZLSVx49upl1u4UdZ77ssUe_9SMnSjByzPUCt_Gyb2NH8wlAk4SZ9IFwdTVlQ2A0yE2rGpe-5cuhuOFC1/s320/Point.png" width="262" /></a></div>
<div class="MsoNormal">
Also, to clarify, when I use the point mechanic, I keep my
eyes forward as I point with my right hand toward the dugout area.<span style="mso-spacerun: yes;"> </span>I'm <u>not </u>turning my head and facing the dugout
while I make my call (as shown in the graphic to the left), which I realize can lead to problems.<span style="mso-spacerun: yes;"> </span>And I don't think it can ever be confused
with a "did he go?" mechanic on a check swing, where I would use the
left hand instead and point directly to the base umpire, not the dugout.<span style="mso-spacerun: yes;"> </span>And nobody has given me any grief about using
the point, but I just seem to be in the minority of umpires who do.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
So, I'm just wondering, why is the point mechanic being
phased out?<span style="mso-spacerun: yes;"> </span>Your thoughts?</div>
<div class="MsoNormal">
<br /></div>
Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com3tag:blogger.com,1999:blog-3486304295505982389.post-59887377864688259642015-12-26T18:43:00.002-08:002016-02-13T07:53:54.908-08:00About this Blog<span style="font-family: "georgia" , "times new roman" , serif;">This blog is a collection of random ramblings by a youth baseball umpire, Donny Brusca.</span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<span style="font-family: "georgia" , "times new roman" , serif;">If
you're looking for expert guidance on umpiring, you'll need to look
elsewhere. I've only started umpiring professionally in 2014, so I
consider myself a newbie. But I know the sport well, having played
organized baseball, and having followed my beloved Mets, since 1972.
And I still play men's softball when I can, as an infielder for the
Staten Island Dodgers.</span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<span style="font-family: "georgia" , "times new roman" , serif;">But even with all this baseball
experience, my role as an umpire is new, challenging, and a lot of fun.
This blog is just a way to share this fun. And hopefully to learn a lot from more veteran umpires.</span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<span style="font-family: "georgia" , "times new roman" , serif;">I'd love comments from any readers, but especially experienced umpires!</span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<br />Donnyhttp://www.blogger.com/profile/02829263110058455901noreply@blogger.com