atam 发表于 2024-12-24 20:29:56

SWM341的芯片温度如何测试

这个AD 检测温度如何实现,KX B 的参数各是多少,请问哪位尝试过?data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA28AAAEZCAYAAAAAKx0JAAAgAElEQVR4Xuydd0ATWRfFjwgigl3EjnXta8desFBU7H117b0r2LuuvfeCWHcRewFBRcHe+36ua69rQUUUjCGg3yQUAwQCmAkMOflPmXnv3t89M3kn782bdJ8+ffoOfkiABEiABEiABEiABEiABEiABFI1gXQ0b6m6PgyOBEiABEiABEiABEiABEiABFQEaN4oBBIgARIgARIgARIgARIgARKQAAGaNwkUiSGSAAmQAAmQAAmQAAmQAAmQAM0bNUACJEACJEACJEACJEACJEACEiBA8yaBIjFEEiABEiABEiABEiABEiABEqB5owZIgARIgARIgARIgARIgARIQAIEaN4kUCSGSAIkQAIkQAIkQAIkQAIkQAI0b9QACZAACZAACZAACZAACZAACUiAAM2bBIrEEEmABEiABEiABEiABEiABEiA5o0aIAESIAESIAESIAESIAESIAEJEKB5k0CRGCIJkAAJkAAJkAAJkAAJkAAJiG7esmTJQsokQAIkQAIkQAIkQAIkQAIkYBAEPn36JFqeejFv165dEy0BQ2q4cuXKIEtDqrj0c6VmpV9DZkACJEACJEACJJB4AsqxD81b4nml6SM5EE7T5U2TyVGzabKsTIoESIAESIAESCAeAjRvlEY0AQ6EKQapEaBmpVYxxksCJEACJEACJPAzBGjefoZeGjuXA+E0VlADSIeaNYAiM0USIAESIAESIIEYky1cNklBqAhwIEwhSI0ANSu1ijFeEiABEiABEiCBnyHAmbefoZfGzuVAOI0V1ADSoWYNoMhMkQRIgARIgARIgDNv1EBcAhwIUxVSI0DNSq1ijJcESIAESIAESOBnCHDm7WfopbFzORBOYwU1gHSoWQMoMlMkARIgARIgARLgzBs1wJk3akD6BGjepF9DZkACJEACJEACJJB4Apx5SzyrNH8kB8JpvsRpLkFqNs2VlAmRAAmQAAmQAAkkQCDtmLdwBULDv+E70sEofQaYpFfLWv4Upw+cwEOT8nBoURV51P+WkDyi2vwedZDQtrHQdlgS2wu5BLcZ23HLoh76j22H0hlidxqO96ddMX/PfVg5DMNQh0IwSQHZRgyELyI0FEifwQQxMSnwJSQMpuZmsf4/BQJllyQQSUCl2cuCZuO79lOCVHLvN7Fj1VU7KcGAfZIACZAACZAACYhCIG2Yt/ObsWHAYKy7GYJvAiYjYzNky/sLKtq2Re/ezVHspRsG9VqJa+mbYNr+eWiRMxzv7l3GnTemsK5YCdaZNbCV34rRZsQRRsje/A/s6PIS42O0p6U27w9ibKtp8MveCUt2jEHtTLGPV+DZjtHoPP8yivZbA9cBFWEqSrkTblQphiFVLLD6+ldYlGiBsfPHwrGg0kaG4u7mweiz8jEazzmAaU3MUyA6dkkCcQkoNTuwgvmPa9/IFOZWhVC6Ul3Yt22P5pWs9P5DSOjd2PebxFQu7j0pee0kpi8eQwIkQAIkQAIkIFUCacO8nV2FRb+NwJ8vC8G2oy2KpnuHv/18cPk/oGyfNVj/eyac2XUcDzNVRPNWNZDP5CM8xzthyvGc6LLEHc61zeLWT3Y+os0XOVChflUUNEsnHJMOGcu2xkgnc5yL0V7aMW+/FTbBn08UQkImKNxhPlzH1UcOyHF7/QD0W/sADWcdxh9NNbldqV4CjFvKBJQ3MJVmX1qhRvO6KGIiw9t7V3Du1gvIM5ZA6ykLMcauoH4N3Jf7OJ6U+4OqABruSclqR8rVZOwkQAIkQAIkQALaCKQt8/a2Jsa7L0L7gunx3nM82k47gjDbydg7vRL+9TqNZ6al0ahZSXzwP4i921dh7/8sULNTd9QtZI3qLeqgiPpyxijz9roiRmxZgd9LqP1R/gSnD0a1F7UMMwRPLxzF8csP8UGRCVala8GuYUVYKafQNM28yV/iymFvnH34GWbF6qK6bCsGLUz5mTflQNhDVgAFQp/jWWhFDF63Aj3LQKN5C3l+DWfPXsXdF4EINcmGguXrokn90sgR9hD++84hoGA9NM79CN7HruG/b1ao1KQ5GhQNxd9HvOB/9yMyFq6JZs1qoEC0d06AoTYl8+8GSSDavL2pgtHbluG3osJMcfh7XHObhDHrLuJzwQ6Yv2kc6mdT4tGur5An53Dk+BU8+hAG83xlUduuMX61VC4g/oxHZ4/B//oTBKXLgWLVGqGRTUGYy6O0Xhc1jS/j4NkAFGpoi6z3r0Teb4T7Q+T18K5QAzTJ+xRHjlzCc3lWFK/bDI6V8yCD0Pad4xruSQ4F8MI79n1Ghv+u++PExbt4/fk7Mln9AhvbhqhaUJjOj46lHppYPYHPsat4EZoVJes7waFibv0aWINUI5MmARIgARIgAfEJpFHz9glXVo7EsM338Uuf1VjX/immRC1b3NYK9116YPmVr9F0jcybYIpqOaUa8ITMWxwzFoRrG8di/Lor+Jq3tGAC3+Dfx8HI32IKlo53QIFPsZZNmr6C75yhQp+P8FW1zjMjLC0zIfBNCEqm8LJJpXnb+b0l+ta6iQ3uj2HZfDpcpzZEwMZYM2/vfTClyxQc/pgJua2yQPH+P7yXZ4HNkJVY5vRA4D0D56wrofibm7j5PkwF1jhvbTiWEXL3ewSZKu9MKNdrOdYMqgxzaGGYEg8Bin/9sYefJKDRvKl82lks6DoK7sKMXIeFOzCuniLha1TQl+LpAUwZ/AeOfcqDksWyIuTZUxTqux2LOmXG9bVjMNHtKt5/MxIWTwsf02oYsXU5umbzFpZEK7VeHtbPb+PO54xoMLwfjF2Xwj9qmbRMef3PwIUiVVH09TXcfBdxPRhlKoNuC1dieOW32DxEwz1pU22c7am+3DoYN7dNxIQVZ/FGWFhtZvoNshAFjPLUxtC5s9Et//HIWGJed0bZamD4qqXoFvdh25+kz9NJgARIgARIgAT0TSBtmbdnGWCZLwdMw4IQ8DYY5hV6YMbcgahl5KX2zNlolAv8Hw4uGIQl57KjxYQ56PyrJQoUtRIMhAbzpr5sMp0xCjToh96/XsIEtWfYbN7uwKjfF+JqkZ5YuXIwKmd4iL+ce2Hx1WIY6LoWva18YjzzVu2p8ExM75W4laU+Bv8xEg1wEa7zlsL7wTeUTgXmzSO8HRYtLoaDA+fCL7gkeq1aibqXR8RcNhnyNw4feIq8DWxRKV8mBF1choEjtuBphZHYMj0rNrSbhmPynKjymwuGNjGF34IJ2HZTDhPrJhgyphvKvvwLUxYcRkDxPljtNgjlXmlhWCbOLi/6vlbYXyokEK95C/8Pu106YLY/YDtpD2ZX9oNzQteooK/3B8eh1YyTKNxnrfDcaQUYf3yCJ1+sUOjLHgzvuRRXsthi1PwJaJ0vAGcOXYGJfUfUM464txyTmaJIk/4YIGw2lC3rR+weOuvHM64q86Y8JjsqdXHBqLbWeLptKqbvfQQL+6lwn9UUpq813JOyXsSMWPeZ0d0X4oJ5fYxaOAXti33BhbUTMHbbbWRymI7tw8OxqI3yusuBKp1GY3AzS9xaNxEr/T+jwlA3rOpZSpjl44cESIAESIAESEDKBNKWeXuZBzWb1UJB4y94e+cCzt4NRJaq/bFgoiXcu6j/gh31fEkOdBaeeXOJu4MIEDXz9iwcxunTC0+7KX8qN0WVQW5Y1vQOJqkNqsr4TUTrqcdgUrU1OlXPI/wy/w1vL+/Cnktf4TjbC9OrKH8R/9F/qePj0Xr6MZg2m43d0+2QFQo8dR+JLguupviGJaplk2FthY1VBiPTlkEYvPEfZG40DhOLHcI44Zk3W/Vn3kLf48HNm/j3xXsEf/wbh9YfwsNf+mHd3Hz4s4My345YuGMs6mWS49rKnhjs9hQVR23F8q7FYPLRE+OdpuB49g7CMeNQXhtDO26SIuUbjVixx2/eXmDX6E6YcwpoNGUfJpgsTfgaFfQlu7oSvYdsxj2zYqjfrIWwpNcRdUvlwKdD44Tr9QQsWs3Drkm2MX/kiZqFt3DCrO3TYaecvY89Mx9p3vwitV5PucLxxmr0HuiK+9Y9sWrTUFQ103BPitVOqRPj0WbaMZi1mIfdUxrBQuhKcX8rhnZfiuv5umLZsuLY10n9ugvHy12j0XHOeeT7fQW2jLCBhqd7xSoN2yUBEiABEiABEhCBQNoyb2rPvCHoDOb3Go0dz63Qcerv+CAsK/qx22MSzJumZ95iDKpGo7CXszBAOo10BUqjVB6zCKMnfNKlz4E6/aejW8EjMWb+rL1Go9Occ8jZaQncx9RGJsG8pZbdJn+YtzGo8dkHM/pMgde74mhimwEnfR5Gm7fwt2exZuIMbLsejGzWRZA3Uwie//sUX0oJ5m1elHmL2l1Tjhtr+2Dg+keoPHo7lv5WBCYhPpjkMAFHs7XHQo8xKKaNYcWU2H9ThCuOTeqUQLzmLfgU5v7mjJ2vC6Lrsq3o+HxSwteoSl+fcfewGzZsOYjTDwPxzbQIHMfNQ8+Q5eg2/yLydluObSOrxzRAmp5njde8/dhtNvTfzRjcczlu5RVM1/ZRqKHVvI1EwYPKHWkvIneXJcLMfi1VHOGvdmNM+9k4naMjFq0uDc/O6j9ShSNgv2A8Z5xCHk2x67QSbIwESIAESIAESEAfBNKueQu5guV9hmLzw5xoN6UHguZpMm/ZhOdhPITnYeLs3f9j5k2reRuDX89NR9txh5Cu2Sy4T3cQdmeM9Yk1mPv1zFS0nuAFeS1nbF/UCdYmgTi/eDBGbX+M4qlh2aRq5k35SgM5/tkyHP1XXIFceHFeuDwD7FUzb5nwas8YdJhzBnk7LcZ659rIHDmIPFc0OeZtPCppY6iPq4F9SI6A5g1L3uGK6ySM3XAJwUW7YZnbSJS9oOUaVc9c8QF3PJdhytxDeFVpJFY63YPzVG8o6o7Fn/PbQ/n2DMWHNwg0s0LuLxpeAxKPeTtuaoux62ejfVFTvD8q/Kgz6QCCKo/E1hXdUCx6B1y1e1Ksdsqdnoq2E4X7Rp2x+GtBRBwh5xejx4jteFlphLBcORtcheXKP36konmTnKAZMAmQAAmQAAloIZC2zNvL/Kjbsg6sM4Yh6P45+F5+ge/FO2PB7BI42F19UPMFJ2d3gMvuAOSp3RYOJYvApmd7VFVfmZeEDUtqfD6Cmb0nwzOwMBr/3gm2xS2Ewd1z3L2bHnVG90CN6GVTEb+81/h4EBN7zMDRj1awadUc5cOuwtPzBt6EmaBsqjJvgnoCT2FeXxd4PFK+PsAcjpHm7c2B8eg40x9mdfvBpV1hvDy2Ca6e/yC0TPLMW21tDDX4a17dJKD+qoBq9jWEH0K+IOD+dVy68wpys9JoP30hnBvmBd5ouUYzheO19zKs/Dcf6lYpCOOH+7FsjR+CG0zG9qHpsbrvDBx+nwtVW7ZA9ZwfceP4fZSdvBoD8qvPqke+wzEe83YsxAiZitZDywZWeH7sAM69TI+qQ12xvHtJ4Vk0DfeklqbYpbbcWzUT3luYCQ/Igxod26N+vhDcOPgXjjwwQ/0x6zDX9laM5dy1hZw488ZrhARIgARIgATSFoG0Yd5UL+keIryoNzjyJd0ZYZGnKCrUaIy2v3VAvawnManNZBzL0QXLtimXKAkLpK67YfzEDbjwWg4jq1aY7T4FjVXbiUd+ZMLMXY+h2PqyCkZtW4IuRdS2O/zoHau9cLw664bFy9xx8tFHhAk7KRoZmSOfTQ9MW9QbleWxj5fhwaFFmLb0IO4GfkOG/FXRtsMvuLt2N8K6r8O6fuVTZGMBpRi6FzfBX986RnMS5hjw3HsuRgsv536ksEbnhdswWvmM4Mer2Dx9BlxPPxeGnWYoUM0eZYJ9cMq4J9bPL4AdHdV5C68H2NAf/dY9gM2YP7GgQyFh2aQvprccBy8LwdC6O6O2mRaGfFgnbd15dJRNxEu6LSKvfWEnSBMzZLeyxi+VasG+TXs4VrCM3CJfu74+nl2O4dP+xP/eK/DNyAS5yjbDwHGj0VrYpfG531rMW+KBCy++CH9T6v03uEzvj7oZjsa5tyD2/SFqds68BuzKB+CU30MEC0+sFbcbjMnjO6J85GsT49yT1lWDfw/160gwmGc3YdFyd5wSlnUqhJ0vTbKXQP1OgzGiRx3kC4l9nxEev1O9MsUfeXusFHa0rCLsUckPCZAACZAACZCAlAmkDfN27ZrWGii+BCM0vRnMTZXvbIr4hIe8xYtXwTCxLIh8WePuRR8uD4Es3AQWmeLu0aapPQg25t2zl3j/VfiFPWde5MuZCVG9aTpe8fkVnr0ORZb81hDeFIDQkBB8z2gOtRC15qXLA5RiuHz+NL4iYwxOEbAUCBUGixmE5ZNqDhfvn73Ah+/ZUcA6FzKoeGUQeJkgbr5yhASHI4NFpuj3TSlkIQhV9mWm3mb8DHWZK9tKGwSUmr2WiOv/R7Za9PXlHZ69fA95hhzIb20pPI+q9gn9iJfP3uKrWW4UzJ8t+gcWjde2+v0mxkzcUJQMeIGPxpYopNZGfPek+O4zAcJ9JlBuihz5CyGXWpBxj1cIrxMIFd5GknL3lbShNGZBAiRAAiRAAqmDgMGYt9SBO3VHkfSBcOrOh9GlfQKS0KymTU3SfmmYIQmQAAmQAAmQgAgEaN5EgCrVJiUxEJYqXMYtCgFJaDb4PNZOcMVVi8YYMbUzynLtoihaYKMkQAIkQAIkYAgEaN4MocqJzFESA+FE5sLDDIMANWsYdWaWJEACJEACJEACEQRo3qiEaAIcCFMMUiNAzUqtYoyXBEiABEiABEjgZwjQvP0MvTR2LgfCaaygBpAONWsARWaKJEACJEACJEACMSZbPn36JBqRdELj30VrXWg4S5YsSdxtTsxopN02B8LSrp8hRk/NGmLVmTMJkAAJkAAJGC4BzrwZbu3jZM6BMMUgNQLUrNQqxnhJgARIgARIgAR+hgDN28/QS2PnciCcxgpqAOlQswZQZKZIAiRAAiRAAiQQTYDmjWKIIYakvfCY8EggZQnQvKUsf/ZOAiRAAiRAAiSgXwJpwrzpFxl7IwESIAESIAESIAESIAESIIGUISD5DUvETCBlSpIyvSo3fyHLlGHPXpNHgJpNHjeeRQIkQAIkQAIkIE0CYo999LLbJA2HbsQnthh0EyVbIYEfBKhZqoEESIAESIAESMCQCIg99qF5k5CaxBaDhFAwVIkQoGYlUiiGSQIkQAIkQAIkoBMCYo99aN50Uib9NCK2GPSTBXsxJALUrCFVm7mSAAmQAAmQAAmIPfaheZOQxsQWg4RQMFSJEKBmJVIohkkCJEACJEACJKATAmKPfWjedFIm/TQithj0kwV7MSQC1KwhVZu5kgAJkAAJkAAJiD32oXmTkMbEFoOEUDBUiRCgZiVSKIZJAiRAAiRAAiSgEwJij31o3nRSJv00IrYY9JMFezEkAtSsIVWbuZIACZAACZAACYg99qF5k5DGxBaDhFAwVIkQoGYlUiiGSQIkQAIkQAIkoBMCYo99aN50Uib9NCK2GPSTBXsxJALUrCFVm7mSAAmQAAmQAAmIPfbRq3kL//wKj568wReTXChcogCyptdQYFkgXgeFwTynJTKbJEIAST0+EU2m1kPEFkNqzZtxSZcANSvd2jFyEiABEiABEiCBpBMQe+yjH/P26izcp03GAnd/PPr0Dd+MjJGrXBuMXbwA/W2yR1IJxj2vlZgxfQU87wFt1tyEW+dcCRBL6vFJh5/azhBbDKktX8YjfQLUrPRryAxIgARIgARIgAQST0DssY9ezNv7i7PRoa0HMjnao1JeOW7s3gjPO19g4TAf/n/2Q3GjF/Ca2gsjVl/Be3xDWJg52q69iU1d4jFv4Uk8PvG8U/WRYoshVSfP4CRJgJqVZNkYNAmQAAmQAAmQQDIJiD320Yt5+xTwAC8DMyN/HjMVhtdbf0flIfsRVmE09h+dilpGN7Fq0Hz8V68PrE92hfNuxDFvwY8v4PxDY5SqXRUFE3F8Mnmn6tPEFkOqTp7BSZIANSvJsjFoEiABEiABEiCBZBIQe+yjH/P26dOP9GWPsHtsJwzY/AgFe2/G0SXNYRn91yDs7FMGfXbGMm/CTNvWHjUw5IByOeUVbPwtDyIel4vn+GTCTu2niS2G1J4/45MeAWpWejVjxCRAAiRAAiRAAsknIPbYR2/m7e0+Z3RccBofA57jcQBQrNlYLFsyBHVyq+9aEp8Ze4cDwxuit7sxum86jkXNop6To3lLvrR4JgmIT0DsG5j4GbAHEiABEiABEiABEkg8AbHHPnozb0Gn12DajlsI/vgUV0+fw4NPWfBr1/nYuKgTSppGAUnIjMkRIjOCuZn6FpSGZ946tGmF0G8CL6PsqDt0PvpWiYaXeFXxSBLQEwHlDYya1RNsdkMCJEACJEACJJDiBNKMeVMn+eHkVLRpvwTXvpXAII8zmNso4lm4pC+DNCTzpkCWLDmRzRj4GCagylAM/Xecw4LGUexSXKsMgARiEaBmKQkSIAESIAESIAHDIpA2zFvAG8iMzWAWuUIy/PF6dK7tDJ8v+dBz21UsczLXat5kr/7GjWfGKFa5FHJHT74ZknmDYN6y4JP684OGdS0wWwkSoGYlWDSGTAIkQAIkQAIkkGwCYo999LJs8r/NXVFvWRDqN6yIQuZfcO+YOzzO/wejYj3g6r0ErSzfwc91NY4/k+OJvxsO3gbKNu+BhkUtUbXrMLQu8QHbe1XHoH3p0G79Jbi1R8LHl0qbSwnFFkOyVcoTSSAeAtQspUECJEACJEACJGBIBMQe++jFvAWcW4mRw+Zg77WX+CI8r2VklBmF67bHkEmT0LN6LqRX/A/L2zbCFP8vwlve1D7GxTBAWFY5v0kIdg+ohz47jNBtyxmsaPpKy/FRM3lpSypiiyFt0WI2qYEANZsaqsAYSIAESIAESIAE9EVA7LGPXsxbxFI/OQJfPMXLD6EwtbRG0byZI7f7TyRKWSBeB6VD9jzZkDbn1bRzEFsM2iPgESSQNALUbNJ48WgSIAESIAESIAFpExB77KNH8ybtQqSG6MUWQ2rIkTGkLQLUbNqqJ7MhARIgARIgARJImIDYYx+aNwkpUGwxSAgFQ5UIAWpWIoVimCRAAiRAAiRAAjohIPbYh+ZNJ2XSTyNii0E/WbAXQyJAzRpStZkrCZAACZAACZCA2GMfmjcJaUxsMUgIBUOVCAFqViKFYpgkQAIkQAIkQAI6ISD22IfmTSdl0k8jYotBP1mwF0MiQM0aUrWZKwmQAAmQAAmQgNhjH5o3CWlMbDFICAVDlQgBalYihWKYJEACJEACJEACOiEg9tiH5k0nZdJPI2KLQT9ZsBdDIkDNGlK1mSsJkAAJkAAJkIDYYx+aNwlpTGwxSAgFQ5UIAWpWIoVimCRAAiRAAiRAAjohIPbYh+ZNJ2XSTyNii0E/WbAXQyJAzRpStZkrCZAACZAACZCA2GMfvZg3lpEESIAESIAESIAESIAESIAEDIHAp0+fREtTL+ZNzAREI5MKGxbbyafClBmSxAlQsxIvIMMnARIgARIgARJIEgGxxz40b0kqR8oeLLYYUjY79p4WCVCzabGqzIkESIAESIAESCA+AmKPfWjeJKQ9scUgIRQMVSIEqFmJFIphkgAJkAAJkAAJ6ISA2GMfmjedlEk/jYgtBv1kwV4MiQA1a0jVZq4kQAIkQAIkQAJij31o3iSkMbHFICEUDFUiBKhZiRSKYZIACZAACZAACeiEgNhjH5o3nZRJP42ILQb9ZMFeDIkANWtI1WauJEACJEACJEACYo99aN4kpDGxxSAhFAxVIgSoWYkUimGSAAmQAAmQAAnohIDYYx+aN52UST+NiC0G/WTBXgyJADVrSNVmriRAAiRAAiRAAmKPfWjeJKQxscUgIRQMVSIEqFmJFIphkgAJkAAJkAAJ6ISA2GMfmjedlEk/jYgtBv1kwV4MiQA1a0jVZq4kQAIkQAIkQAJij31o3iSkMbHFICEUDFUiBJSaDXjzBt/ixGsE4wymMEmv/IMCcnkYvkUfZAQjY2OYRvxR+IRDoQBMov+tIflwoY1vRjHPkYciDMbIYGqCqJbix6bAPdfu6HDKHgc2dYe19hMkUgGGmSwCwb4Y22QmzOZ4YlqDzMlq4qdPUjyE+7gJuF5zAea0KxRXw4oH2O7sguu1l2J+B+tEaPynI0pEAzI8u3oZAZbVUKWQWSKO5yEkQAIkkPYIiD1ep3mTkGbEFoOEUDBUKRCQXUAWK7t4Is2A0sN2wX9WNZwYYYNum18gTM3hmdWfieO7h6OcaQgOj7JBV9dAFO+xAnuWtEXBWMZK8cgdg1oPh0dAVUzz3odRFcJU5/zu9hyhgqEzMsuFX6o3QYcBzhjctBg0Dill5zGjyW94NOgUNnYpoBoIf350CdeC8sGmUgHN50ihBvHEmJZz001ZQuA/0RZ93jjj9LoOyJsSZl5+EwudmsK/+THsG1YGJrETk1/HXPv6ONHiPLxGlY37d92ASForId4YVa0jTjjtw/l5jRK8bqjBpKHl0SRAAtIhIPZ4neZNOlqA2GKQEAqGKgkCckGzlrhy+TK+hz+B+5Be8LVZi/U9fxHMUTqY5iiIwpah2NmnLJy/zYLvVFuYqvJKh3QZsyO/VWbhuCDs7F0GLv8Wg+Wz7OjpsxuDy6gPY2W4MtcJHXyAfPdkaLzLF9Nqq7dZH3j/EKe2zMK0/Vkx5uBODKsQ0Yv6J+T4WNTp+QZjLm1G5zzKv8hw4Q97tL3cCf67BqFEnJGzJAoQT5BpOTfd1UV2ciLq/vYMwy9sRrcCKeDepGjeEIwnl6/ivZWNlpk3alB3SmVLJEACqY2A2ON1mrfUVvEE4hFbDBJCwVAlQiBas8qBaMtm8Ky3G94Taqj9Ii+YM8G8uRgvw//WtoVFnLwizNtkU2d0u78Qxxvuw+HxNj/OD/LFmCbDENijFwJn70M5jx/mLQmtplsAACAASURBVEabAR7oU30kAsecwo4BxWPNUshwdpotnG70wJU9A1A0vQz3/PbhwJb5WPCgNqb2r4UcVhXR3K4sMgtLOD/87QvPk3/jbVhWFK3pAEebyJm58A+44X0UgWVaotR7bxw68wwoVBtOLaoh79cHOLHfBzcCM6OcfSvYlcwakanqHF98KueEUkIuh07eR0iW0mjUwg5lc/xYNqq1z9IOyHtvN3zum6Fa+06onekxTvv64/rjDwizsEZVu+aoV9RcZUo15tbIEve8juN9cSfYlYmsQuBNHPZ5ifwOTVEhe1SsQn6x+8qL+Jlo0Gn4u1vwOeiHO+/TIXfZBmhq/yssVakmzPa6wPZj6ZYoE+SDg6ceQZ6rMhxa26K4Mi3l2fG2C3z81w8+ftfxPNgYOYvXhJ1jNRSI8vBRdYudl8VhDKk4GF/nXoNr+1zxXHE/FzOCHsRTJ6G7aPN2BBvqP8Zh//v4krU0GkZpQ+PMWwLxqGcQX86qKUYtbchf4rL3EVx4/AnGWXIgs6kR0mUqinpOtVDQRNCzpw/+K9QUTX/NFk9NfvL6iqO/FDDWErn/MkwSIIGUISD2eJ3mLWXqmqxexRZDsoLiSSSQmB8cfta8ma/CzlJb4LSpJDadmItGqseQwvFq5wA0WpANS7aUgKvdFpSNz7wF7sHAaoLJG3cOf/aJ9XxQ+COsbVcZa3/ZKyz1aigYww84Ns8ZK/cfx8kP1mhSzRqZS3XAzPEO+LpvFLqOuYSCrexR2ugBju26iWJTd8K1V1mYKnNs0RRHctZHyKMQlCoD3PC5ghxdXVDjzjacylwZhQNOw/NlTSz3Wo+uRYXpPNU5beCXvzY+3nqHktXz4u0ZL9zOOxzuHuNRK6sCD3dr79PXsj7e3nyNQkWtUGt4P8in9cXBnA1Rv3Q2fL7hCY/HNbDKax1+K/pZc26jcmGjfXvc7HoSO/oXU5lb+c3FaNXsGJp47ReWogpOJzK/GH25rEfb1xPiZxJbG0GnMKNFZ+zN1Rmtf02Hp+cfoeTM7RhbzVhLnjewoLkDfCwbIuTfQJSsnB1PTngioME6HF7bGYW/xN/uoz0u6Dr4EEwaN0WVnJ9x68hBPP91FtzdBqGy0qdqzMsNY6o/x8q2NthU/gDO/FFfwxJAbbXREnPYOcy0/z2eOkVqw8kef6WvCtN331HaJo+gDU/czj8KOzzGomaG2MsmtcSjXov4cq6jpQ6KJ9g1vC0m3KmAjg3z4vXJHdj5IA/sWnSHy/x+qG4UkbN/8+PY3+M95misteynrq+Y+hPqVIfP1vFLiARIIHUREHu8TvOWuuqdYDRii0FCKBiqRAgkbuatDAadK4raJXJEZGWUE3bjV2GwjXJQFjnzZr4WV0Z/wEDbeciy0B+r2+QW9jm5h3WdHOBe+S94dbmNHnU3azZvsmc4vmQo+rsaw9lzBwbEWHYpdCHzw7iarfF3rwvCs0WlImflNCzr+ig8z1NvMF6POIotvZSzdwo82tgNtisKwvXMAjQxUT6j1AjL0w/DZreJaJg3FFfmCTNZf7yB0+LtWNmnAjIH7MPg+gPxduQF7OhbGOlVsytNsPx7f6zfNAUOBUwgu7kE7R1XIu/S89hgdzURfdpiRkAHuO5ehg7FBJMlzKo8ehSK/CXyRCxDDTyIITZ9EDj5Nv783UqZcNwlocpn/uwSYd6cYvWljUmsqVTZhZlo0vwGul/dib7qu8Joa8dEMAXNGmBp+hHY4jYZjfMDb/YMQf2BARh9yQNdX8/W3G6gF0bU64V/unpi99hqwsypkP0tgVOTRcix6BzcugrPN6pqECsvlRCDsadfcfT+shAPtndFnLm3n4y5b8GghOsUpQ0MhKvbJNiptLEY7exXI9/yc9jQ8mXMZ960xaNei/hy1tJGg1dr0KHBPtT2OgTniqZQPFiLDvX3o473AYz+VWnwf5g3j+p74aCp1iq2yb2+NNVJIjdDhkkCJGAwBMQer9O8SUhKYotBQigYqkQIJNa8jXjXD8t+Lx+xY146cxSp2RiV8ij/9cO8XV1iA5/BDTA2ZDxObP4dua/NQfN2F9HGexcGmG1GpxjmrQz6+WRBEcsMkAe+xqccddB7ylyMa1Ui7gxKyEEMKt0V76bdgXuviM1KNA0uZWemCkvWjqHi9AGolS2d6qjvr32xcN5H9D8rPItX+I5gAhyFWQff6A0mgvcNRLmh37Do7jq0Vc3y3MaS1k2E5aOeODxOmFHR9FyT7DLmODrBS1gi6tnQB46J6NPX3gcHRv8a+cxghDhCXvwPt+69QGDwI+ybMhEB/S9h10Cl6fwZ8+YI9b60MikZ82HB8LeHMLJRN/iXGgmXYd3Rum5h1VJZre0U/p9g3uzh53QCB4ZHbM6huLsCbevvQU2vIxhT6Kjmdk9NQr02N9Dt9D4MKx0Zi+JfYUatJlYV/xNXFjvCXFWDmHlFEsSRUdXQ/uEwXN89AMViPff4szGPrxqxbjPeOmnUxiVBGy1wWNDG0bEZsUxtw5IwbfpUr0U8OWvLqd+3NWjT2AeNjuzDiHJK8yaYuXpCDQ55YUyVmOZtT+dHGKOh1hFs42pQW99R15cmrUvkdsgwSYAEDISA2ON1mjcJCUlsMUgIBUOVCIHEmbdEPPMmzLxdXe6EMG9n2Pa9j15HNqLkZgcMfjscx926If+zDbHMW1mM+jIWHiNrwSKzFayLFUC2+DYdCfHE0PJd8GrC3/DoE7Ule9zBZYjPKFTt4IuS3e1RIqNaAcxKofWI3qhlHmECYpi3A4NRYWgY5t+JNG+Kf7C8bSPsr3kAXuOrwUzTAF11jC22/eoO7zqHUDeJfULxGAenDcJYjw/4pUZZ5Db7grvePsg58YpOzJt6flqZRE6mqss15N5hrF+xFps9TiGstgsWLx+HOv9z0cJWOfMWy7zdX4P2ddxR7dARTBRmaTW2e3Mkfu3xDpNvb0OP6C0j32Drb6UxKctG3FnTGhaRRkY9ryjzdnhEZXR6Ogo3d/dHkViPVmnN3VxLzJVeJ1wnLdo4NTlbDPMWqk2f6rWIJ2etOZkJ5rFpU6z73gJdGhVE4FkP+GcdhZ1b+6G80ouqzbztF0x2qIZa26u2i9XN9SWR2yDDJAESMDACYo/Xad4kJCixxSAhFAxVIgR0bd4sQk5hSpMOOFlb2FjEcy8s5h7HipaWCH8c17zFvwlKLHiys8K7vBxxut1pHHapEDl7JcNFYbfJNpeEbc93D4Zy0kJ+ZQ7sHXxgd9gHE1RLOmN9NAyIgxNl3hxxpLEXPMdUiug7+Ahc6nTHv7394F5zP5olsU/ZuWlo2PwMWh8/hDGVhDhlFzGzSTNc/e1CtHmLnRuUs33NWuFMCx/sHVFeFYfs4mw4tjmNFofVnnmLZU61MklAp7JHezG2fQ/83fEUDjT0hlOCeWo3b1Fdqbe7v+5BOArP7TkcPorJNSJrJiwRVfI43uwojoyPmv2Maboj2gqEe/diGGG8Dvc2tkfkFjPRGWnNXWlkEjCco8LmJVynSD0daXIYni4VI7QRIrx/rm5X/NPTT1jS+RWL1GbevmnTp3ot4jFv2nKSnZ6CxiPfo/v4Kvj6JAgZ8leBffN6KBK1JDOWeYv6vUS9Jt5jlLno5vqSyG2QYZIACRgYAbHH6zRvEhKU2GKQEAqGKhECiTVvzmHTcWRyA2RQ5SW8KsA0OwoWyC4sj1NbNinMvFlAjmvzm8Nh1kV8KzsMu4/NQgNh4PhT5i38JbZ0q4Dp2Tfh1iplH8qPAneWt0FDt2JYf2QO6qQLgXnmh1jc1AnuReZgy8IeqCTsBikP+BtnbobiV9vKsAxL7sxbI8x4YIMRS5ZgtEN2/LN2CLrP/4JB3nswvMQNYaYjaX3KTk5C3Zan4XT4AKbWMsG9vVPRZ8B65Jh+LdK8acgt9zcc7FsbI1/2xF8bhdkq4dmneSOcse56SUw6Fr95UxrDBOOLPVt1dR/2B1dCq/qFkTHgBCa3bIebHc9gf7/PWJhgngkboRHpfTS32ycQs+2bwb3QbGxZ2hfVs77H+XUj0XNeiMB3F4apntOKWzeVBOTXMMe+IbztfXFMafJiX3Pacg/TYt5kfyRcJ1VcgjYeCtpYtBijm+XCvbVD0W3eZww8LGij5J2Yz7xpi0e9FvHlrKUNC+GHgUadvVCwY1OUz2WBTJmzI1+JarBtWAFWql1ufjzz9lede/DUVOvhynfW6eb6kshtkGGSAAkYGAGxx+s0bxISlNhikBAKhioRAj/Mm/CsVxtHHKqzL2K5YHT8wfAaaYPum14IL9T+kVTGSmNx0Gciaph9xu5+5TAl02pcXtoMyl3hFXeF52waT4dspPI5r4gZifBnrvit1haU2XUUU2qGYXf/chiTfilurRaWxWllJcfNBU1Rf38DePtORs3I4BR3t2JAFxfsehKO7HZz4betD3L+vQVTx87G1msy5LY0waegDCjb9Q+4zWmDgmG3sLiVA042PYHdQyM2Pgk5NAyVhyow9+81aK0MRHjealU7W+yrfQheY6pEPvPmCM9ivVDs1jYc+OczwrKURecpyzG/VyXVBhtB15PWJ+T/4M8RveDi8R+y5zdHxuItUSdsC54Js3G7+xdVPdOnKbfct9djSL9p2PvoKzLlqY6uLg3xZro/qhzaixHKNXHyuPkp0SYYX2zzdmYeOvRegKvhlsj46T0y1x2FZatc0FB4vjHhPG9ikbBFvn8zf+wdVjrimbeHwmYZtTxg4+WDYV+Xxttu4GVXTHCZjT+vhSBzRhnC8tth0PS5GNOieIQO48kr/OVWdKs8F3m2XMJiB80q+pmYx5d/lHCdBIO1qFUH3K43EEYHFuLgvS8Iy1wWnQRtzOtdCVmFvy9oWld4IfZFHBwRwSTRtYgnZ231zPefsFFJx3F4aNMBVYSdUGWfXuKqjzc+Om7AoQVOyCP8gLGopb1wDfhhW+WD6BJPrVU/j+jg+tJ6afMAEiABEkgBAmKP12neUqCoye1SbDEkNy6eRwLxEVDXbLgsGKHGFjBL6guv5SEQ5r1grjb1oZCF4JuZudpsSDhkIaEwNjeL2C1SwzkJVUkubH5i19gPLU4ewmjVwzuRH9kHvHgdgox5CiJXtONUIOjlU7z+kgE58uWHpfkPh6IQcgzLIOQY/V9yhIQA5mrBhwuxhxqbR3BQe65pz8B8CHgWCGOrQshjEfvdVUnpUxl7OD6/fILX4dlRqFAOGKv3mVBu8kA8f/ERGfIUgZV5LKbKAXec/KIaiz++ONwVH/HiyRt8zZQP1vkzx3rnXlLyjBVfgu3KEPj8BQIUWZDP2gqx8WrK693ufrCZYoYV55ahWbaE1PMTMWupU7TOlbk9+4D0ua2RN3NCelPZonj1qZ5F/LWMrw0ZLs12RKtrXXDWo1/kM4DheLqhE6qvKwH307NhK1wjMdpNsCZCPz99ffHeSwIkQAKpj4DY43Wat9RX83gjElsMEkLBUCVCQDKaFWbE1rS3hUf1Q8JzUMKMmL74atqUQl99s5/4CQhLaXf0rYvFed3g90cD1YwvP8IM9eLWcNySA6Om9kX9ohZQ/HcduxbPxpmKK+A1rxly833ZlAkJkAAJQOyxD82bhEQmthgkhIKhSoSAlDT7wX8Zpp0pDOfxLVFIX4NQxQNsGz0a12stx4JOsV4eLpEap8kwQ85g5fhjyDNsEtoVT+pUcZokEpFU8L/wdN2APafu4PnHUGTIXgjlbTugT08HlKDDTcOFZ2okQAJJISD22IfmLSnVSOFjxRZDCqfH7tMgAWo2DRaVKZEACZAACZAACcRLQOyxD82bhMQnthgkhIKhSoQANSuRQjFMEiABEiABEiABnRAQe+xD86aTMumnEbHFoJ8s2IshEaBmDanazJUESIAESIAESEDssQ/Nm4Q0JrYYJISCoUqEADUrkUIxTBIgARIgARIgAZ0QEHvsQ/OmkzLppxGxxaCfLNiLIRGgZg2p2syVBEiABEiABEhA7LEPzZuENCa2GCSEgqFKhAA1K5FCMUwSIAESIAESIAGdEBB77EPzppMy6acRscWgnyzYiyERoGYNqdrMlQRIgARIgARIQOyxD82bhDQmthgkhIKhSoQANSuRQjFMEiABEiABEiABnRAQe+xD86aTMumnEbHFoJ8s2IshEaBmDanazJUESIAESIAESEDssQ/Nm4Q0JrYYJISCoUqEADUrkUIxTBIgARIgARIgAZ0QEHvsQ/OmkzLppxGxxaCfLNiLIRGgZg2p2syVBEiABEiABEhA7LEPzZuENCa2GCSEgqFKhAA1K5FCMUwSIAESIAESIAGdEBB77EPzppMy6acRscWgnyzYiyERoGYNqdrMlQRIgARIgARIQOyxD82bhDQmthgkhIKhSoQANSuRQjFMEiABEiABEiABnRAQe+xD86aTMumnEbHFoJ8s2IshEaBmDanazJUESIAESIAESEDssQ/Nm4Q0JrYYJISCoUqEADUrkUIxTBIgARIgARIgAZ0QEHvsQ/OmkzLppxGxxaCfLNiLIRGgZg2p2syVBEiABEiABEhA7LEPzZuENCa2GCSEgqFKhAA1K5FCMUwSIAESIAESIAGdEBB77EPzppMy6acRscWgnyzYiyER+KFZGQJfvMBbuQXyFc6LzOmTQ0GBoFfP8frTd1hYFUD+bKZxG1E8gfeS2Vh//DHCCrTFlJUDUM1Yw/+ZJad/nkMCJEACJEACJEACCRMQe7xO8yYhBYotBgmhYKgSIaDUbMC1LZg5ego2nHyF7whFhpKtMWbhAgyumxuJ83AyPDqyCnMXbYLnpZf4osw9Yz5UadYTLpOGwaHIDxMXdHgk6vS5BYd5o1DPLCNKODVC3uNx/6+UBt8nEaQMkwRIgARIgARIIBUTEHu8TvOWiosfOzSxxSAhFAxVIgSUml1glwNLTUbDbekA2Jj+g22ju8H57+bY5fsHbDNrSyQcb32non2PPcjWcyom9HZERatwPL98ACunTcPu9P2wY9dE1MmmbEeOv5e2gd2hejh0eCyqqAyapv/T1if/TgIkQAIkQAIkQALJIyD2eJ3mLXl1SZGzxBZDiiTFTtM0AaVma5qVQ809xzGtTsRaRdml2XBsvhe1PE5jtm3k+kXFZwR8NoJlDvOYPOT/w/IO9liTcz58NnSBtdpUnezaArRu7ooCS/yxrmMOPPbbi4PbF2L27SqYPKQBrH+phdKy8/CK8X/14VQjfyJn/NJ0aZgcCZAACZAACZCACATEHq/TvIlQNLGaFFsMYsXNdg2XgFKzWTK3x+L/bUQH1eyY8Anag/6/DsLnaVexrWcBwUjJcXWuI2xXFMb6G27oZPmDV/gTV3SpPQdZl17E+va5Yhm7K5jbrDk8Km/HmfnVcWnRcCzfcwLH3xRAoxpFYN1wAJp+3Ig1Mf7PGfN6VwBXTRquJpk5CZAACZAACYhJQOzxOs2bmNXTcdtii0HH4bI5gyegQJYsOWFWoA82X14Mx6hJNdkxuNToiru9/bB3WBmYIBxPD87FbN9c6DWnP6qrTb7Jzk2HXTtfNNl9FFNqxdplJPw1tvaojPEmi/G3WydkF0zgjQXN0dSvKY7sG4nykcsm4/6fwReGAEiABEiABEiABEQiIPZ4neZNpMKJ0azYYhAjZrZpyASizFtvbLq8BE2jzdtxjKvdBXd6+mPP0NKCeYv/Izs9DY07Hoe9RvP2Elu6V8PkTMtxe307ZKV5M2SxMXcSIAESIAESSBUExB6v07ylijInLgixxZC4KHgUCSSegFKzmYRlk8v/FpZNZo887/N+DKowAMEzbmFr19wJNqb4dxXa2y5F3pWXsKZNVAORpwjPs820b4sjjXbi2NQ6MKN5S3xheCQJkAAJkAAJkIAoBMQer9O8iVI2cRoVWwziRM1WDZmAUrPlMv4K+/3HMDVy2aNqwxKno8KukN6YYKPlhWuyc5hh1wZ7Kq7F0aWtYKW2YcnHk1Pg1PEwam49jvl2WQXMXDZpyFpj7iRAAiRAAiSQGgiIPV6neUsNVU5kDGKLIZFh8DASSDQBpWZHV8iIncVn46/FPVEu/AZcR3XDH0ED4bVzaORzacIzbwf+wPQjlui3YCBqxNhwUoF7W/qg1ZhbqOQ8HS6d66NE1mA8OLULS6fPx6XSc7DXtTtKqtZe0rwlujA8kARIgARIgARIQBQCYo/Xad5EKZs4jYotBnGiZquGTECp2SdH5sF59FzsvStHRiPAsnZPTJs/BW1LRs26yXFN2G2ywcrC2HDdDR3VdptUsQsPwIXNczBn9R6cfhiIsG9GyJi7NGw7DMU4ly6oFL2aUo6bC1vA0b8ZfPcNQ5lIQxf3/wy5IsydBEiABEiABEhATAJij9dp3sSsno7bFlsMOg6XzZGAsNtkFnz69EkwYCF4+/wVgk1yIX/+bHG36g+XIegLkDVzQssoZXj3/D8EKkyRK28BZNd0qNBOSGgGmJupra/U9H+sDQmQAAmQAAmQAAmIQEDs8TrNmwhFE6tJscUgVtxs13AJULOGW3tmTgIkQAIkQAKGSEDssQ/Nm4RUJbYYJISCoUqEADUrkUIxTBIgARIgARIgAZ0QEHvsQ/OmkzLppxGxxaCfLNiLIRGgZg2p2syVBEiABEiABEhA7LEPzZuENCa2GCSEgqFKhAA1K5FCMUwSIAESIAESIAGdEBB77EPzppMy6acRscWgnyzYiyERoGYNqdrMlQRIgARIgARIQOyxD82bhDQmthgkhIKhSoQANSuRQjFMEiABEiABEiABnRAQe+xD86aTMumnEbHFoJ8s2IshEaBmDanazJUESIAESIAESEDssQ/Nm4Q0JrYYJISCoUqEADUrkUIxTBIgARIgARIgAZ0QEHvsQ/OmkzLppxGxxaCfLNiLIRGgZg2p2syVBEiABEiABEhA7LEPzZuENCa2GCSEgqFKhAA1K5FCMUwSIAESIAESIAGdEBB77EPzppMy6acRscWgnyzYiyERoGYNqdrMlQRIgARIgARIQOyxD82bhDQmthgkhIKhSoQANSuRQjFMEiABEiABEiABnRAQe+xD86aTMumnEbHFoJ8s2IshEaBmDanazJUESIAESIAESEDssQ/Nm4Q0JrYYJISCoUqEADUrkUIxTBIgARIgARIgAZ0QEHvsQ/OmkzLppxGxxaCfLNiLIRGgZg2p2syVBEiABEiABEhA7LEPzZuENCa2GCSEgqFKhAA1K5FCMUwSIAESIAESIAGdEBB77EPzppMy6acRscWgnyzYiyERoGYNqdrMlQRIgARIgARIQOyxD82bhDQmthgkhIKhSoQANSuRQjFMEiABEiABEiABnRAQe+xD86aTMumnEbHFoJ8s2IshEaBmDanazJUESIAESIAESEDssQ/Nm4Q0JrYYJISCoUqEQEzNhuBDQBjMLbPCNFnxKxD06jlef/oOC6sCyJ8tea0kq2ueRAIkQAIkQAIkQAKJICD2eJ3mLRFFSC2HiC2G1JIn40g7BKI0+/H2Hiyf+QdWnymBWef/Qh/r9ElIUoZHR1Zh7qJN8Lz0El+UZ2bMhyrNesJl0jA4FKGJSwJMHkoCJEACJEACJCAiAbHH6zRvIhZP102LLQZdx8v2SECp2XMru2DggjsoUT0bznpnhPMZd/QtkljzFo63vlPRvsceZOs5FRN6O6KiVTieXz6AldOmYXf6ftixayLqZCNrEiABEiABEiABEkh5AmKP12neUr7GiY5AbDEkOhAeSAKJJKDU7OmtK/G2XBvUejIDdXo8waDTGsyb4jMCPhvBMod5zJbl/8PyDvZYk3M+fDZ0gfqEnezaArRu7ooCS/yxrmNepA//gOveR/GxdEuUCfLBwVOPIM9VGQ6tbVE8VrOJDJ+HkQAJkAAJkAAJkECSCIg9Xqd5S1I5UvZgscWQstmx97RIQF2zIb5j4jFvclyd6wjbFYWx/oYbOln+IBH+xBVdas9B1qUXsb59rljG7grmNmsOj8rbcWZ+Y5jLb2BBcwf4WDZEyL+BKFk5O56c8ERAg3U4vLYzCpukRcLMiQRIgARIgARIIDUREHu8TvOWmqqtJRaxxSAhFAxVIgQSZ97C8fTgXMz2zYVec/qjutosmezcdNi180WT3UcxpZZZzKzDX2Nrj8oYb7IYf7t1QnaleWvWAEvTj8AWt8lonB94s2cI6g8MwOhLHuhbOLFLNSUCl2GSAAmQAAmQAAmkOgJij9dp3lJdyeMPSGwxSAgFQ5UIgcSZt/iTkZ2ehsYdj8Neo3l7iS3dq2FypuW4vb4dsqrMmz38nE7gwPCyUE60Ke6uQNv6e1DT6wjGV+XGJhKRDcMkARIgARIgAckSEHu8TvMmIWmILQYJoWCoEiHws+ZN8e8qtLddirwrL2FNm+wxs5adx0z7tjjSaCeOTa0DM03m7f4atK/jjmqHjmCiTayZO4kwZJgkQAIkQAIkQALSISD2eJ3mTTpagNhikBAKhioRAj9r3iA7hxl2bbCn4locXdoKVmorHz+enAKnjodRc+txzLfLCtC8SUQVDJMESIAESIAE0i4BscfrNG8S0o7YYpAQCoYqEQJKzQa+eor3waEIvTAPzQc9Qe/Dq9ExX0ZktsyGiLkw4Zm3A39g+hFL9FswEDVi7AypwL0tfdBqzC1Ucp4Ol871USJrMB6c2oWl0+fjUuk52OvaHSWVayRp3iSiCoZJAiRAAiRAAmmXgNjjdZo3CWlHbDFICAVDlQgBpWYPDC2F9ivuIlQ9ZrMGmHViD4aVVbkuXBN2m2ywsjA2XHdDR7XdJiO8XQAubJ6DOav34PTDQIR9M0LG3KVh22Eoxrl0QaWo1ZTym1jUwg7+zfyxd1jpiGfeHq5Fh1oesPHy4TNvEtEMwyQBEiABEiABKRMQe7xO8yYhdYgtBgmhYKgSIZBozYbLEPQFyJo5oefSXzUTkQAAIABJREFUZHj3/D8EKkyRK28BZNdwqEIWjLAMFjCLXl4ZDllIKIzNzVRmjh8SIAESIAESIAESEJNAosc+yQyC5i2Z4FLiNLHFkBI5sc+0TYCaTdv1ZXYkQAIkQAIkQAIxCYg99qF5k5DixBaDhFAwVIkQoGYlUiiGSQIkQAIkQAIkoBMCYo99aN50Uib9NCK2GPSTBXsxJALUrCFVm7mSAAmQAAmQAAmIPfbRs3kLwZsHj/DqixnyligOK752KUkKV4oh4M0bfItzlhGMM5jCRPWcjwJyeRi+RR9kBCNjY5iq/hgOhQIwiThQ8ydcOF/YECLi+KiPcJ48FGEwRgZTE8Q9O6E+lW3E12+4ECtgappAPEkixINTGwGxb2CpLV/GQwIkQAIkQAIkYNgExB776M28fb6xFZNcZsP98n/4KpgDs4L10Hf2EkxtWYwbCSRG47ILyGJlF8+RGVB62C74z6qGEyNs0G3zC2FHvh+HmtWfieO7++DZeBt0dQ1E8R4rsGdJWxSM5ZkUj9wxqPVweARUxTTvfRhVwVRoJASHR9ngd7fnCBXqZmSWC79Ub4IOA5wxuGkxYav3YHjF2+dwlDMNgdfIaui8CWg+3wMb+5WP3B4eePtnd1ReYY2//GagHo18YlQguWPEvoFJDggDJgESIAESIAESSNMExB776Me8/eeNmU5tsehmTtj27oHaGS7jz3VH8TRXG6w4ugG/FeLMi3YVy4WXdFviyuXL+B7+BO5DesHXZi3W9/xFmAlLB9McBVHYMhQ7+5SF87dZ8J1qC6X1gvC3dBmzI7/VN+zpXQYu/xaD5bPs6OmzG4PLqO+/J8OVuU7o4APkuydD412+mFZb6aiC1NqsD7x/iFNbZmHa/qwYc3AnhlX4mkCfmYXYguDRqyRGnbbAd+P6WHxkPTqp6h2O11sF87bcGn+e/gO2NG/aJSDBI8S+gUkQCUMmARIgARIgARJIwwTEHvvoxbz9t6s/6nbegLe2c+G/YwBKGD2Ba9c6cPZOj9arLsL1tzwaluKl4aomM7VoMQjvs1rYshk86+2G94Qa0TNZUUbLxXgZ/re2LSxi9COYMMG8TTZ1Rrf7C3G84T4cFmbioj1TkC/GNBmGwB69EDh7H8p5xDRvMdoM8ECf6iMROOYUdgywxD7BMGruUxmA0ryVxmyLYbC7tBhnGnnA+w9bZKN5S6YKpHWa2DcwadFgtCRAAiRAAiRAAmmdgNhjH72Yt/OzGqDhpHMoPGy3sLSvgWAYZDg7vQlaL7qHMmMPwnuiugFJ6yVNfn46MW/mq7Cz1BY4bSqJTSfmolFmZTzheLVzABotyIYlW0rA1W4LyiZk3gL3YGA1weiNO4c/+2TDnkSYt1k5NmJPxZ1wGvcBQ7x3Ymh5Y868JV8KkjlT7BuYZEAwUBIgARIgARIgAYMgIPbYRy/m7fCo8mi1+D4qjPeC5/hqgnmT49bi1mgy7RIKDPLAmbmN1GaPDKKuyUoyceatDAadK4raJXJE9GGUE3bjV2GwjbCkUjnzZr4WV0Z/wEDbeciy0B+r2+QW9ji5h3WdHOBe+S94dbmNHnU3x2/eZM9wfMlQ9Hc1hrPnDgwo80VYNhlfnxHLLpUzbzNyuOHSzNxY29YJGwsuxdHVbWCsfOaNyyaTpQWpnCT2DUwqHBgnCZAACZAACZCAYRAQe+yjF/PmNbIcWi95iEoTD8NzbBXhWSw5bi9ti8ZTLqDQkJ04NbshzVsi9JxY8zbiXT8s+718xFLUdOYoUrMxKuUJjjZvV5fYwGdwA4wNGY8Tm39H7mtz0LzdRbTx3oUBZpvRKY55K4N+PllQxDID5IGv8SlHHfSeMhfjWpUQ6qZ8Jq4MNPepjEDNvC10gOyICxy7nYfDzkMY/GwozVsi6i7lQ8S+gUmZDWMnARIgARIgARJIewTEHvvoxbydmlIT9jOuosjw3fCbGbFs8vxMO7RccA+VphzBQeeKkZtrpL0C6jKjxJm3+J4/i3zmTZh5u7rcCWHezrDtex+9jmxEyc0OGPx2OI67dUP+Zxs0mLeyGPVlLDxG1oJFZitYFyuAbNF7nURsaKLtmTfVzJtg3swVj7G1jx0mfRqBHS3Po91KbliiS42ktrbEvoGltnwZDwmQAAmQAAmQgGETEHvsoxfz9sitM2r08YDMfiHO/NUHRb49hmu3unA+mhU9tp7F0ubZDLvKicxel+bNIuQUpjTpgJO1B6Co515YzD2OFS0tEf5Ys3lLyJwlybwJucquLkRrp20o0KIoPK+UgTt3m0ykAqR3mNg3MOkRYcQkQAIkQAIkQAJpmYDYYx+9mLfAf9wwxK4f3N9Yo0nfLqgaJmx0sckPr0sOwQ6vWWhI75YoDSfWvDmHTceRyQ2QQdWq8KoA0+woWMAI+yKfeVPOvFkIS1evzW8Oh1kX8a3sMOw+NgsNhO0pk2veNPeZXXiHX8xlk+aqmN7Bx9lBeOfcPYQWH4oDNG+Jqr8UDxL7BiZFJoyZBEiABEiABEgg7RIQe+yjF/P26dN7PPOeixHjVuHE4y/4ZpQRVpXaYsy82ehrkz3tVk/Hmf0wb7expI0jDtXZBy/VBjBRH+GF2SNt0H3TC+GF2j86z1hpLA76DMOL4eUwJdNqXF7aDEoTpbi7Bh0aT4dspA8OjI5Yuhr+zBW/1dqCMruOYkpNZcufsbt/OYxJvxS3VreO9foBZR8J9TkRNcyE8/uWxsxsm3BhQZPoWBVPdmF428HYmWUkvA6PR3W+503HakkdzYl9A0sdWTIKEiABEiABEiABEoggIPbYR0/m7VNENrJ3ePzoP3zJaIXCxaxUBoKfxBNQF0O4LBihxhYwU3/Ptram5CEIEaibR7y9W/VRyELwzcxc7ZnDcMhCQmFsbibMmkV+NJynrasYf4/3/HAowtPDhO9oTxJOKR0s9g1MSiwYKwmQAAmQAAmQQNonIPbYR7/mLe3XS9QMxRaDqMGzcYMkQM0aZNmZNAmQAAmQAAkYLAGxxz40bxKSlthikBAKhioRAtSsRArFMEmABEiABEiABHRCQOyxD82bTsqkn0bEFoN+smAvhkSAmjWkajNXEiABEiABEiABscc+NG8S0pjYYpAQCoYqEQLUrEQKxTBJgARIgARIgAR0QkDssQ/Nm07KpJ9GxBaDfrJgL4ZEIEKzgVAoAJM4O9OEQy4HTE1TdseacIUcYWHfoLZBa2SJjGCcwRQm3x7grzHjcL3WYsxtXwgpG60hqccQc5Xh2dXLCLCshiqFuAVvUhWgeLIbU6deQ+Xp09GucFJ280pqT+rHyxEc+BXps2SFmcabg0K4z4UJ9xfhfmIq3E8S7CocIQH/4Z3cDLnz5oqnPU0NhOBDQBjMLbOqbT72MzlpOjeB2OTBwr7TFrBQ2wxN2UK47DO+GmeGuSppYYMygUPYt5h3WiMjY4GLSYrdV5OlGQW/E3StLlV7Atftzi64Xnsp5newTjFNJDk3xRN4L5mN9ccfI6xAW0xZOQCNrJRjn8jNGpPcoPYTaN60M0o1R9C8pZpSMJBEElBq1r13AXTeBDSf74GN/cpHvy7i7Z/dUXmFNf7ym4F6iRynfn50CdeC8sGmUgG1V2QkMhhNh8ku4A/HFph37auGv2ZA6WG74D85O1Y2s4ef0wkcGF5Wy+Ar8bHoPJfEdy36kWk5N1HhhXhjVLWOOOG0D+fnNdKNxkUNWDeN60ov8puL0NLxGJp4H8DoCrGcRGSouuorojkFHm/qDtvhR5F3+G74zmwQaxdt4VU6I2zQbfMLwbQARsIO0VbFKqCWY0f06/8bauaPsnIKPPdbi3kLN2L/2Sf4JBi9bEVqo9WAcZjUpzZyJ/CL0cfbe7B85h9YfaYEZp3/C32sdf3zkrbYIl4HNNp4Of63ps2P1wkp/sWqdrbYUXUPjk6uCZyfCfuWC3Aj9q3WuCj67ziLBXYps/94sjQjv4EFInwn6OJq0q2+f0QkVrsxcpZfx1z7+jjR4jy8RpXFV11/3+sCsIY2gg6PRJ0+t+Awb5QwlsmIEk6NYGNJ8yYSbuk1S/MmvZoZesRKzW5olwmjTlvgu3F9LD6yHp0KKQcX4Xi9VTBvy63xZ6Jf0i7DhT/s0fZyJ/jvGoQSOvlhXY53z57hg+wbvoc/gfuQXvC1WYv1PX8RfvVLB9McBVE4y78ifFGLkUtqUVtazk1sxsF4cvkq3lvZGNDMm+70on0grru+IrzbPaztaIet7/LjSXAtbPZbALus6hoJws4+ZeH8bRZ8p9rCRP4RT28cw7YVK3AsXSes+Ws2mhVIj49n5qBT1w0IazMJk/o5omy2YDw4ewBu2z+i7fZZcNDoa+T4e+twDFxwByWqZ8NZ74xwPuOOvkV0a960xxYEj94R5u3uunZq5u0fLG/bCB5VBFM7tRbMZG/w4MEbhHz7Hg0o+OwC9JivgIvvdvQrrpMbepIv0GRpJtWaNx3rO5qmWO3GKlcM81YUV3X+fZ9keSTiBOE6XNoGdofq4dDhsagS+ZuR2ON1zrwlojSp5RCxxZBa8mQcaYdAhHmzwGyLYbC7tBhnGnnA+w9bZIvHvH381w8+ftfxPNgYOYvXhJ1jNRRQ3QxluOe3Dwe2zMeCB7UxtX8t5LCqiOZ2ZZFZaOvD377wPPk33oZlRdGaDnC0UZuZU3xGwGcjWObQ8suu/CYWtmwGz3q74T2hxo9Zj+gval9sqPsAh089gjxXZTi0tkXx6Ca1xBCjpMnMJfwDbngfRWCZlij13huHzjwDCtWGU4tqyPv1AU7s98GNwMwoZ98KdiUjR5Cqc3zxqZwTSgX54tDJ+wjJUhqNWtihbI6oQV4CsUf1WdoBee/ths99M1Rr3wm1Mz3GaV9/XH/8AWEW1qhq1xz1iiphxJNbI0vc8zqO98WdYFfGIoJG4E0c9nmJ/A5NUSFLZG6x+8kbYfQTrK+GyyX83S34HPTDnffpkLtsAzS1/xWWqnQTzvW6wPdj6ZYoE+SDgxrqHH+7EUHEq9/4OKryU/8IHDx98F+hpmj6azbVH7T1GfN8BV5f98bh0/cRlCEfKjZqCtsSP9xEQvElmLsQvzY2EXFoq1Xs+Boi/4vj8VzXiWlPhqdnDsL78kt8z1sNdsUvYnAL33hm3hK67hKoXQK3Y/n/lqOdkx8c3Rxx8veVyLv6JJY2z652RoR5czFehv+tbRttbBSP3DGw5QjcbbMLPpOssL2zHeZ+H4/Dfw1AGc0ThhqikOPmfg+8LdcGtZ7MQJ0eTzDotI7NmzB7tlZrbIk0b7EzEJbIuXazw5IcC3FiRRtYJcZzBj2I576jlF5iNaoDzdRXYK1q5i2h74TE6DduWeP/DlTm+BZX472P2sLshobvyEZ58VDbd0By2lV996p/QvDPsQP420yYMa5jHb1CJfifYzj0TxY0aFkdyttdgvlFmzfhOqr0D7w0ft8LfSakA/lLXPY+gguPP8E4Sw5kNjVCukxFUc+pFgpGLt9N6vdJ/DHL8cBvLw5uX4jZt6tg8pAGsP6lPpxq5Ed21SMjXDaZwO3TcP5E82Y4tU4rmUaZt1k5NmJPxZ1wGvcBQ7x3Ymh541gzbwo82uOCroMPwaRxU1TJ+Rm3jhzE819nwd1tECpbfMCxec5Yuf84Tn6wRpNq1shcqgNmjnfA132j0HXMJRRsZY/SRg9wbNdNFJu6E669ygrPf8hxda4jbFcUxvobbuhkmdBILCHz1hh/GlVDhvdA6crZ8eSEJwIarMPhtZ1R2ESBh7sTiiF2n8nMRWkuWzTFkZz1EfIoBKXKADd8riBHVxfUuLMNpzJXRuGA0/B8WRPLvdaja1Hhm0p1Thv45a+Nj7feoWT1vHh7xgu38w6Hu8d41MqqJfbIPn0t6+PtzdcoVNQKtYb3g3xaXxzM2RD1S2fD5xue8HhcA6u81uG3op8112lULmy0b4+bXU9iR/9iqi92+c3FaNVMWOLmtR+jSt1V5RajHxc3jKljnES2yi/2U5jRojP25uqM1r+mw9Pzj1By5naMraalLaVJb+4AH8uGCPk3ECVj1/lLfO0q1/xq0a9JRO3i5hdrvXBkDP7Nj2O/coluvLloWmcsw50tg/HbxGso4NgAxcLvw/9Cdgz33ISeRZHw9WWiJfdvWv6uGhRpuw40xZcJTVqY495Jv1jXtRPyp9fe3u31vdFx8k1YN6uHvG8v4mpQJij+tUBvYRAZd9lk/NedfH9C95747hly3FjYAq0utIXvNnuc7l0PC7Iugb+wdDB39CmazRsQghMTbNHldHPscs2H1Q1nwGTOOWz6vUCynvMJ8R0jinkLf+qKrrW0xZY88ya7MBtN23qh7l9HMKN+5A86CX3xyc5hpv3v8dx3lPe6xGhUBp1oZnRB/OWU0HdCYq6HOG5Wy3egcLzsPGbYxXcfdUN5n4lxvyNHF4J7q4S+A5LZ7njlNaqegwxnp9uhrb8jDh6eABvVLSoQh4bXw4jAMfDf1AkKbddZtHnzwUiFK9bG+b4X+gxNQAcFX2LX8LaY8H/2rjsgiuONPrEiYIsNe429iwURpEgVUVRsGHtXmqIx9oZiQWPviiWKIEgHpakYjb3FrtGov6ioiHI58UB/s0fxyt7ugbfEk9m/Etmb+b73vZn53rS92QYDLQzx/MQhHL5fHda9h8N7xTh01uXrU/Ibk/dIXO2OdUcSEP+iFiy71Eddi+nwHd0GVah4+17S2K/3g4q3r8eQllC4COSKt0WVduHc4qrY0s8RO2uvxbFNzijBnHnL3Tb5IRIepqNwyzUCQTONpDN64mu/wqXnalRa/Tt2uTJJDcvWjbfkjJDpZDz3OAb/UY2IKCBJ9M5hRKzVxo7kleipn4XHYcvhE1cZo5aNR2euxTfOlbceWFvcA/675sKqJvDiyBSYTUzBtHMBGFvhGI8NbJgXwBdGAJC99OuKu2HPrtmwMPyIC75kJWvpCzj67ceGMW1gkBKCyWYT8dLzLA6NrYfijE+OPbHu83hs2z0PtrVKQnx1DQbYkVWCtWew3foit+3SOs2xKMUFO4JIPBqSZQEyw/3w4UfUbFw9+3KE1DBM6TQGqXOv48BP1ZjIKW9v5Uw6csSbYj1M2bzxVcZWfHYxeva6guEXD2Os7PkfvrIYAeOgOs6uz33Yy5ViwMPfAa+xhs0/RfMVxFumKl/YKCWNvQf+mRKNA5Oak5XjLCK4z+Nl3S5o+ZnPvlfw4/B9rOF1TmzG1mOm1HnaoliVfW2QvpFlOzRfeZJwuHcbjwdjohDg1RZ6Wc8Qv2QMRq7/DPd4VWfeWLjJFztp38PyiM/Bx94FV4cmYP+YumQyaiTMFpeEz0myNTxvRVWVeMvC3zuGosuSCli9tTo2DI+BRUAiFpupefhXwRyhxJv41AJYDeCzjRFvTTD2ZF10rl+ebDbPfT4i5fYNlB0dlr1tUs7mFIS5W2HKo9GIOuyGluqsNvL1O9IdEhz9NMPRVA1xRp26+PirqFfV4SFfP9rmk3LfyzcGuJCphoKUy9okfGDXJwZWwbGY04VE/E0Y3My8kT47CdttLmEa3xivzrZJDh7s6RoMlx4h6BYZjultS5P7T7bAxewoTJgzsK0JyYSICZkgvrKyF+wTycRqiCda0W2ThZtkakNtVLxpQ5SojbIIyIm3VbYQx3rDbtgZ2B4Ox+S/p+aJty7n58DU+QqGnQqBW7Ocsw9ky86Gfl2xsdEBXPCzIxcBKCde4uT5sOh9HG0XToBxhey04fPzOKzyfYvxp4MwuUk+zlHwbpv8cmGJ5PZ69DM7gq6RsfD44FMAGwrgS72bREjZIalXHELcmktXr9JDJqLl1E9YfXsr+jHJQMZ1rOnbk2z9jEDUzx1RWjpw25PfHM/7DcTnsczOEZEWIYiwiIEdF345dcbZxCB0Wmu5m+xET//EtbtPkZr+ECHzZiNl/DkETmQEdEHFmx0U6ylIfLNehsPTchiSmnrC2204+navJ92uxltWvT+VzjbKxnlGnWOs5TKcE5/k4e+yGthMYseGo1yPoSDedFT4wqolTsyB2eDrGJ5EeP+jPO/57TPEJoULGGR9n9XqFic2szqW5sV31POFKuxjP0/DF69Rqb6w6XMafY4T8Z+TMRXk/BIvNtK+h2WS4PQC9Bx2B6MS9mMUEQZZz8iWRbPZyJx3gqyg1c4RfKrF26Ptg2HsWxVr1xMBNzIBtoHxWNj9GxNvSXPQYxCfbdnize35KKwY3PyL0P2citObl+CaTYiSeJPc345h1qtRdinZdjg4f6uNKvsdlnNochxmOHp2iUY4I13l42ovarQHxbFJLR4WRGTxjAHH53Ul5xG5VvRI+2IThWydEBFfK3s5IMwkCMeIYBeHTkX3WZlYlLQZ9rfVGOPVEW859bLx4GCPKLhYxcAyNgQeZEZAcn8zXEzJOB0eiRnkMBpfn1KgmFDxRpNePgSoeONDiP79W0NAUbzpSf7C3jHWmPPOA4eczqD/huwLSzrFu6H1iFeYe30fRuTNWr/A3qHNMKfcTtzc3Jck4MpJnijGCx1d4tBkuA0al5HxXrcp+nqMhnGlfCCSH/F2bzMGmByEUTgRb29mF8CGAviixwgxBfEWOhltpmZixc0c8SbJviTgaNdQRM4ygi7bwC19xxz7Wh9EtEk4unPhx1InSAzDFkzCzIA3+LFLC1TV/Re3o2Pww+wLXy3eZIUpE7mCxld0Nwrb1m/BnoCTyOzmDb91P8PkT2/uOOmxJGQycZ5N9gGxlWtTuzhEETz8XdsAWxRix8pMxW2TDAYsvjB1Kj6iSA90GPsKsy76Y7jCWTp+++pjs2IyKut7G+VLeySK2PC0xTZnVNnHLt74Yt/u8s8wHvoAE88ewjhmVYWZu+C9bZKl3fHFTtr3KD7pSPzFAgMCSsPMpCEMpPNG/+LRmWN42H41TuwdjfpS/cy9bdL1XD+ErNbFUhs/VF57DrsGfdlwmY+eC0KtvElurkM/Cz7b8rttksTAxx7OIUbwP74CPbOPdvI/fP0Om6BS4Kg4XjOcYRVv+WwPimMTbxtleFgQkcUzBpxcQs7KFaRc9g4M18nlHbaBHRFwzB2vZnbHPJ1lSFrXG6XVaWfqiDcuHox4g1X29tj6uTeGWNZG6ukAJJX3wuG946QrYnx9SoFiQsUbf9st6m9Q8VbUGaB9/iuJN+KC+OIq9HXch1q9GyDiQnMcJOKty5VFsCLnn2yjjmEus92CeciAsrinA+IdjiF2FllFIuLtD3L7lPM5cpV60GQwi2oZF5bBxjYG1lEx+CV7k33BnwKKt+k6awtgQwF8kQ7CBRFvdoi1ikTEjHbZK2fpsfA2GY47oxNxsOtROHDhx1Kn+PcFsOiVjL7x4ZjRjmAu/kMap4tDz+aJN8U4SVf7HPoguXcMgj1aSe0Q/0G22DifQu+o3G2T8r4xpn5tfMUPgzFzwAjcGHgSoRbRcOT0lV+85ZJLttzoGW3x6QwPf71KYn0BxZuqOhV3momJDdZ9E2EfHoVZRvJtgfkbZ/vyKoF1Xyne+GKl2j7ltqBO7DMuroCDPdkiRc6bLDTJ9jd7ZSUZTrGqt00qcpMXG2nfo/CkxWK6+WjcsJyHIa2+zBpl3g3Bkt3FMCMxABOkq5/s4i3rSRCmOLrhtkswyC3j8LN1wp46vojZNQIN87FZINcqocQbARRLeW3Lp3hLCYW71UTcJlvkj3q3V/tzGLz9jhriTVOcUUe88bUHRUqpxUO+fpSskCn1vTl9uKox4MjUZihZkHJVjLSS2xsxwGo/Wm7zQqr3MuiuTsQq2/JkOFdjjFcQb5cUxntpG+cYf/a33Asbz9cYPqsDPjxKQ6maHWDTyxT1c2ZfBIkJFW8Fz7mKyi+peCsqkf5+/GQTb8ArxEy3heuOu/jYaCpCmU8FfDqNhTYOOFjHB/5rx6Jz+dc4s9UTI31FmBQdCDdmvzo5z3ZznTMsdjXEtthlMCkmgp7BA/jZO+Jg/WXwXzUC7cgNihkpN5B89SNam7cnNwySM2+hS7EwtgrGrZyILgU+8yb/nTe5VYdW17CM0wa2eBbAl8yCijdLLLrfCR5r1mCabUXc2jIFw1f8S3A9AvfGV7htZ6lTTLbndXc6BceoUMw3Lom7wfMxZsI2VFp4KUe8sfhW9RPCxnaD57OR+G2nJ1qTswe+HtOx9XITzGG2vTEXlrCJGyIM84ut6GIIjqa3Qx+zeiiTkoC5Tv1xdWAyjo57T2ZlObiSyS3ePIrHsJfrTrawinj420SFf4rUUFh5+6jKF6ZOxd+mJ2GOlQsiWy7H7uXD0OzTTYRuDYTIeS5G1rvA3b6asGyLzOfKGyPiOWMlVmXfLHSOHyTfrqtWRmm+8j6cxDwrZ4S2XINDfkNg+CQEPu7TsOViM8xPVCXeWLipd4d8W4qv75EH+024O8ymvIRH0n6Mlr2a/0UQxptOwf8mxyPIjbkwKedTAZkLETu3BzmD+hbPbiYjaNM6ROq4Yvv+eehZ/RP+CpiCvlPjYThiHmaOsECz8h/w6EIU9u9+Aot9K9FX/lq/PGOyRKl4nf4RH8/6otekRxgdtQkDa5SBQZUKaosi7tGGfMeO17b8iDcJ7m13Rc/lJTDv+B6MYi5VynvI7Zm7ZmD13W6Yt9gFil8O4O131BBvEGmIM+Wfck92MBOJfPxVXDzn60OkY+BLBHL1o210lMfI8s/IxBHHGFDQcpk2yjq03ce2wRbY+KIOPmSYYFPCclgy4kkd/+TE24+4pzjekzo/cYw/+1vuh/XgSNQeaI9WlfVR1qAiajQ2grlFG1RjqCZITOiZt+8nYxXIEyreBAKWFisYAgxndw0sh8UVduPsyp55CYXkUSDc+03G4XKeiIwiyRsZ61LP78Av3j44cEkEgzJiZNa0xqSFyzGjd6Mvv7u9FxOGeCPwURYqWi9H4r4x+OGGP+ZFC6nFAAAgAElEQVTP9MHeS2JUrVIS79JKoYXrUuxa5ozaxTNwidw22WNDPWy/vAsDOW+bJOfFnO0QbhKSveUwFxUyc7maXK2f5JCEYDcyS8nIyAfkILRxADpFxoA575N2mcsGdngl+fUl8xr8+tjihH0CgqY2ldohCndD+6kSLL+xGX2ZATLnw7gh3cIROaNDzpk3O0Q0HIWG1/Yh9NZ7ZJZrgcHz1mHFqHbSi2E4bWepExm3cMBjFLwD/oeKNfVQppETTDL98TdZjQsa30B65oXNt6rXt2HKuAUIfvgBZat3hqu3BV4sTEKH8GB4/HhHybdc1PKLrSjZFy6jV+JiVhWUefcaBt298OtGb1hUL87jK3ec3T6sVVkuYysnfzOUY8fKCoZrTjYkxok4Qrj2kcMX5d9n4cWJXzFt+mqE3ZOgVCl9NLFzx/LVU9C9cnEe+3g43uo2bxtg7OGOlWr7urw6oNSumbyer7x/4ldiqqcfjj0vBv0f2mPITEukLEhA2/AQeObeHKAAFBs3K17h73u+FJOGCPeucHs9E4n+wyH/TexXCJ1iivGPJyA+2A0tSpKPdHt2wvDdT/GRfHi7RJlKqNW4NYxtB2HM2AHomPf17be4eohcN/7rQSTeSsEHlECFht3Rb/wMzBzdDYS6LI8YibPNMGD9bVK2zKPbA0sSjsCtRQGW8FhJyWcb+Uj3OPKdt+IqPtJtFIxjc3I+vSK+gOWOvRHYejti/RxQWa4+ESLcWmPI7UlIDp8GqaaQffj6HTX6aeZTFhrhzE4jhDhzjwn87UEZbHXGwPRLHP0o4bwSv4mtwX25xwDGknyXS8ZeOe2d504WHvmPgMXUaBh6huDYwu55Z0Z5/SMxXGnfHQmOfyDMoxnAMkY2+KR6/Amw/xMzB/6MB51c0IHcpCx+9wwXY6Lx1m47wlc6SttRfscTXpvJyttVcuusXZID4kLc0Dyn2Qmdr9PvvAmWtmq+YKHJoHmLaYlFHQEpZ1P+IRdj60FPaZouC5Ks4iipcN1w6pOnSJGUQ4261aDPlrSI3+DpcxHKVK+NynkKS4K0Z4/x/N9SqFSjJqroyfwwS4y0f4HyBvzbKrPE6fhYQh+6CnmPhPx7JkmGdfOKzYJY9BEl9HRlVkA4bFBFhHz6omxHBkQiQE8G3CyxiPigl+2DzHmHIxNrIOXvVJSoVgfVlYBVbbtynYwzWXj/7BGeZ1VEnTqVUEK2zlxf2XzLSMWTp29Rqnp9VNOTx5C9ntzC8omt5C2ePnqBD2VroG5NA4VVqvz4qhBnznIZW8VQxV9u/74QROk93joVyJX1Hv88fo4P+jVQv6riUnN+7OOLD1sbYGzhiZUq+1jbghrlkd89+ecdShvWI+cvCeVFYujItUs23cPWh6jGRrEEpp/4QPoJPTZ9JBHj/UcdGCh3eGoMB8SGpy+Q+kkP1WpWgWw3psaPBX6Fw7YMEWsfL9cX5ViXkZ4O6Osrr9q8jcOMnlPxYmoEdvyU/TkR5Ye731Gvn2aa6ddzRu26+NqDkpNq8JCjH5UWJ9uWdL5cWsU9BjDjher+WalczuGU9A3ppB2yxZmjj5S2dsWxlrVfYOOBDq6vtEOfS0NwOmAcshfEyc6b7YPQeWtjcjzDB+bq5AusvOOJCckxRB9LQe9LggCh83Uq3gTu7jRZvNBk0KSttCyKAIMA5ex/zAO2w+r/sUm0eooAReA/QCDrBf48cxPPMz6xVK4DHYM66NiJXL7yH5jGCP77O37CoJO2OLhzOBpratHwP/HlG6u0yIwBZAXMry/s/CvBa/5YmDXQh+R/lxHo54PktusR6euAvIXuQgiR0LkPFW+FEERNVSE0GTRlJy2HIpCLAOXsf8wFyX3smzYNl43XYeWgugX6APB/7AGtniJAEdAEAqnkPF67MTj4hl28lWntiZDj89GNf4OCJqxRKCMLz66dx7saRmhGtvjSR4MIFKUxIP0OInZsx5GTN/Hk7UeUqlgHrcxdMGakLRpznXfXINyFlftQ8SZA0IQqkibCQiFLyxUKAcpZoZCl5VIEKAIUAYoARYAi8C0iIHTuQ8Xbtxh1FTYJTQYtgoKaqiUIUM5qSaComRQBigBFgCJAEaAIaAQBoXMfKt40EqbCKURoMhSOF7SWooQA5WxRijb1lSJAEaAIUAQoAhQBoXMfKt60iGNCk0GLoKCmagkClLNaEihqJkWAIkARoAhQBCgCGkFA6NyHijeNhKlwChGaDIXjBa2lKCFAOVuUok19pQhQBCgCFAGKAEVA6NyHijct4pjQZNAiKKipWoIA5ayWBIqaSRGgCFAEKAIUAYqARhAQOveh4k0jYSqcQoQmQ+F4QWspSghQzhalaFNfKQIUAYoARYAiQBEQOveh4k2LOCY0GbQICmqqliBAOaslgaJmUgQoAhQBigBFgCKgEQSEzn2oeNNImAqnEKHJUDhe0FqKEgKUs0Up2tRXigBFgCJAEaAIUASEzn2oeNMijglNBi2CgpqqJQhQzmpJoKiZFAGKAEWAIkARoAhoBAGhcx8q3jQSpsIpRGgyFI4XtJaihADlbFGKNvWVIkARoAhQBCgCFAGhcx8q3rSIY0KTQYugoKZqCQKUs1oSKGomRYAiQBGgCFAEKAIaQUDo3IeKN42EqXAKEZoMheMFraUoIUA5W5SiTX2lCFAEKAIUAYoARUDo3IeKNy3imNBk0CIoqKlaggDlrJYEippJEaAIUAQoAhQBioBGEBA696HiTSNhKpxChCZD4XhBaylKCFDOFqVoU18pAhQBigBFgCJAERA696HiTYs4JjQZtAgKaqqWIEA5qyWBomZSBCgCFAGKAEWAIqARBITOfah400iYCqcQoclQOF7QWooSApSzRSna1FeKAEWAIkAR0BQCWf+cQ/jpDLR16o56JTVVKi2nMBAQOveh4q0woqihOoQmg4bMpMVQBPIQUMlZyX38NuNnXDb2w/IBdVCcYkYR+KYREOPvi+eRUsUIHero/geWqlG/JtuUJstiQUvyKAjz519C+4UL0Z9mpWryqZA5oKZVhfXaV3NG8gjRa3ywLf4vZNbqh3kbJsBIrilnQZKRicxPn+Rc0tEpgRKlS7KMUeR9CVCyJMfolSVBxicdlM55R5KeClHxcqigy/IbcRrefiqLCnq5Ki0DV1bYoccxe5yInI42pZWR/mpMCit4RbAeofN1Kt60iFRCk0GLoKCmagkCDGefXYnDpbQa6NSuFvLGyowrWOlgg0THBIS6t8DXTiq+f3hOuQ4twYjPzO/ZNz7fv5m/i6LhZTQQCY4hOONr+YXHhWUgS/1KvChgm2LlVwHLUheOjKur4WR3HD2jQzGNLStVt6Bv+D2Nt1sFDmSy9XkCx03jPuUjfl/LmbQoT5iMuQZbXy+Y6pZBY0dLNJURROIzi2HjtBJXPigYVaIBxh86jZXWejJ/ECHKqxNcd6Si0Yj1OLKmH2or6DHJw4OY1NcdASkdsSA6BF5txAid0gWTnkzGsaCpaCE76GX9hZ2uPbC2+macWWMPfaYm8R9YYmWHM4NO4+jUZqxj5Ndikg/46av5REDofJ2Kt3wG5L98XWgy/Je+0bq/TwQYzh6b2Rb9zg9CUuAkNM6bVNSkeBPj7FIb5Tq+C0i/Z9+0KUDpeHT+Il5X6/Qfrbwp1s/CiwIl7ir4VaCy1I/n9590CtFuZTkA9j5P0LgJ4VNhcSYDN9Y6wzrcFOFRM9GBZRUL4he4f/8FRJ8+5xmVfnolRqyQwDtuP8Y1klVbaTg8ujm87zRElb8rYmRMECY3l/27GBeWO8IlBqhxVwyrwDgs6KaLVyGTYTrxMcbHHYF7yy9GZP21A0N7rIfhphNY41BBWr/41ByY9vsTY88cxriG7NOb3387Up8f39qbQufrVLx9axHnsEdoMmgRFNRUrUBAjHLlqmGucwOsvN8N88cbo1K1tuhl3QIGeUlGHLZ3v4+okw+RUbk9bPuao1HeBGcW3tyIQ8SJG3iZWR4NutrCrpPM6l32EIe7iSEI9V+hXIf07xxlZL3BlehjSG3uhKavoxGe/DdQpxscexvB8MN9JByNwZVUA7S06QPrJuVJUcz7cXjX0hFN0+IQfuIeROWawbK3NVpUkp12VaPOZrYwvBuEmHu6MBowCN3K/oVTcUm4/NcbZOrXRUfrXjBtoKPat6yXuBgZj9eNHGHdXDpPC6ReRVTMM9S0tUebcjm+KdZjyNipDq7ZRWa9uoaYsETcfF0MVVv0gL1Na1SRusrt42WC69tmTmieFoMw1thylQ28vZOImMTLeJJeAj806gprOyPUYnKd3Jix+pXbKES4dTwUN3S7oY9J3bwZ6/RbxxF+qxx6mP+A+wmKWOeQTmX5abgSEYP/1bGHfevs5IoLA9W45dqYhadnQnDiXXM42TTPnmnPeIDE4Aso3tUZpjlbCcX3EhByVRemfZvgVXRu/aXZeWEmwRbpajZXm5LtODjajsbaZ259YjxODkP0+Wf4bGgE60Z/YHLvOKWVN5VxlxYjwfPL0Yg6dQ9ppWqgraU9zBsz7VLNtqBuO8+DqKAc5+uTsrmTv/h3Ra3ipE1LOWiBRq/JjgW2Pk+tuMlwIO0+S78ju8L0JX6s/aylIR4wfWh++hnSxtTpH5i+XR3OyDKanT8ZuJ8YjLD9q+BzvQPmTumBuj+awbFLTe7t+mTr8I5h1lhTaRUS1jujmtzKWrZ4m1t6OobdW4V4ixBEzer0ZUWejA8zerohdcQopPqEoGVAtnhDagQ8TMfg3ujjCPZohWz5loW/dgxFj021sC1xFWwIpYF0xHl3g+tTD5zbPxJ18urmw4Snb894hvPRsTj71zuUKFcJBqV1UKxsA5g6GqO2jqoxAxzjsPpjiWycisJ/C52vU/GmRSwSmgxaBAU1VSsQeEPEWz2Yt6iIE2/qoqdRXRg0dcHiWY6omcmsvFnhgI4RSr0GmrWviEcJEUjpsRVRWwaTw9kSPAjyguuMc6jdxwbNdO7jeOBVNJx/GDtGtcgZ9BgQ3uC473RsOBqvXEdxnjIyrmJVb3vE/mAG0UMRmjYHrsRcQCVXb3S5uQ8nDdqjXsopRDzrinWR2+Ba8yZ53xmJNbvh7bVXaNLZEC+TI3Hd0B0HA2bBWDroqldnXBUzvLz6HHUaVIOx+zhkLBiLsB8sYNasAt5fiUDAX12wMXIZqgbOYvft4xkssh6Aq64ncGh8Q6lAybjqhz4OZCta5FF4Nb0t9U2uHu9dmGFSQk1cSYFpJ7Go92AEVx6Mvq2L4fGZh2iyeD9mGvGUwSSQvWwRU8UCojupaKIUW+6yHx7xhuvkcJS0skeHH97jWmwYnrRegoO7JqF9yeyYKfsle3hFjNMLrdEvyQ5hUb+gk/RPqQh3N4XHK2f0fXIAJ5Sw3oqhDQiKOZxQKt/ojtSnpF7xOCrd5ssR536v4cuKm6yNEjzcNhTdN9TG9tOrYW9AUtXzy2BnsxolZ5EJC++2hONinJpvgaG3R+HEHiME9c6t3xBJbJyfVhu/OXK1KcVOg6PtaKx9MnWKcX3baAycexV1HUxh+PIPXEwrC8kdfYwmIjt72yTBgyvu+mLc9J+MobMvoZZdDzTMuoeksxXhHrEbIw0vqNUW1G7nDA942zEXx21wz09Vn5Qbg3zG/7exqM/ERMrBYEz5sANb2Po83rjJcED8Oxbb/MTS7+S0BTm6qODKtDo42Cef/cxQCdbx9Q9qcUbWQC7+DEPaVnesO5KA+Be1YNmlPupaTIfv6DYy44jygCo+6wP7fpHo/lssFpnlTJDlvZYj3vQ24nBTfzjuboLdCcthSdoxI8b+OTwBlisrYI1/Y+yw9keLXPGGNERPM8PImz8h9qhX9jk2smVyx9Ae2FpvFxKXW2ZP5LyNhIfxeKTO+QO7huSKTL52pMPdt5Mzf4Hu/fDLzTYYaGGI5ycO4fD96rDuPRzeK8ahsw5b37oN/Z7/omIc/hFP1RqjtSJZ0biRQufrVLxpPGTCFSg0GYSznJZcVBHg3jZJ9vgX94D/rrmwqgm8ODIFZhNTMO1cAMZWOAYv08l47nEM/qMaSZPlhzuHwXx9bexIXomecmOpiu08b8k5Ja4yGCFAzj2sK+6GPbtmw8LwIy74kpWspS/g6LcfG8a0gUFKCCabTcRLz7M49FMa1jj2xLrP47Ft9zzY1ioJ8dU1GGC3AYZrz2C7S1Uy6KpTpzkWpbhgR9CvcGlIRm8yE/3w4UfUbFw9O5lIDcOUTmOQOvc6DvxUjn17lFgN8eaoUI80KeCxTwZX8dnF6NnrCoZfPIyxdWWmnfnKKMkIc47Y1isOlWWnkqTFdBRuuUYgaKYRmFxIfI3g1HM1Kq3+HbsGvCYxYPFLoYGJz/nArk8MrIJjMacLEU1vwuBm5o30WUcxy6gi6rBiXS1bvLGVnyNI88QbBwab1pTDsgEsuCnYKLmzEQPM96DFgZNYal4Ct9f3J9w7i4zOc3EyaAqaZF7AMoc+OOeSiMMjRVgrJx5VbZvkxp0lReXYfqeh9pkaDvdu4/FgTBQCvNpCL+sZ4peMwcj1n+EenyPe+OJuc57EzwP/TInGgUnNyQpHFpn8OI+XdbugZWl12kI+2vnYeij+1Rz/yLuVO1/xn9AYJeU42AAX2baKS1fe1OQAZ79D2oLSw8Y5Fe2FC7/4obgykMdGdTgjax8ff1yr4PrKXrBPJJN1IZ5oxbZtUs7fFIS5W2HKo9GIOuxGOKYIRq5424IL095gorkvyq1KwiZnMgZI7mLrIFscbP8bIodcx4jupI3niTfgfdwM9HC9isFkUmo6UW9Zj3bCtcd2NNwTjyU9slc9U4InoKtXFpaf247+pEjpw4dJ3QTO8a7HP5vh0iME3SLDMb1taUjub4GL2VGYMOdOWxMH2fo+rjhGWCDaXt0xuuhlQELn61S8aRGnhCaDFkFBTdUSBPJz5k1yez36mR1B18hYeHzwgUXv42i7cAKMKxSTevv5eRxW+b7F+NPkfEET+fMFbGfexMnzucuoR1bSHO3ITHYcQtyaS1ev0kMmouXUT1h9eyv6MUIm4zrW9O2JCNMIRHmWxHpHe/L+8bz3yXIJltk5IpJsmzk+ryugZp1xNjEIndZabuZX9PRPXLv7FKnpDxEybzZSxp9D4MSa7EmaWuLNDor18GIig2vWy3B4Wg5DUlNPeLsNR9/u9aSzwrxl1PtT6TIa2djO6kgSFlVlnyTnPJyvYNipELg1y4mx5A429OuKjY0O4MKyGthMYsaGn1yTyLhMVikcEGYShGPzjSEOnYruszKxKGkz+pFkiB1rMkkgTWBYylcQb5kccR4bPgL3xo1Uwk2pyUq5ZYNg42Acm1ULh4dbIaZ+X6TsfYRBJ/djePoG9LWJg/WxYLg1JJiqJd7kLwFSxF2thJx5ieXsVEHbp/jsEtj0OY0+x8mKcE7WrHhWR8wT95NOp+Ew+DqGJ5G2/6PC+R8124La7fznjvjE2475OP6JV7xl9y1qxp85T6W2eMsfB1S2BbXFWz77mcS5+NfTQe6yKkWeqsMZWfP4+HPBzwL38iHeJPe3Y5j1apRdSrYgD67Fsr3yi3i7uKYTYib3wEzRLCTs+QlVLy1Dr/5/wDk6EBN092CQgniDKBGzLQbj/IAYhE9vhX92uqIHWbnbf3wBTJjF+aznCBjbCfPJqt6Z9Y6omOMoHyaT3nOPmeM+bYazVQwsY0PgQdSo5D4Rc6ZkvA2PxAzmECBL38fV149a3xoBk+PVHKO1JGHRoJlC5+tUvGkwWEIXJTQZhLafll/0EMiXeLu3GQNMDsIonIi3N7PR0SUOTYbboHEZGdx0m6Kvx2gYV5IbulkTJVGMF3cZetmJulxSFzoZbaZmYsXNHPEmuYV1/SxxtGsoIr1KYaOieJP+3Rz7Wh/EySXm+FSAOiH5C2ELJmFmwBv82KUFqur+i9vkfNMPsy98tXiT9Y1BjBcTOVzJ+3ejsG39FuwJOInMbt7wW/czTP705sFV+TIaiUxsZ2fvY2Qv+6onWo94hbnX92GE9Hwe87zA3qHNMKfcTtxc2wBbFGLG3qoycJ1cUGAb2BEBx9zxamZ3zNNZhqTVrZCsEusv4k0RN/nEuQU+8sS5zStl3GwUr6NDBi6vcIBDvC2i99bHFvO9aB7gjTeTRuDxpBOY/d4DFsFdEBY6DW2Qu2Uud9umeheWsOEuj5f6F5bIlpWf9imO/xnGQx9g4tlDGEdWXaXaUOG2SVGEG2fcz/c6AbOxrzDroj+G5/EiN6tVZ+UtH+18lpEa7ZiP4youFJEDPx/xZ1Z+CireWNqe1AzOfofZ7aD4qFp5k8eWt5+Z1AGnXRUEpoKN6nBG1jo+/tzcbI/7aos34qePPZxDjOB/fAV65h5xlYNDRrytc0Rm9HSYj72HUbE70WSPLSa/dEf8rmGo+fd2ZfEm3Q5thYG/OyEizAWXR1lgb4vfEDOni/TMXNYTfwzrvAI1dp/FKhvpPkzpw4fJhH9mcffLuuewzN4eWz/3xhDL2kg9HYCk8l44vHdc9kpkjniT7fu4xgu71n9i8ih1x2j2Xvp7/leh83Uq3rSIPUKTQYugoKZqCQIMZ4+T2yadz5Fr1oMmI29hh21mX2YAn66zFja2MbCOisEvOcm+apfF+INsIVKsI+PCMu4yWAardF7xZodYq0hEzGiXvWqWHgtvk+G4MzoRR8h1zp8KUKf49wWw6JWMvvHhmNGODN/kiujFPR1wcehZqXi7xOKbdMWPbKlL7h2Td/Bd/AfZKuh8Cr2jcs68sYgcXkxUgCx+GIyZA0bgxsCTCLWIhiNXbHhimyve8pISmbKPdg+DHTm3Zxt1DHOZ7Y7SrOWMFI94h2OI9WJWP5WTRTazJbfJtkSr/Wi5zQup3suguzoRi8ut4cBaffHGG+fchEvGt+gZzDk2+Uf8x1LYOJ9D3yWNcWBvJWyKcsf7hWaY+m4yPNKXIKD5YUT93AGlFbdtkgRQifP5xD0HXNa2w7ryVsD2mXFxBRzsyXYtcuZooXRpgYRUuhqXDKfY7G2T4jOLYMUR97AeUXDomwj78Ciy7VXhO3sFaAuc7ZyINx3edswv3tj6JEWeqh1/5ocK4o21X8gHB7j7HXbxpsw55Qkwqalc+KlhozqckcWSjz+xs1rhlrriLSUU7lYTcZts3T7q3V7FZ0HkxZu+6CTm9XTBiW4T0CAiGPrL47HeqQo5zsYm3pgujXyWoF8S7HYMxLUph9A6IDKH11l4uH0gumxujIBTy2Auc3cMHyZTJH6c45341DxYeb7G8Fkd8OFRGkrV7ACbXqaon7tVnmU85IpjQccSLUldvtpMofN1Kt6+OkSFV4DQZCg8T2hNRQUBhrNnl5jBYldDbItdBpNiIuhVrZydjCp8501ulaDVNTJL6IiD9ZfBf9UItCO3OWak3EDy1Y9obd4+58bDXBQluLnOWbkOIoI4y8gsyMqbJRbd7wSPNWswzbYibm2ZguEr/sWkaHL1M3NuoAB1ik/MQXenU3CMCsV845K4GzwfYyZsQ6WFl4h4q4t7bL7hJQLHdoPns5H4bSdZrSJnE3w9pmPr5SaYw2xPYy4sYRM5fPbJHG0TXQzB0fR26GNWD2VSEjDXqT+uDkzG0XHvsYorNtJLE7hn1lWWPSYVPjYOOFjHB/5rx6Jz+dc4s9UTI31FBONAuDVR4RereruPbYMtsPFFHXzIMMEmcqGA8UUurNUXbyU5cGxU/jGS/2XBzT17a67cI07GAksXHP1QBSWt/ZBELiyQhHug24xTpI3ooe+BWMztSsSKknhj4Xz5p1jHg7syTCrajibbJ5PYWjkjtOUaHPIbAsMnIfBxn4YtF5thfmLOmTfRaSzkinuDM5hj5YLIlsuxe/kwNPt0E6FbAyFynouRLdLy3Rb4xJsuXzvh5XgJ9j6poPFXEm8/svcLfHGTmQjj7nfYxBsb556xT6Zw4ddNB3scufsHqMMZWSz5+NOaXEallniT4N52V/RcXgLzju/BKOnlNWyPgngjq+iXVvSC7ZI/8KmFG4KOL0EPIopUiTfp5BvpQwM/1MErAxeEhk9HO+m9PXew0bkr9nWMROL8rvLCkQ+TH69wjnf6ZJLQcnAkag+0R6vK+ihrUBE1GhvB3KINqmXfeKU8ZnDFsYsEOxx5xmiyBTR2xSwcwiAsm2GD6hzfM//eciKh83Uq3rSIMUKTQYugoKZqCQIMZ1+f24AJQ7wR+CgLFa2XI3HfGDT4dBWryRX7SQ5JCHbL/gCp5AE5QG0cgE6RMWDORaVd9sf8mT7Ye0mMqlVK4l1aKbRwXYpdy5yVP4h6e69yHaRQzjIyr8Gvjy1O2CcgaGpTqQ2icDe0nyrB8hub0ZeZkWQG0/7mCOkWjkj3EtJEJaLhKDS8tg+ht94js1wLDJ63DitGtZNersE8+a0TGbdwwGMUvAP+h4o19VCmkRNMMv3xN1mNCxrfAJ9U+JZ+aRumjFuA4IcfULZ6Z7h6W+DFwiR0CA+Gx493lHzLpYy6uIqSfeEyeiUuZlVBmXevYdDdC79u9IYFGYG5feSPLVfZqed34BdvHxy4JIJBGTEya1pj0sLlmNG7EXQzlGOmuilk4ZH/CFhMjYahZwiOLewOPR6si6sqnyQ2q51sCFfICmsOX1VhsKHXPXiNZcdN2VYRkuZYoM+69xi27zSZrScnXFKCMNFkFAIqeyEsLuccDEv9EkVe7DRCiDN3m2LVuGz80mj7JLfvxa/EVE8/HHteDPo/tMeQmZZIWZCAtuEh8Mw5B8cZd3JByYsTv2La9NUIuydBqVL6aGLnjuWrp6B75eLIb1vgbOczyEonbzvm57hSfJh+T0kLqBl/qXiT5yAKGLc8DvC1BRayKHOuE472l+9DefuZhQ1xuA8fT9XjjKyJ3PzJwNVVvWGX5IC4EDfIfXudloYAACAASURBVJJNthDxBSx37I3A1tsR6+eAyio7l/cIGtcS88puwvm1DmAWyCS3yRkyq4UQezLnmbNX2bP+Jt9vM/ZH88BjmMdMwnwBH1dW94HtwqswWhyDIPfs888Z11ahl0kYLBKOS8dA+YcfE65+ucb/yEUlA3/Gg04u6FBeAvG7Z7gYE423dtsRvtIR1VnGQ77xrNw1njGaGT/7GWF2seU4FzQJisdVtSSNKZCZQufrVLwVKCz/zY+EJsN/4xWt9XtGII+z4jd4+lyEMtVro3LOGCYRpyOTJGG6ebNxWRCLPqKEnq7MCoUEac8e4/m/pVCpRk1U0eOYumOpIxtb1WUo25ABkQjQ05P5gKpYhI8l9KBLEtpVOWfejkysgZS/U1GiWh1U12ezKT91MjZm4f2zR3ieRW5CrFMJJXLrzE32VPmWkYonT9+iVPX6qKYnj5+yb7JMUxNXyVs8ffQCH8rWQN2aBgorR/nxkSW2nGWLkfrkKVIk5VCjbjXIQsztl2JrIvWmi6Gjry+zZZEba1Xls/+7Cgw4fVO0MQPp6Z+gq6+bdzFClvg92RhZFvpfGgdY61fghXptiqXHKaT2+eSfdyhtWI+c6ySJqojERa6tM3apjrvU6qz3+Ofxc3zQr4H6VRW+R5avtsDRzuUE1ldyXGWfJBsD9eIv7ckU+8wCxy23fp5+h21w4uUcfz+jNk9JXfycka2Pgz9ZYog+loKeTJticy8jPR2Q6y9UjNAZIpB9JJAZKkh8RPikqyfX1yiPabnlEQ6+z0QJg9z3M8iFTD2JcOuN5IjpYDZysD68mLBxVoxzPnboc2kITgeMQ/2cb3U+3j4Inbc2xsFTPjAnbVJ138o1XvCMJYSz6eSqK9K9FalH6HydijctopPQZNAiKKipWoLAd8VZ6bYShdsmtSQO1EyKAEWAIkAR+IYRIGd7F5o74ILrGQRPacJyYczX2E5WHv36ws6/Erzmj4VZA31I/ncZgX4+SG67HpG+DqhahLY0fg2S6v5W6NyHijd1I/ENvCc0Gb4BF6kJ3xkC3xVnJfexb9o0XDZeh5WD6rJcH/2dBY+6QxGgCFAEKAKFhMB7PLn1P+jUa4KaQqxSpd9BxI7tOHLyJp68/YhSFeuglbkLxoy0RWOFRexCcvi7rkbo3IeKNy2ij9Bk0CIoqKlaggDlrJYEippJEaAIUAQoAhQBioBGEBA696HiTSNhKpxChCZD4XhBaylKCFDOFqVoU18pAhQBigBFgCJAERA696HiTYs4JjQZtAgKaqqWIEA5qyWBomZSBCgCFAGKAEWAIqARBITOfah400iYCqcQoclQOF7QWooSApSzRSna1FeKAEWAIkARoAhQBITOfah40yKOCU0GLYKCmqolCFDOakmgqJkUAYoARYAiQBGgCGgEAaFzHyreNBKmwilEaDIUjhe0lqKEAOVsUYo29ZUiQBGgCFAEKAIUAaFzHyretIhjQpNBi6CgpmoJApSzWhIoaiZFgCJAEaAIUAQoAhpBQOjch4o3jYSpcAoRmgyF4wWtpSghQDlblKJNfaUIUAQoAhQBigBFQOjch4o3LeKY0GTQIiioqVqCAOWslgSKmkkRoAhQBCgCFAGKgEYQEDr3oeJNI2EqnEKEJkPheEFrKUoIUM4WpWhTXykCFAGKAEWAIkAREDr3oeJNizgmNBm0CApqqpYgQDmrJYGiZlIEKAIUAYoARYAioBEEhM59qHjTSJgKpxChyVA4XtBaihIClLNFKdrUV4oARYAiQBGgCFAEhM59qHjTIo4JTQYtgoKaqiUIUM5qSaComRQBigBFgCJAEaAIaAQBoXMfKt40EqbCKURoMhSOF7SWooQA5WxRijb1lSJAEaAIUAQoAhQBoXMfKt60iGNCk0GLoKCmagkClLNaEihqJkWAIkARoAhQBCgCGkFA6NyHijeNhKlwChGaDIXjBa2lKCFAOVuUok19pQhQBCgCFAGKAEVA6NyHijct4pjQZNAiKKipWoIA5ayWBIqaSRGgCFAEKAIUAYqARhAQOveh4k0jYSqcQoQmQ+F4QWspSggwnE158QKflJzWQYlSpVHy0338NuNnXDb2w/IBdVBcK8ER4++L55FSxQgd6uhmeyB5hOg1PtgW/xcya/XDvA3DUe2mwjv58jUD6akfULxceeiygiRBRkYmwZngWprgylt2FkQp/8OrDF1UNaysokzeQjTyguRREObPv4T2Cxeif71MZSw1Uotwhcjbz4+8cJbQkrULAZZ+Q9MOKPVDE2CU00Vpuqp8lye5j/3TvXG521qscKmrmb6flPlV44miTVw2Sh7g4M+/4HLXlVjW/xsfuzLSkQ596Jf+EqUs8Xv8CwMYMHwg//3mYwlUKi9PjixxGt6T31VgH3TyEXKZ8akEGZ+0c6DPh7+A0Pk6FW/5Csd/+7LQZPhvvaO1f3cIiM+iXDVrFW6VQjO3QCTNrYgNDjZIdExAqHsLNUTHN4iSKBpeRgOR4BiCM76WYIa/tChPmIy5BltfL5jqlkFjy4/Y1k3+HfU9keCv3cNh7n4Mhu5BiFvcA3pyP05HpEcnDNvzFJlEJeuU0Ee1hm1gbDcQ48YPRdeasoJCgieJW+C7aieOnn6Ed0TsVajfDX0m/Iw5Y7qh6n8wqGZcXQ0nu+PoGR2KaY0SlLBUH6f/5k05+9vIZEfEnPcPz+FSWg10aldLyovv7fne/RM0Xiz9hqbrU+qHHC3RVJ6imq5S/fIyLmO5jRkSep9BpJeG+v6MK1j5NeOJok1cNmZcxSpHeyT1Oo4Qt+bf8Nj1HoGjGsG9xCbc3daPSDGi1W7uxvj+s/C/ERGInNEOb45MhbX7HQwKOIrZ3QyyY/j2BBY4DUWc+UHELuiuMOaoH2YQ2Sg3PpUyQI3mZhjgNgcz+jf/inLzY0Phvyt0vk7FW+HHtMA1Ck2GAhtGf0gRYEUgg8w+VcGF8+fxOesRDk4ZhbhOW7Bt5I9klrUYSleqjXrl7nzdYPtNIJ+OR+cv4nW1Tjkrbxm4sdYZ1uGmCI+aiQ7SZEnxnXwYLrmLLQOtsfdVTTxKN8aexJWwLi/7+zQcHtMC0z8tQdx8c5TMeIvHV45j3/r1OF5sEDb/5gOHWtmq7G3yMgxy3Y5M5zmYM84OLSqk4/7pUOza/xb99i+BrbwqzIeRBX9VXvxIFLAseLmF9UvV4k2Ms0tt0O/8ICQFTkLj725R7nv3T2gGfUWfoJZpbP2QWj8snJeoeCscnJGGQ6Mawl1nCx7s6A/9N6ewdOBA7K2yEIE7x6I1M6uU8Se2DO2NFZ+nI/y3iWhRWoyr6wbBaWcNrIrcgP4544eiwVnpb/CueCVU5JyZyh6ffi7mi/j5Zij+7zP8sWsuph0sj9nHfsP4Jt9dxyiFSeh8nYq3Qmo+mqhGaDJowkZaBkVAFoE8zjKzlE4OiDANQvQvXb6sQuTNlMZhe/f7iDr5EBmV28O2rzka5QmJLLy5EYeIEzfwMrM8GnS1hV0n1SsZWa+uISYsETdfF0PVFj1gb9MaVfAGV6Lj8K6lI5qmxSH8xD2IyjWDZW9rtKgku9zEVZcEzy9HI+rUPaSVqoG2lvYwb8yoKFJ2RAz+V8ce9mQkvJ8YjLD9q+BzvQPmTumBuj+awbGLLq7nvVOB/EZVWcr8yfhzHfo7JsJulx1O/LQBhptOYG2vijIvZg+O3iV+xZ9bsmdWmUfy8CAmOnngtnMgYhaaQl9yB1sGW2P551mI+m0CmvPNwGcxmB1DajNbGN4NQsw9XRgNGIRuhsRjrnik3cepuCRc/usNMvXroqN1L5g2kFWFYjxODkP0+Wf4bGgE60Z/YHLvuOyVtzYiGSwJTsSGy8SGt82c0DwtBmFs/Mh4hvPRsTj71zuUKFcJBqV1UKxsA5g6GqO2Yl7AZZs6dUmR5bI/F1Qx7iaGINR/BVbe74b5441RqVpb9LJuQTYqMQ8Hz3Jxb+6Epq+jEZ78N1CnGxx7G8Hww30kHI3BlVQDtLTpA+smOSpe+hs+fqtRp2Ksy/6lIpYq/LOsgruR8XjdyBHWzXOYmHoVUTHPUNPWHm3KqeIU0wbz086528/bO4mISbyMJ+kl8EOjrrC2M0ItJjScMRbh1vFQ3NAlK9EmdfNWUtJvHUf4rXLo4dQZhtKuQoWdKttLcbD2ScVl+w2mT8h+Cma7Yr+RoaIfqindnshVh1Kbd7aG3pV4pOaLjy9xkYsHTPelKN54+40vPrLjyZSZu/LGMZ5w1VOglbdYbDf7C1FJ9/Bv+WawkBtT1OW0GLePB+NqGRM4d5flXixCb1WEpVMnVC/wrggZ8ba5I2LcneF2ww57Di+CtUyh6WeWoU//31B/dSQ2dD6JiQ6L8cErDP5jmqhYVRSRFbUu8Ku2ExGzOnHsLMgen2aV3oCrG/tIxyfJnY1wMd+I+jvOw8/+P5gxVB5mNf4vQufrVLxpPGTCFSg0GYSznJZcVBFQT7xZ4YCOEUq9Bpq1r4hHCRFI6bEVUVsGo15JCR4EecF1xjnU7mODZjr3cTzwKhrOP4wdo1pASX+kncSi3oMRXHkw+rYuhsdnHqLJ4v2Y2fouVvV2RmLNbnh77RWadDbEy+RIXDd0x8GAWTCW5sBcdTXAA//JGDr7EmrZ9UDDrHtIOlsR7hG7MbLmn1jZy5Zsn4nHUfc6SF7tjnVHEhD/ohYsu9RHXYvp8HX9jHV57zTAPVVlNVBUGxm4sqo3+pzth7h9Njg12hQry69B0mZnVM0jFbt4A0RI+MUcQ071QvCxeej8cgdcjReh5LLfsfunWvxnTBjB3dsecVXM8PLqc9RpUA3G3tvQ7/kvquMh/h2LbX5C2A8WMGtWAe+vRCDgry7YGLkVQ6W+iXF922gMnHsVdR1MYfjyD1xMK0sGc32MJonztKa3ZLAkW6mYZIzgFlPFAqI7qWiiyA88QqB7P/xysw0GWhji+YlDOHy/Oqx7D4f3inHoLDsjzGcbX13S0PDYn7dt8g2O+07HhqPxOPGmLnoa1YVBUxcsnuWImsV5OJ2De+wPZhA9FKFpc+BKzAVUcvVGl5v7cNKgPeqlnELEs65YF7kNrgyu0t9w8Vu9OuVi7T4OGQvGqojle3b/vCpjp80AXHU9gUPjG0qTvoyrfujjQLbFRh6FV9PbLJzahRkmJfLRzsW4qbL9AA+PeMN1cjhKWtmjww/vcS02DE9aL8HBXZPQviQXn/rgmY81+iXZISzqF3SScicV4e6m8EidgaTdw1CbK3ZDM7Feqb0Q31qdV9EnkV0HeX0Cs21Q8hW2M32l7CjzHols/dDo5njGiQ9Lm/fwhM7yvsgXH8VnsMiagwdMO5EVShPTyBZKrn5DxjdVfTxzmE8q3jjGk0ye/inf4s0GvxXviNKvPqNZp+pkTInA9ZpeOBQwE10N8jN2iXFmiTX6xFgh5Ph8GEu59wZHp5hgmmg2TuwYCtnFr4wrmzDGKwCPJPKnyXV0O2LyzhVwkZu1yhFvxdbhaNtAuG4qi18Cd2B0S8XlshTEePfCiOROmNj2D+x67IIjR6ajo8pVtXTSNjoR8bYLUbITskrJjqJ4y8I/IR5wmP4SE6L3Y9yPdOWtIPkhFW8FQe0/+g0Vb/8R8LTaAiOgnnjrgbXFPeBPtlJY1QReHJkCs4kpmHYuAGMrHIOX6WQ89zgGf7JvX5rg7BwG8/W1sSN5JXrmLjPlWCg+uxg9e13B8IuHMbauzFSl9HxCT6z7PB7bds+Dba2SEF9dgwF2ZCVr7RlsdyFS6C05u6aqrqPGOGrvgX+mROPApOZkljGLCJrzeFm3C1rqZieE2eKNScKI4FrZC/aJ9ogN8UQrRmHmCAPpO0PuwsNMRVlfJuCzPRKfg4+9C64OTcD+MXXxfO9ImC0uCZ+T2zAoexmAPKrEWxb+JoN+lyUVsP76FthfWQCrATGwCEjEYjM1TmBJMTPHohQX7Aj6FS4NiSNcGDHx0H2Dhw8/ombj6tnCOjUMUzqNQerc6zjwUzXy/+Fw7zYeD8ZEIcCrLfSyniF+yRiMXP8Z7vEqxJuDan6MkGyDS48QdIsMx/S2pSG5vwUuZkdhwqzitVaQ9mRlhNM2aeLHwcV6BG8+++XOvKnYVsiHYUkGd0usK+6GPbtmw8LwIy74kpWspS/g6LcfG8a0gUFKCCabTcRLz7M4NLYeivPx2/oidzuS1qkQaz68iJBV2hbKl7Qz4k2xHoYnfJjItnOp7yraz+dIeJiOwi3XCATNNJKucoqvEe72XI1Kq3/HrgGv4McRY9eXvrDrEwOr4FjMIavleBMGNzNvpM9OwvZBhijOZWe8K64OVsCQqV9ln6TQb6R+ne1jGX7KPSz9EG8dr7FGMT5SbuWTj3w8UBRv7oZ4wtVvyPilEk/mHb42XDuNpw9QOIfHe+aNjCmYiB275sBaOqb4ob/NJtRY9zu287U5hbEr48pKONoGoVNAApaYkdWoV8GYbDoLHxecwBaX6nKTbRlnfGA3eCNuf/wsF/FiZU0xP3ofxsnt0c4Wb+P+bI4Wf71Em02J2NifcJllVM96fBDj7CYj8FUzTD0YgaWWsjs8FH+QP/E29XJb2LauAnx4juu/P0ajmfuwa1KHvJ0iBU4yvtEfCp2vU/H2jQaezSyhyaBFUFBTtQQB9cSb/IUlktvr0c/sCLpGxsLjgw/ZhnIcbRdOgHGFYlKvPz+Pwyrftxh/OgiTFfbLZ70Mh6flMCQ19YS323D07V4ve3BgO1wuPo9ldo6ItAjB8XldgeT5Kusa+WsLHPT+E8OTSJ2KM4WywkwN8Xaw7UFYDb7OXpZCXMWnF6DnsDsYlbAfo0hylvXsIMaazUbmvBNk9ax2zgCsWrw92j4Yxr5VsenKBthcmIMegxJgGxiPhd3VFW92iLOJQei01lIxJubASDYeoqd/4trdp0hNf4iQebORMv4cAic2QubZJbDpcxp9jpNVGKmqZUIjc2EJ28qbwgUEsvyYrrcVzlYxsIwNgUdLRrxthosp4U54JGZkHzZUelTZJl3l46hrVsfSJBHnsV8N8caLYb2bJFm2I5MBcXkXIaSHTETLqZ+w+vZW9GMInXEda/r2JNuQIxD1M5n55+F3hEUM7LjaUU6dsrHOBU4lXgUWb/KcYurhxUSmnYtPzIGZivYjPjkHps5XMOxUCNya5czok+3CG/p1xcZGB3BhmSE2ccW41U0yEeOAMJMgHJtvDHHoVHSflYlFSZvRj8zvcNqZOA/iaY5y7YXxTXWfJC/eMr/WdsJP+UdZvPHjUwObCffkeCDlVj75mF/xlnNhiWquffFMJZ7SzoS/DTOvqe4D8iveFC4sIZNty+x6I4qMKeF8bU7xrJfkFjb0t8Lupv5I8rXChyMTYTpXB0tPbIQz0TwFf7LFm9vHqZj8civ2VpyPo3vGoxXLECC+vhFDnBbh939/gINfFLYOqaewZTILj3YMgfH0aKQrXiGtY4jhey+S1WcFVZozuej18ics6t8UxSUi/HMjBgcCn6HbqkNYP4iZlP3+HqHzdSretIgzQpNBi6CgpmoJAgUSb/c2Y4DJQRiFE/H2ZjY6usShyXAbNC4j47RuU/T1GA3jSizJ+d0obFu/BXsCTiKzmzf81v0Mm6o3lG8GI4Plun7m2Nf6IE4uMcenGC+Vddk1v45JXq8w66I/hueteOXUnU/x9luj7eg8VkVZcu6kI/EXCwwIKA0zk4YwkGrXf/HozDE8bL8aJ/aORn3pqMe9bdL1XD+ER85E6wfr0M/CD5XXnsOuQV82XaqkEkvSJuLASBoPg78QtmASZga8wY9dWqCq7r+4HR2DH2ZfyBZv8T/DeOgDTDx7CONyVgryLd5k+DG71XUss7fH1s+9McSyNlJPByCpvBcO7x2XveIp+0i4bWMVb7J1kX10Yj771RBvvBjqsSTLoZPRZmomVtzMEW9S7lriaNdQRM4ygi6beJPhd7RJOLpztSOWOsGH11eIN1lhKk2m+Xgl085FkR7ooKL9iCLc0HrEK8y9vg8j8trpC+wd2gxzyu3EzbX1sVlRvMnFWAfXyWVDtoEdEXDMHa9mdsc8nWVIWtcbjAmcdk7qiN9/khc5ufQTsfZJ1+VW7D9+te2K2biyeOPHpwG2KAi17IkvBfHGx8f8irepZRHN0W8oJveseNYma0ls4k02vu2ec/ZPJfO9bVJBvOWnzSmNXWRXyQ6yq2RDLWxJmgHRz2ZYVGYlTqztBcX1L2bb5DiybfJhfrZNkgtL/pz6EuOclkA0/ggCZnWF3EYPyUPsG9cLPpnuWNzwINyjOmJbhC8cFK8gfv8cj1JEyPr8Eb8vd8a2KquwczQRZcVKoZxhbVRREoXKZ97IsiLCPSwx9s8hiIzIvdRLS5IaNc0UOl+n4k3NQHwLrwlNhm/BR2rD94XA14q36TprYWMbA+uoGPySfQhF7Uf8MBgzB4zAjYEnEe1eDOtJAhJrFYkIcjVy9gWQsfA2GY47oxNxZGozfLqwTGVd4jPkcHffRNiHR2GW4oeS8ineAjodgZ2qsmS9S4vFdPPRuGE5D0NafVGumXdDsGR3McxIDMAE6Sogu3jLehKEKY5uuO0SnH0mgXy6YamtE/bU8UXMrhFoyDfdyZK0ZXBgxJgu/n0BLHolo298OGa0I/ES/4HFPR1wcehZqXj7dHEFHOzJNkdyJnChSXY8s1ezkuEUq2rbpMLKrEwy5pWxDFaerzF8Vgd8eJSGUjU7wKaXKeorTv6qYZs64i2Dz34F8fYHuW3S+Rz5RETQZOROtPNhWKBkOSdWqvh9sOtROHC1I5ZY88WSbBKDkn/MarZDHyT3jkGwR6vs1do/yBYv51PoHZVz5k1RHJB3eDGRaRdcbZH5mxU5X2cbdQxzmW2PUoKdkXIw3uEYYr1KYB2neNOF5PZGDLDaj5bbvJDqvQy6qxOxyjb7YhhOO1kwVOys5PskyJyDbYFMDdguXx/LyhtvHSWl/aScuC6QeOPhgcK2yeAugWS7u+p+Q1VXJYfnjLZkBZpl5U22v8j05eyf8i/eyJjSMwoR3qRuBnxRHGZ2d8WtkYngbXMsI1nW0/0YbeaLcoum48PiX1H+10SstJG7Wjibh6cXwsr5V1wVZ8qVUsKgJ3wSDmGC3Kqe7G2TTvhn/zj0druNXgdCsNwudzsmOYcWNg29ptzF4JAj8KweDXeHqbjZPxChc4xzLllSNDh/2yZlLyxhzg6fXWoL5wgzHEpYRD6no/awrjUvCp2vU/GmNVQQ/upRLYKCmqolCHyteJvd6hpZWXHEwfrL4L9qBNqRmyEzUm4g+epHtDZvjyoKG/dFF0NwNL0d+pjVQ5mUBMx16o+rA5NxdIIEv5JzG4vud4LHmjWYZlsRt7ZMwfAV/2JS9BG4M+ejiNBQWZfRO/xq44LIlsuxe/kwNPt0E6FbAyFynouRjRQu2eA78zY6BQutVJTV4sty0Ztwd5hNeQmPJDKg15dx9EUQxptOwf8mxyPIjbm0JedTAZkLETu3Bzn/9BbPbiYjaNM6ROq4Yvv+eegpvVWMfC8uYAr6To2H4Yh5mDnCAs3Kf8CjC1HYv/sJLPatRN+cT/xkZwjKM+6cGJF46CfPQXenU3CMCsV845K4GzwfYyZsQ6WFl6TiraToJOZZOSO05Roc8hsCwych8HGfhi0Xm2F+YkHEmy8sB0ei9kB7tKqsj7IGFVGjsRHMLdqgmkLGx2y347SNb9aemTzgs19OvElwc50zLHY1xLbYZTApJoJe1coozcUzhtOZBVjpyDmXpJLfja9wtyOWOnnxInxS9u8TwsZ2g+ezkfhtpydakzNivh7TsfVyE8xhtspKz7yxrE7xYSLbztOTMEdV+6l3AQttHHCwjg/8145F5/KvcWarJ0b6ikg7D4RbE9JWecQb2XuLbYMtsPFFHXzIMMGmhOWwzJ0M4LKzW3H4Oyn7prpP+khujZU5Kys6/fW2y40LLGfeeOtgiU9BxBteIpCLBwriLajDQVhw9RsyfqnE0518a41PvImX8vQB+d02ScaUB2RMWe2HaQ6VcXfLVAzzfY+JUWRM4WtzrLdHvkDQhB6YcUoHn/T7YHf8UpizTETlb/hX+FRA1lOEejlhWEI7bDu6GYOYWby3SZjfewhiu/ojwrcnKpO2fWvrEPTyzYRX6CFMVtrGIFWqMheWdOa9bfLnzz6InWeGUmTF7vWf4fCbvQoP7fch0scSFbOeI3bFLBzCICybYfMVN2vmDxkh36biTUh0taxsocmgZXBQc7UAgS/ijZzRcbZDuElI9javXNtJYrCaXK2c5JCEYLdm0r3vkgfk0gnjAHSKjAFzzijtsj/mz/TB3ktiVK1SEu/SSqGF61LsWuZMbn+TB0GU7AuX0StxMasKyrx7DYPuXvh1ozcsKjLbJu0Q0XAUGl7bR65ffo/Mci0weN46rBjVLm9mUXVdTiiV/CumTV+NsHsSlCqljyZ27li+egq6G9zAaicbnLAnK3hSHzJwldwQaZfkgLgQNzTPvnJP5p0f8eaEirIqf7mEJMK9K9xez0Si/3DI3r3CbDkJnWKK8Y8nID7YDS1Kko+genbC8N1P8ZF8dLtEmUqo1bg1jG0HYczYAegot+3lLa4eIp8x+PUgEm+l4ANKoELD7ug3fgZmju4mP2hmXINfH1viVwKCpjbNO5fAGY/MWzjgMQreAf9DxZp6KNPICSaZ/vibzKoHjW9AzuiRGd74lZjq6Ydjz4tB/4f2GDLTEikLEtA2PASeP96Wx5KHHzOqHcP0gT/jQScXdCgvgfjdM1yMicZbu+0IX+mo4A+PbWpwkbkmntN+hSRHcnsvJgzxRuCjLFS0Xo7EfWPAXA7JjaEy7qJwN7SfKsHyG5vRN/uubXLpgDlCuoWTj+x2yDnzxs3v/NaJDL5YEjNY/Kt6fRumjFuA4Icfrjrq5AAABuNJREFUULZ6Z7h6W+DFwiR0CA+Gx493WDnFtGL123kWXnC0n9TzO/CLtw8OXBLBoIwYmTWtMWnhcszo3Ui6vZSvv2Fi/Mh/BCymRsPQMwTHFsp/oFilnQsbIdBZub1w9Uny/Qa5D+erbZftD1n6IfJn7jpY2jxLP8DLR1JP+iUOHjDthMRipX13JDj+gbCJwGHOfuOLXyrxZCao+OLb6iF3/yRrkwfpyxX/Xw5ewqU+LrhuOhE6oasQdvdfZBq0wCAypviObgdmvUx9Tn8pODXSCz0G74EeuaY/foEJhyhSNwEgH+kezXykezPubnXOPgP+KhHz+w3E/vp+SNg5AO83D4TD5spYTm4FHpx78c3701ji5ILfmvyK+A39cz6TIV9n+tM7eF6yHhpV4/rujMz4RM7J6ZTQRaV6bWHmNAZeHgPQigGK6c/6GWF2seU4FzQJ38MFlELn63TlTV3+fwPvCU2Gb8BFasJ3hoAsZ7PE6fhYQh+6CisiEvLvmUQM6eYJsSyIRR9RQk9X5iCzBGnPHuP5v6VQqUZNVNHj+OiN5C2ePnqBD2VroG5Ng+wyZM4EHZlYAyl/p6JEtTqors9WDkddWe/xz+Pn+KBfA/Wrfvk+jZIPWWKIPpaC3henoPwOe1m5FGDw+kDw0mPbMyQR4/1HHRjo8X2sTRWhxEh9+gKpn/RQrWYVqIJTOTa55XHFIwvvnz3C86yKqFOnEkqIRSTuevJxF7/Bk3/eobRhPXIujoRHJIZOTrwV61TND+Cyjx36XBqC0wHjkL04mYXH2weh89bGOHjKB+ZK23G4bVOPi6QaDvuVECfvPn0uQpnqtVFZzh7VGCrbkQGRCNCTiXeWLK5q8zs/dWbjqU4slfzLSMWTp29Rqnp9VNOTb8+qOcXUl492rqItZuNP+P3kKVIk5VCjbjXINnP1YkxsTiec1NdX/hyJtHx2O1X6xtYnMaUo9X2asF2GgSz9UP7xYbOTh4+5JnDwQIqinP9qcC2v+2Hp43P+xh/f/PUBXHyVkDb4SVcPpZn4/v0GxavWhaGB4piSD04zzCXbjG2djsEmLDrfRwVUpg8ZIrJOpge54YL82/vMUmQMIQMMiUM6kYn6MuOVtKyMdPJO6ex3hH6kNugTG4SuqHDKFzpfp+KtcOKokVqEJoNGjKSFUARkEPhmOMt2oQONlJYjQFYW/PrCzr8SvOaPhVkDfUj+dxmBfj5Ibrsekb4OUDxrr+UOqzaf8vu7DS11rCgh8B7xP1tg6OWBiA2bDrld2EUJhu/AV6FzHyretIgkQpNBi6CgpmoJAt8MZ8k5ln3TpuGy8TqsHFSX/wPVWoJvkTcz/Q4idmzHkZM38eTtR5SqWAetzF0wZqQtGn9ZGP3+YaL8/v5jTD38/hEgF/6sG78ED61XYqXrj9/lFfrffxCzPRQ696HiTYuYJDQZtAgKaqqWIEA5qyWBomZSBCgCFAGKAEWAIqARBITOfah400iYCqcQoclQOF7QWooSApSzRSna1FeKAEWAIkARoAhQBITOfah40yKOCU0GLYKCmqolCFDOakmgqJkUAYoARYAiQBGgCGgEAaFzHyreNBKmwilEaDIUjhe0lqKEAOVsUYo29ZUiQBGgCFAEKAIUAaFzHyretIhjQpNBi6CgpmoJApSzWhIoaiZFgCJAEaAIUAQoAhpBQOjch4o3jYSpcAoRmgyF4wWtpSghQDlblKJNfaUIUAQoAhQBigBFQOjch4o3LeKY0GTQIiioqVqCAOWslgSKmkkRoAhQBCgCFAGKgEYQEDr3oeJNI2EqnEKEJkPheEFrKUoIUM4WpWhTXykCFAGKAEWAIkAREDr3KRTxRsNIEaAIUAQoAhQBigBFgCJAEaAIUASKAgLv3r0TzE3BxZtgltOCKQIUAYoARYAiQBGgCFAEKAIUAYpAEUKAirciFGzqKkWAIkARoAhQBCgCFAGKAEWAIqC9CFDxpr2xo5ZTBCgCFAGKAEWAIkARoAhQBCgCRQgBKt6KULCpqxQBigBFgCJAEaAIUAQoAhQBioD2IkDFm/bGjlpOEaAIUAQoAhQBisD/26+DIgAAAAKC/VvLYW4bsF4IECBAICTgvIXGVpUAAQIECBAgQIAAgV8B5+13O8kJECBAgAABAgQIEAgJOG+hsVUlQIAAAQIECBAgQOBXwHn73U5yAgQIECBAgAABAgRCAs5baGxVCRAgQIAAAQIECBD4FXDefreTnAABAgQIECBAgACBkIDzFhpbVQIECBAgQIAAAQIEfgWct9/tJCdAgAABAgQIECBAICTgvIXGVpUAAQIECBAgQIAAgV8B5+13O8kJECBAgAABAgQIEAgJDIExbmigV7nUAAAAAElFTkSuQmCC

屿_ottzX 发表于 2024-12-30 15:39:46

K是输入电压随温度变化的比例,X是温度,B截剧,需要靠读取两个对应的电压值及对应的温度求出具体值,结合lib库使用。
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查看完整版本: SWM341的芯片温度如何测试