{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "z_pu3Mn7iKez"
},
"source": [
"# Introduction to Machine Learning\n",
"\n",
"บทเรียนเกี่ยวกับ machine learning เบื้องต้นได้ถูกสอนและบรรจุอยู่ใน Brain Buiding Blocks โดยสามารถทบทวนได้จาก [Session ที่ 7 ของ Brain Building Blocks](https://youtube.com/playlist?list=PLnE-99oQBy1KNsUWI0F1L0Lcwtzp-CkYu)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "vBkDUPUciPyL"
},
"source": [
"Machine learning (การเรียนรู้ของเครื่อง) คือสาขาหนึ่งของปัญญาประดิษฐ์ (Artificial Intelligence, AI) ที่เน้นการพัฒนาและออกแบบวิธีการให้เครื่องคอมพิวเตอร์สามารถเรียนรู้จากข้อมูลโดยไม่จำเป็นต้องระบุโครงสร้างหรือกฎกำหนดอย่างชัดเจน เครื่องคอมพิวเตอร์จะสามารถวิเคราะห์และสกัดความรู้หรือแบบแผนที่อยู่ภายในชุดข้อมูล ทำนายผลลัพธ์ หรือทำงานอื่นได้ โดยจะต้องอาศัยอัลกอริทึม (Algorithms) ต่างๆ ในการเรียนรู้"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "MFx2y1Z0KXRQ"
},
"source": [
"![AI_ML_DL.jpg](data:image/jpeg;base64,UklGRmKIAABXRUJQVlA4IFaIAABQTgKdASo4BK8CPpFGnkslo6aho3PaCNASCWNu/DBOIXTBOX2OT/WeAvIvtD9R/h/3d9qnkvvX97/dv8R61e+n3v/j+Wjy9/3v8V/mPfL/qf+z/gPdb/V/8r/5PcD/qX9w/aL1v/2b91H+A/7fqD/rf+Z/Zz3Zv85+x/uY/rn+v/Z7/i/IB/RP81//Pav/3vsaf4X/ef/f3D/51/iv/d66v7s/8/5R/7N/0v3e+CH9rv/9/zP/d8AH/n9QD/49ZP5Z/Yv8b6f/mn7j/m/zB/v/pv5L/Y/71+5/9x9x7/l8O3Wn/l9Dv5T94P1P939t38j/x/8t4z/HD/Y/xHsC/mX89/339z8pH/C7dDYf9n/0vUF9hvq3/Y/ynjof6n+X9SvsX/5/8d8AH8+/s//S/vftz/2fDt/Ff8L9xvgF/ov+P/af3cv8L/5f7T/c/vD7kvrD/6/7b4C/6F/ev/R/lPbs/////+E/72////2/E1+8o+siIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIh8AjS84gUnQl5xApOhLziBSdCXnECk6EvOIFJ0JecQKToS84gUnQl5xApOhLziBSdCXnECk6EvOIFJ0JecQKToSGJEauNto/Sts7aTWXd1ua8TIjU7leJyxxmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmaTqH2OthWBKLJRyVAegWMpZxHx6MOMA6xsh2rBNLBmBe9U03yMzEHMVsdiv3Cp5y5RlbX7A0GPS2OHv7MzMzMzMzMzMzMzMzMzMzMzMzMzMzM2uwZliHo7E1noEdBClCc/x5oi+yEg+YslZTa2HswjwFQJ+qmHUdZPjwzbctdxsHmzWZ/NH426LfQflVVVVVVVVVVVVVVVVVVVVVVVVVVVVXQsbbR+8XT64aiawPlW68UXZUjGX2jh2brvI0Mk+7ohqwbdQ+QtA0j8Vt7MyslBBgW614qrnY0NgtUzOS/Trw2L34qtxaG+uTyIslTTS9SWxP06yhmZmZmZmZmZmZmZmZmZmZmZmZmZmZ6NKQ/e1fJBqb89Cbw6sE1JoCYqmb8HD7laNhgNNnT1Ag3szSAoDj9KObulr6Zc3r/XD0dz0CXV913U8Eo95bgVtQEb6UpbAHyZ/Er66jsLqDy1HYXUHlqOwuoPLUdhdQeWo7C6g8tR2F1B5ajsLqDy1HYXUHkouZZyFe4rh3BXGyC902bzheTZ8DGzsEe2A7lxnsG91HDLDRNSqFoEmiIGSi0K+y34l9hydgMTkLVvO+iq7E2YXmZSbHg/KpKcyobZ6pdZXbxmbroIiIiIiIiIiIiIiIiJtJ+l6QV4YNiAM59wGiS6yCJMA7lZBojRjU5KJudTEceU07Jb4w5nhu2jShv/hazh/sSmQ5gI9pUnUYkZpjyWZ/mN5KXS9XlxV+gOqfTnntMyzbUeKnHbamE1b1RwvjBG2cK3Ah18W7mmtRuqxbJ96LioXXHNwwqFKCN7NTP4yd/25iO7u7u7u7u7u7u7u7u7xiVkEGe2SPKlqq+Wz1eKAwDf0yNTEgG60V+gC917YqilpIJXYdlOb+NkxvK2kWhF32eRdLnna7ufVqfv6f3nzMzHUxLc6W1T4BXwCooLxA27gm/UKQ7QBgrG7NcdjA+BNML9NaloVbEa65InLlQVKKPZERERERERERERERFVtxmVNPj/BetMesO1VVVVVNBkbPDF3KQZ58M3TGjVW1GwGQt8z4wMcIbM/SeIC8Xzpyft17y+bv7toxQQIRBBzkwfRwb1AGfbf2ZmZmZmZmZmZmZmZwKiUeL2+Pbd3d3d3d3d3aOiphU32BOYqwZTt7ey7VJhHmLuIxKUUvSF/n1bcLuyfMV7Tcvvp2fiE3Bw/wdtZ5YVkW6sQ0C5sdoxHSz2cNAT6X6uZK0t6rKdpx3CUVujEZnw2Z0Fe6i5lnIvPZEREREREREQ/c8xNTmhjzrnHMfrNka/UYwgSsgpV8vhqm22+RUQGUxKiEM8fMeuf3t3AJayfJ3iHxNmZwumcKy/QKy/QKy/QKy/QLEPJlipp8ZmZmZmZmZmZmWHOdjOro8+73A88PKZauzIjs7HU1CcRhnEeDAPNUSSZ/++DAo7+wmKGJHyTDgJz04KeHJ8e9MAQA2w7TeEKOPAY23R/4uW3UxhM2SyEDoaHS52kFAIrRteYRtMCeFw1NJi7RCuNZmZmZmZyMx8h6iBrMzMzMSN9NWcDFFVQ//qIrYqwIcggMVDglOPwfCDKZZtk+xMP89n7grLG6vQDcuoDbhhDG6MQCg+AUFGgM7tEkJMiunKF5mZmaoV/yKrBIQzWbq5dRFldXp+dfhRGDhFyAzoiHIX21Lqqqqqqq5dvp8z+Tve3475PY3UHgnOCVtJALwDjG3L561cOPFS4szOkmCD7gU1mKukq7XT9Pmf4DcfS2l7IiIiIrKPhwUTfh6BxpPU1Bwae67qyAlDx66SdfurwOYKoGwt/EGUiUl1V+9a9Ad7I4TJFkVNIbBblVVVf+N9AZ7u3A6DNHKs6o7trD0FNxabJXgH3vDZjDL3BvNaRy/Ivae3ySpJKjyCiA7mMjnE9m6To5UW06PG5ZEZ498E3vEYH1+t9oIWEe0PmPNSB/zbq9xJ3dMKycAjWCcnfJZK/rh0LUybZpYzbpAx7XSXyZJoSxeAd46PyzOAD26riiK7XLa0k3KoJUV4VxYxXojX+W4KXFp+uHNJz13cZ2Jyx/LT9beRQV1W0G+D8oJcyGzwhF2PfczFhESvjHprOdv/SO/+XWwKQYWQMepdA5h5WcBMzUFKXJ6uOyZ0uL0SR9JiYj/a/i/f8Ag3xYY2pspNhgQLu9y51QU116bsPVcx0FZQc+7HwAUBpMSrPxYK+y+1eFSIl8fS56j8wfsJ/RBAFknHzejI2jD6axAcMvr9qX1Ma365Lh/53VzDYijNn+7+uV83NT9nua7uM7E4ICXUesRQbp/IqZLiTKhmDlQsGjwV7uPqnuKZbEmm3/juj5fR4A8kVXBPvFergWyg6wNOTAbbHZZi/0QR89NGdD5JC300yI8HxcjSYyw/XQ1LtZzj/M9BfiwAdY2VlIESIZjhRj1GqrPoBAFcGiS01bsZFcE1mlst8ugGmNGAkEJRqks2hfI0+YHHXXMZh0Opr0dZKpJdJKjycbIxSPmy0Ja78++HNcLap1t7uNB5Jc/lfRJb+MIui0EVg7owEPgxStpSKrbjMqae0c6zEH/1jHHfKzgGkdyo/w8mB5hUIRYuGBW5RUcWpiaPExG1t/Hm+TcdVcUzSKTm57VdC2ERNLZOQpoy6+eYEwfZ7qgRXi0zvFifuVmtj21zLlHGNS++l9SIBwDjy1iWECqkBpuZD/7RIqC0YWUEqXic61kYwxOjuX165nR3OVf+N9AZ7tYPJonz8uIln5/AvIf9VHVuJ8RJJKYmUjpsXLirB2Ok9/KLoqiksshatV4K3a1lVVUdEeCwgpNd3dvXHB5+xwHwPOmiIHIiWRW/FSv8DAo9kVm04wFsOaevh3pqT5GwudnBtqquXb6fM/dy/qNfHMRwTcI3ka+OXXQoVqknfmYKTwEEc2rPDL7U42nSedzHFHEnOXMx8NRS7tlVGIiIiJ7JR/PFF/DmThs4iIiMZlv7g6BXxJhfAPPVmp8jZoc98U1yKBDBx/fHLm1XE7tH7kG9TBKKsKQ8NtM7VBsLJSW/MzUSzdg78oAEEd4UiIiHwbwD0RP0v1ifLLaTlOMIVaKCujVA9ZmZwuWKl22NPne3VIognBwI3cAa+anbfIf39jWzGLcer4FEpE6xwNSVdVgR4a9kMCHf6X7BP9OWOdIKbvG5hp8cO9IfI2YT7Gv1/iqg8tR2F1B5aWJyOQTun64cr6p+oYthyaJD3MpIIvllkL57V/K64dLHVQKsoBpb3eapKoa2PD8yAEfNSbNJFNMldQ3mBKg3gkUurzoySWTP87KJXgi/QK4Rx399p2r0x5OWd1VWekT6tNPjMzMzMzMzMzMyxDhmZlzV3XBbUFsyN3zD/3kf22WJ+OXNt6ZZteGR7ZwWx+g8ieX/vufbriPSV7mshQ384aBEP2V5tWn7jhQ6RNSzSJ2puF0uECinSAMz4Ya1evabZlxE567uM7E+sZmZmZmZmZmVNKREQ+Js5C0Ftl2IaYwrVbwmNXrGA/KwSkP3RXfvjbMdxSF+KibpVCWzjs9y5IjMIQnky0oft4wfoKeZkEOmFxA/XhP78NBka7MLM4FRKPF7fHtu7u7u7u7u7tH6cuZj46YFGl8klNw6I7SiZ13iqRt8waTtZmcLlif46I++YbdA1q/AR2TSjPgF3jcUvRs6Bkz9IUTtRMLti3TjhgRPQ5ec6a+wnWQU/IR5Vs8YwAoDjNLqZ8pK2J9YzMzMzMzMzMqaUiIh/ZgSEGeTMadQF2ZmZtvTKpTeUGuQzpimpJpHVFG/L+jGtk/K0U9kpLNhGSFdFGV/G7mNGajc7CM23Lt9Pmfyd/ZmZmZmZmZmY61lVVVVVVVVVVYJSIiaJo8TUgskzrXg48Z9xANKqv/G+gM93dVVVVVVVVVVVTRJ9YzMzMzMzMzVE7u7u7u7uym81+eOIww422j9xTepcUCyHbugWwVGhsRVQ1hEZJfJyvYDhPtiaYiG/S7+npSHwB1z1aEiqCIBMg4n/8RVH1dPyWxvEdLNtUuEQYl5r1UxMvc/fTHyVkECbxPRCGHUItMWpyi1mp8jY764JqMDS6N+G0PkbHKQElhqmF1B5aZic0iftKOxZ/Cy1HYVHuyOExp2nRItR0/Qs8+5lcld1B5ajp1BkJchJmQimF1B4r/2DzgZlYJzVJ0JeYC4Ia6cEfU1NofIDx91MRYY97H82dwJR6/87W+GaqA8RFjoOIVKWwOLRym6c6haEWSj4f+SvR1YxS2FTqp+LIYe9Q97amXTnJMj2Y1W1MvCXsmpZUmu7u4Xo+3d2Y8fBusn0gQPoyDeH2z04bbjJXQk8+Hx3ZV5BGVr/05gJk1sEnzt78Nw8K4mec/9Yzhn6XsDV3mHRL6Yjt5Yt/T9nBnNZ3KPkMyg6OaRPWZn/c4dikNjfAXH/7cvae9RXxAxW0QTKuXiHsildPaxYszF+a84D1WTbwx0JF7rSXBMYCg0/Px6fykN1V/Bh4LaZOMKp3r1YmrcKT0MpNWhRxksBhYGCRzdEmp7iLSM1RRWpm7hcaSmOtdQ6o3U2olkO78iKIiIiIiIiIiN5ERERT77JVYg0fLksRiPPscSjiKXugc+lvFGZ9iKMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMrPpRoPQboLr3mPk7sbokLTxmiBpoSlXdI+5Wpl+uwVoTI0mNwHnNfSKTnKDLuVF98gHcsqm6FnWa5ZUsyspozwlP50urxHv9z0X5oJukWPKQXDaJRuJK5ql/VfGbj7LmbCRtSqzLhvchqIO7rLsDeET/jpR9SODlHQ7YsbW5PFaDTmIaIjBti4A9t2VLa3s2yzmEYuVH4m869bq7FHUnPm1CteOcK/6ZjlcbkMUe/guRmXd/fcIbCjXlv8yqrbzErzyFbmqboLu5fKpQNUHl9+RhSB65Y5qBiM9cSVa6gs73BrS9sKIJT1odCKBvPLjx0GwZyzHivKmsL8g9GCk0Kt7jDjCOKX/1uprlvUQHEeSBjAX4kO/n4w3/JmZmZmPCUJGfHTL2EsJewKaUzPEToQFT4VUE0+5zUJJidg57LHGhNDQrr8ZCTvdvEGOAo8fSxvlKONLbQIAFSDAInaboWLvaVL3YJZTfUPU7LkZ3CVv2I93bX5muBCN4J757ZT3csjZjSZK1ZH27C4ozzjjCagvmJuKzmtvveGIH8kAzzGgDjx0yRtUZH/Zo6eGcnMzX5yJ/ic59VMlaJLeQYxiWNbAAigiIiIiIgir8sd17hSolJ6jAvYaX/6Zehofz0BZgPSydUC36MAwGhx5dpGXghzuLn5vfkh1OCoOwmYnjF/E8Zw9stJwREQpqTLtGFt4w8CxKh/9WDKJmE3h9QYCEWumMLi+JQKjcCPJCINlY1iXn+5gpys8l9ELXiaiNoiMzMzMzMzMzMzMzMzMzpZ1VHzPUpSaVUmqaS6qk1UpSapqmqkyzpZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmYgAA/v930AAAAAAAAAAAAAAAAAAByv2nkroW4REE0YxXFsZibYdIQ/5zra6F2Wwxfqg9ZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWRrdqfsUWVtVglOZeeNRXCL8Th3GW/0U3N/Saw5no1+rR3b3k6Gg3acZQtBjLJH8om5qEItQjPk6GeYmMwbu/OH2PBgZ7jKRhUDxjnWuBln2LUnlTXgHkx8PWu4AAAAAAAAFo+8pyryKR9mUgRO9fmjsnaJGIxTSQf8DqaLHg60Sv7ru6hTy8IfvjlGoaehIOrnOQBnfkJCSKSR+3KC3IygYus9paYd/Ewgs+gyBEW2i+MLDuAlxS5rnk0SEgZqviq8L32Qg0SCNYaNmjBZ0j7PdRr4ze5g2X8bPD5d1hSTj5zPDA3FSnVkJPrjUVoZRGDypVxnYCSOIY+opzlVYi0QzNe+2CtRqBLhFbwppffbNOJxvNklG5pXIhANl33lzTxlhk9zhQI5jk+ngpFQwUbjhygT1gCdVT/bxMOGm+FJkcuKCr1v0/PMugR01xkKcHE6+km7PtoadrG0FwefI1/2MS1DPfjtw6ysI9ckjWhwYr7VxFg/IHP6ffzD37N/j9gH3WYMEZdZ24w6+ux3leApFVN8RZ1oqzpfdSFF4EZV09hHDrsQwIvA5Y3zQGZ9TDpW4mwlgbg1HDKX6E+L2+v34hW84kQQtY1iKJio5BWhXo/BDOUPSpWXbUgMv68w1+lZtsdEHsC8u4lH7coGVzBuUkWSEJ8XIfdroLdXFGfKBKUpMaqMxQJ+nthkAjDr2aAe0gAAAAYRUs9Uj0T/HqrdWtMsL0K7FM1nhK9NwTxwpkmgeHORj3OzCWYR6EQDNt/uU4h7X2BqQKrD+6qRgnxnQbG5TUFvHBLmMi4etSrZdtQQbJwGccVZtJy1YGIqWGstGKziScG59bYRXof7BSv1MSCTtPYYskBr4Bnwky1lCoGYbJBYKZrzhPQQlkHEpW7fUk4O4AEKXj5wu0tUdrXzvCA5BLrFYImBefyWuBLvwAM2P+IAT+sRH0hiI6QEmQpJP35dhLS+q5/Yh24C3S54FNfMKqG0jqwAtdYWV2fOgySdpTnCGIco+5C5MVbPjxQ3oZbEuGYbc9bUYM7UNdSHecFBfPzkec3D+A1zC5iiiRYvL9dOHpKLc3ffIcyHZnUrVNmRSZqnqJEo++AVWTFzyibsGKKAayGsCUp7HQIBbo01qCC/iSAAAAD2xcA5jTiMukG+UI+lgDLF67OUuiJWvL2LSbz00/dV0dpTYhYmu1s4nUoMnjDVajiPRCSHHnYQStiixXJgsWIBrg8bW166hI4w+ICXkk1Iyv55JQ8aj46C6cDa8ocGW0vPQcmTmxFxrRYBewsnTEvrm/2cbvoObWmBTeTObCTuqCDuw1pp3yjETtqaN/TLJYFQ+R7wROhkzC9cj6SaLjupYyBmkka3pjYi63q9LHcyN+uyqcIxYherZFP/x9xmWOfpaCPzl0SxbuH2jzZE7US4RGMJV/sOVJyUpAIYh1uSZdqEd7GNKWQETgogA4svXTjHyQTVpFzooFPbweF9yEKSENzYJb9IkGEfZenSIoWHLRcDSMm/eUuho79+i4M0exPRCdMrpUY08lZONGGTTlYaTCNPOD3ehXh9G7jq5VtGa9jZebwvUkfS4DtyOPM7oR+ck8jwHyxGYok6ZW6morDEI7JlTNFDJ5O8s21PEgU78oCDPZVgUoiODetLY+xeYjZpE61UigYOnLaiHa3RPNicNIbXktIZGpvFD/RCT/vMmta5ZxLEeFSBsqe3VlY85mu6T0nS9/xR0s7mht2htPpKtnUFzlpdBumT835i8B1S1XyFL7nK1GFutoTCdwrSPb/07qC7yg1Dk8ftP3NdD7pnDrStqd/t4l15gqusOKjDRgMxn75nV+l3w6y5P8Ar7vAAAAKYTfqCzMrPG21C5uARRgcxtZdTQg8wXvTEqjvCchuiFEZSAEZZUe+ANyqclb1Xija62bPBzynoe4EQjEKI+InAIdDa7Th2WNdoNkRJ+QCrIaKC4fu2SZXOAJbdAEzYfVZZCT4HXyZCi6OP8ZDQX6xewCUnx6vyJDwyaCHC5Ywufs1cSNuRmGN/g4mIHNbVw4i4HnoxSrvrXjCQItgpLv6yIPza4egfsEcH/J7FTqBkLd6ma940vN+saqeNiitV0UCWR0RvncTbBseIKBdE8E2DObAvbK9eLj5ZgQI86Kt/R6ytr0dKY0fIu6XK4+J2nZmNZu74WQpAsl0VB4I3aDMbsYAwuOWTQa3DOneAz93mjXdSxFmwwWzDTHxm6SqYMJFyYTSWWj1FsdEu9hKJqCbJYFW/PUe7hM995E8SdPSBRuJnj5Vm3OjfyNJ4eALXrI6a7AdW70get7S+Fl+nWZUXqMhd+bRlt4oe4ykUod4088WvErvaeSzAD8MN5POPkB8SkW5DTZR3c8cd6nPgir0+qXKd/Oc9HdrPZ2sE5+2B3wmriZxcTkBnvafY3hTwYoTqrOTdjC/opP5ShPFHiQWfCoa25RfsXlhh98s+gLLiotbxkwKWb5Ged2RPksCy4qLW8ZMClm+RnndkT5LAsuKi1vGTApZvkZ53ZE+SwLLiotbxkwKWb5Ged2RPksC8Xi2UcvMpBZGcGI4XcRGoRf7a9Yq5j9+JMf0biRj7P2TmkIebb0o2uEC+Ey89NMEwcOlYAQo0NEZ6loJg8BnnjvesNAskmyT84/eWqs6kHi4m7Spy9xO6hYUyxIH2VGT2QzQ9BnZnf2tCjZK1ewL5Zu9ofeBlNPSPCPXAMmYNp0lJ+AHL/AoGgKVMW7Qfz+88PWLxI9PlyqZYLCu0nHmcD3Tao0r7nDJ9cnR/M6aYkqOeQHbYzqLgnk7zOqbQzUjdy6D+6SzzyJwHzLj4oilWhP9hjwCCga4RrbcQZ7ZMZQw3I7nJwPfkPOzPFVFhSxmWgNmBT/Ez2VmLN3pf+K9mLoMCmsbC9zl/Kj60XXy8tDgHgsaU0H2fJZJqVr7NNjywAeTmYRtu67rlx3nKdlEi6jq8eEqPEWIY4xV666eXRGGRL7yKhGwQB2t1T45GizyYBO3p4dLvvuSlu8qwj3PxicFMfYKTiRVu7sjcDdyncHCfINcL1LOf+zpNIdyXeV0/1WGYC5Mndk1x8+NJtN0MPEqBbnornchgJvAVQA7rnt9dbM4D2PJfMWSI3POhZiMS1FKTv/Y+Ni9MZqGhxn7++vVr48TPoOY3aBAjli92PWtsUMUsHchiCjp6hmEf9nDpL6mZ3y9JjCLQ66tnZ3FbBweyFa/ZAhZBTkFhxk+PkebDdor7XUU5qjZaMu2bt8Bd6OUh9+th/wzRp6kdsXbmFV8FdY0kBEIai0flR/jQz3JunwLlGtOqyiilYzCJ1IQ3ZBb76b05bwrA5igjBYQ0iTFPyApLfDg39fyO8ny676pA6A8Lhw/vP/GwAUZLaouXVvDhkWdCVCTeMQuAIRWW/M2pDQCUfHBun5lcsnCFdA69h44gh4jSGYisdPCAPwbbafq9No3kFL2qt9lvXsRBBPw4K39Vdc6q+8upWjzADLco/1qcZrJwimLn4xOCmatD4aNqK9tppa5SQ7rjYXNj9trVhG2nO8GLOM7aPfQ/jZdBknmZdry9olfaJrTJyu5zKsUi2h8oqeg+TyoOVidN6XsBzvfWgj8wimD3yQiAFkVxVRG0d+1Xwk4BRT0ovlyCQcH81wRecAEdwRci84kgkAAD2qXRJ7QdySUgNg3mDViDr90rUuJCSMJ2/nGjqpe7Lf9a4ZsAa7KZ9VoxS5tU42z+yEhhLu37qjneLesfKnYP5Eus5bf+O4hpfNKw9vshiQqkCBU8BZPKETIvUHFKTA4StY6A61cbao5XNwZDHT6d9vGdyOLrHbScO7/skZiQELDPdzVqYn9SMTeorscRe7ISEpJvK+wJ/x5ybpUdbEelkFsZFdzSXH0Om3g+mmyxbg9qFLfYR3s27jEZvi4uKvWeAPR6r4Tf4+UKSOSWTyIN6EwYNarQ7e8clwNDkLsM1diOgsXKYtGxP2KW+2PAIpvBC5yXdBsbPV4GOVvzDHOkPiBLMiIjLQDiw0Y1wdt0XFRzkds7JBQIDDYsZ8in754NJNAD833j9Xq6l0sV3M/oQ8jJQJC/Qyt5x0Iyyzt0sNsSqwkUaGiQtTG8bqRq3Ffb7PlOPL9azDZgXeHjnr6gQ/iBlYPcYQaMybI6FQXfMKDut08Gq7yb8+/A4ce4DdBkelJ5w1FYvvRmlC0nXX4DNzHoT7SB0zXESvFdw1B3pzJHd+isl0UMuiNPlFBl97QIcx5j3ZRKEWb0pXBpyQAz09znBxO0yv6nwhtDoKfPW4ozt9k58ijCf4NHIQnai185a/17vjKKWfv9bSkbzDVJRvipfJqnjJsFD8BoW/OX+vtyO0d897zQY4cwGFAG6GaaqApZYRoLRx4rbYOLwjMiZaou1oiBpK7ML91HY+gCk8mr2NuDyc60FhxxjHIrzSRjlnF3YUNg37J6WOyOB2oEzmtpYjfh5t8LjvvuXzrnggys0f5QwPC82VJC8K2l7VNBC1YGAhNj5z+5QCNj2UIIDegaDkoBVeEqRAMgHknzbUwoElMeiVVjGZJwlHln9UdESzloHH+0P4I+LFyvTQLb0Uyz4MnZcZhA/y8qqGl2SNFFBxEr1kuKUeHcunNor8gPdrzpYBiBOW4IPU35lhaoyDbjkHt5N3hd8ayc2ywk6Finlf9T+R/24tPrJmC0rwXgmDKLF0xjzw4bcNiWdh77vGxTK+1z9NRjYeq2VB5MnTJeeBCf55+bkwcKezcH7ol/QpXWN5huq8TTPOiBjjWvzez6wf2dJOQHOCiv4EPX3/dZUQYWjXmrQB/sqGt5pgBGFKp4//IhVGWjK3tVezBJ31VvtKDqPFbzkqlHyA+SPv99Vbgv8jrX33RLXGhf6wMVjK8QX3luYmJVmPHpYpxHhqcSiZq+HfsYv2OFm9ZmWGGuZwxU77OJLSGAdn8dvk5upeKR2UUkUYIBk98mOBAz3MJSrVIZZcGYn10cpNpkGk62vY9ucA8qkrFfGRvCwgleP5I84aomYaz9LLH+ErNZ+yMNT6dfSMMlhIU6+B3HSDhehTXMmFDkIxoyzFbZ+1qokAsJG6Gw01UT/hSTIW5H4fLL374/tVGprKvKeO71geu2ztStPYpiv+6jtPeprp2rpdzhqMRn9NC4/KG1aWwcKfWRoD7eLpV1T1m5eU2dxgmx5sqp8bq3U2FSB0lnAhuqo4T6k0Kxcj/Su0EsTOPk7SOYh4fi+x/VjP/20n23JxNKP6ER8K3Qal0cAXj2dx/uIWOLjZz2Aoq6eJKjBYdbNq0qJWniMUvOxx6pXtY8jmgO6dLLMr6nkfS+gdpBhpZ57NpgqQVU/MI29l9vsE5D+YcYGaVWQiYnsIHVklFcjEZxGUaNrous6lKJyabfCX2tGdGRqhBnmriSm5TcUxQh31LZpgHecnP99Swv1DQwXEKBvF3uNAAAAR/1vKlH8seSzJnfB/C8MNa5rmvyMntzKBQNUbw7HQ2+SIQ8e3ZcHGHnwX9JhG1qFlkG74IeC8bDvvhar4qTkKAMTX22QXyYvXvGWx3w9YPkLyufq+Fe880tOFVc8sxDaOy+nvr2LzQfuDvBo6P0LY2QEYM6KpVHz4iZSWJIcA3kFT7OBKhJVqBXz7qA/a6uWIkwczule4GwNtEfAzIKUEYNfSTi7wuLg5IOnoDzOCBaD7qOFyYZcS8Q0OUnkS1zFMnyU9dP77jjcnlARy2nBcEkTE9AIwm15bvuH5GpfEJ+l7pBLrw+78dG05z13tDq/NI34No+Wa72jSWEVWDbIV/joDixTMpmjPEqc0DGTpE4ghq6x9GrWcUdmEtvouEYyvZPilHUH1HzsEG6JL+rk52zuFvGjk/HMD2vzyKP/XljAA6Y333nfYQ9r75iDcWh97813izmtnzhYSOLNZFNrtSi+XCxv0eiVB9xqGNKwn73AUduSxdAAm/nq48/F9wUcFB7gpY7VyY3u9vHFSVVeur108yDIinBxm+YuJjGti9D5llPAB0O/cNSEcUhbxBIrDJUKnDRaz4+lBiUGrk5MydGy+llwCM9LKZrAiPwVzB+aWy2avDBj0HT3NHFt1jKUG0fQxIqH3of8hgFN8K3Bp9dMq1+wVCUfVvDTTTScDLbNyL9QiSgVNEoUA0n4F29NO09TAqRvsRw0VSubYtW7VjmqXH4wanh83NkxajhiJ5YedGtjojVnRSxz9PLRq5FfjTnpf0QgnDLEl4CXBBxEORM1+hSwG+HP2DcTVEltp7p6dm3L8xjMHKrj8MniSTgdT4Dnax2oHnYii6j0sXCWmL9vcBjs81VkzCwvPLVpassCvehf5d4xrlZEsvBpc+lTaaDLhAjswOJRVl5vHY6PX0gQDnzqLUMm3kJr/7WRBO3pNFbvhchElgTiX1Rt8UdeuLdpT5gy1pGuJjj3Vt9z4RGlqP5o7Mp49uqW0AG7HeXIInQl/Nal0b8VyuxiBQ6n1oZLVb6gR5un2korktAxXT9MsM1eO/zXUT2OZSldIPHj+Kb2GuJX9EY+/jJ8Hz1fFwYtFRkbQ8o/kjxMpS/GUaS+V7zZrwdNCG7wAcc9lAoLFCDLkXhPuRPVjWyTuypeThJgzAVw9yB0ZPL71qTZnQ1oJDUQFOMkZTIVgq58y3zpbAektIQt7oUk0ArXQYMXALqp8Hj4GN73+YjG7vSy8D2EVpd+32g1Jya7CFDvP0U2qkjjF8GDJo1IXFu6gllffsPFmvBNc6ErzchR8jOVTGhiZMS+TQkJL1h5g+qgljwlg/k30o8xxV7Hesy3yiTOLj5bO0rO9NshVTBJ3BICn7rhKPzZnAAZkiqJG9ehoREok92IvSM+RdfoS0KxZznWcIAAGsgAC8mtOO9cH4xgJCPEhX3wiL/Du6Spsf4xvi6AmGe2wIzgsAa8b+h5P6PblOj8/FWXCcuSpd3jtOgT/jkuyG/ZOjzwkLwXzxqToP57+pTRJJAf7knHKfTvW0AreSatu70tkckZjFawwWo28dqyLLFxfB7sJVOatxNXaWWvLEBwB6PePLd7UVhUOMoSbv3PW/553kamZLpCgmtddBglFIBS5VKjIdvwutW9WyT7fdTmGvx1e5fgjPuK2MVkAOl32o0qL8N3eckUWyUgv5S1ahUYf8kpgte9P0zpMmu/oWO3zpjp7eJOe39UlrikHrek3BHJPgADij+5tV46se+iZAdMtIr8J1bgVhDVer7/wuWWrKUWeUUGycFjdDmC9QWovPwTRut1ec8YvYQJBrBK/ND2jAxURARXIjc8sx0SH0UWQ+eGBdMOYKvymsT6FA0xGX3NbTUQQikc5V0CPpAw2GUaaFe6LH8A5nZCQ6Op0NErw7iDOzHvPeQyfrWdkhSckxrsTeLLFq1xACFSdsCuKSsD5+BV4ZUXjr0oFqkRzZo9FgLIzolzKY9ZBSPsR7FGAlbSZoVzGODWOUmusBcGzx3QI5GnhWqmuEv+KtfcAchJciaYsA8ep5zFWDlzKcQt/ZuXWQE/u2G0n8u/fWAj6NKC/ycnCsGmbyPb0A3qG/bf8tfwTU6mhbLPjvFY7k+UcXQAALjIAivpeB9nlRa2QvzTbq5Gg7uHAN+nS+5ef3d3cGZ6QBuC564Ig7hyOdGSU4vEZfq4tqwbRoAPVQqAKqdaA49IaNwGXuZmXNVEWTyAvKgIE1xi4xTlbPIY3nEZdXH9MlAyVKeZZzqcCrsvVfKVNmxy3c44oogdTEuLgqpJ+RTHegCqg4m36uyN/M4Hf0t09IiPIjF1vaJ8z4sW8VlI45I3LPd8qAi1rIIIiauDfV4fQbFgTDmXCXD6CJLBVlOp2Nro14hhvCabtxVa5wUiIURFYV/9JlxzTKCXU3RNKG/p3nSS4VZALrVTuMMvfeURmUwF3hBqH3G8YAgZ4/JkigVbPa+fnEwKywGOEGgv3rLYdZgGdCLFDdVpBP9Y2YiD1XPc1d9I1B+MapclG0SZ4CvjrjTMeuYL55hKJscFWSbhe1CrV8IMoL2R0rvW5V08RrCaHUWvIZqWIsMFLfkqsZAmDmC5ZkMMlZyuLexJA0F2LGM4bcClyhVlFVmE7G5uo/tcBxHe2yvmlYbHUoUylbrpnThDPsAE7ZCIOgdXgfGG+avNPRrZYcMRg52E7dTbNL74Lp/XhKZ+RfzF0jEv4RudnPQwNJJmzCvpjRXZ/G7vtKw7VRnLacvbaXnDQwwxDgJMTjZ9BPNRuH8V3ZrlXd8Z2gAMb2/2pBWAqTp9DT++pXgeZIMizvdTLYiSChIaSvUE4jAThntAHde20r4/L+N9pXx+X8b7Svj8v432lfH5fxvtK+ZByXFZ7LI5YAZsDdzg1gBj8Hf9Ncm+WluboBNrHR4jUXnqcfsE8DsKCwniqCZlo1lZNZIg9CNU4nNxkUrTR2FL7seZceCVVSFwfIxokwE0DdK5THb+hyYi/L3wmzd8/bbAKLTrj5nlV9hg8abI6TcmCvglN453g0MiJBT4wIB7jsNO+q1db4AInxo7KIo/FZjlhpIhPc8WcxoUk3S2aW/s/pPYXbdKX4yTiIXWRpGxz4o5iHzMI0FRxGQ3IE8NqVp/tKVuf4NQgT2iU7QCYHJl4DM3ctseWiuGP9wPmgjN7HVp/78VsedHrshxe1EUS1TbffMzeWrtoC8XwZL/W37JxpKpTreMIPePZKO6ifRTB2RZBNQMgs0cFLqlXtkmJwn7tHU7Q8+QAktEAvvxYnktlK7MSPdbBSASciqDE+rElsA6AEqd0RhnEICiB6hzfn+u075adf7GRueAKeCt2EiDFm6q2a4ZCWZbY0t3oyZVIv6AHkJ0hShYpmvMfJVQJsK8R04eOYZmSbIiiRrkJ92ksL7ufQT/2z+6CV/rz0Tkj6N2oVDq08IShdAyLQHYXHCFdKR+4DAChe5SmKOeTQxlrp298l3VrkCGWgBfv4ZL5ivGTxoT/tFZ1Ow7i4l5T+YBbrQ+mypk3TYuG2kYNeWEbzx9scju8tVdVYmOe5Gmj1jWIFMmhBV3o0SDnb0TaiIZSjmpLz6y5ST/ltKrmLvighzudwfGARGWjA1ObTlKsUHK/Iw9KTvQzgn2kbNaXeyZOdTv3/VgCf0Ux0XWI7TK41FWsjLaS/Goq1kZbSX41FWsjLaWPlmuQHJOKAHuQEkqP+zjqhWv4hW85sVoeejitKWAbFHC0ElcPADuIHSaqRlc1a8r6h+pCW9x7z9Kc1Jq/MQiV/ROA051SBUMvI+/lWBXYvVgwvqR8er4ZWEFAGyha8+RK8Ce+5+wm1eXVml2y/Mg48WrRrgr3og+DFDsQ7l9F0q4S/s2OLxjgZ+osZe8LqFVzvW3jlKxDE/nAQnx3zM4hZ78N58saekdo3sls+flCINvxI6t4af1WKSN3g3Bbzybfs+56lAtlNtEL2y6Ujwpbe+5baUzIgJQU7vxDy/OrBAK9SC/h22cm9mbFIYTbcd9Q0pteTd0pr/idmMUBlNED4YNCz5KBPyjj4gvCLz4CA9pDtUPTxTQrVrU2WWHIJ+IZvF0c3rK19OiHsjHDMiAIVTqlCVuUKrwRofqVaHoAbhm6Y9gDBEYtfJtQDemy6snTlU9B9FGu1EmO/RynDcBp0XqPcwzIPm6M1DpGHWlYirAy/wLDXsp8bwNzqYYNlvWTheZZrXXThVrgzrRq0cU68S8mASJPNmxG1dpbmdwRyObAlRkPYcftXBdGKC393qqgc/zPFYng5CUZl/p+vPcv9t/BibDgYkAV41vb3WdNCrZzgeiMBDo5/AHt5wEaHGdDRkJz50bpEcjdwIQft9uG5e4O8FQ10oJRyUlECMMKfVuW2yijAxmdGE6cyx3Dg6Vc/QnzJcXbbdgPyp6XnfbtWE3NecgWcK3Y3rVnUCIu6TL+dS1SvjCg1p8N8igXCpl+8qvkddnEzTLy7nd3f54bQVABGHjaaucsGsXm0s2PY+A6q7ohRzv+KBOgO+C+yx2tHbPHeAb/aGSfGSNXfuFGKYhl0pC/eg9lxFAbiVzig/zrjTWpg30eJLS3kY6Jt+TTjeZubB4Eovl9T0EMvpAeVT5ySJkpdn2NsKODfwiNMhwUpe41bIx10BDNwsSfoA+AeP0kBWBn4ShZqiJFHvsCCOq0GcMOkU9+XvSZjT2ctTpUGG4c56ZgU9lb/F9KuT4Y6tkbAQGnHm4egiDYSHGwS159yvwybJi+r9uTJahUQVKlUU/JecZaOMdEbUEsrXeKasxOtFhTaRAy/AvJv1JlwXD+VlyZC5hlzONuQzFpXEm3CwjMZaDqPPdaiA2BO7gvKvnvmBwQSPIZc0TM4Dp7TNUjdtPtntuZcf7ZcLLnt74xzgD1AFPwJ9rATF474cN0NhwHunGN8G6vEfWZxs0HbkhC7lQCfA97Z1Qp0wqs3txqIy32asBJvbsSkoTngTsfEEBccQg1cU8JXqDYKGm1GFL2E0Fhs7frBAv3Fk7hRR6ZaTFtrcgxkv08jIABS5M5jItDp6p+BoKnwmQbNpvjbB7mMuqn1p+2WanZeWOWI8cAWN9z+AbBZiuM7HsQTYkjRQDFv7mH/ZPQ8iGqb2DPZW0zkTDVFJyNKdZEK0DRGnjnS9vPSQCGwLoHhsyVCIKlJiLetXg4eYKCLwH3kHT5jMhJ1BF+7UzNYBEGJtaMGMaWafkxjwnhuHK3LdwVY6dLZhZR77TrQkbkQHyViTIqlAZQ2d4NycZWgT3rYCrv7ASra1ck6UBEBjL8ZtHZ8HB6wXklIxkY5aXfF8bPuj9win2Lrefk00viDzi3N0Mxr+QckTqdOyVQjaFq2bhAUav80x2S/OQVDmcttUsA7TpvlIdw4twbFHOatQSpnTzzMnjhSjsYaSLOalrXbfK+bgwfn3q+3lzzrXv2lWAQNMzUhkEFwoaqAmo48/Lm1V18D/2Wys2xqF+mhNzjsj9y9Bj+QLZ7L/vl8dZsxdTAqkxtk7/HrIbro2gKTkn+J449skcAZ2V3BpUQ2vFBh0bhyt3WWkymVtBK1ZFeyB9h6+ziayS5D8A19ymio+uovMJic0op8SPHD09ZP82arpaAPjKfcxLVbjZJnyGjS1Duf4DyU7pswnFpDx4Jt9Qqia+KRHYPH/hl5xd2/7efPNy7EAfgo1Y+3rDDUEKnZEKmwuTxbo9AJReDqjVHPaQ0aahp2t2P5FFFggOjFy9XvbfVWPKm6QmNPJ78zprTPH9ajmbeAgDbMjKyr7eO1MU+WZ9vLGCfrJ6oOkCPYroBxmV8nEnjFDtcR8EPr3mKRzPXdh4X9KHEdK09tLzvJH0BFRgQwX6ycVZD2q9t7II19e1fQk//dvZi86kjLLlKo9cb8ID++tp/SfYjHjkg6Q1uD1wB0TAfjFRInHKD7+OmMmGUxwNhH0vDHA0ImgATPfhoOc7pOafHuGfbR9iYZrs/hD+Vi5+wfCfjAE6xK50vd5O+ei86gT5eS6mGhcnXB+p/wFax3RozPhlka4vrgXpjSOjciaMkvSqRdXqavtUh+GqcELu+RRtQokXxGd5+yjBnPL7uozalyzsLqnRBTpwDHFhr6f7HSLenDr+79SvmRnWZO0t/O1bZjMscCjQYEGvmykldZ1RCT60MFaAYFFvDDNtsV/EQFtWgF091RGOukrc1il0yHyx/9KAfbp7CpEXGsOyXJjzxxdLOkTFSjcb8ljQYlmyRI9u7QPYbKHDL71uqfmDPDb8s1hEIO6cvN1KaSxqyHlBTzI2D5vGWLp0g2HCPc/bsRWxXN7Gf/LHuL05CViHrD0b80gSli66mxBie1Lc6OP11JWFIDpgtnF8zea6ODHykB15ZJOlM7fVuecVT2jospbMLiSiNRRdbXvX+il1rsCrGyPa++ORVm56EIaXerXkzCrJ/viAtdish7WT2mz53tmT6mlz96+ze4tIGDJTKB/Zrk2qEb+v6WZ/HM6C5YkFnEpET8lVNyh//0u/jN/vEYBEjlBjtucDZYk6MGnWdC0DUZ/7d6aSaNrMlSeEuuolhAtsk7V1tIr1RoZT+lECSFL3BaswCag6u6oDZFTB1FRoHLOS/fyqVZ5crNJ96uS66QJq7WnO5k5+ATQgegrEeWobu6Z0hUKB2EZ58KP+VDpW2fVM2fc8vwCFhGFmWFXZRfJJMtbFtYNQWsc6Q6FXATuzuWQpNKVVjNyKKO0JpdavutklbNHUoL7asOU7aHSlcN+SzvW6yDX8u4NAObTE+VkU29eSDSJ/pmAOvCjFCDshUeEF/8Vf2QxTBKfGLMspWpeRZjlJt+ttGB6ToL8P1ume0X4XMNYInZ3cVB+zGzywvGXlo7fM6GQ3fhr/k7zmioJBQlQdrWKA8Oual7m6R/d36H+P6OBW2bLENQvWjIwgd6nogohSd6Npw78GzpM6bWpS2KVYJ67yRP7hVBDM7CK0xQAAMrHQcJu3Hd/ujtz73MGkbPasn3WPlPePPuH5wLirsVeOVE0KyiFu+b00L1XUYjr54yrBXZmegd0+Z1low8cd6TimBffTneMux1x61mbUoMPnEg0k77cvyYqoqWYsBzfUCNKOp1fDyHfNF+/1sXCCj/UuhtezDAtWMn/7+ZOTwD5KeA042BztcDh+SzVRIyqHQ/4EVgObxyYmCnKPu3BoksZ1YMr8EVAaQ0b8CddtZwtuk9yNp6DJmoTHIAysfeeVRg44UdEtVaQq54OJcFZI4/Q7J85lBGNkYsf9L8tcOWX0KNYLktzANZQU/5x+MvUPwnescjKE08KYCbAcq6K/hn6acCPo9kYIG7899ihWr5+3vP0qqMEozaXjzOwstNMVxr17hjg1XMRzwji6PqsUzZ1yqfSxrxhLwSE80uAYzzjX1YAclSxIkOrT/tWbTRdfsqgOO/2Ou0TTmcSW5hPyqK9lXYAZecqYRySR+zLPWDuUnDgDsI83jX3pSy6wxC7Zf3E94VXD9zdilhjjHe67UGbyMZdQK4apQzgaxW8Qp+W6Rw+tQQKUKYZx6Zmo8su6oe9AUhbT23iUENImHgPlujYf4Ip75rpw7zO6BFVSq3hC5xi84z02F41faZ9hnwCkz+p6nZfZiJm01iaUYVPt2iwqd8pCwdo1/Ow9aMVgM02/nX154DMUWp8j3nJG6iOpl4CDVsfVKrp/7VR67v+fGxiZj7DkirEi1aVNZ6nLATMMvYsuucTQBYMihEwehqBH1I7ODwBkyHgS+ftFLCdPimmBz7m0uCXTWSEdwYSA33b9cLGH0ei/o2L3iThgcjxly6bVTsEDHxBG0m68x0PuuIR7mKfyEEhEP0mPArnTwIy2Qub+MHTCrNkm61x9hLTjxfdIbF+RNY95BQV2lTKMwev5TfC4PumbVsLjYpmelsBtld+86dz55Jlj10ErcMqb+GXjzOH9Uob3JZvnT3s0RJWFqh6y0IStH4iYGpXYYywbZfZC6GGn2zW5OTCLl7NmKKkeyhs2Y6ttlIKd31/HKMN3RKpCxzbkf4raNAFAYFcDvRWhN6d/bB7QLFnpw9MtYP0L/cfdvfPYlQM4n8ZxdvbDAsD8F/sn7oF/COt6uxoLR5EkLVHM2+w0tDNsWAm2/HrXRY5WnZ5eyHhOZvooGWvhr+e+wUs6SthDK2T0hPyOA8VVQa6G9SqwYhfxk2fVV2w8ZfEiCB1tiShJ5KTbiTIuu/L314hBtWADwQgQT22ee1hwsqJ36mTcq84Wcearuw/xcfMy04JLDI7Eykf0GclyPENxlc3i1kX/ffA9iE0ZbCRWGIXwmEJt6jBJiKxVfMaG13ExXxZiJkHo4or2rWYpj1oogYeLyhBsi/j5qL2f/Z/x5Zx8nEHaiyecVn50SO8uwe+jpzUIXtc2iPKTGUEuipFQ7JwCdpsXQO7aQS+oOZj9hXOILqoJeV+RZlq5Tb/4YXcYqx/NAAVYMzlNj882quI5VQ58HsZbOR2N9FUip4J3YbxKHM5pw8qbR3yJVyLWrwGFtl7F89M0HE63QNpxkC6K0ohNoAx5pEBSODrDkYezMjBI2uDmUeMf5fWfK4GgTlRbQ7kGf2dxvUC8fJCJpJ7XijxkIt2QT4KWnG/X8wz7VNGBsh3wfUrktED46vermO2vuZOHTO8G1F3OqhY5ljCC4KpuvJGADQim9oCHXOVBZKSuHKs10wy0VIBTsZlcPslEAW+C0EQP86P0zZhHCXXSr6b59yua9pMvS3GnOuAvJ0Nwz43GSsGHC4gBJXOI1xsi1GZOI6tZdQTRct6mw2mcIhN/KoDOsXbuF3RfXRUUdpQ11TnkFiG7DImnI8l8vIcwmggT/m+MCuRK284uo1RBkAK8AQoHWU2W4w0SsmgygL/8eMKHs9nsNk3BFlKbrChTYdeXZGbX4HZMb9Nyyq4lQc2eTasGk56sn0HEK1xHnRDZyB/5AJisksx1qJdvwzQ9gwiWZumTrtB7zF+rFdNsm1qihA08DefNX4zWiNb8yhpNjk3nVgLWYry8hl1tOgM6JHm7ocC21+GKp0PBoarC88YCSNUYQhhC1kvlHBvvkBLN6MkeYDpsMXtPtiDrBWE8AtT1xXOS3AEjiKbCwbxal16ZDcEtz3cnVAwuSilt65WvHyV2q1ks0amYNCQOMR7ewM2pZ3cE9TaNSt1hROigmlnwvWKMCaifb9DODxODcT/cAnZDMz1qBh+WZu+Z6sK5gZ5sZwiwuZZpWByZpNtTgPhthxH60XEw/2QhlXJPIiOdJU9aPfoX9w7OuKddoFPTzJP1p2KYa/wrskToPci9w3fnxwmeHV5lu26pl014TWmtX3YQl+r12HiyOK1x6dw6oFZ4FOWhWi6lZnAQ09eZoA65dy56rJ51RKMnuSTDTRUxbynyLuCG8Stg21D7oJFa5fcFjV3yyCJ+0liSp/p9V6xZo4SNhPhLVjqqFj3SG/fcMjMScWiu57W7qKPAJll/mFUxiSXUovAO6F4UFnk9fU8rzoRCMqTuUDiVomg4FcrtWM1Uy5iC9tAWs0+gm059BX5mr8gjQ5NVacpSSi+oiyn41KeeWsS3XdNSurmghqV5O+x4YbEvnzxZZXt+FtjQgbsg2/v3wgVwm92VwsIlhNqGb3Jt704CpcFryRw4fQmEveRVYhy/46i5fesWEelbLap8Ft2+cFF4BWARghTzd3cIBop8ENsGFO24H+ro6A4Du79QbVfqZlynPLlVYBFhzonFBpgPQkhaCtNQt+68ec1hJa3B63YIGCybGQJYp79y4iwNiUephaICaKmKwjbQ+RTpGOD1uwjcQoAoVX6Gl8OqTxPa/f3PUvcUfp8ptaidWZ3XXi4GN/AdWYMFyHZSkmY9A7SSNnZ7QKvxLLvF0eY3JZSjZj1k7ZHTN9QVuqkAX7139VtthGXTgQduiqgjniGGSebSbeJiqpwLDAXA5rEUwdROZMRgvu2gINFhJaqG2FoaW4bhdmbTTLWTO+VNOfHH9RJz5pznAPaZJloAT+cwU+Y03T3Bn67EWWwF2DIeB7jnkFBanOqydX4toJOt0nWFFFVpy5HwlpcCtYWInzTDAxQyRCI8k55Cknk0gMVXNrdPnjpmYE0PUkcUmN59KJRgVdLxZQHO729I64kkGxXYw7UDAk2amjySuM0yo8PBffZTlBUOzEL/puXcI5qHPBLv3s0qBrqYfzc8dGMC5jlyWvdg3YjhmzNhR/XyWH4btM1Ylh/Zvgtf2uudGLzU/Pwi135zYELlqCgECdjGiXZldpFkH+8auhvSx82Y/X+TlnFiL0NiMJZQSWJc1VisOtF0jzNFNFaL99VjomfkY2p7U9JEm8aeOs6GAstw8tAirvwIGii3XUJQmGHVCiz+Sz9K+YeCfLT/O80lrCTEqkzRlWs5A0cO9rB2gIinSJ8aSgeWOIAbjYJylVAGNYYQLmoAy8uVpptgpstxCHbAttGSy62Oxbwl7ZwWAoFocGzYt58gxEpJnSqPE9kpQeSI1KsUe8b3wwDP8F3AS5M3/3LOuRN99kgPHXKyYp6SLcV+7AQX4IoiaxnA2pP9RA6ZUGd+Q41g/q97nEh1QFxkL9Gfj2xoXH6zfczf23DTL+ArOm/2wJX9j/+cd20gSnSzsU+femd4zYa7GSPiNc2A68JDOOzqmh8ColERNtkhesxJ+8fKcnV8qYrhfcB2SNQFtbk/BRieMyo48SsRFPMFmXV7eCdGC0Qg0i3sY6M8j+42Yj3sRJ0rhhAV5dVKky0Gou7HbnZe43WSbY7DCYlfRTNnBs1ARkt6Zy+ELm0XYWe05SDBo69TGIa50Y5gfUFFobofkdqSszps8tuAX4ao1bDO2V9Q5Kd8s9OAyGXYOuuwWyuAVVOEWcvr1JKdAQtLKe6Vk9hwLU6USltoJtWU6o5Faeo59KzA+Mr0xXQ1xz1wQjYrQLtCWqMJvpmfbz3JJtMj7rptOQoAceSDKYI86pPcYIjF275nH7XCFI+PVj17AicQ3GxxT80K1uazw3lNtEw0pfcZdEF9/jWgfHF5LQhEoQt+5991O0MNVu6UvSJ2nmFEj0xeHqnTvUkb0Rl22Mfwd6r65QeOMdZUOpZWvOoJS8HbUywFhmxJveSRZWRinTCDSSv/sVfengdyzOY6h5vjAcOknDRPElDeFBajigGXIhkc7aLPVXlklwJS6gUKOgHzwVwTTEoiyxl9oII56v0/iMXBg/dIovYE+t0ZqF2nIETFgZ/5x2CjCCK6ByiUextZobOuxXLnscEewC98BxjJnARTtLhgUhAGvyNRxBrzojpTA3Srjrwfa4EwVUDD3tbdGWMVoaIaV0LlSjicvy6u1yFjCtYj9E8MZBnUhSOyh8zHss0l4bjEW/1AnPkMOm5vjGcH/A+aFYlMVlIE3jke7X9MW+B+NKZU5R1G9JNyidsNaZoUBxr1/jRf5aapC9Asv7k3MKyXA07/wX0Sw6O29LUdeLrROvDFV0OWS07KjCg6bHb2yqmcmTWhREsNQF4ajZ8dRB2NOYtlYo0gTslU9SRGkjxVk2oaDHbOXiy+21IxFek1eXu7PdD3VS2hTe4tZ4p2QlAWtjl+ps6y9zko7YC/CQ61aK5rlKIOnFymG9Mrg86f8tclf+/RMWIynVOTwn45BFzFLPqIiHma1GqyyC6VawUaNkjFI7zk6Gj2AYp0XjHOS82QqY3755nQnK/qVFo/XR07GxmA4XvkmnX4WKMYzQnD0HELh3X6OJsLBBTSllhgRwMVimAjeB7OsDH/rWCqBMIKFdW4tffUyVshHDQ6+DOrNf4Sk/0rrpbXiScvB4MjXxU5/5mpIsqlRtn/E+iMPk0do2jGYWtUrDEyPynfoabuKyiUAzNsxNfijrIF+dT/j89+8rFELsnmKnZ5zTNdujtW2ZOCFOFLto2sUgkQxFRUbTrvhQygUAA7EtOEvZv+VRkFpIF6JxehKRhTS7Cl4O0a2LgftsagfULBa3bqV6q1lHrs0nCAhkjSGO5daSFwumiPstMQMFNRICGmjPgPHktejnNLD5F70PusH2PFLM+pPaE34AUWeez+4ZDoB09TPrB7qF2By8Ghh8+Oacs4v7QDmcVHK/Gt04+bqFtCDpkw3Sjcvdfn9BsTL3PDPqN7dMnidrUdTAxPOQf9rYDqIMuZhH3vmkvWr9gXxVRDQvHcAgYC9SoNI8LnaUwpMNej/1SB6f6+7QA/KVZeBmutTzQW+A0pWgqVeFtusstANrOdLXBP4T5wbApU46xNbb77jGMNDRijBOQiAADkILYXf/rDDej4uQ54D+yq6zsp7KVofQdFwQgJd0oPBnskFchpEI8Cyhoa+FS13H03aUXd1migHXP/rI2RGoYMLnClw6SXDCRQlh6zn2L4Ji9JWRlu293AO1b4JM+U6YgbwRckiYyuavx9vHmw7zOIVizhKg2lA76IPIjXfBRiSOxh7s1kqpnU6xlr6yLPkfMn8bSEZN6h7FVUUdf+ts9L7lTz8IPslRcOvhhuUt+ky75I9Js3WJJiKpoa9//DJeG9ZurnrAd95e8YmsdjtG8BmJW0kumtjFISXmv9+AGHjVWrb6rI4UwtIYwbGCWzOMTq12XZzVwBMuOXh2rAlPn/QMSjHBNc7nghqn/ad+0DXlGj4Fd9JTZNpY1Ca/pWR/7pDPw0LxU2nJTEkTv1xd31sKa0NyrezdjSQ+ACwMfp88vXJoaKIk2Dh6hkdU5Z4sMOepBnT9Gxb9Lg73zgQYCH7mYFwzVuSMR7KeP+sYmayvT2GA7q1tLJIF3efJLyQ33F6Zv+YUHK386QOw/DEv28LbxFQXeCXHbYjD96Jpqb3sV570II6XCGeeL4Lxxy4FEXU2Lgjf7eoF3BNNSZ2wT3ct48QmJ3e9UT3K6spUdniwi68O9R8tgmHii76Nj5Q68GIy5dMwpz7WP9JpyE2NNbzI+PET+e1oe32P7rLwvxDqKFzQiR+lmiDLOoRPnARcJA7Vt9ihwAso7kasOaEHCGAgS6CZVNJ5U8mMVa1xtxeR54+DjnkcgpLKKigdC4fLGC1PPt2QThTpS0tfkBt0VM8q7G9aYFyghUYTx3qxiMOzcdTqfomgRP6Z84ESI79TQmDV/d+SVfGZuCgE9H2LNElpx/e++bueBxkOGd1yd0NeCWh3uj/AyiMqBUoJfjnO2xdUfWwL46OlP153TWk0O1Jd6vdrHibyyYXZJ6ldGPwyanovS5Zzq8LlORhx+en6ajeu/Tl2cd/wRmRvAS4Vp4HhM0ExGrow8rsif8qUyNkE9PDjPmdORaFs3nXhcNSx0OUNkv43fn635evYnFJG9+tsyACHJetzpymk1ZMbLcJf74V8gQCQutyJExJI84HQ7NdGO1VL7BjYFC3Fzbi5QQoAywLKbodwFgY0B4BQr0u6llTZOzjdXta4cGvUxMAvX56SIGi3yIag81NK1AOqF3LGKnWG2WYAZtJliSOpXl1DwtXteFiQQGOxkk5/nWZsPGFxeTlxuZOAIch0B4ObkZDlOMxpl0++h2q3gUZgG/t+H7U5T9nACVlFmnvN1GOaD1yDOLaCl7EtFHDq2o8K7vQCyguPFKoYsUlNknSQ6h5hRagWu59GdOKkmAAQoWI0nwBkejIKfk9Ast3syTIrbfsKpFYCWvLZZFb4l7yR9sv/RQRz/ssB6XXpDP0dJsXF09SoSIekJvAnNXNoBHyPh4RZlYX0FoWmjTBFLFnvVDnpXDiX6eWJhx1426cAEtpeEVPwJSd2q94qku6zT1/7HS3SPQigedclSkp9wII8LPogwJMUAabdTa47RO0W3SWpXYfQEI57TlKNWxbGIw9AXVwuODZgKpJB/BLxE8CuEIH2RsWFc7zE7zfmGa6AC3T0qTu8+pbcpjjUaaxYwn+oJphay33a5La3JEK0jMHNJgMzGY9Xz3KuLj2h8Rcc5xT1+NOnUC+clF0S8yirVXZ1Fs6vOjdDP+bDQqTihUS2t+MyGHwy1TBuUbz5hBkxlP2bx2Aq8+CG9fdxQw4U/rA9xV6sqtkSuzM9S8hCn5Isa3QRlrbPUgn4sVb7zLjEc1Bap2HggVXaP0AJrLdGbtNfqzExQ89m+vha1iIMEyxRS7RHQE+SvzVrVzilbkz/A9A0LF8dYWjsl86tuD9otLcuzEvq/doBbyaSk3WOGm83aUhBFcMFA7TGWaIFQYSdEv+ea61ywg4EgmaKNQ+MFIYf4TNoIm6rymQzGcmhkuowoBBERAuTadB+EPvnwdaIR3IdSIIDh/3PNHf5/e12pydnSrpqD82FfNLUGR9QEn1ZoDOvai6rIgHq/Dj83+zjmNi6I4nwjfWOddc0B/YT/Orp0KqxnivhwnRqcaPo+SUbpac7brtyDrK7jGT30hsQbmmsWUlEtizI3C5iGQIkGmeAmKTy6qG2UU0h+x7GxzSZ6bpHmUnA+XQhMdgPhXZoNS8EWuTI57WlP8hIU8iU1aw2O1uxSHeuyupccquTHqIodrUN7GqbTp3t+QDaJKkt/AvUj0TOjmD/BzbNWaKutwLc52TOZfkoB9KMfp7zkhyBAhTEtiQsScaGg1QDtQqHJg+gnzXNnRFpaQKcDPkoUJ/zPsGHFnW0dEgz4cjsLoTe0rG+1KzCXmxi0SbTJQE1OU5FUqvTtXdaw6fBd4Vxz6Cl5RKJ66o53bibo9x55/kBgbxxpVtIUBBPxm0Zc+dR+G6HKACoAKEO2Bn4TREKpk75BKgzEKTamK3vZvaBn6g7RBMC8oELwWNxpv/5TsSvKn4rP2mIN+nSSfsblt2Vb2RY5IL9siDWnOQlQcyhqTkgKuEOl0vP1tl1ofyjvxN5HQpWjxYg351Litv9ahCGZ0GcyfEgi8VdG7SGJ5KFO2xUiXKGse6jwk2ZxgSZy1jkUoBHO9sOpBXgpPY+KvlJilB0wSLqbGCVAr61ohsUaXPN0ZiTLrdrGaZiUa9cg4vlnY1BI7+TTN4txEd0ZH3cT46hFrAN9HLzjxDzPoL1T/DB5ArssCu1C8NeW/AR/t05cV/xjGnuKOak4Fb64/CbC58QVwpr4yDxe6fzBC3hN5fTXluAjF8jKPsE0AMDfxS+6ofeH0ezszuKLXId8c0g9OMM9DzDlQSZ51UmbiZfeO3U/3DYpBuQRvxqhmltkKAwkAhXHsDqsTgjKpeSk/7SG+SxZUl/P/EVPPR2T2WeqwGAD1Z5BWL+9yGjoOUxH8IfDVOtEsQGXDiNhjgEfvM3p76IsnmZi3w3UnPecTuCWahe4Q5B0cWWd3I8liCp0bX59JPTW6M07lLo3fsYI4qCe35s0NEYzqqWQvA8WUxpz0rsmb0b6Lc+NyQ3wWF7EVI8BBz3VQpe+mYg+G63pkztU4lCX20w3cCpM+flocA5aKSSgfwQKfmiHJbQca3P4zgdiQCeHAtg1X4Mg7RO1tjRTjQFHtSop59MvSn1uPwPSTgGEb1d4fEd77hRmNQ4DzWzgRlGoTrKUAPmUZIA5qOCODc5SuHHUqaMJeDWpXYfd+4yxRxRBn7wDYV+FhkXOYRtv1D4rhBa+jVgf/2CkeRbxhUWsRBHO6RaKupj735nzYMvBQh3ynu6T2G5PQMyed1Hg6O9wkg6UQlcyPbzcWxgLVlsmiWwaqQNdNhJRsPCuJLGVhUA6hS15atXcLpjEIVjW4sFSQq/rv+fQTZB/cZJGU8Fu9uXzBWm70moDekcyQdZrVaGgLt9tq0zgFHowswACBt4XC/sDA/zZ9vu49g2P01KWthgh2hQMxof9momIY127Wsb6Hh3xgbX02dy71HBjoTigQVJBYeb+QEhVHwVKvruvBn2DbO+IsYyXw+lewGCSpJkiZ0Ai7QJ0drO6nck+h0rE6ljRizlZnE3jotKiWo6h3dI/pyxOvZRWqUHsN7XdMz+wT1mGH9xzYZyjcxpB7zwnMODW0Yak7FM4JNNUXAoKgiTIDaUOUPaw8twlUfbH67rHpLCcMoDb+Un9SBU+uc7ez+f7VVmNW7VZvVbKOxKcSXY1eRan/awPY8fjh9SpZFDcKHzvCpsxlITptC+VEJqHKn+JYhmO8SMO+nC12KFDBIBKaOYruht3FTgJ+KOJAswIQpOedS4y7EytKPkV1DqVwv755zprXsqPIec+qBGOMqsmtpxL/pscRhQRTLvSd2ttdtKYEe4HejAjXCKQYhrFUx6JUINU++IoNL/6Mnft3Ge++TK+ZqsrObpvPPAwqsaKbZ2w5c0dbD8700BttC3YKKqsXR5GxjsN2XfpNncX1HOcouvBNLvWdxkjv++6oWHtZKjDfbtUjAvI+0YYqJNLhBTMSWEYoA1H2Cesf9b86WTzoBR7nfm/yR9KF58HN6PgNTuCbSLQQFsQPQCEiOKXllRalXTCyb4t04/DSkAA2RCTZ8v39kqAleIh+sPnVryhp3/9H5ElqWbACTcJ09M7+DTwl6eJ/DA2WsKvqPqGQo30LAtB9R9/pC9AjzYFhiEjvEjDVrGN6V3lGvKYm4zXUOy9QcOfV8+mdckNi2C1jljQh/lfAvZn9LZTztRHvlC4I4EiXg5T7JKK6sLuCw+YVTj2vCe/NKpApM9YsKQR+E+A1ZK141+csnbYjg1XYq2LXaUB5X1ZAMbmZL8BAYE3CG98gPsvnujaqi2Uz64TvbyROkaYjMLRzYFVhClRMY9mfgGT8QroVbKl0pm6dNjIioOo32ttQyN9jzADw5HKh3G2kJelawJi+f46hEkZqY3TdSy4nwE/JSzPovn2BkF3plrDSPNP2yfyQ+TVoCyA97/Ns020tVEpS1qtVh5Tby20ZVtcyS8ermSWvqRo72w8Msf7lB7+0+MW/4uzb0J37A/L3L9ssaNK51yWNpbM4AIh4xSOWTgM/9vz1M1YOYrzos/f1SHHXYclo0WPserobEmdvd1PIMIU1mHDhtImEQsde3zQnoguh6EX/xPXci9odkwnJeH6cE/TmX/4DAmrb5ogi5iFTYs8Pi4G7ZLpEgoVERSN4QVcVlife6KrODnLyETdCKwiLBGTf/KCHf1xBYzn9+HHuBjru2yNnEi0LKb1QMyoVSr1lZZ6qrwulz8IET4NyGChJMSkzJ7ocm7sZCCS1mYr8Mpp/8HrC894LbEsRpqeGBcqwKUoccSpxlGmLsiF5dGY4xqG62vfTnhb1dzXB9W6v3n2mf/7gUmt8FTq7/Soy2kLMd3pe4+GkcRpAAOJXzeUnYGgiWmzeI890saxMb7YClTAPuUzdzQ6GMcs4CyR58b/Gp48BFFpKfDQvtj1+c7yEaC70nJOnkeRv6WbbSVbSYLyyV7UuuZytfHePDreROHdG5nTw7YIK43Hn2AC/uo+I6oeKwRPu1BQ+vI+YDg6AZcaRhsuBWuIvWZMaP/7gvZfM6JPSfY2SHQsQPwISR6gn9HRcHfA0T8rq8GR5KlZIyKaa629amM7OxHWtV9ZSsSnNrGGQDCOCio/Ytp5GdCd7vsNmydRIVNPx3KDih0Xh7LgmbCdiVYUBWyDpxnbyyuY8R7E8lBP46ZCXA9PFR1U0pX7ACO5elZtRsIf66AK0xo/3z/oJoD3sA6M5mFl8F7S8bDnegDcog+3AkxxN0ZmWTvsFXJkPwXXSDBa2UkC4yoH4NRLMyChH3i0POXTxs/AxwtJ2Dw57Ak27Rfxo3FyiTsfTVfgTWq2XUEfvnc6ik3JKOUIY6iKeW5cTsFfQ4Pk3faxr2oxIxWwsXUs2bRmccqyXv7Iyzs61XFirFqnJeu33Yp5OAxxN3oBLnPvzrbI54dh0OPDKoS0v12jRwL5moiYIdA2AkBAHl3d8HZXGC5Vomd31ac3EpOaad7T6kaqavqYdG4xoDEHqq5yk5+P23k6GmJpV0ktp9sHzckyLwups5GI/YkiT31Qlwz606qZJ3YRVYLf/qAY9w2H7ziV2Op20sun4bAj/HKQ1JUhHUjjXIQDwB+itqgc+pZ+4RpQX0NsbH9Gd++sa5cMcQFVsXeZ5w4IUHiPC5YQ9K9tYSGsLEvrJnrIQ84smgP/xc/ObeQODY/dcHpsubhf5ihfKJSJ5QmW/sFnt0vSlj+iTT31P1k6Uu5kFUd0I8AxoFzb9avWUR6bWobTjR2Bqxf6qGgcT9HdKKJdsA37fQF2mQJeFyeNJCHaXuGmCWRD8IZOL+fDwMuzc9oWYq8FwhsTKLx3IaXInP9LY5tYwp8FDmYDCwHRUR7F1wKtULP+dEpGMrGLk9OYjG6goO4p5+VoDUX7XPALaQXLZWk1smjplQi7boxHptsQi/UGQizsvMXxsrZTyU5+SLcqNHUS4sRiLwCgpCtzqqHU1atWPo3Fait8c6JNFhk+kXPMQDfIf1wsC8KOQiwjRtA/1HUztXNcEqSS2SvLrgzuWgc/LvlnNPY1WYgAMSkkHe6ix5Lh5vqT6Bjh2fczIq3DNu+vAX6W+zkamIuK7tZoZ5TlogAb9d4Au3o7ZtJCPlRLMY7Ob0RKJSByM/aA8HDuTjG1DpqzdR5bsriLR9LblaUx7WmDGJ27ABiMhrgRa0vXgJYa/C6A8mBCzCRRBauJ6z8pY1rgntjm595G112ObjHpGO13enk17jW+7h74dGiS4O5Fv+9UuRFsda7uKRSaQVrHL3c/r6FGwbP9xhHhGRiP367Sjpo8VGcXI+X/fO7YIim1l4nf6nLx1CD4dtza2UY3ccB2kft19yc5j36USSr8l6Buj6tEv9uhkq+i/SSvs/EXXii51ojGe2lDMBj8DgPb3BmUTOnm1Yfa3i9RN6St5lUna5yuUZx223v6GXBM7oQZQ20RZinxGb45vv68Jx78eZKwldff2k0Wot+4cIPOs82Cea317elxTlUrGe7LIx/1kbZAWa/JUfxLEDupR4N2CxvvTi28ZnRje3SEI+b6rSuOeoACBeRUtJzGOXK01+UTW1flPMIHLlUo4E5S3RRuga8ogUKAOkIMGOkeMSMaVGTpwwW1jpuOK4LhPEBVtmMd+CS9PDni7ZyC6zCQOF8chs+rL41o2BdmfV0ZXKJBNNozPKuLFdx3tRn+hSz0x1aHGw9iCHL23OcTGVdWHRVtefla3GGV2YHzdDDjy7rl5l96X11gmWNUsCPQzHJF+OkCKJ6DsLokeUKkUiaX1a7soHuP6YnWqMFceAALI9PXHvp6LKvY6vK61uQh0aPMc1TXTgB+OjwHQJ/dwNHNig2AsgK/ZrmxZ51ETS42s6Li5OAHW911h5XasRwfBvFDr2oxPumNHxslb9W/Ozq6Ts6U3zO7Gqtpv5He+mTk8HMLZ2V0foZTbEj9se+YNQMvoeMtTz2OCqznqGtlEqcl51NX4aaD6HLOLXASI5sHxmlH8CH8taj7m0cmsUo/pcIZgzf3DbrnlQRxJ6IR1B1o+eQjMAwbCw5X745DAmfMQZQL/Fz/sDSp2aCOGBnl7E7g3hPXNWZx21Zb16d+hmTQ5PhJA61vsyzWq48FIAiEi8GZQTylfKnPujmvUY2urLb18XdfYZvvvtMPZ22sTq0YGC0ugmx22VF31srhBhi2XwoqVSe/rzqKoKOkgigpjt/keXHjix6nlLgkAjdilpFDNekuyefazYgE3oj2RR5kqngMvdoHKx6pwUbMvPBL0lSnvzxi6IDXhxBYPAFlKGnYUwvC/uamF6aIfpVR/J21/sTFD51NjtvIb76Sycyyv3ptQsZz55lAyJ0o39G3WGVqSQraX/BFD55hMcLWGK+hTpreJgdtL+9nHlaZQHSvyevmigAAb7IXD9l3OimcnTZPTOie4GWbn6GrloidE+4k2eIthxr8xUAwZOh9wIrDrPCl0Y/5fOZigCe+qDZdusguNtGf2UiPRNQL1JfeNRO6VpztjxPnOS3ANFsrqkcEO0r55K50xP68UibaVxZgIquROihJYfijstOmLTaaq8JrymdbV9RxAs+eNGN7As2CZyjcuQwE1n/HUS0q8rT8gKV3ZxzW/biPeuATTgfMd4K5BXXBipKHpJSizhFsCGrsnOA01K6+QN9ZZRs24LeNd0hSwJ59s6vnClHiGxEyF+UDGDkTojThoGVMuQqlabrEN/+ZLSXnU/yECeTbp6871S5Lo3WFNeNBvrMJ+InHWM8uyenSbJ1H55pXFTYuQSTWHwRL2zoQGBl37pXQ85EjSV9gouFosrPm8hhoj7YM8Z+BuyBBbmouRLYmECQZLH+NVKJxwC1wPPulHpX0j0mO2sLeO1gun+Up6KhjN2SdmupMz3vGaqXIAB08r4MoBDSTQ4r5cmDZYMGNlf01d7HudxJrjYVRPKku8UnfG8pDHJbC4rbvDZQHHrVQIE/lklXF+z6Fgmj4xBwEQMgoeDE9CNGrhOocgCnSdROlGQBmlywiU5inaaL2mx9SXqB1bBjbNSMJD3ns21iHxkE+ARBk5vSKMhseRPgD+m0RNeVh1bTnrZrzGtRBn1pAUA5Lb01mligdN1SZ0dNhvklvxENKV84ze1ClS4b3C0LOKOA3dYwbqqS48Qh2j7ubFkf2JUmpMiY6gwZh/OmUbSTJX29EtWmkOysF5l+4fngbsTQl5CnvUgT0cJsthzYXsZLKcyMfoA/EkMUSeyPzvu6qtjx+RprnLZtcCcv3B7T7jx8QVifwLKqxcQDCTKAnrM6mHmNbQ/FtX5tLJziO4BIEtgZAGgL066avARmyTSkF2KD8I3O15S5IypLzn9kXSuotX2BU4eBjo9/fkA3VInyvQiRZrGHHOaydMz4L/NsVRd2DtwujBz19vUNQWsK35Z60a+BD+jM/2P9bhGMvL+Nxa2W6547RVkoEkPxrMx3rlOTIylMbPLFNFoZOfCClpNELlg62SWyxo1TKd93V3hVb/RLWgwDZvJvkBcLgC2pljA/RZuaklgjY17Iq8zpJsJpUat7bTsdTE022STwDwVwVrbzZSFRN8dUxF6r+aWifvZrg/HX9fExM8TNruYrxe016TQTPN3Y4MjSgLksV6xTZ2z3UpCo03Cmj/jserzdRcYesJX+sk6ZqdChQ6oJZV5fMZT5zUhVk6n+X2H8SuQr/Zkt3IXkQo1MiCMmvJ2/7k2SXWCxoozrS+2yIRF1Z6MmLtLVdKiNcNVRMe+GrAw9TATjdgLBYlfjFkPdOsYLHzUEnKEZYUaMf3KmXmwRIXJbGibfwACNFsdoZoyWCRdNRIWKlTAI9RH418lARfu2dlUrm4n+XJpgBP4LouyG53Z/NFCbQSruY6bQdWoUaQGH+awgYA2GeMDPvb1Y9TavlFp75MCV/0QRUgPDAWnBrG49jwaQCtiFLLAWOeyKQqhwAJjfjLAIF/L0HyHAPF+fDQ9iQRGHlwz4QOaqTZpRTTfAaPL9KDoumE+a4P3cUM5i8Orh7Kx69OZ4PSpO/c5y91HvlP2bA3IYUmFcHqP03T3g5RYCaczJq+H8DLUSXpiaQ7bNM7zmygOx8yNGJYkcqRYLX1bOGyQXLjsQ9QaYCNIECM8FOIxl1HRD/wWYrPw/gh19BW9oqdKMfCVv4/pASjT9LnxvAJEP7l6y5fYkwoizeaU7tf92xIjCxOHlNPXjWwK668RLrch44siMfmHwgmjH4DreM4vJNCwQAvP9xtrQ4GB4zXMzmSudSoKNOIQbjUNV4ch1b98VktTv2Fjy398Tfax68FqZ+hUngwKGEJ055+1YK5vwVJqs3FZ1CtKNQG3S1mgp05Our/A6qxHOT+giOO+F21yQOtQ6UbPjc8HZBqHC1x35vdDEUDkbBAQljAYTkvvTE95oJuPehH4/TJHjJM5MD89j8NfhwvEWXS/w+Nu9D/7dVFHi2mtHe0TctQvb+oNIXOFTOi/MBSB7fNGYMI3Uu5Vn5z17SiBAYwL1zMksbirPunx521F60qjv7FlKAM+/QfZz66CdVY+Vfs80vgoFQ/+9TTsb7beIM5bkDnGRU4HNevlczm7FaJWJ3uhlzVjIjkQc//UkZU75voespx84iGQN1SByb1xKc12lKGMGVNGg8GCY+EyDp4779amUUd4o35KrazoPs0ra2zSlsri/Hssw+PPCnsfJB1ITfwr9H7QHwaaDLiAoptBJZ0qabvSNu8w5BiWSW11akw+QrINRkQjnQVbO07WVJqCaLe4jtvpiVB55UB5refTf5jCLp8c7nUaJHvxE41gtfe+N3izO3K46DyZGl9ajNxYLQwJjxYgynYZ5WsqXIDkUxlTLbNVWrG1cl91OvDTaWTrtk1abmo9spZztmrA9VZjrihxE8rLcYm72iXSiCtKLQiuITXfbE+omz6vy2mP/V14fErKB4SlHYiY23LY/EdSvQGPcloYjdwsujaHuuIR4cjqUWcqavrA5gnJ2WDxAgDAK41I87OzDU2oqUGHD1LbksdHSgBXj1KILWiwN6LD17xlCzN/Bhkb9FceKP7zwYw0VSTXmz1dEq2EaEkv1gOwSrpRKqLweZ7fuQOrrLXEgwG9/MNXtm8snh+B94y33NyuuWlc5oqEyWiV5oGKcv0Jns4MBlfMxkTQt/AcJ9UnVGd9OJcjQZFMkMkQ1I8EG9mvvAAAEAYAAQoJXyBtiDA3DL9j4uwe7j0V2/oZupIDg+Nibgrr9Wt+ZlLyeDZ0oZsGuSTNjTvpYIB97N/0Bbmufvvf9M+DbD6w9fBNl/AAAHkoO+rf52/jq5PCfSScUCjV46jSlEcaPuDI3KHzk05bZtj5f3Dffwjy6IcXOjLnqZcl6Uxfay8qDtGPhxEewpNcqBkthVRDeTYSSc951b+2IlFoK6QCccOm1/rRUG7vBbPIvVLO4B1IOc7QhnNsnL9udBcVO29+0rLjIMTqBZ1lKPktzohO5b7jq70EcjIXERrawm/IakHU29TyfycC54WEamASBcfhgnoxpN/qPt8UVdo8uyAKPdv5EWU9sGrPAewsb7XB+cVqX3ZcV3RCBcTQ5vGVlaez5/SWFlpWjfCt42lZJi7FcY5nXlJx/Stxhx1zJfUDtuWQG7KAp3XVLcjxJ6GsCs7D/7/ZorkJDQewnKwDfv+QnISZom/IRPqqIBZV93AkBRUaCAnQ2kYm17os6AKUULNuBOLC85NORvSTdXx3aHvGZa/jGjrK3q01xFuuq83kVuMu/EIpjZ41wqgYAYND/RXwap5bpCYfXx6YCHn9kGSlTaCaOSKZ7k8mibxAVRogPeoySqALSLE1zDBCsVOfWT9jqfOPi6438tTyZD1s6+nUQujEYP+2vvHQUYWv9y4aN8ME3fC1o0XxhMT1DhGZf0T9uInPO3+JfdPdfbVk2iRsQL7iHgPshSCPbAnmuZppR3TCX+lYysAzg44glyJ6bIiu1N+gO6cgO3fcgpRx8S5Xfu56cHe8e5UUdMBasOmRU/23majI8x94InxBfFacKMhniokU3rHKJ3v9RMjyaOlyzS5T2KKeaDaXqsSETdE4dQeFh5QnhmgloQwsHmmdh4s39UGfroTBZ7B8hR+ccpgbz8ZHZoX4W3aqsGaP6lxEHRnMjKLI8ELMFQ0eHAXzPqRqHj/BLDFCGtfUGWzEACh3Epof+h+AbXlIbFwJrS4h9PJRR6B6Y8VtzLxmk1v7fc5q7mBmHJOqkZ+y6yI8t+Z0qwDvemDLA/Ig/soCAojkw322iwujojN2KhUDpM7ubY8QC4BAHHPnCASiCGADaDRRd0K05S9EEswKH3YeDKvG2wldwKLCD83smkp5STVabJ2gZKu/3SH5ycT9wtTD/UO/CyLGNykygCkxQmZHT0YJZx1RPBREOtq4lMQvU/7h/fZm7jpq+B5BJQejJw4bsWtZp7MRAzp+JFEKK0+/qMqMzJ/Qih3tSya43Fz3Le9YoLi24VIHfdH92a84HmdPW3g7As+gv/ZocZVYFsyOEm/qKRI2xEaJXyG6T/zMfhYCmO6BdpXyWYV/vvdSvkSH0q4ufj3DEqVhHbA49EXuc9MtYoiFPnXWGvqXXCEKwf4xkvW1RfgdgYnLkZDmyTnsIQwggSFklUGeKOzWgJvKPaCdj73s0BvIjnbb+vOhlZlQ7z2GrxXsARCpewV9SzY/CBBClMM1qD9QrsoFFnWNzLLI5pqZovAIJhmp2W9JeaTTTTVK+QHTYUq6GHyWQbZhgIxVNWcmFwogzNlBKE5buSM++JszOy6udfgBSjSXNR8ekb67hzESrJzawoQ7jStRBgq4FJYALe64kbvFc3WjNF0exe0DCBlFFCf4DLoYcm40eOEWbiZSEgUZgCMrrzS6/bDmo+yWrzRVrS5CrXgNH4ERuH0K66jwnk33rbXdtQwCD4siXJB0Mm3kACExwspB1ZBqFu7g+17VKkeJIn+Q+3mygd1RzqMyAxZY7/bt1UbaTjZ7qC+RfzvI/fjNnl39fhef7Q3B541Chich6wdWAZH0/GzXAWX8LKlLeHqK2dkq8fTM6YOXmEvFMmjYq3/G1S/jvDPz1xk00BbxTMWfx77hjJds8KnBmQWGk9J/lpr0Y5Z2jw3PnkU5k6Yrc9bf/AZp6bCCOxvibJC9i+uvYeTD6+2cG8OWgP3uHzIhMVadDPwTVtBgk/rJCNlEWTcfOoMFHZSd+cJV047tf/Gm967hP3z9c8JZe82R835PbzxEJGoVK+zlyi4UtPdamSLMfRIK9+V6CVRlrJI9GFjnZJ931T8KzW9OQYULtt75A/rReWHzQkyUjlagjHvzzi7ykyFIIEeX60MSr+ZtVcqSwdssq0pAXvcYtjyp706M95jyv/wHLXfu8e0MGBQsUmhWZ0qhqbcp74yzBUmmt7XrOB/8V8v+OpTsYOvMiVVxEKVHjegOQAeMDAaqJvnG2T21de+Sib7Nfc26S/vru9NJJMQuDgZPreu0/tq9iM58tyRktHZ8Er03Yq5XdDTPYGSEtU5yqphVfWWnQdhJeb2b5x5x0CyYCHGrs3xrnj+QeH22L37u/03LV+UJymIxbr3G1VSBVS93WeCe3ZSiXiYAiY9EQNb6HoiX3HMUzJhrwx5iiMr0K9CVgV7Csqvd3LzeMWQGyR22slgdtwX3YpVmqTuGFoND0GQ/2hb13BmZdDHS7mRN8X5XOe7zIvtgTEW+aj5o1abyaQ6PYYAzWHonNaNyN43o7+xE/A05qw4PnlvSvTUsRO0C07NQ6Ub1Ll2Yr5Q5rSyvEF2giL0WOpsfGRZrY8xjKc+29LzkXVRnKqMvbmCUXD0criNjp0DaXt6Kevnpxrpzcc04Sd6bBIGdIu1o37fPaAIff1x6gBWkUIk/toU3CS+1MfAqS59WvlBNJYCMu3wa39BXYwUSW5eH3qTC+u5IReAmWfwXpR/DSLUy3FHEtHucU04V4mdAllBPbBSui5yXLNNATEIzfn2AFA4o56XYLBZlLRXRGcE2KNlHuG6eAsv0s3wRhv33hWyhb0J7mWgX6qATzGcOPsx/st/to614qOPk9aVAm6XsINUQkL360zSZBYDD/NU53/GxbkjcSV++QJTAuZThe+cPTRtyOuzVUvCz/JmBJdQAz461VooxTIGsXLfPeiOy4cx85omy8kGmu4euDc/B9GQ+WotY+rpljMsalgzBeXX4NEBftRA4N+S+8hVpS+O2xOm4zn6kLZWZQQHBF9kH/iwKZ/IIz74b+2DVyY7mtaWInx7IJ2IZXwJEek0zGQ0eURR+/xpiBc9v2byQOLUySdgeiva0hQac0Om7ex41MNu7Fksb/F/hwfXr2t78UJROaaRE3ZWVsatR0WW+icDwf5C/SZbjj9lwfypvlGYcnMyMJCC7h/fwVamvv0J07RbT+jCAQhLO3E5G7IhfIXkPiGEBhmzabWdI/rXJfhWbWPkt8epzvU22hukTRwekM9uMpYrSIyeVzBpLPSeVmp7IkZJXkdMvqmPkDuEV8eDDlVzzXff1lxaGez9UdCexdTr0e/7ZHI8m8HHEtxKTB1iggKRXrQZk9jmFwWi962LoG2Cd7s/s11Un1S55XDbtHtGEaVdpaTkFFskm05J1JSDP2vY8kerCJpKn8BfShRH8htNZro8GTDPEKsBmXW/2BguPVFhzxSTp7wf8IBGy59o8Z1jZwCAzSyFmilSbPHy5vGmTHPMqf796L9bUG/Dqx/nLYhIOTeo5gpyNKrknRpnUKTDqLGpy+O+3nSoNySIscnXsujBGvNSAXeJyd9KmT9xX6wlCahgFCld7/aYIJ9keWax6B9A1OcErIJ5HrzfchXgJzgue3PJ8+nHq6AarYhwl6QZr5qgTSANGuAksYs5s0jviJf5Nuz5oiyjhGXP+FOxbZq3X4nfD2lJlN5MsAuNQs4viMQbr7jp3gxXeGbvygDJwptu/e78v3I59L0UiyiJSbK1iC1wvaCCs9vOXazOsb6U3432I+bpzXnjNPVzvLY2Q0juwSX5YJIWG1LQTwxkY19OVp4iiDd8BZPi8I6XCDkTHBGbfAFMVXTgWfqoXybTiff35zvi6FGA/1RwHxtX94KP9AllG4IhSPCb0eQznvzCx6N0wejO1YL8hVHj62D1PGBAQ/UMSXmJvGs4RZQz8C3ZWmt3+GjAw152V2UKwt8AUzT9BPAv3Q03uUr/UC+l4JXqB266iYHxbXRzeEtn4fxOwXgSxBUgerdXKQyWiTQv/fSo7biXyw8vJyrFyhBXSd1IQmCFxeHH/o61QdKhh19Vdo7H7hUn9U93h+nExc7PQ7px+9z9iRTtWDffp3jmSu0LF0I4rubp57TOhPr6ydeOHr7/h2Cm9tJovRpVT9xv3svs5YEyAVde5hENBl+NXrV/HxBWoYGmHEZu4ig+HYxRTiYkXbj/IPD7bF8G8nW6ecJuGMYk6jkcM3gUY/TW6tvgh+IX4IwdwjQgFpSU4RqtbUXH64BPOegO2BLl7o37Yfxe6Qr5+thMti1WvYPwqMQ4jWt+GBIy3+ixZ0iiPafYCYWRmk92/v47/FYkebeSif6OYz/BR/7l4CD02YHgdxIHb9pii9ORGP5Uxe9+/3OMgG2Gjl0zdRk0QksU89I/x0v2k1I76GTsDAyOZPjVxAV8IPxOviL1BYAAAAAAAAAAAAAAAABMHYn3jNy/Bf6NgmRY3x8nPbc+Q8CfUtOe8tqTB5rgTfUQSPsTaiS+3EEb4el9CMVTbLoKOHika9ZDEgc8Ceyp7huaOBp7C8OtN49GPqANRszHe4UGjse3fT5xMPpts0OR9RJUdsWWhljQLL/jr/fYe69yHtM1wr1T1Cjh9eEOmMINKlFkinDIdSDGO+hcxVq+uXu1DV3B9GbGDd45yfrd7L4mY41J5S/ZjmG7nAYCF04ta1J6j/6StX/9O8pPnqB+3VYNZ8khL1940/pt82NkV4qsbfXfJifybohGpv7QzLTeUypANGiYhbr6AFBzlLlI1tykOZpefj+ju3aMWEnCzuMDjWUPasB9eqxO2GnswdjC32/2sCUAtcrt1NcdX7qk5pqDtOxdVLxY/f/4FiYu4NeVnCsTLRe1HUw8XlbvT9P3RoCO0PLLkqmWiZmN1fd0urUplb5qFJUZAqjBnARyzqxtXuWB8FrmGtjzOIK+oc5GtOQWONp4i9UJOznCt4uMd2eKwOI7nftlefqcD4cbB4OLoRyicvUAP7o3fO+vV8QUC3EbtuJxFwyIhmNmecSDrDZ4QyqynPY/3JoBacZ4wZZXYRAMagRzDEHCYzcEfvurVtKd3ghhs4kyA1zc1tHlTZf6lGlQ58TB4eE1yyO3M+iK3TVrjeg0pHyr8dJucjZJ0obqfNYcn6ZkwOh0ajaBGmwUGEQzsnbnEkhZLyYQbzqHwdO6OpaSj4iBIG1v2WhzyKozX/xbGlw3Z7juimjMM8gUsvC8O3eqq0GG7L6IsbzfjrhFxC151gPBsmIqcPZpV526NDsnGFYuoOxuFr6hRiwlBpxwfBZS3lQHrav9KN8645wirYoVw7+vGXm46Yo9CwMZ3OnnFdxFWSXFi0/8i80zdhk/fPUBKSJBtlwnYUdUUXoLEVurnpF1dovKZE58YJycdQzTXnDqt8zDKQfPveTG0c3T1GzVwAcECv4Hsw6UCEM7sorsr5KhUXIHoYTKDhg6FrXDHa2/e404IfRZuLQyFeePWGDMZb1bFgva5O8SngYV4p981M30476ZqUgt/oVQZ22Iq1Kbz1YfDsHloqi/Edy1AqM0r5mubFpoyZdZUB/lK9MBaAdStVpl/viM8pLPr/AiBglrKp9jtDOoTyd0wenGoTWH/kNb7d+oHSfYfJILit04skjMlYm0rJPpdjonQvq2YQ9/zQfi7SkxgY06VnsOr68fSg/cuti7GkItMmYYmW0VOSFH7dQZtwVPrB95eJ3shsm3j16cYTc9f9wmaicmtCdbdnLkHt4UUS3egxIJdYlf4vZoGEV+ZLWC6McGxXhF4pIoh5YiKnvua/1yaSFTK6fzeKJsYjJDqcwH/EMk6woc4ueA+CcF6TMTKVRKBjOVJWly3Xlll7/rXDtlx/3EUBaPomWZzFtCXF7W6nYc3U4geJdz+3pjW+MUc6CE/DnC43en0QFxccfiYC+AL6nTBGxMHrKsCsixYfvOfztWVHtL7wkB1F6O0gUBc/leyecw3V4tMUKOssSQjEfF0U6xnkGgc8P8CSK78UYT/rw6c7tkoeB94J2Kw4pgMlw7nBtHZEnwtVb8o3/kAIDdw5ftmVT4wOcB5WuEqrmRAee2ylY3YOrEuImbTu1pqGK0oBxcO8van8CLwippgb1UT5zmEAHWMTLTtdMr7cADBzMtHiv+A4GdXVSNjArpAcMBTRmMKBFWs9jGVbGKpjlH7fXLs4QwyICaD8KgYddJ526LnNY7sMHzmKrFvd/sinNhyCMvYEztw+667ptwRV1Icd/KfTkprV1HwU/A8LQlMBhFZqJaWM4EFU5EmNHDKpdLXuwxJv7tXJWP7TsxwETeA/QNi2jNoEaOr4+Qm0XtWnWqyyWoq3DuJmriqubGGNdZ8U7zYqttB65CM/Tnss288Mmli1z4RtS/Fx9Xh/mr/imqDFe5nVC5ln1NrdsEyaMN3h2KFDJbLOH+EA3jbBBqZ87UlVBweFsODqD4GXwVDAejhW/uNq9y5QV7zj6tKpN8VNq21DcgQmkoSlYvTMCZpNHwQtWw7Zf6W0AbRCm+LfUev5fB8esObDWOqJEEikQhxWeG3bZ7kwvXW9s49NedNFmMLrdJ0pLzKhuRK2w/2ZrKWHuIZI3FQnVH6fSsBGhxriDxVwJ/kSHvwtr7Qfhx53Xnnm1ixhF8IF/gurJLD6Z5HWymd8fkc6qlX2VgmTdzP8ccTTVuBtSHA8DNRmztp0M5ASna3bGfSTJPM+K2go9pBZhjo+xGyVZf1C6btJj8hJsS/9a+dC6MTeOHnAjVvKHDiamooR6RlkjwdZ3wVQi37vTnfoH/+0WpLR0emtVqitRPjEEOXmG8u6QrPOeO281aTOXkwupwpDlK5yEHOT0QmnXCo9r1ICJuFpRl7aNtm4djjzhXxRLi0Os/if/dpGuuaS96wM/eBTKvfwnciRf7Rm7FUqJHZVIfvpeEfSfYJGqV/UoyX62hKmzryFjeIJqLWLP0xQjV0hqO/Dqzwa9DMTyTRkUeSqbx2royq5HymWkBuUGxN8qmXaOUal1q56ITvj8POaYnKWEHje+rpe2xqR5nPiHPep26ovqW4CAvIFbr6q0+CcR4FVQcKuldW5qkjheF3qeKpWy0oZl6R1qEJ2seZAhOZ66q3S70hzfUj3JatQ9PuGtKXI7WXb5BRFTDC2C8H1H63gvTpTYkOWr6yto2qZSudxCxxEHFzQ9VF6vAybnFnyJeBhC856WKSuBVJV4PCqiV3wrphKPQS2snSnfu2aW6NVD1IChvhGUVm5E0g10NGjGibhbphOfvFKjheIrHWPxLer5+qLbSoeT+BCGVRCv42BPFtW0TqRAE+FWICB15auddx/z4G417IeTxVsaEg/IPX8C/ax0Cq9C4kA96yJ0SAyI0+Uf5iw+TSjPxoEocTffMm2u+vTu36Cidz6/iHU92WWfAw/hPWDGH+LnQ5H5eGjpEFe80vqGVWZRS0f8jDnDEBfmXPxGCVo/zUTDSp2GYS+gjOWSw/1a4CvBrYxbzHEi0+iXdoLv1IomCGGkRN8KTIk7PmJorTsHONYTT2IGAXFqA+kHBAAfMgNHbpolfaCVo7iSThEYI9hrXZB3WTdMTcX5sxYb+5Uo1gHXmgrBFwTNRro6215u40B88lV9RaaPv9iC4po3zCjtmdCHAWZsuTyrGABh5w+UQ1mt2xTg8UDQ+PQ8ha1581eTsJsz5AEV8kiHZIX86taDWNLRHOBkI28scf4tWbHeA5+DieADEVp7Lxk6JuXI0jfX8CL5byH5X+8bU/dR6RWZ1iEjUU+ShprszcxiQ+lynJw7xTnTPr3CY3dlKnsVtB0hCaLB+1mFsER2rP4jVN7eoj+KsUhs4bKXNBqL3tCnoUmxIf+PrgT1jjzK7b2fVCAwG4l4roDi2Cuqk6JTXuwyHOLmk/o1MeCMAuBed3XA78CfW/wAsFIhoVRzLlvEFVXs67NNIX5+8N4sItQHJEpoeq/FW/c+8tH3IWiBuvh51zBCWXLUPyGLblrZykVWH1TJMh77+IaA054W9mG41qSGVjlambKKvNzSJTpjkATIxLfi8rUtcQgNyxFTj7vXcQBq4r+QcgKBp1zw+Z81I4xRwYpyAeE7KB6yAk0mOVIpmoTIfYvXGAnDClApYyCK5M1eGvExDKS0oLLnEnGo1k7GMqZuODIxE+o0IUGQ7xiibVUTufX8Q6flzKZKU8h6xdfp1AJSFHOAKWBILGsZpoPB5RuCUF7U+zYhgoexmwO1MmLXPHA3ZQmBW8ZVTWsd4b1M+0uFycDLAEJeBt/yK4XH61z2ta5zTDZpPP3R3XymMzuP40Ey6Qde4PMuLOgwYHg9Kp6B9aSZdiU/Og/q1vjLMV/sZvb7q1apsyfjsaGGC/JDnEa/6lWxDyf67e/O+Qg9cmzXH8nvR9kw3mdzXPmyALmqtp+TOl2h+240DRAJjyrtC6DNqCWRKqNTqcD0ah5uurd4kJhRfBue5MrCMvJEpXuUMTn6UQndVsYSBsSoj5bmT4vzVTl40y9k9C2P27B49JgSR89X2w6yRlEEQA0n/ytSaFyc9CgBE+08SLykcFW+XW0hxUsNhL0LbA+rdjT7miWWN7/XNh/v+2fMviQMYJiYxAKPqntEHI8zSXJuUX21Z/F1e/mLWUeZDY1sbLHd/hXVbzeYx62yL8mMe3WLfHUghxdeu7lPWIqiERJHhQ0YztllCyEW3yRhZQuWy1n3HSBlH8QgfLCPAPZt+RAvlqoSXKYqsFTdtY0/Vmi94t74cm2CF4vWPTbIENYb5OWBtz11glc6d1XNXjGEyTnD80kkLwnmTHQ/ttniemrO+tqgJunvS0R8EaGz9fVbeY5G+SCIhY8yCqjJtoq5BM2xJO4sdZjM2c7Pugb9VsmWS3UremSvSyUR6JYXCwVEACAkQHH/l85heBjNoUGjDrkSF9GnIMnvJyn5u5gR1ekfwf/RxguDnkbzGrJ6/eusyEOPwsQcNgjQ9hd0kVJw0DO4cXBJK8yQSJSxfUeLhcThMo6lWk8GtG33adLsNlVV0eT5LGqjXEQ8IhZyUMjv73CRfU64wlbCg6HEjjDKO5VsRMGy7F2wjF7fL1sq7G8tozgGCcZrDc2AEEobGnWVxmhWCot5/ZpaDumxAlszksVuVJb4uN7WnDGwbOFNvcnOR/JXV4O0fcQITX7jpY3CQBI4PGTec4v13Vh0H7Ngu4/pQ3bHfCPURDcrtjBkjaU2Uw8uXA8Wy5Q+3vB43BFAMS1HnAYJBqMoqS2twAfGmEMveCSyA4JY0BwnZMWniHguXNJe7JpeHSN1UWl1WzguUdhVkdVS41NYFJe3NzCqcOdTYPe3zTOcHIh0kZf0L4hjwip3aU8dVxXu4YCtYTDoBaq9CK9TjY2AC9t+CZZCdahz6vCdliisN4BaMVzdT6JHA1qjXYKwhBOh10tMGLTypsMDLQh2HlzyIapE5O6b8Be/NZGdXteVaigrH6Nq/GbE2Yy5aJgjuGsBmhI3GMfVqh866e8S25Voq5ixM8Tvz5fxFX3iUVRS7e1ynOhD5OkpLZPot0GTitR/0RnZcYTrUJrdm+dEv9GOIZQt6q244xh9sablKRgrS+reJRjtLSrJE+jQiinnLAlvY9g5dWuZZzjm7eUJif9fzwLpDSvb/oDrFgH2+eVR2pdsi1Wjvgk4Gv7F07Qxzn570/V4Rriq5CwKdhHVyp0ULizUJycso0FlbErNCtQaNINdFtzJLNtcl16EyWlYtSaA7KrghuspE1C1ESYg8W8hMEGTG3u4fwVaj4FSZPimtZAXsS/epvxWayXA09UMqmb1xNCCMcdD9nKqmO7Gc/UKap951lRgE5/XrubS0J9I8FXAJmvTf3LNIrpQZRVKwpqaSJTUcgYgv0ADqVMpU42ltfuWbE30d5L056QlnokMKyuu/s4mC4OJX1eTeQ3n1FFGuIR11/4Yf3xLjgBQRpS9pcmuV/yYNWoai7XSeM7gdb1VDXH6TDl8Sx6TDb93eRmd8CU4SaXxDBW2Q2wD2MOGhPLr6XnPIXSNFGlynN/+mM1cY+F3ZwaUTOeL2aPsP5RECLeqH5Y33ALIVxBVjOoKSJCkYLC/+/o1idw8mOA3J/STDvNFLUL9zOUzUHD5lEvoV/KBpR+POVE47ZswKEipl+d4fm6ULdHF4sw/PVD/HZ/sn/oJgWJ00++og+4f+FXtGUqZZOas+zLR9AiFb021dNhhlOOAVSTkZHFqEsox9Q77t0MdWH5zEcsDumsIpLbmPjr8v86+kxsvha/i9yXidsWXWhZXXf2cTE1huTqaFLY5iA2jY6s3FAa9NmSCuwwlYbp0SD+y6VbkeajkUSp0+dENNrKy0texbbmvhvpIvoJKrSGUNo1jAnf9K3Hb3WWmSBhFJGc0GFPg37SP+gg+7pnqa2We6QAEYnNsZovzk4Gvg0K/dDJNGUO4+Ku8YgcY+g36szIao9qiPfJiJhZJLAeVJQ9/YH9J/23zsiGqIT8bEeA3XptPAp34BfLy16rAxayEbjHKLuQ4fNvxQ0fdTLLoW/2037b98y+l2/UHX5ecgK53gUyA3EF1Zh936SKIXCVyzeGz6iJGnYG/8XoQb/902hCkdTza5YdTWKapqr0aF3RgAEnDwZnCAOepVDGVbr42Kfxxi09AKUlO5YOlFNxivntrXJDVx2pj/qYNpIlJi6V/26b/7xc0DPk+V249j24KeNfjrKfy5eB2ewH2DGiHcfJ8AWPW/RdlbkLAjigRHzGlYu7pss6YnOcitdNpjCEB9VGdg/MiLKKFf1esZCiJWDw6e4Gx+QId2jcaQjIhELqsaEDVwsdcoChE9u8Pf0lHl2zje1p1N23B69fZmL7bPmYiMQ8lN2E36y3BP050tLtJTSHkdIuqXGJT2ZffMN8HeMuHigMelVZHO5dubDUANAAmwwNASKDb7FHS9yVdEAfneNmlcj/q9VjjDmpBHFd3IvYfO3OKqWVWQpNjtB1S+1vwhndpgFjBQhttQ0WFRFwE4t8W1VHlqMRAsHSsiVOEGKS71WnY1VIAInu0g3Lr0GaqW93ZzhDopr2EBd54ZBKwxlzJs3S9lhST6ig8hFtpumZSoGU6/kLXVEMUIeaJRfW5zWx69WUhDHsuH7xTjxGuj6jna//IVCMNI7AvvM8shU14UjQAYuAq2i5yvgxVlyKhNxgL/v5Rq0x0TiSCcOJaYsKYZt1t4FJ77YlZbjnCW9Dan9BM58ylUGZFxryPuWJYvT0PoVZPyOv6rXFyitQVSCVT/HsMFkeAm35XEppcM647ZyHVSB3JlDUSwnFtl8se8sHEXvR/ShGjyZ5rpQdY1RV5liZ9l2cEmlqNo2b0ms+uZxEdqafhGDUaFCoD9+EJZZkCcBqB7lUGqc4dNmF4OSmY+FxMDByLmT2soblXSNvM6/JuSh37iicZmcksmcaAQIBecvTDYFCYK4CzyXv7Tsgo0Oh2jc49UBj0OqIPgOaLLFcYvBeDA0PQzgxofka97/nhIxdmoVn2Uy8mPodwAQ0Z2kpUK6UuiwWIiwBsi8UPZLmmEdoj6zm1sUGntFsuQYNX/5L37kvCr3gv7vAmMMi9IgF4kIVSeYK9w5xwnksMgGUamlAKP7tx5M6EF5F5WuaWPXAecWxNAqeDIOoW/ACjKuWiuwUhJjLmTZul7sR9NKHwxyuYK9JVxBCawW8z8/zTPas73pZKK89jOHi82WGFmWbNbD0hLjUqEnP5hOnM9jYERnRWi1zvAzv2JKNf2TzSEwbA4WZmwEpzFBjIAY5DOP463IXWPdDzKeVPoNmazlnc0fB3GNt4nttHJBs4/U32GBsuvp0ib2GFfwQQTIu/RCoQGFVwtNNPlrMUon2B1wuB7fdHwydLEIvJcCljvs9xOboY51cvJffvqdQ06A9amPDKal3IHx7CkBMEoOqqmP4czJim7IELJ2TPwkDzoCWQ0fbYFeSoL5E++uhg9aLMTBjO/XiQPHywZIstkqMbM7kiAdibHZCvJsdGsYFdLCI+xbn5POB8eyGS5bxI16M1GVLEtwYAUxJu1fQF+EQkydgx8/IevCq+ZAAAAAAAAAAAAAAAAAA=)\n",
"AI-Machine Learning-Deep Learning [ที่มา](https://blogs.nvidia.com/blog/2016/07/29/whats-difference-artificial-intelligence-machine-learning-deep-learning-ai/)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "75relggB1ySB"
},
"source": [
"แผนภาพข้างต้นแสดงถึงวิวัฒนาการ AI ซึ่งก็คือความฉลาดเทียมที่สร้างขึ้นให้กับสิ่งไม่มีชีวิต โดยมี Machine Learning หรือการเรียนรู้ของเครื่อง จัดเป็นส่วนหนึ่งและเปรียบเหมือนสมองของ AI และส่วน Deep Learning (การเรียนรู้เชิงลึก) จัดเป็นการเรียนรู้ของเครื่องด้วยอัลกอริทึมโครงข่ายประสาทเทียม (Artificial Neural Networks, ANNs) ซึ่งเลียนแบบการทำงานของระบบประสาทของมนุษย์"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "VlDb3SzKCuKs"
},
"source": [
"# การจำแนก Machine learning ตามการเรียนรู้ของข้อมูล\n",
"เราสามารถจำแนกประเภทของ Machine learning ตามการเรียนรู้ของข้อมูลได้เป็นหลายประเภท เช่น\n",
"\n",
"* [**Supervised Learning**](https://youtu.be/NCF1cqLCW84) (การเรียนรู้แบบมีผู้สอน) เป็นการเรียนรู้ที่ต้องอาศัยชุดข้อมูลควบคู่ไปกับชุดคำตอบของข้อมูลหรือผลเฉลย (ซึ่งเรามักจะเรียกกันว่า labels หรือ targets) ในการฝึกฝนโมเดล เพื่อให้เกิดการเรียนรู้และสร้างรูปแบบในการจำแนกหรือทำนายผลลัพธ์ของชุดข้อมูลที่ต้องการศึกษา โมเดลที่เป็นที่นิยมใช้สำหรับ supervised learning ได้แก่ Linear Regression, Logistic Regression, Support Vector Machine (SVM), Decision Tree, Random Forest, และ Neural Networks เป็นต้น โจทย์ที่เรามักจะเจอในการทำงานกับ supervised learning ประกอบด้วย\n",
"\n",
" * **Classification** (การจำแนกหมวดหมู่): เป็นการจำแนกข้อมูลออกเป็นประเภทต่าง ๆ เช่น การจำแนกอีเมล์ว่าเป็นอีเมล์ที่เป็นสแปมหรือไม่เป็นสแปม หรือการจำแนกภาพถ่ายว่าเป็นภาพถ่ายของคนหรือสัตว์\n",
"\n",
" * **Regression** (การทำนายค่า): เป็นการทำนายผลลัพธ์ที่มีลักษณะเป็นค่าต่อเนื่องหรือตัวเลข โดยตัวอย่างที่นิยมใช้ เช่น การทำนายราคาของบ้าน การทำนายยอดขายสินค้าในอนาคต เป็นต้น\n",
"\n",
"* [**Unsupervised Learning**](https://youtu.be/pG_eDbWALCs) (การเรียนรู้แบบไม่มีผู้สอน): ลักษณะของการเรียนรู้ประเภทนี้อาศัยชุดของข้อมูลที่ไม่มีชุดคำตอบหรือผลเฉลย โมเดลจะเรียนรู้โดยการสำรวจโครงสร้าง หาความสัมพันธ์โครงสร้างข้อมูล ตัวอย่างของเทคนิคที่เป็นที่รู้จักของ Unsupervised Learning ได้แก่ เทคนิค Clustering (การจัดกลุ่ม) และ เทคนิค Dimensionality Reduction (การลดมิติของข้อมูล เพื่อลดความซับซ้อนก่อนนำไปใช้ต่อ หรือเพื่อแสดงผลในรูปกราฟอ่านได้ง่ายขึ้น) ที่เราได้เรียนรู้กันมาในบทเรียนที่แล้ว\n",
"\n",
"\n",
"* [**Reinforcement Learning**](https://youtu.be/DvpMk2Tl6RE) (การเรียนรู้แบบเสริมกำลัง): เป็นการเรียนรู้ที่โมเดลพัฒนาตนเองขึ้น จากการลองผิดลองถูกในสถานการณ์ต่างๆ และจากการสังเกตสิ่งแวดล้อมรอบตัว ภายใต้เงื่อนไขของการได้รับรางวัลเมื่อโมเดลนั้นทำได้ถูกหรือตอบถูกนั่นเอง ตัวอย่างของ Reinforcement Learning ที่ถูกนำมาประยุกต์ใช้ในเกมส์ เช่น AlphaGo เป็น AI ที่เรียนรู้และฝึกหัดจากข้อมูลเกมส์การแข่งขันโกะจำนวนมหาศาลของผู้เล่นต่างๆ รวมถึงเกมส์ที่เล่นกับตัวเอง จนมีความสามารถเล่นเกมโกะให้ชนะผู้เล่นระดับโลกได้\n",
"\n",
"\n",
"\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "YzgGGcA3t5cd"
},
"source": [
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)\n",
"\n",
"ภาพแสดงการจำแนก Machine Learning ตามการเรียนรู้ของข้อมูล: Supervised Learning, Unsupervised Learning และ Reinforcement Learning [ที่มา](https://datasciencedojo.com/blog/machine-learning-101/)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "e2TeMZLoc1vC"
},
"source": [
"# กระบวนการสร้างแบบจำลอง Machine Learning"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "wJ06q8w7aIo8"
},
"source": [
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)\n",
"\n",
"แผนภาพแสดงกระบวนการสร้างแบบจำลอง Machine Learning [ที่มา](https://techtrendmm.tech/2022/02/23/the-machine-learning-process/)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "-EUhPEWjZFMk"
},
"source": [
"แผนภาพด้านบนแสดงกระบวนการสร้างโมเดล Machine Learning เราจะสังเกตเห็นได้ว่า ขั้นตอนการเก็บข้อมูล และการเตรียมข้อมูลนั้นมีความสำคัญอย่างมาก ไม่แพ้ขั้นตอนการสร้างโมเดลเลยทีเดียว ซึ่งเราอาจจะต้องใช้ความละเอียดรอบคอบและเวลาพอสมควรกับขั้นตอนนี้ ต่อไปเราจะมาลงรายละเอียดของแต่ละขั้นตอนกัน\n",
"\n",
"1. การเก็บรวบรวมข้อมูล (Data Collection): ข้อมูลเหล่านี้อาจเป็นข้อมูลที่ได้รับการจัดเก็บในรูปแบบที่มีลักษณะโครงสร้างแน่นอนและสามารถนำไปใช้ได้ง่าย (structured data) เช่น tsv และ csv หรืออาจเป็นข้อมูลที่ไม่ได้มีโครงสร้างที่แน่นอนและเป็นระเบียบ (unstructured data)\n",
"\n",
"2. การตรวจสอบและจัดเตรียมข้อมูล (Data Preprocessing): การตรวจสอบและจัดเตรียมข้อมูลให้พร้อมใช้งาน ประกอบด้วย\n",
"\n",
" - การทำความสะอาดข้อมูล (Data Cleaning) ด้วยการจัดการข้อมูลที่หายไปโดยการเติมข้อมูล (data imputation) หรือการละทิ้งข้อมูล (drop) ที่เราไม่สนใจ\n",
"\n",
" - การแปลงข้อมูลให้เป็นรูปแบบที่เหมาะสม (Transformation) ด้วยการปรับข้อมูลให้อยู่ในรูปแบบที่คอมพิวเตอร์จะสามารถนำไปใช้งานได้ง่าย\n",
"\n",
" - การรวมข้อมูล (Data Integration) โดยการนำข้อมูลที่เกี่ยวข้องทั้งหมด มารวบรวมให้เป็นข้อมูลชุดเดียวกันโดยทำการเชื่อมข้อมูลของ บุคคลหรือวัตถุสิ่งเดียวกันให้อยู่ใน entry เดียวกัน หรือสามารถอ้างอิงถึงกันได้ง่าย\n",
"\n",
"3. การดึงคุณลักษณะที่สำคัญออกมาจากข้อมูล (Feature Extraction): ขั้นตอนนี้จะดึงคุณลักษณะที่สำคัญมาเป็นตัวแทนของจุดข้อมูลที่เรามี โดยเราจะเรียกคุณลักษณะที่ดึงออกมาว่า feature ซึ่งมักจะเป็นคุณลักษณะที่จะช่วยให้เราแก้โจทย์ปัญหาได้ง่ายขึ้นกว่าการใช้ข้อมูลดิบโดยตรง และควรเป็นคุณลักษณะที่มีความเหมาะสมต่อโมเดลที่เลือกใช้\n",
"\n",
"\n",
"4. การเลือกแบบจำลอง (Model Selection): คือการพิจารณาความเหมาะสมของปัญหาและข้อมูลที่มีอยู่ โดยเลือกแบบจำลองที่เหมาะสมต่อผลลัพท์ที่ต้องการ เช่น\n",
"\n",
" - แบบจำลองการทำนายค่า (regression) เหมาะสำหรับปัญหาที่ต้องการผลลัพธ์แสดงค่าตัวเลข (หรือชุดของตัวเลข) ที่มีความต่อเนื่อง หรือมีสมบัติความเป็นลำดับขั้น ordinal\n",
" \n",
" - แบบจำลองการจำแนกประเภท (classification) เหมาะสำหรับปัญหาที่ต้องการจำแนกจุดข้อมูลแต่ละจุดว่าเป็นประเภทใด เช่น การจำแนกข้อมูลภาพถ่ายสมองว่าเป็นผู้มีสุขภาพดีหรือเป็นผู้ที่มีภาวะผิดปกติทางสมอง\n",
" \n",
" - แบบจำลองการจัดกลุ่มข้อมูล (clustering) เหมาะสมกับการดูโครงสร้างของข้อมูลว่ามีการกระจุกตัว หรือการกระจายตัวในรูปแบบใด ซึ่งใช้การเรียนรู้แบบ unsupervised\n",
"\n",
"5. การฝึกแบบจำลอง (Model Training): ในกระบวนการนี้จะเป็นการให้ข้อมูลที่เตรียมแก่แบบจำลองที่เราเลือก เพื่อให้แบบจำลองใช้ฝึกฝนและเรียนรู้วิธีการที่จะแก้ปัญหาให้ได้\n",
"\n",
"6. การประเมินแบบจำลอง (Model Evaluation): เมื่อแบบจำลองถูกฝึกแล้ว จะต้องทำการประเมินผลประสิทธิภาพของแบบจำลอง โดยใช้ชุดข้อมูลทดสอบที่แยกไว้เพื่อประเมินค่าเชิงสถิติ เช่น ค่าความถูกต้อง (accuracy) ค่าความแม่นยำ (precision) ค่าความไว (recall) หรือค่าความคลาดเคลื่อนเฉลี่ย (mean squared error) เป็นต้น\n",
"\n",
"สิ่งที่กล่าวมาข้างต้น เป็นหลักการพื้นฐานที่เราสามารถนำมาใช้เพื่อเป็นแนวทางในการศึกษาเพื่อสร้างแบบจำลองที่ตรงตามความต้องการและแก้ปัญหาได้อย่างเหมาะสม มุมมองการตั้งคำถามหรือเป้าหมายในการสร้างแบบจำลองเองก็เป็นส่วนสำคัญที่จะทำให้เราสามารถใช้ machine learning ในการแก้ปัญหาได้อย่างมีประสิทธิภาพ นอกจากวิธีการพื้นฐานดังแสดงข้างต้นแล้วยังมีตัวอย่างการวิเคราะห์ปัญหารูปแบบอื่น ๆ เช่น https://developers.google.com/machine-learning/problem-framing ซึ่งแต่ละวิธีก็มีข้อดีและข้อด้อยต่างกัน และขึ้นกับความถนัดของผู้ใช้ด้วยเช่นกัน\n",
"\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "ZE-v0TUdFB0L"
},
"source": [
"# Model Evaluation"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "AZDhXVTShpSt"
},
"source": [
"บทเรียนเรื่อง model evaluation ได้ถูกบรรจุอยู่ใน Brain Buiding Blocks โดยสามารถทบทวนเนื้อหาได้จาก [Model Evaluation](https://youtu.be/xXW2mPt83Dc) ของภายใต้ Session 6: Data Modeling\n",
"\n",
""
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "9Ew2XT9vhmgF"
},
"source": [
"การประเมินแบบจำลองหรือโมเดลเป็นหนึ่งในขั้นตอนที่สำคัญในการวัดประสิทธิภาพ (performance) ของโมเดลว่าดีเพียงพอต่อการนำไปใช้งานหรือไม่\n",
"กระบวนการนี้มีความสำคัญไม่น้อยไปกว่าการเลือกและการสร้างโมเดล\n",
"\n",
"ตัวอย่างตัวชี้วัดที่เป็นที่นิยมใช้ในการประเมินแบบจำลองในโจทย์ประเภท regression ประกอบด้วย R-squared, Mean Absolute Error (MAE), Mean Squared Error (MSE), Root Mean Squared Error (RMSE)\n",
"\n",
"ในส่วนของโจทย์ประเภท (classification) จะมีตัวอย่างตัวชี้วัด ดังนี้\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "PODIl-vzy5sR"
},
"source": [
"* **Confusion Matrix**\n",
"เป็นตารางที่แสดงผลลัพธ์จากการทำนายของแบบจำลองในการแก้ปัญหา classification โดยที่ขนาดของตารางขึ้นอยู่กับจำนวนประเภท (class หรือ category) ที่เราต้องการทำนายผลลัพธ์ เช่น สำหรับโจทย์ที่มี 2 classes ตัว confusion matrix จะเป็นตารางขนาด 2 x 2 ถ้าเกิดว่าเป็นโจทย์ที่มีจำนวน class มากกว่า 2 ตัว confusion matrix ก็จะมีขนาดใหญ่ขึ้นเรื่อย ๆ เช่น 4 x 4 สำหรับโจทย์ที่ต้องการจำแนกข้อมูลออกเป็น 4 classes"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "5IrI7lDnuQnM"
},
"source": [
"**ตัวอย่าง** สมมติว่าเราต้องการใช้โมเดล machine learning ในการตรวจคัดกรองดูว่าผู้ที่เข้ารับการตรวจมีภาวะรู้คิดบกพร่องหรือว่าปกติดี โจทย์ข้อนี้จะเป็นโจทย์ classification ที่มี 2 classes ประกอบด้วย\n",
"\n",
"1. Positive - มีภาวะรู้คิดบกพร่อง\n",
"\n",
"2. Negative - ปกติดี\n",
"\n",
"ในการวัดผล confusion matrix จะมีขนาดเป็น 2 x 2 ตามแผนภาพด้านล่าง\n",
"\n",
"![ConfusionMatrix.jpg](data:image/jpeg;base64,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)\n",
"\n",
"แผนภาพแสดง Confusion Matrix [ที่มา](https://medium.com/@pagongatchalee/confusion-matrix-%E0%B9%80%E0%B8%84%E0%B8%A3%E0%B8%B7%E0%B9%88%E0%B8%AD%E0%B8%87%E0%B8%A1%E0%B8%B7%E0%B8%AD%E0%B8%AA%E0%B8%B3%E0%B8%84%E0%B8%B1%E0%B8%8D%E0%B9%83%E0%B8%99%E0%B8%81%E0%B8%B2%E0%B8%A3%E0%B8%9B%E0%B8%A3%E0%B8%B0%E0%B9%80%E0%B8%A1%E0%B8%B4%E0%B8%99%E0%B8%9C%E0%B8%A5%E0%B8%A5%E0%B8%B1%E0%B8%9E%E0%B8%98%E0%B9%8C%E0%B8%82%E0%B8%AD%E0%B8%87%E0%B8%81%E0%B8%B2%E0%B8%A3%E0%B8%97%E0%B8%B3%E0%B8%99%E0%B8%B2%E0%B8%A2-%E0%B9%83%E0%B8%99machine-learning-fba6e3f9508c)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "cw-w8Ro_u2dW"
},
"source": [
"\n",
"โดยที่\n",
"> TPs: True Positives คือ จำนวนเคสที่พบว่า เป็น positive และโมเดลทำนายถูกต้อง ว่าเป็น positive\n",
" * โมเดลตอบถูกต้องว่าผู้เข้ารับการตรวจมีภาวะรู้คิดบกพร่องจริง\n",
"\n",
"> TNs: True Negatives คือ จำนวนเคสที่พบว่า เป็น negative และโมเดลทำนายถูกต้อง ว่าเป็น negative\n",
" * โมเดลตอบถูกต้องว่าผู้เข้ารับการตรวจไม่มีภาวะรู้คิดบกพร่องจริง\n",
"\n",
"> FPs: False Positives คือ จำนวนเคสที่พบว่า เป็น negative แต่โมเดลทำนายผิด ว่าเป็น positive\n",
" * โมเดลตอบว่าผู้เข้ารับการตรวจมีภาวะการรู้คิดบกพร่อง ทั้ง ๆ ที่ในความเป็นจริง เป็นผู้ที่ไม่มีภาวะนั้น\n",
"\n",
"> FNs: False Negatives คือ จำนวนเคสที่พบว่า เป็น postitive แต่โมเดลทำนายผิด ว่าเป็น negative\n",
" * โมเดลตอบว่าผู้เข้ารับการตรวจไม่มีภาวะการรู้คิดบกพร่อง ทั้ง ๆ ที่ในความเป็นจริง เป็นผู้ที่ที่มีภาวะนั้น หากเรานำเอาโมเดลที่มี false negative เยอะมาใช้งาน เราก็จะเสียโอกาสที่จะตรวจพบผู้ที่มีภาวะการรู้คิดบกพร่อง"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "jAtnLNyqMpur"
},
"source": [
"* **Accuracy** (ค่าความถูกต้อง): เป็นค่าที่แสดงถึงความแม่นยำของโมเดลโดยรวม ใช้บอกว่าโมเดลสามารถทำนายได้ถูกต้องและตรงกับสิ่งที่เกิดขึ้นจริงเท่าไรเมื่อเทียบกับจำนวนการทำนายทั้งหมด โดยค่า accuracy จะมีค่าอยู่ระหว่าง 0 กับ 1 ยิ่งมีค่าเข้าใกล้ 1 แปลว่าโมเดลเราทำนายผลได้ดีมาก\n",
"\n",
"$$\n",
"\\text{Accuracy} = \\frac{{TP} + {TN}} {{TP} + {TN} + {FP} + {FN}}\n",
"$$\n",
"\n",
"\n",
"* **Precision** (ค่าความแม่นยำ): เป็นค่าที่แสดงถึงความสามารถของโมเดลในการทำนายคลาสที่สนใจ (positive) ว่าได้แม่นยำแค่ไหน หรือก็คือ *สัดส่วนจำนวนเคสที่ป่วยจริง ต่อ จำนวนเคสทั้งหมดที่โมเดลทำนายว่าป่วย*\n",
"\n",
"$$ \\text{Precision} = \\frac{TP}{TP+FP}$$\n",
"\n",
"* **Sensitivity/Recall** (ค่าความอ่อนไหวหรือค่าความไว): แสดงถึงความสามารถของโมเดลในการทำนายคลาสที่สนใจ (positive) ได้อย่างถูกต้อง เทียบกับผลการทำนายว่าเป็นคลาสที่สนใจทั้งหมด หรือก็คือ *สัดส่วนจำนวนเคสที่ป่วยจริงและโมเดลทำนายถูกต้อง ต่อ จำนวนเคสคนป่วยทั้งหมดในกลุ่มตัวอย่าง*\n",
"\n",
"$$ \\text{Recall} = \\frac{TP}{TP+FN}$$\n",
"\n",
"* **Specificity** (ส่วนค่าความจำเพาะ): แสดงถึงความสามารถของโมเดลในการทำนายคลาสที่เราไม่สนใจ (negative) ได้อย่างถูกต้อง หรือก็คือ *สัดส่วนจำนวนเคสปกติที่โมเดลทำนายถูกต้อง ต่อ จำนวนเคสคนปกติทั้งหมดในกลุ่มตัวอย่าง*\n",
"\n",
"$$ \\text{Specificity} = \\frac{TN}{TN+FP}$$\n",
"\n",
"* **F1 Score**: ค่าเฉลี่ยฮาร์โมนิกระหว่าง precision และ recall\n",
"\n",
"$$\n",
"\\text{F1-Score} = 2 \\times \\frac{\\text{Precision} \\times \\text{Recall}}{\\text{Precision} + \\text{Recall}}\n",
"$$\n",
"\n",
"* **ROC Curve** (Receiver Operating Characteristic Curve): กราฟที่แสดงความสามารถในการแยกแยะของโมเดลระหว่าง TPR: True Positive Rate (sensitivity) และ FPR: False Positive Rate (1-specificity)\n",
"เป็นการ plot ระหว่างค่าสัดส่วนที่ทำนายได้อย่างถูกต้อง กับค่าสัดส่วนที่ทำนายผิด (false positive)\n",
"\n",
"โดยที่\n",
"\n",
"$$TPR = \\frac{TP}{TP+FN}$$\n",
"\n",
"$$FPR = \\frac{FP}{FP+TN}$$\n",
"\n",
"\n",
"* **AUC** (Area Under the ROC Curve): ค่าของพื้นที่ใต้เส้นโค้ง ROC ซึ่งสามารถใช้เป็นตัวบ่งชี้ของประสิทธิภาพของโมเดลในการแยกแยะ AUC มีค่าอยู่ระหว่าง 0 กับ 1 ยิ่งค่าเข้าใกล้ 1 แปลว่าโมเดลในภาพรวมสามารถทำนายผลลัพธ์ได้ดีมาก\n",
"\n",
"\n",
"\n",
"\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "dF1Kx1t1uQTR"
},
"source": [
"![ROC_AUC.jpg](data:image/jpeg;base64,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)\n",
"\n",
"แผนภาพแสดง ROC curve ซึ่งค่าทางแกน $x$ คือ False Positive Rate (TPR) และค่าทางแกน $y$ คือ True Positive Rate (FPR) [ที่มา](https://en.wikipedia.org/wiki/Receiver_operating_characteristic)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "H7TUfJSdgYar"
},
"source": [
"**การวัดผลประสิทธิภาพโมเดลด้วย ROC curve**\n",
"\n",
"เส้นประสีแดงแสดงประสิทธิภาพของโมเดลแบบทำนายสุ่ม เส้นทึบสีเขียวและเส้นทึบสีฟ้าที่อยู่เหนือเส้นประสีแดงไปทางมุมซ้ายบน แสดงถึงโมเดลที่มีประสิทธิภาพดี ในขณะโมเดลที่ก่อให้เกิดเส้นที่เอนไปทางมุมขวาล่างที่ต่ำกว่าเส้นสีแดง แสดงถึงโมเดลมีประสิทธิภาพต่ำ\n",
"\n",
"\n",
"จากเส้น ROC curves เราสามารถประมาณพื้นที่ใต้กราฟหรือ AUC (Area under the ROC curve) ของโมเดลที่เกิดจากการทำนายแบบสุ่ม (random classifier) ได้เท่ากับ 0.5 โมเดลที่มีประสิทธิภาพดีนั้นจะมีค่า AUC เข้าใกล้ 1 ซึ่งเส้น ROC curve จะเข้าใกล้ทางด้านมุมซ้ายบนมากที่สุด\n",
"\n",
"\n",
"อย่างไรก็ตามในการใช้งานจริงเราควรพิจารณาตัวชี้วัดเหล่านี้ประกอบกัน ซึ่งเราสามารถเรียกใช้ฟังก์ชันเหล่านี้ในไลบรารี `scikit-learn` โดยสามารถศึกษาเพิ่มเติมได้จาก [Model Evaluation](https://scikit-learn.org/0.15/modules/model_evaluation.html)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "XNW_koATdWzF"
},
"source": [
"# ตัวอย่างการใช้ Confusion Matrix\n",
"สมมติผลการทดสอบโมเดล machine learning (ML) คัดกรองผู้ป่วยโควิดด้วย chest X-ray เปรียบเทียบผลการทดสอบด้วย Real time (RT)-PCR ซึ่งเป็นวิธีมาตรฐานและมีความแม่นยำ จากจำนวนผู้ทดสอบทั้งหมด 1,584 ราย มีค่าดังตาราง confusion matrix นี้"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "TBJV0RpulKEY"
},
"source": [
"![eval_example-low.png](data:image/png;base64,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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "TGjzAdqQd4rY"
},
"source": [
"ผลในตารางแสดงว่า การใช้โมเดล ML สามารถจำแนกผู้ติดเชื้อโควิดได้ถูกต้องจำนวน 1,069 ราย และผู้ไม่ติดเชื้อได้ถูกต้องจำนวน 405 ราย และพบว่ามีจำนวน 38 รายที่โมเดลทำนายว่าไม่มีเชื้อโควิด แต่จากการตรวจด้วย RT-PCR ยืนยันการติดเชื้อโควิด และที่น่าสนใจมีจำนวน 72 รายที่โมเดลทำนายว่าติดเชื้อแต่จากการตรวจด้วย RT-PCR พบว่าไม่ติดเชื้อ (ถือเป็น false alarm)\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "_sY-Ny4melei"
},
"source": [
"* ลองคำนวณค่า\n",
"accuracy, precision, specificity, sensitivity\n",
"ของโมเดล ML คัดกรองผู้ป่วยโควิดด้วย chest X-ray ด้วยสูตรการคำนวณที่อธิบายไว้ข้างต้น และอภิปรายถึงผลที่คำนวณได้ต่อประสิทธิภาพของโมเดล\n",
"\n",
"* จากค่าที่คำนวณ accuracy, specificity, precision, sensitivity\n",
"ของโมเดล ML คัดกรองผู้ป่วยโควิดด้วย chest X-ray เราสมควรนำโมเดลมาใช้จริงหรือไม่ เพราะอะไร"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "arka1uytYOS-"
},
"source": [
"
\n",
"\n",
"ใน tutorial ถัดไป เราจะมาเรียนรู้การใช้โมเดล Machine learning ที่ผ่านการเรียนรู้แบบ supervised learning มาแก้ปัญหา classification กัน โดยเราจะลองมาทำความรู้จักกับ Logistic Regression, Support Vector Machine, Decision Tree, Random Forest, และ K-Nearest Neighbors และใน tutorial สุดท้ายของบทเรียนนี้ เราจะได้ลองนำเอาโมเดลเหล่านี้มาทดลองใช้ในการจำแนกอารมณ์ของคนจากคลื่นสัญญาณไฟฟ้าของสมอง (Electroencephalogram, EEG) กัน"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"**ผู้จัดเตรียม tutorial**: ดร. มนฤดี เลี้ยงรักษา"
]
}
],
"metadata": {
"colab": {
"provenance": [],
"toc_visible": true
},
"kernelspec": {
"display_name": "Python 3",
"name": "python3"
},
"language_info": {
"name": "python"
}
},
"nbformat": 4,
"nbformat_minor": 0
}