diff --git a/.gitignore b/.gitignore
new file mode 100644
index 0000000000000000000000000000000000000000..763513e910f7036a1a3cdb21dce8e57da2451891
--- /dev/null
+++ b/.gitignore
@@ -0,0 +1 @@
+.ipynb_checkpoints
diff --git a/python_scripts/get_dwd_precipitation/Parse Niederschlag.ipynb b/python_scripts/get_dwd_precipitation/Parse Niederschlag.ipynb
index 6a8fd7ea6ce8ee25474ea36c25c074e6c706c773..b8fdcfe25e0103be408fb59d401c1787b8b697a6 100644
--- a/python_scripts/get_dwd_precipitation/Parse Niederschlag.ipynb	
+++ b/python_scripts/get_dwd_precipitation/Parse Niederschlag.ipynb	
@@ -167,14 +167,12 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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EAABkS/P+m6WugGqQ9AAAIJNcNAMAANCapEeFuAYHSJa7wQEAKFZBJxIAMk/SA8i8JStXR33DmqTDAICSFWryqSYAAEDWpfFKRtKjQtJ4sCGPltY3xMeG3hefOPuBpEMBaFfDmsakQyCFLM8FAABQfpIekCDJse6b8MbiiIhYvLIh4UgA2va3x16LbU6/Ox6ZNDfpUACANphtB5XV/EYPK8gB1SDpAQBQQaff/kI0FiKOu/GZpEMhZVz0AwAAlJ+kBwC554GUAAB0lZ4jAGSbpAcAuWStfCBL5GYBAIC0uuDel+JPD7+adBhd1jPpAAAAoBRZTxRIzgKkk+YZyivrfTaodVPnLovfjXglIiKO2uv96/w9jedNMz0AAAAAIGGvL1wR1zw6JZbVNyQdCkCT5avWJB1C0cz0AAAgce4ABCApdam8R5VadPBvH4n5y1bFpDlLY9iXPpZ0OBVhpitQDWZ6AJnmAdVAVmivgLyYPn95TJ+/vMVr2jiA7pu/bFVERDwyaW7CkQBkm5kekCDXhgBQnLyeOvO6XeRPfcOa+PT5IyIiYuLZB0bvnuslHBEAaWd2B1BtZnpUiPYcqqNO7wmgZmX/FJD5DaAGLV7x9jrzS1e+/d/6ZAAApIWkBwBAFRgQZF3md0AWaL0ByseKF0A1SHpUiDYcIFk60wBAOehS1JZCOOYAkHWSHpAo3WkAapfkJGSbKgwAQBpJegAAQMIKMkBkhJX6qAWKOZSXbg5QbZIeUCWXPzQp/vns661e1Z0GqBUGtVmXfgD5oY0jywrmLQFAydJ4Fu2ZdABQC56fsTB+c9/LERHxxR3fnXA0+eICGyC73DEOAABAuZnpAVUwb9mqdv5iwD4Nnpm2IMa8Mi/pMKggNQ0AysP9JgAApJ2kB5Bpdd28TbhQKMSXfj86DvvTYzG/3eQUAGlk8BXSo7t9MoC0WNNYiMdenRfLVzUkHUpuOEUA1SbpAfBf85fVJx0CQO2q8QRGjW8+GWLgCsi7Kx9+Nb5x5WNx5DVjkw4ll5xHgGqQ9AAAqAJ3QQNkk9Y7/+ocZZq54YlpERHxxJT5CUcCQKkkPSpEl4musCwHQO0oaPQBMknrXXscc5KW53tldIkhewoZPDNKegAAAFA0A1cAlaF9BbIkjXlaSY8KcX6iK/J890a1uHMaILtKacK1+5Cs9rqvWaybIyfOiQMveTjGzViUdCikjMs0KK8MniKAZrK4DGRRSY8rrrgitt9++9h4441j4403jt133z3uvvvupr8XCoUYOnRobLHFFtGnT5/Ye++9Y/z48WUPGgAA8nTzgMEAsiJPRfXIa8bGS7OWxHeu9bBi4G156l8A1Kqikh7vec974txzz40nn3wynnzyydhnn33ii1/8YlNi4/zzz4+LLrooLr/88hg7dmwMHDgw9ttvv1iyZElFgoesM8CRLo4HANVkUIWsy0sZXrJyddIhACniuhAg+4pKehx88MHx+c9/PrbZZpvYZptt4te//nVstNFG8dhjj0WhUIhLLrkkTjvttDj00ENju+22i+uuuy6WL18ew4cPb/c76+vrY/HixS3+AVSLDi0AQGma96Pq8pIBoea5PoDyc4oAqq3kZ3qsWbMmbrzxxli2bFnsvvvuMWXKlJg1a1bsv//+Te/p3bt3DBkyJEaPHt3u95xzzjnRv3//pn9bbrllqSEBNaicF9g6YvniehUAyk93CQCAtCs66TFu3LjYaKONonfv3vGjH/0obrvttth2221j1qxZERExYMCAFu8fMGBA09/acuqpp8aiRYua/k2fPr3YkAAAyKBaTza7mxiyocabqppQcLsMzaShf5KGGACyrGexH/jQhz4Uzz77bCxcuDBuueWW+Pa3vx2jRo1q+nvru64LhUKHd2L37t07evfuXWwYkAu61gBAROgUAKRI3pvkmYtWxAY914t3bNgr6VAAoCKKnunRq1ev+OAHPxi77LJLnHPOObHDDjvEpZdeGgMHDoyIWGdWx5w5c9aZ/QEAALXOXZzkScHUJciEhctXxe7nPBQ7/er+pEOhA3luUvV/INuy0ucr+ZkeaxUKhaivr4+tt946Bg4cGPff//aJc9WqVTFq1KjYY489uvszAG3KSmMLQMdKWVrEKQCqr/ks/lpZEqg2tpJaMXnO0qRDSD39C4DsK2p5q//7v/+Lz33uc7HlllvGkiVL4sYbb4yRI0fGPffcE3V1dXH88cfHsGHDYvDgwTF48OAYNmxY9O3bNw4//PBKxZ9aEtd0hXKSLjq3+eXYQjqpm5A9bjihFrhOg/JqfupwGoH8SWO1LirpMXv27PjWt74VM2fOjP79+8f2228f99xzT+y3334REXHyySfHihUr4uijj44FCxbErrvuGvfdd1/069evIsEDAACUw8xFK+JbVz0RR+z+vjhi962SDicT6gwNAzlk+SWA7Csq6XHVVVd1+Pe6uroYOnRoDB06tDsxQc1IYya01jgGAKRBrSwTlGbn3v1STJ6zNH7xz/GSHlBjJPBIm7wlXvK2PUD6dfuZHrTNZStkj44YHbn8oUlxxchXkg6DDNM3oDWnnXSpX92YdAiZ0zxZV6cjBQBASkh6AJnmAptqmL9sVfzmvpfjvHteimX1DW2+Z+KsJXH+PS/F4pWrqxwd1BbJI0iWvhcAlNeqhsa46P6X46nXFiQdCuSGpAcAdGJVw9t3/65p58l7B1zycPx+5Ctx1r8mVCssMsYwIa1J4EA2aL/Jk1rJWz49bUHc/szrSYcBXXLt6Clx2YOT4stXjE46FMiNop7pAZRXoZ3BUyC7xs1YlHQIAFB1+rXkSZ5Lc61U1UN//9bg8fs26xs7vfcdCUdTvFo5Trxl8pylSYcAHWq+pGmhsG4CPY35dDM9gExzgQ1AHjidJc/D5AHy57V5y5MOAYAESHpAgqyJnC4GnACqq9ZPgzW++ZAZuog1xgEHgBbqMnjlIukBQC6ZBQTpp5oCkEbZG9qhnNJw/PN8Y0iet61UlewTr17T2PmbIIckPSBBBmUBaocWH9Iti3ewAeVheTuoHsMg1fObeyfG4NPujudnLEw6FKg6SQ+gpkk80RUuhKHyNMeQQc3qrWVbgbzQJSEvLh8xOSIihv37xYQjgeqT9KgQXX6ojnJeYLtWpxyUI6iePCUk87Ml5J3THGSbvioAtUDSAwA6UcySJ+5WB7rKnfHpkqckWhLyPHtWTYXsKqVtV+cBsk/SAxKU30tDAFpzAU1reR4kBiCdnHoAKFbzBHJWTiOSHhWSlQIAWVfOASMXAPnl7l0AALpKzzE/ipmxDUB+SHoAAFSBARQASKcsDoy/OHNxPDJpbtJhAFADsnie7Jl0AFDLstdkAACVYKkrSC+1kzT63KX/iYiIESftHVu/c8OEo4GO6eZ0rNK7J4sD1mRLGqu4mR6QoDQ2CsC6LI8F6ZGni2YPMgegu6bOW1bU+516oPa4nqUWSXoANc2pn3JzIQkAkG26c1BerpGAapP0APgvHTHKIU93oQNAa837S4UWr+tIAenjDvf0cboAqkHSA8g0F9hUgzVQAaBjnksD5IVrzMpyugCqQdIDEuRk333lvMB2PIBKcvlMa83PYU5BkF7a79qS95kBrnk6J4lL3riJj+7q7NyYxhIm6VEhaTzYAEByXD53zP6BbDAWSC1QzPPDYC9AeWUlMSzpAUAuZeM0DEBaZOT6DaiATM/uKDJ0KzcBUAskPaAK2utX6nBCNhRzIaxeQ/UYpIbqc54D8s4zPai2SvdpM53YJRWyOGtO0qNCim1OVq9pjFufnhFvLFxRkXhIVnvlwWANZE/2TvUAdIUxLtqjy06qabsAYB09kw6At1z9yJQ45+6XonfPHjHx7M8lHQ7UDIkniqXIAABANrjDHbJ5lz50l5keKfGfSXMjIqK+oTHhSKB2ucOT9hTTSZRIg65TXd6m7SCLlFvyymUBSVMGAbpH0gPItHKut+rCPccc29RbtGJ10iEANU4/AIC0cEoC6B5JD0iQjkz3FYxQQOZd++iU2OHM++K60VOTDoWMaXQOgKqrxWrnjuv8y/TSLzVYJwGoriwuFSjpAQBlZJm04g3914SIiPjlHeMTjoRqK6W6NO9w73PhqFha31C+gKose5cO0JJzHpB2mU5oAaRQVq5hJD0AoBNZvKsBasVdz7+RdAgA5IyeH1BNrjeh/CQ9oArcWwL5oT4DleBilyyqxaWuIHV0TsvOLgVoKYuz5iQ9oApcDwIApJulmgCIcP0OUKw0tpuSHhXimgmywZ21FKuzEuOuVyhNQeUhYYog7VE0ILuyer1nTAmgeyQ9AKATWZzKSfoYUK0M9ROAcsr/+dp5E4D8k/QAACARuR9XgpzL6h3U0FrrspyptIBqWHZpOP4OK0D3SHpUiBMUXWEpD6icpKqXNeGBkugSkBGKKmRdbdViM0LBNSq1SdIDADrhTlbKwcUGkDe1MphYG1sJANC25mMibd1gmsa+kqQHAJlSKBSiYU1jYr+fxpM5kE0mfAKkk+a5tjn+VF2FC50+J7VI0iMl3EWcbwZJoXyOu/HZ2PGs+2PBslVJhwIANc01DKSAi81cclgBukfSA6rA5SCUz7+eeyOW1jfEbc+8nsjvq88AAJANpSRnJRwAWsrikqaSHimRxcIDeWCaZ3Y5dHSmsbEQR1//VFx038SkQ4kI7U1bytL7yUkXSvEAKI8L7n0pjhn+dBSKOPFm+nq86BNIhreVzMp0HcsBzxakFkl6AJBJxVzIdncwUSc9mx6bMi/+PW5WXPbQ5KRDASDDJCWz5XcjXom7np8ZT09bkHQowH9ZDhGoNkkPIDeKGQQH8q++IbkH3lNBmnpIlP4WWaEfQJZpaQG6R9KjQtwTDFBZ1RxzcWcSVIaaRZooj8Ba+b6er63WzoxtgNok6QEARXDZRJo9N31hZpfzqK0hGCBLnPszyokFICI8W5Duy+KNoD2TDoC3ZLHwAABdV+kHCNY3rIkv/u7RiIiYcNYB0beXbl76vd3/czEKQEm60b8oFApR5wnHqeSo1BbdQLIkK2PYZnpUSDYOP9WiwwLll5UTLQmqsSKyctXba5cvXdmQYCSQTfprkDPdSQaUL4oUqq3WzjUDVP7mK0gjSY+UsM4kQHGSuivaZROlcid/ZehBQXK0a6RaieUzc8U6cwFngM4FQAtZHLeW9IAq0A/NBscpWxwvOpW9fhkl0BZQLspSOhRkUkiA2QDUKm0uUA5pbEkkPQCgE1m8qwEAsubi+1+OT503IuYurU86FKCWpWD0rhohnHbbuNjv4odj5eo1Ff8t11NAtUl6AJlWzs6gbli2dH5TUvlKh7v/IL3y0nZrZ8iKSpbUSx+cFK8vXBF/GPlKBX+leGonkEfXPz4tJs9ZGne/MLPiv6WfA1SbpAckyEzS8rI/a0tSHee8DLCSb5pDIMsaNWJQFbVw/VTSDIMUdPirGUItlAOg9kh6AJmWgv4okFYu4ACAErjGAIC3dXbTaRrPm5IeAGSSO5KgfWnsdLbFwzOBLMhKm0qNUkA7ZFklskCfmCzJSnGV9KgQ/Q4AgMqrq8turysrFwxQbRmu1qRIMU1sph+y7FwCAOuQ9IAqyHAXuqa4XqArlJMM0fjmUus6mJc743KyGdQYxZa8UraBSpi5aEW88PqipMOAbqtvWBOjX5mbdBgd6pl0AFALdJqh/IoZ6DSYCOmnngJQTu59ANJm93MeioiIESftHVu/c8Oq/a4ZlHRX6xmRp932Qtz81IyEoukaMz2AmmaQLbscOzpVw2WkljY9y8tbQRY5/5IVimrn7COqJdNLyFWA2R5kXdoTHhGSHhWj8wDVUc66phuWLdpZAAAojnsFAKgFkh6QoIJh27KyNwEAKDd9TPKk1mZrlTLDQF6o/JqPfRgHqb5aq/cQIemRGq0b/dmLV8bnL/1PDH98WkIRQTbokAJZUc0Hbmsbs8e1aPIMCBSvmu0aFMu5kAgD7ADlkMW2VNIjpc67+6WYMHNx/N9t45IOBSCVjLNAvhUKhTjx78/F70ZMTjoUKqC+YU386K9PxQ1PuMGHdaVtsDpt8dA1xXQVW9yFXig45jWu1i4zqr3kmed7rKvSZc6ydtQiSY+UaN3oL1+1JqFIoHbVWuc265K600CyJUNS1rn3wO11dVSdnpgyP255ekZccO/EqsVD9dw0dnrcM35WnHprem7wUUUBAOjIZQ9Oir899lrSYdAFkh5QBe1dQxs8hdKpP3RKGcm05avzfwNILRfRxStWJx0CZfD7ka/Ek1PnJx0GlF2ttM+WqGtbreXAFQPomlfeXBoX3f9ynH77C0mHQhdIegCQSzrv1LJaKv61NjABaTL88WnxlT+MSToMoAhmtWWDGcJds3L1mrjxiWkxa9HKpEOhBixd2ZB0CInJ4rJ0PZMOgLY5v+VLe4NPjnP3dXdgL4sPY+Itjhy04pySae62TZ5D0DX6TgCVl7d+QaUGTC+4d2Jc9ciUeFe/3vHEaftW5DeAzqWxxTLTo0Laa87nL1sVry9cUdVYoC31DWvi5dlLkg4jVfI8Xrhg2aqYsWB50mG0sHK1MghllcaeJgAAqZblmzFHvDQnIiLmLKlPOBIgbSQ9qmznX90fe577UCxcvqrF6+6Yqk1J3rxx2JWPxf4XPxx3PT8zuSComp1+dX986rwRMXdpejqDh/3prTL473EllsGc3f1E/lXzjr0MX7sCZHoAjvTQVWyb/QJALZD0SMgrby5LOgRq3NPTFkZExI1jpyUbSBnlbQpwJUyclZ6ZFc/8twzeNHZ6SZ93tCFf3AACpJXWKf+yuFY5ZEml+nnaZ6A9kh4poZMFpSlnzdFhAkg/+W0qxeyC9FDPAapHm5s8x4C0a564bKu8prEbLelRIZ23V1o0oPry1JlKbFtytA/JL8U0e/LUPkPelPtCftyMRbH3BSPinhdmlfmbaa47icw0Dt5UglMPSTC7F6gGSY+UcqdZvrR3OA1wQOmK6SzrWJMGdZU+uWex71CGqpnlPpN+QLo4HumR5XrdFd//y9iYOm95/OhvTyUdSq6p023Le/0qh4r32VIWQwo2F6DsJD0ASFSpnWwXstCKOgGQCUtWNiQdAp1wSq1taXhWZBpiqBTLu1effU4tkvRISI7PX7ShvcPtjoru625VUheT5xhQK6p58er0AlSM83a3NTTaiZSPGc1AZ7QT6VIoFOK3D06KUS+/mXQoXZbFxJmkR0pogCB52WvCa5tWEwDyKQ1Ly1TSGkmPTFm8cnVc++iUmLNkZdKhQGZVasA0zzNiyK/7JsyOC+9/Ob599RNJh5Jrkh4JyXk/ni5yfgaA2jPhjcXx1Gvzkw4DUivvg1iSHunT/CbE1kfnlJufj6H/mhD/8+fHqxtUheS8egFUTLmaz9cXrCjTN9ERSY+EtO5oZHGaEKRNt5e6KksUFMszPaD8VI90+/xl/4kvXzEm5i2rTzoUaKFQKMTzMxbGytVrkg4FUuP+CbMjIuLl2UsTjqRt3RlL0J9uW95nm2VJfcOaeG76wmiULAaKJOlRId09RUqCQNeoKcXJ01J6edoWoDbNWSzpQbr848kZ8f8ufzQO/9NjicZhwJFy0Fdsm+qVDXlrB0utj//7t6fji797NP78yKvtfG8+VHo7jDGWRy3vxSyeUyU9AMimhM65WTzZUyNqtBeeszEBSNQNY6dFRMTT0xYmG0iVaUeA5vK+xF6WPPTSnIiIuPbRqckGAjTJypiIpAdUQXvXUVlpKCCNOqs95axdrnuyKW1tbMXv2EvX5gJkhvN8PnXnzmZ5MEiX9la3UleB9kh6AABUQTXvGszkBWCNDzoadCUrFFVIl7Td5JEHaVhaKs+zTUops4053h9AZaQ66TFuxqI45HePxuOvzks6lKIV2xzrqOSboxvx5/+8Godd+VisWFXeB2N6eDnVkILrHsilWu//1Pr2Q3ucdimH7rSxWmfW+saVY2JpfUPSYVRUFp730N5MD3W1a/Q56a4stBOtpTrp8c0/PxbPTl8YX78y2QfpQaVksdEo1dl3vRhjXp0X1z/+WtKhtKt2jkY+5PnuJzpWKBTil/98Ia56ZEqH76ulNra1PNeOrF20/fPZ1+OEm56N+oa3kv7arjRzbNLCkYDqyNo5NQmPvTo/rumkz5l11SgH3e2X6z9BuqWxhvZMOoCOLF6Z32x6p4WhdsdpakotdjJXri7vTA+Kk6e+Yp62heI8M31hXDfmrQTq9z61dcLRQMd+cuOzERHxsXf3j++2Kq+1nJgDqLRaaWNrZTuTtNw1bFmVUmYtb9U92glqUapnetQSDRAkTzcqGaW2fo5X7VqW8yUGSqYrkWoLlq+KCAlb6ArNGeVQizeYkR9peK5ImuS9NpvJAuUn6QHkhn5CNlXjsCkbtclgR23I8o0jzcczlNc0yG5ZAoA8a2zvoR6QQVnMaXZ2rZLGTUr18lYAnUljw0p1VDOR0fy3JFCSs6qhMZ6ZtiBWr2lMOpR0UjZTra22Q3sC6ZDFwQeAcqnGDSTdvblDn4k8yXp5zkr8kh5QBe11IbLSUACkwf/dNi5ufmpGvG+zvkmHknrG79LLqT/NHJ3UqHIjpk9OlpkpSC1o75ke2m+gPZa3SgkdFYDiaDdrz81PzYiIiNfmLU84kvRTO7LB3eVkUVUGmDRiVFnrcl0rzXMtDBiXso1pOP6e8dBS3la3ytnmQCpJelRIZydJ5y8oj+5WpVrrTKZxa0t+kHkVN8bAZDZl+VkP1IYaOwUBZEKhkM4+c7noHdFaFm4my0KM0FXGF6pD0iOllP98ae/0nIaGri4NQaSEPQH5UnMXRxlsxGpx0L+9ZHst7gsAqLRSLnfTcErO23V6d29Gyls/KV9Hl1qQxRsKJT1SIouFh+7L24k76xyOZNjvAEALLo0og1q51ip2LKFGdktZ5b1JqvZ4VCk3JtVKfQbKR9IDalytLe8ElZa3u7KgWko9G6lyAKzl2oZy0LVIn/YeZJ4X+d46Wst5cU4NSY8KUX6h+mpuKZucqNRFRTk7Es2/q7OvdbFNeypeMhS9VFt7jnKYAKqjVpLiroEqzx5OXntJD+W/a2qlPaRysljXJD2ATHPuBqhtWc4zugAlbdJSn6q91Iq6mE9pKc9U32Ovzks6BFppPmBaShvfqD6TAuUqhlnvd2SlOkp6JKT1ncBZzJilxd3jZsaLMxcnHUaH2mvPHHWqzSwEAKA7qnHdUu1ro866R1kfnIDmaqE4f+PKx8r6fbWwz8g3wwDUop5JB0Dbsrom/MRZS6JHXcTgAf2q8ntjp86P/73+6YiImHruQVX5zbzJallby7mbash4NaFW1Eg5bX3RlpX6WRd1MX3+8pi9eGWbf3c+Iw2yUp+qzWBRdjhWtKZM5JvjSzXpJmWLpAdFKxQKMWnO0vjA5hvFej3ervIrVq2JAy55OCIiJp59YPTuuV7FY3lp1pKK/wYAlINOcm0rRCE+ff6Ilq+5UIc2VXt5K2hNCQSAbLO8VUJaX+NmqWN/+UOTY/+LH44z/vlCi9cXr1zd9N8rVq2pdlipluYxjWovd5S2mSVpPjZkU9rKONCxRStWd/4maoIkVPkVCoXM1rFGC8jXtCwd/SyNJSRB1zwdKlVOHd+usZ/oriyea4pKepxzzjnxiU98Ivr16xfvete74pBDDomJEye2eE+hUIihQ4fGFltsEX369Im99947xo8fX9agSdaF978cERHDH5/W4vXmjahrBNrjmRIArJX0KeHWp2fEDmfeF5c+MCmR33cBSt6d+PfnYocz74uxU+cnHUrRDvtTeZ8JAGnhaow8SbovCbwljVWxqKTHqFGj4phjjonHHnss7r///mhoaIj9998/li1b1vSe888/Py666KK4/PLLY+zYsTFw4MDYb7/9YsmS2lqGqLNr2Dxe4/ZoduXe6MwDpEh3WyRNGuVQ8WKknBbt1FvHRUTExQ+8nMjva1vSRRKq/GXy1mdej4iI34+YXN4vroLHp2QvUUNtKnSjA+A81DbnA6pOXcwEhylbinqmxz333NPi/6+55pp417veFU899VTstddeUSgU4pJLLonTTjstDj300IiIuO6662LAgAExfPjw+OEPf1i+yDMujxWleb9A5yk7LMVD0rJWBjubrZSl2Uy/uXdi/GfSm3HjD3aPPr0q/xwmoH1ZajsA0kpL2rls9byphmpfjnUnUZcX9kD2FQqFzI1l1JpuPdNj0aJFERGx6aabRkTElClTYtasWbH//vs3vad3794xZMiQGD16dJvfUV9fH4sXL27xj8p1RE6/fVycfeeEinx385keLtyTtWLVmvjutWPjhiemdf7mHFHsOpfGXdTd9mLES3Pif/78eLy+cEWZIqodl4+YHM/NWBS3PD0j6VAg064Y+UocM/zpWFPk+p6uk0ibUsvkd655IpY3e6ZfsXUhaeoi2SqxVFqtXVdmeXuzHDvZU8vdhc6SlWncNyUnPQqFQvz0pz+NT33qU7HddttFRMSsWbMiImLAgAEt3jtgwICmv7V2zjnnRP/+/Zv+bbnllqWGlGnVyHTPXLQi/vbYtPjzI1Mq8qBxz/RoX7uVv0L76drRU+Ohl+Y0LduRZ2lsWKmu71w7Nh6ZPDdOufn5pEPJrIY1jUmHwH8VCoU4618T4panJKKy5Lx7Xoq7np8Zo16ek3QoUHFtDTCNmPhmTJu/vOn/s1YXDJpBfqnf6WB2R0vGMciyrNzoXnLS49hjj43nn38+brjhhnX+1np6T0dTfk499dRYtGhR07/p06eXGlKmJFE+Gta8/aOVOOE0P8ZOaMlavHJ1l99b7caq3NP/lDTWmru0vmLfnfc7QNWj9Bg58c24+tEpceI/nks6lKrLSN+5QytWtZ9AzMP25Z1jVD4d1YWuSNt5N23x0DWlVmnXsqjz2eFYkQbzl62K8+95KabMXdb5m6makpIeP/7xj+OOO+6IESNGxHve856m1wcOHBgRsc6sjjlz5qwz+2Ot3r17x8Ybb9ziXx6kvZtUiYu65icbF420J80Z4RSHlmt5Wwczb9tD+XSlZCxYvqricVA5Bsogn6rRR1xa3xB/HTM15ixeWfkfA0hQXRnnObiGJw1Ovvm5+P3IV+Lg3z6SdCg0U1TSo1AoxLHHHhu33nprPPTQQ7H11lu3+PvWW28dAwcOjPvvv7/ptVWrVsWoUaNijz32KE/EOdF6TKycjX4aNDrztGBvpJeiCuRFrQ645yXRWJtHj7TRL0rOGbe/EGf8c3x8/crHkg4l08p1g1U+zixtq7VqnpNuQkXZR9A9T762ICLeuoGB9OhZzJuPOeaYGD58ePzzn/+Mfv36Nc3o6N+/f/Tp0yfq6uri+OOPj2HDhsXgwYNj8ODBMWzYsOjbt28cfvjhFdmArMr7BUXet687qjHToZifyMtgUTnYFflSzgFgbVo2pe24pSwcgNSqxS7ZAxNmR0RYGiMlauWcXas3TFB9ebvRFwqF2hpDymIdLirpccUVV0RExN57793i9WuuuSaOPPLIiIg4+eSTY8WKFXH00UfHggULYtddd4377rsv+vXrV5aAa0UWK07zwaW0DTQB/6VuVlyal3CrJfUNa2LRiq4/34jsUucolyz2v8stiX3w5pL62Lxf7xavVbtW1zd07xkkkCWauuLl/fygK5U8CUgov6KSHl25qKyrq4uhQ4fG0KFDS42JHNBgJyvNnTIzS8g6rVs27HX+iJi9uHIPt6c8SqlP6iCVYtCn+q59dEoM/deE+MlnB8cJ+22TaCyLVqyO/n3WTzQGgFpgvIhaZ1SsOkp6kDnd17qRz1uj35ivzcm1at8h645cSJ88VksJj9qRpmR6HusStFbOYj70XxMiIuLSByeV8VtLM/71RYn+vuajPOxHWivHuTmJ83t6ejcA2Ry3lvSokLSfoCpdVD3IvKX2ykOlGo1a2v1pr2vUnjQNwALp0dmpuZbO3dCZJM6kqiCQJtVsk1y+QHVlvc+RlfglPRKSxANgqnkiczc/1VLOkqbYAgC1rFx9oSwOoHV001Y1tieDuwxyq/V4TRbbtLRpfsOn626gGiQ9EtL6Dv8kkiCV5CTWvhET5yQdQgvuSidpSiCUR62ee7PShmQlTqhVluelFtVq3wGgFJrMbJH0SKlMXhgX2vxPWvnutU9W/DfSnMdIXZKlxgprGtdhTF9E68pCjFCrslI/sxInta1c3bQsDqR2NFM9i9uD1Qd4SyntWhqvmcgXJSz7unMMUzYqlluSHlSEZ3q0VO29YfeXJm35GMrHRW/H7B0oD3UJskv9zYdSu3z6itSyahT/Sq1uou5STbU8ZJTFFYokPSqkrWY3TY1xpWNpbKzo11NG1S6XaaoHVN7oyXPjxZmLkw6jrBRhqAx3Vdb69kOy9FHzJ3UzzKEIeS69qua6x9cpiKxLYxHumXQAvKUaF/rV7PSZ6QFMm7c8Dv/z4xERMfXcg9p9nz4v0B3aECifmn6QuZu2cqdciawslmfeVkoxyOIdzd1R7TJezuEiyU2gPWZ6QI3TSaBSpsxblnQIQMrl7c7qvG0PtKUa5TyJ7qnaS5NWhUHTDuml7wXV0dnN+mkcWcx10mPl6jUawCpqXgHM9Gipvcpfi7upkkmWWtyfAG3RHgKlqOUHmSd9/ZLBXUYOKHdtS8OSm8lHALSmXr4lK/283CY95i9bFR8+4544/E+PJx1K21oVkLxNn2zMSAWA5rLScAPtS/XNDhUOLcVbXlFpmrBo9mS21Wod4i1pPn3QdWkYrE4756ri5W28Bui+VF93EhE5Tnrc/cLMiIgY8+q8hCMpjY4IUAnOy6XJe4cmL9v3v397Kg75/ehYI/OeqkRApaWp+HZUlzqLM03bAd2VzTao/UpYje3J5C6DnGqd5JBM675K7cOsHpmsxl3rnKuzxYPMqyjpi9nmlVMDy1rVHuxM2+CqDmx+payoUQV3vzArIiJeeH1RwpFQSWk7jwD5IF9Orai182g2k7D5VlslEEhKbmd6JH0e7+y8qpGvLdU+3gbyS6NDDFSUNgZIuaSvoZLU0TM9qrFfanjXp55rBJKQt2JXqSXCsrqfsho3ZElukx5ZY5CapFhKDYqjvYZ0cRqjXBSl9Ehi/fxaTvjkSSWOo7KRbY5fvuXl8CqnpF0Wn20k6ZGQ7BWVzmmk0yPNjZEkC60pElB+eTsn/37k5Fi+qiHpMCD3avmc3NFMD8irWlvqqlRpvr7OIsWOpI1/Y1H8cdQrsXpNY1GfU3SzxTM9EqKiAHnX1YuoB16cE8vqG2LD3k5JQNvOv2divLmkPn558EeTDqVi9A2T5xh0TSmDVW566Zw9RKmKrZPqY/HM9K6eV95cGi/NXBKf/9hAZZWKOeiyRyIiYr0edfH9T78/4WiyIYvtoJkeKVXppl1mvbraO56VOgxpbozKfTdROb+uFupFWrfxjNtfSDqE1Fta3xCjJ8+NNZ60ml0VPnRZvFuzmIifnrawUmFAtxQKhXj81XmxYNmqpENJrSy0T0mHmP49lD32KVmW5/LbUS7jsxeOimOGPx0jJ77Zpe9Kuu0uVUbDzp0JMxeX/FnHsG1vLFwRz89YmHQYESHpUTFtFf6OKkQ1pktKkpN3aU721KJi7sy58/mZRX9/NQdQ0tCZ/tZVj8fhf348/vjwK0mHQoq0V8uyeM5PQz3rro62Ic3nqLlL62O+AfuS3Tt+Vnz9ysdinwtHJh0K3WB5q3xYVeRSJUA6PZeSQVNorlyXWJmfxdRBl2mPcx+K/3f5ozF5ztLqxdOO3CY90t5l1aeG8sj6uQK66pn/3uV+85MzOnzfkpWrqxANaaE7QXfVN6yJXc5+IHb+1f3RYLCwJPdNmB0REQuWZ7/9Ldc1Sha7Zx1NpMxrf7NhTWPunpf05d+PLulzHd6gmPLjn/b4klbK/mn9mSSe6eGwdk1Wy39Gw6ZMsjADtrteeH1R0iHkN+lB9eW/ymZHmh+0lraMdg2ca3KrmLJUzeOcZAm/47k34mND74vLHpyUYBQkRXNGKRY1G6hfVr8mwUjIkyy2R7UwANHavheNim1/cW+ubpiY1OzO0nL1ydJSNMpVRmuxrJM9XR3TUJy7Jm3jMKmh/ORabpMeaa/OrdubNC95QOVUqsOpPJVGP6C8avWCKsmtPvWW5yMi4qL7Xy7qczV6qKqvim1MHo5pV3dXmhP9zXUWZ1LHrEePt+NqaDTTo9ZVqi9U7GBLEn2ypJvNJFqyqfOWR0R+n5mU9DEtp9mLV8Ynfv1gnH/PS2X93jzto/aUcn7NQz8KoNblNumR9nNU4ifRpH+/xtjdkCMqNFRF3qpaWm9IWK/Z6PKaxDuo2ZSVxFuSsnAjREcxViP89O+h2pHGY3H5Q5Nj7tL6+P3It57t1p065Y5vkpaBU0LVVbqfmIXzcCKKbA5reS9msb+b26RH5lWgLGWxgOZdLXY4nWyTVYiIM/81Pn5914SK/1aly7eyVD412BQlQ5HNvbQmNjrSfKaHiR7UslruVuhTZZvDV376xpVWvkKbxb5XdzQ2FuKEm56NK/6bACU5zdvehUU+160WxwKTIOlRIYovZE8tXDDMW1of1zw6Nf70nymxtD5fD66kdLVQ9mtB7o9j7jcwGc2vucz0oFyyeC3U0YPMIa8efvnNpEOgHZqkfCv1+I5+ZV7c9szrcV6Zl7qja7LYv6llkh5V1PwOmtbZ6GrPwqhENnzMK/PK/p150d7RrcW7qsqd0a7BXdgtq5td0Td2c+etWLUmLnng5Rj/xqI2/16L5RuSVGt3umVOBg5Po1HfmleuU7eSVDwDKemV5xtyjx3+TNIhQJvyXO+6Y/kqNy6WVUIdliyOlWTxWlPSI6WyuBTVMcOfTjoEalwGzxuJ6u7++u1Dk+KSBybFQZc9Up6Ayqz59q2p4kBe9lpvyIj/Xv3mta1Pw4VENdvKPDEw07ksLOOQdIhqX3ql/byTdNmlMhzWrsni2FlE9Y9vFs7DZEcarlu6Ir9Jj5T3TDprmLNSgCBpzt3FKefuGv/G4jJ+W/GK6bhdN2Zq5QKBFMpKPyLl3bXyKrEBnvDG4nZn1JVDiwRxTR2QdWXxrrty06+qTbkt+SnesDWNhRg5cU4sWLYq6VByrxztmrYxvbLS5yWl1O1cy2/SI+VaN8zVaKibn6hd0wGVlqa7ScZOnZ90CEB3tdN5SVFTU/b+1eo1jfH5y/4TB132SCyrwnOY2lve6s0l9fH6whUV/33yo3W1LDahlES17ijENLUz5MNfx0yNI68ZGwdfXpkZ03MWr9Ru/1c5zs3GT8pNo0o2laspSNNYSZ5JeqRUVqfoUZyK9Z10yrqs1nZVObe3rPuuhCYvqTtyO/vVLJYpd0hBFZRQzRrWvP2hmYsqP3jV0E7S4xO/fiD2PPehWLJydcVjSJILUGpWXrsBKa7S/35hVkREzFjQ/ba9dZe4UCjEJ4c9GHue+1AszkC7vXjl6ljV0Jh0GJCoSl/ams3ajm7sFtfQ6SfpUSFpL/ppjy9v7O9sMNZRXjpWUGUZr3Kdhp/DRrqzQfbmf16wvPIDV50908Ndw/nn1A3Z0FFdbd6Uj5tRueURy2HR8tWx/dD7Ys/zHko6FFKmq72+rJ63Mhp2JhQKhYo9py5/VyP5JulRRc2rXFYbZsqrYg2mlrgkNVcvu7m9ZS1mtbbvKbtHJs1NOoTEqUbZ0zw53Nk5aHWl7oJt/kwPDzIvSa11u0rpL2VhFk1HIdZcHzEvunMHb7PPZqD4tmv5qjVJh9Chp6cviIi3llFMsyyXgXTSqFZbFs7D5fLNPz8ee577UKxc3YX2r3Z2S7dlcUUiSY+UaF14aqg9gm5xEdq5Ss24qKVdn/dyloftO/aGp5MOATIvB01BIuw3yL6O+kJ56Cd15DO/GRk3PDEt6TCgJFkdO8to2Jkw+pV5MWvxynh62oKkQyFhuU16pL1f0lnDbD2/fGnvcHumB3lW1N0kOer15WhTyLBcnuZzuVEdq/Ym13r7pX9cucGjLOzbDIRYMdYlX1dWB1Ijiq9vU+Yui1NvHVehaPKhltuHSijn/nRs6Bblp8uy2FfIbdIj7ZJomDPcbwPKpJrtQJoGOFIUSipl+cKe/OpqsUxT8a1oW5PQhqapLU+rNJXBrGn3/OPEBF3WUXVRk4C0mjR7SRx3wzMxec7SpEPpMr3it2Tl8iC3SY+sndyzmDHriAtkkqDUFSdv7Q6l02TnQ96O4zqbk/FB0G4fngodX+cCoFLrdE+ZuyzO+feLqX9eQ5611cJn+2xKrch4t48u+Nofx8Qdz70Rh//psaRDIadym/RI+vKtu+1zpRv4pPcPFVZDHQSdIdJG+0q5TJ27LOkQqqA8NWbR8tVx9SNTMj2wlrekVS3JU1+kUuUwCw9Q7fBu+fSH3y2VSn4e/NtH4o8Pvxon3PRsRb6/UrLWHreOt7PwM7Z5qZD3NiDLlOeuSWMRXrB8dUREzEmy/14XMeKlOfHAhNlFfzRr54pqS0O7mdukRxo1rxDqBhEayTSotVlJtbW1lVFjRSb18lyH9/7NyKLen/s79js41if8/dk4684J8a2rHq9iQJWX+2OaMlkYmIcsWVrfEBGR2MNky9WGprFp6OqWpTD0FtIeX61w/qu+1nW40j0+Pcq21Tc0xneuHRvf/8uTsXjl6k7fr6Z0XRou0yU9alQaCl8tqfrudnxph5M0kEcPvTQnIiJemrUk4UiKU1R/LLFneiTzu0nIcxK1nPKajKvlw1/L294Vbe2fRStWx/g3FlU/mJxR9NIhy+c/17d0R/3qxqb/Xl6/JsFIqARJD0iQGyreNmvRylR2tlauXhPzl61KOoxuSeFuLYtqblYxAzyqdTqlsX2hSBk4aRZbyooaPK7UMz1UDZqpVDXTBpOESj2rJCLiU+c9FAdd9kg8MWV+xX6jHNS8DEt/t6eiujr7JKtlvMYPLxlUyXNqpUh6pEQWC09HsnriKadCoRD1DTLFXfHPZ1+P3c55ME6++fmiP1vpa+g9z30odv7V/TFn8crK/lAC0jT+kK8WsPwq3ZakqCjQDXlbRlO7APmXlXqepj5TFmVx/3UW85KVby3d9eBLxa8DX2mV3N/l7pNmpQ1IRAbrTZoVCoVY1dDY+RuB3JD0qJA0np8KLf47jRHmy4/+9lR86PR7Ys7ile125irWIS2i95iGjubF978cERH/eGpGwpGsa95/Z3k8nvK7uLKulKrQWdnNSzv3lzFT40On35N0GKmXxQEVOrbOIW3nIGdgAkiX5KXNqkV5u3mpEopdLz6JPZqXtoS3pbpdLWNoHZXdtv5UalG//vHX4kOn3xN3Pv9Gid8Ayfn6lY/Fx4be26XnNuSRU1zbij33p/isUnHFnlPT0K/KbdIja4MfrQtPCsoG3XTv+Lfu+rn56QQG8pNfLaMoaYihM1mIsdosVVEdv/jn+KRDSDXFMLt+8Jcn40d/e7rp//PeppSyfTnfJbQy/o1FsduwB+PmBG8CqeUyZ9tpLg2DNWlz2m0vRETEscOfSTgSyi3LDzLvavv1xJT5Ud/QGP95eW5lAyJTqn3+++ezr8duwx6M52fk/5lQaehb5DbpkUbNExt5v7DnbQ519ahX1Do1IN0cn7etaSzEfRPStyRItaXhtNVZCCkIsWb85MZnY9bilXHSP55LOhQoq6RmXJRrFlZFxoPL+J2tzyWpnuECUXrf4oSbno1Tbx1X1liSopZmU3eb7rV9vVuSuDm6jLJSfiU9alVWSih0IsM3pSSuu81AOe8Iav5N142eGqfe+rwkFkVRXmrg1J6BBr+jcpjluyipjoY1+V1rXBtNEkod/F+wfFWce/dLb39PCotvd+pUCjcndfJwzr53/Kw4ZvjTsaQLyzllpY2+7ZnX44YnpsXK1dl4duq4GYvih399Ml59c2nSodRkvbf8KD2TDoC2Zf0cm5FzZlU0Nra/M+ym5NXCMajUNpazc9z8m355x1vLOR28/Raxxwff2aXPVFOa757L+KmjogqF7J9bO9PVOjluxqK45ekZccK+20T/vutXOKoy0rkgpfLUtpRrW7r6PXV1dZmo23k6xknIwCFu4bx7Xur8TeRaKpIA3Wx3fvjXpyIi4t2b9In/+/xHyhAQxTr48kciImLirCUx8mefafG31oc3DUUub9J83V4L0tB3kvRISGd3DlSiwWv+nao+rKvWToopOAd1aEUV7uApFArxt8enxYcH9otPbLVpxX8vrbLcyc5w6BXV0cX62guwJSsb4sKv7VCtkIqW9jaqWJ0NoLT152qX79ueeT0WrlgdQ7bZvMq/TJZk+ZzRkTRcnCclp4e0SG/vhVmLVnb5U+4kJu3mLO56ea6kWm5jp85bnnQIUHVp6C/mdnmrpDPznbXnrePTWcqvQqT7QiINJS8NjWFnkm5TKiHtW7Rej8qXztGvzIszbn8hvvqHMR2+L4eHnwSkob1tbtKcJUmH0KFaqHZpaFuan9+uHT01vn31Ey3+dte4mUmERca1LttZWComDfUxr/K8a9N401RnZTn9tZGIKFvF6crXVKONbnETbjcbXO118dT78lD0siW3SY+sy8B1AV3U0Qk5DYc56422Dk8+tFUXevbo+BRVjvozbb67bvJCU1AD2u0cpeFsWpq0l9u7xs2M4254JukwqKK09KtcC5GkLCTpqKzWZUCJSLOUnLhInUrfXJ6WPlO1ZPFm/dwmPdLYUUlThUhTLGk0d2l9LFrR+QO/uqKxg53tMEBLze/6qcZMj2r8BlAmGei8pD/C4oydMj/pEKoqb8eP8ql28zNz0YpYsSobD+qtBR0NLWRxEChN0jhuQzp0WO+6UWzSUuT0OSqvazPxijsSlSw+sxatjOWrGir4C91T7MzGNNS13CY90r4UTevo0jgttnuyuz3L6htil7MfiB3OvK9s31ntup7dvU+tWltmGxrfLr091+vk2UfFfH87b16/k9+Acqp025zyrk8F1eyG14RCoRDL6tN7ARiRjou6tGm9T9q7NrPr2rb7OQ/Fp89/KOkwyidjzXRVHjCcsX1SKWkft1krG1FmR5LJrowUOaomHT2R1xeuiN3OeTB2/fWDSYeSK7lNemSdO0aS03y5m3J0wpxTO5e/pF+6tFeO03iR0bCmWdKjzLMw2tre9TpZQqtWZLkOprEc07ncHrcyb1Y19lPaj8Spt46Lj/7y3nhm2oKkQ2lXnopzLSdw0rbtc5euqtpvVbNNzm37D1SNZoS8GfPKvIiIWFKBG30qcd7tynemoZ4a7UlIpw86r8AlaPPvzPIAV6U1X+6mHJU0iY59MddsKbu+6xalunNpu6Bfa21YDY2NTa919kyPYkyYuTh2/tX9cefzb7R4vdyJFdIrK+1DuepoGjqZ1ZPdemzwr3M3jp0eERGXPzS54r+V3ZKUPh5kXsrv5789uHvczNj5V/fHo5PnJh1Kh6pSXLv5G10tLWmvelloGyISOj/oE1ZEWopcSsLINTeTR5z49+fisxeOipWra3PJTEmPCunsvOK8k17Nx0DXlGOmR0dfoQfSbd3ttDQ/BLVwONK+jc1nepT7eRsLlq+OY4e3fCBvKUmPtO/DallW3xBf+v2j8bsRlR+I7JKcHBfl623t1c5U76MOmpRUx023pGUApRy6Uk5rsSjn6Rh3ZPKcJXHgJQ/HPS/MLOv3rr3h7n+vfzoWLF8d3/zz42X9/qT98K9Pxs/+8VzSYbTJuSffLn9oUhz6+0dT/RyASshnm5z9ynrf+Flx4CUPx8RZS5IOJSIq80yPrB2lW56eEa/OXRb3T5hd9d9OQz2V9EiJ1hlIGcnk9GhWM9c0liHpkUCzmLWGGNZqnmisxspT66/39o80dlDf1al1DX98WjwzbWFccO/EpEMhJ1oPzGSy3mUy6GxIw4UTXdfd41WL10JpuOP9uBuejZdmLYkf/e3ppEMpi1IH/Is5FNPmL4t7x8+Ofzw1IxrWNHb+gSqQ6Kgdv7nv5Xh62sK46b+zItuSluLQvF51ZWZb1s4Dry9cEd+55ol4ZFK6Z7JV0g/++lS8NGtJ/O/1TyUdCkSEpEfNqnRHKMsdreZJj/Isb5WejkZb0hBbkuXlxiemdel9WS7TWdLYbEd3ts87XSawC8es+WyShjIkOWvJqrRc2CcdQIpkqZ0qZ6gpGCesmGoc0iyVm0orfVfkuBCWSbsPMrfrUmHt0VlagbXEI7LXzqxzQ2IH5bT5LOU0JK5aS2FIdFUR9WZVQzr65V3V3SahEqs1TJ27LH5+y/MxZe6ykj5/8s3PxYiJb8b/XJWvmWylWLwiSzOPSm8kPTYg/XKb9Eh90Ut9gLWrxUyPSj/IXC+027p7iC68/+XyBJJBqWyGOglq7NT5XX1rlzRPepRjZldWZW0wIqu0+ABdU4sDCbXwTI+saH2J5tBA96W9Hv3PVY/HjWOnx+F/eqykz89atLKo96d8d3RLWs5nlZgt5Hqu69JQDHKb9Mia1h37SoyFt8iGl//rc6P5kjplWd4qgWd6aIjJquY1oq3q8dU/jCnr76WlrtzzwswYN2NRt7+nltv2LGx7FmJMtXY6R2noUHfFguWr13mtszYPqq1S9+OUcgf8v557I16atbgC0dCa9qd0abyHrfnYgmNrH6RlALqcmte7ctXBGQtWRETEzCKTF1lRzbaqMVNlLkuxJitrS85FRPRMOoC8yl5RYK2Wy1uV55ke1S4PxUStrOZfob3/TuH5PVsdpLYV26Ec/8aiprWzp557UAUiolbk/s7ojLcPtzw9Y90Xs71JVabHUktGvzIvLnlgUkSk49xYjeYnjUsjlUvWmrr8HgkypUwFMWv1b62uNolp6R4WG0ae25mUHJL8XxtVWbH7Mw3dGjM9oJVyP8hcO9u5tHRUOuKEWR0tZ6RVfp+X4xcKhUK8PHtJs/8v7vOvvlnaurFtqWa/Ig2dmOY6f8ZLPutwyg5Dl3XlcHR129JUFrN4rshizFROpZvKyXOWRn3Dmk7f9+Ib2Z7hMX3+8li0Yt3ZXWmVpna0WtY0FmLirCVN/YMWZb8aO6Sbda2rdbWtTam1411r21sLctqtr6hq7rPGHC8bnd8tK05W9oOkR42q9OBPtSpAJfovzTtFch7Z0t1iXWudpzQOdCUZUVf3R+t3XTd6aux/8cPlD4hoWNMYi1d2PGi0tt6mrzRXR9pnb3VHzjanJHk7pnllQK1r7p8wO/a9aFR8rStLVWZ4n76xcEV8+vwRscOZ9xX1uSST87XY1vzs5ufigEsejj+MerVb35PFfZfFmKstw01QzVi4fFXSIbSgzLwtLW1M15ZjcuQqJQ3lILdJjzTs3NY6iimLa6M1d8MT0xL53Uof5nIstdPRBUwaimkaYuiOag00pKFNKc/MoxRsSAea3xVSlaUkuvi+jurxFaNeKU8wGVON89aBl/4nth96XyxY1vlFTV5nckAt6Mr5TWIhPUptb28aOz0iIp5r9gyr9s4lWT7cz0xbmHQIqdNWmVnUxnOOqunWp1+PiIjfPjRpnb+1Ln9dX2aniLpRwUKepS5Rlut6ZqSwPHT3uJ9914TY8az74+5xM9O4eSXJUr3tTLaWrC491kpt5usLV1Tmi1OsUChUZIZQbpMeaZfEHdaV/MVTbx1XwW+vruYNV8UfZA5ddPszr8f2Q++NUS+/2a3vURzJkslzlkZExONT5iUcCWmWpgGTYs/5LR42W8Mt9La/uCduGpvMDTS0VL7kUppqZvflP+lW/fbnqWnzq/6bXdX6eHd482IKykaWrzfTGnpa46qUFBTjolz/+Ft9hl//+8WEI3lbsWUmz2UsLatbVaJvXY26cve4mVX4lcor5oaBr/xhTHz+sv+U50bfZiQ9alSWO0bVVJaZHpHuE1rWOjittXWI1jQW4htXjolTb32++gFVyPE3PRvLVq2JH/zlyfJ9aYoK5toTYrXbpnIsDVSr7WmlL/Kbr/m+Sd9elf0xqi7JAf6pc5fFPheOjH88OT2xGFIlBW1YfUNjnHJLfm6gISIVBStjPMg8GW3149J4JO6fMDvpEKi2NFecEjRv4rqyaWmsh1lWzVNMtmZ6kLRVaxrjqdcWxEuzlsSMBcvL+t2SHinR+uI/K33eU299Ps5JUXa93Bobu/7eZ6cvjMOufCxeeH1Ri9e199X39LQF8dir8+OGJ/I3oLXB+usV/ZlKlcFyfu/bz2VQYbKi0qeplaveboA37NWz0/fnebCoI823Os/P9+hIsZt62u3j4tU3l8XPbs5AYryGjiM0V6ttetLytturcS6s1vl21uKV7f5tnZkpFY6lnEopcjMWLI+tfn5XbPXzu7q0TFopxyhnVaFT1SgzzY9DHvuptVZmmisUCnFKs351Wo5v1h8jQPdJelRId+t4WhqJztzwxPT448PrPvwtK/F3Zk0RG3LI7x6NMa/Oi6//seXDGWW5q6/cU+Ii0lOmN+xVfNKjPZXepFK+v7HKneFydINaX2jmbcCgPWnZzrWJslp9pkfLREe+9kGlitjK1UXc0VBhOTtkFZWSJqdNaY6tWMpkctLQhqcghKpbsXpN3NiN51MWe/c6LZWyz0655e3B1UsefLl8wXQkiY5vmX7STWUtVepIFruX89R3eHXusrip2QzqrI6BpeX6Nm8mz1kSJ9z0bLz65tI2/17J4iLpAa007xSU0lgvW7Vmndeq3Xam4aKJyihlpkdz5Swa5ewUvL28VfoeJFbs7xYTx+o1jXHxA+W7WKvlmt/Zttfyvsmq9o7ZOrNjKx8KNUL3KQEqcCpUuuwnVbe62lf9eavnU+Z9plHWN2/uklVN/71oReczPbK+vZRXrZ7qK9kOr17T8oairCY9uiK/W9a5Ug/rV/8wJm575vX41lVPlDegLpD0qKJiMuxOzFRLLTfarXVUR/NSJ5snFbrbF+ns86XsshZ3rXdSOsvdl0qiLvxlzGvx6pvLEvjllkpJNlV6urC70sii7jzEMrHEbTI/S+517xyRtn5XjsdvWkjbfu+uch23jvZLcm13PgplZopcrTQCGZSWGz4zU5arIC0PMi9WSopSRZT7/F7Mvlrw32UIX1+4orxBdIGkR0KSqEzlHOyk65LIcuf97qQkqDPV0Z1OayWLfUdLCHXndyfPaXuKZ6lqueZ3tu3zlq6KBybMrsjyd+VUK823NpU0qpX615Gu7IOuVd/uVfJaPBT67+nR+kh0dM5qsbxVMcW+gufBzvrTzsG1pSvHO42tT6WaxDRuazU4xZRflprSrLT75b6xMhdJj1feXBrzltYnHUa35O0BO2nJtndXOTajo+9Iw27KVclLwf6ke4p5wF1aOm6VrMeT5yyp3Jc3U8pAS9r2f2eHYb+LR8X3//JkDO/Gut3VUGx5SslhSFSeBwqzcCfv/GWryp7AbUuaD3OaY8uq9Jf88svL9VMeFFOn03Ad39WkDN2Q4R2ZdNOyek1jPDd9YVVuBi0UCvHC64tiRRtLjlf8t7v5fmeAZDQvll2p5tltCWpT5pMery9cEZ+9cFR8/OwHWryedIPR/YqgKiWl/EvmVL80Zu2iKa1396dRR3uqsbEQc5asbOMzzWZ5tfN6JZTy7dkquZU1ec6S2Peih6vyW1lrM9rS2SYsWdkQEREPTJhdhWjaVon9XGj3v7N/TLsqD+W3XOYtrV9nXeVK2/lX98e+F42K1+ZVdqm+NAwstkcRzIdaWOa0PeUqwoVCIeYsXrcvmjXFtDcln2+rVKa0T9lWrfpUyWJy0j+eiy/+7tG49MFJFfyVt9zx3Bvxhd8+El/5w+h239PQWMj8TdOUT97P72vVyna2lvmkx/PTFyYdQlms21mq9GCk3k+16GhWlv37tmOGPx2f/PWD8fDLbyYdSsma3wFU9N0y3X5GSWlf0LoDUa4OxZhX5xf9mTxVB3W7eNXaZ9UaVK9G3zzpYtbWMSsUCiXt4ylzl8XHz34gvnDZI92OoRTPTFtYni9KkHannPugazW4vXfV6LV55v3in+Pjk8MejFufnpF0KFWTxnYjhSFVThc2No3HqCtefXNZfHLYg3Hlw68kHUq3/PPZNyIi4rV5yyv+W/948q22Z/wbi9t9z49veCY+fvYD8fLs8s6oL/a85TyXPlltK7oiz9vWkcwnPWr0uJEhhVBOq60SHYgsHMO7X5gVERF/+s+rXXp/pU98JT3IvIiY0nLiTksc1ZbnJYVo3/MzFsbg0+6OC++bmHQoqdSd9mDtR79z7djY8cz7YtGK1UV9/t/jZkZExMQyX8TTOc1h+SVxjknzbKKs+Otjr0VExAX3ZvwcUczyVs2f6VHMFUMZ+4/aoPJL0z4d9u+XuvX59splHmbKdmcT/vns6+ULJLIxXsC6ii1DjnNllbvtzXzSI7/Kf5YtZq181ur+jkpiXxdzoZjHopDHbVqrK53TjtZLTXvdb9lOFRdsmi5OklLNXZC23V3K8X/opdmxxzkPxphX5pU/oDZ0pW1Oezk++64XIyLitw9NrvhvdbUF6M7gaBp398iJb8ayVWviwRdbLsWW8ubbLGKgSdr7m21pHnLrc0NHp5m0J8vS3q/otrxvX5WkcTd2tW5lsLkhRVq0/WmsCHRL5pMeWepQ1VLSoaub99KsxXHo7x+N0ZPnVjSeYlRixfVqt51Zu2sjLdFmbLe1q7GLq6JUenNL+f5qPOCu3Fp3jjK4CalU7PMpStnv3732yXhj0co47E+PFf/hCqn2g8xvfGJafP2PY2LR8uJmFVAenZVt7cnb0nwhmvZBz2I0389vLkluzfP87FGSVGoTWkzfLqlnejg/dF1H54+Vq9fE//z58fhzq5ny9m/1XPnwK/Gtqx6PlauLf/h4d/oGK1Y1xjf//Fhc/ciU0r+Empalcbc096MrKfNJD7Lte9c+GU9PWxiH//nxpEOpWXls+/K4TcXo6OIrO6fl6sfa0e91eLFb7UA7KOClhpKh/lq7avUu80IH/9cVP791XDw+ZX5cPqKLD5esod380qzFcfT1T8WklCwXValzW7nqTp4G/ouV1/bn/Hu6t6RKdyRxcZ7X49gVeegH1LLWx6+WbrbsrhufmBaPTJ7bNJM1j9JYBpoPFg/790vxn0lz45YqPwto+BOvxaOT58VZd04oy/cVe9pK4WGpSc2PW1fqSlZ7u9VoB56etqDyP1KknkkHUClJZ9yK/fXWF4rl7ujf/NSMeHHm2w9zSksDO3dp9+4gq3SDk8YOQrX8fuTkeO+mfeML22+RdChFq8RhS7pNWasrUXR04ZN2xcQ6dur8OOffb1+gVGs7E9+fSf/+f1VzQKqWB1NLVWw5XVrfUJlA2lHOelSp0vHVP4yJJSsbYuzUBTH2tH0r8htJtSdjp86PBybMjhP22yaZAFKqVu+Ca655mVyysu12oSvl9qVZi2Ps1Pmdvs8+T5e8HY5St6eYfkfz9ybeR+xEoVCIix+YlKpAk24Dlq1qe3ZB0nHVohXtHItKWbm6i8sjdFF6ahWdaT4477iVpq0bRV55c1lp31XBg5D5pEct35FTjJP+8VzSIVRE1ge301p+n5u+MM6/560HEGYp6ZHW/VltXS3C3S3rne3vkh5k3uw7OwvvpVlL4qVZyd+B3fqiKMmLpLxen3WlbmchMZKW5Gm3pHA3F3+jSdesHfAtZomf7pyHOisf5Sw9X/3DmIiI6NNrvfj6J7Ys4zdnW6lVtK32Z9Hy1XHTk9Pi4B22iEH9+3Qzsuy55IEuzh5rRyLPxOugdahGPEk8vL21cm1mtfrkS+sb4obHp8WB2w2MLTft20YcpUnBoSib5tty/4TZcdmD3aub5ZaVrlGOikSTrOz7WpGL64SMOPT3o5v+u/l+z2rb/9q8ZXH/hNlx+K7vjb692h7mz+q2dZflrVKikh1DjSfFmresums4d6eIttV4V6I9T0st6sq+yuJzMdZqLHNZKEapuy3Du7tJe5uwYtWauOO5N2LRinWf91D5mXZd27Fr3ybpWaWyWMHfaB1/6zJWvsG47Kh0rFPmlnZHVqnGvDIvXnh9UUmfzdrF2sm3PBfD/v1SfO2PY8r+3Q9MmB1Tq3zsqi0NCYBqS9s1W8Oaxrjr+ZkxZ/HKpENp16/+NSF+/e8X46DL/lPR3+moOKay/9FOSLNSfCwjKlcHyvG1KTzKuZf300C1N68uIhobC3H3uJnxxsIVVf710r25pD7ufP6NWL2mazNzKn0uTWNb8NkLR8XZd70Yv7n35aRDKUln59GJs5bEwy+/WdJ3S3rUqIo3BGlsCeiyLNwxvZaytq6On03R9ZkUnemsnJTy9S3bJgc3ab+844U47oZn4qjrnlznb9UckOqsrM1evLLsU9RJnhagpYo906NKO3r24pVx2J8eiy/89pHq/GAZrFy9JsZOnR9rOsnIt9Ucjpz41sXZ9PnlHVh4ZNLc+P5fnoy9fzOyrN+bNml7pkfeB9/Wbnvzzbx29NQ4ZvjTsd/FDycTVBc8+srciIhY3M5SbMX4T4kDKmnQ1fKZxmKc97qVBmnsT5UzpjyOBzwxZX6saij/tc3NT82I/73+6fjUeQ+V/bsr5f9d/kgcO/yZ+MPIVyr+W1ktSw3/7ac+MXVeu+/J6rZFRBxwycNxxNVPlPScxcwnPbJ04JIaysvSPkqbWryrNGmLV66OBctWJR1GplVrpkcl7mxTV7qn5GUc2nn91qdfj4iIJ9pYl72aF6mdlbVdhz1YpUhamrVoZdQ3VHf94Y50p/50udko03Evpf1Y+9OdzQghGZ0d0yzdVbjWD//6VHz1D2Pi8ocmJx1Kk2enV/YhkWkZgExJGDXtoZfmRES0OdszK4opR89MX/j251p9sKNzZJZuFiM/VjU0dvm8WkvjQamceVWCr/1xTJx++7iyfmchIh6e9FZytzurK1TbzEVvzVC7/8XZCUeyrgztxlTrahs1ec7Sor8780mPtEpT16et8pOXylmRZYzKvHMy2clIsABvP/S+2OlX98fK1ekZSEyTrnTk0ljmOptdtvaCsTuz0NK43VnRlV3X2Fioar1M++F8cebi2O2cB+Pzl1Z2SY3USfuB6YKunOIaujiFvruK2Z1t9ucKhao/+DMpSQwsjvrvnd9/fWxqh++r5jGolWWfamQzUyOr1z+dlZPSbwapQgGs5HKRGT1Zl1Rusrmp3faVP4yOPc7Nzt36FN9X+PuTMyoUCc01b0K60vfIavekVvtVmU965PUcV6PlsWhZOf5ZO57N463G+sJtdczXZvRTIyuFLdKzJnRJDzIvtP3fVdHh73U9mCR3fyXbmi//YXR8+Ix7YtHy1RX/rSy48/k3IiLilTe7vq5+rQxWpl1XquiSEpdK6U79b/3RrnzXCTc9Gx/5xT0lTffuMJYSNiTPdzt3tDv+9PCr8Y+n8jMwUalzWHulI03lJk2xQDFS0vVPrXJ0v9LWOjw/o7TnYzWXl2LT/PimuR3/yC/uiWnzljf9f172f9poDyunUvu22K8t5jol80mPvKhk45yWAdC2pH38J8W7rmq+9scxqS5DrKvjZ3q0/d/VjmPd9xaK/kxrlWpPRk+eG/telN71rMuhK2XhmWkLI+LtadHV1FF8Sd3NWEr9qWZbWrFfSvl5O3M6KROdlZnbn30r+XbVI1NKD6HkT7b+ntrsK/z63y8mHUImFFs60jxwRf6V2qcs6jSfRBFP+8V3Kaq0Sdk+w6Uv+nIdtkLh/7d33nF2FeX//9z0hBQIJaGEJoogRQUU+IqA0lTE+tWfKIji10YREAsq0ov03nvvoZvee082ZdN2k93N7mZ773vP74/N3Zx77ikzc2bmzDn3efuK7L33nJln2jP9ebLb3bwtNZJCVsOrS7ZHGr95NUEtvCqPlr2iJ/AGp2XhkueXModHmx4R0d7di588sRCPzVJvI9jdHAL7+ytK6vGdh+ZicZG3U5zcOPNbW6zdEf7kRZTYTyMv3VYv3QknkwzaY4wHLG1Xl08PFaRtBkbDpkJWNlz83BKu55M4n3QlbxKqF+OzVVK7YmmfqrLC9CzO4KwLfnIbX2+IWOI9nlc/zjDNkXm+c917fLblTclJWYcNSMfqwZR6E5Z02sKlLyzFzR+tj1oU7WypasH5D8/F5HWVUYtiPLrVSj6qMRXLIknRU6GRmBE8fXVFYweWb2f3bxf7TY+4nkB/c2kJlmyrw12TNgLwH2T/5sVlmBvBydoMP31yIdaVN+GnTy2KTIa4wbpIGpfqSwP9eJHWY4peKv0+PSKWw8m2mlb0xMnTmyAmtvG46EfZhDKPFNG7cSMuSeUrk+gbcRGHqTchIkyiSXXGRH2tApZk3j91U14uKkbB60tKsg6mZHho+mbc+OG6CCQi/MinPp0FkfwIo2tXltZjemEVnpsvfgszrlz15kqs3dGE37283Pc5WVU0SX2ilmZLusGXuNcnuiWbS+w3PeKEfYOmo5t9VXLahp246Fm+k8bZ8Qq/CgDo7iXNyEtDW1f/3zToDEZWHqnM6zid/vM1b2X7VWeaWMsmjPkt1ue7e9O4+aP1mLmxKvt9l/z4/Sv+A/akIDQZlC+GJ6a0vtmbqnHTR+vQ1WPmzmKc9BQLUaZG16QnrCPzDKLyer0mohMenqH+9jKhnrjYRk+nLTw4fTOem1+M0rq24BeI0LjpmfumbsILC7Zha3WLfoGQW0c/LaiQE27cV748SGaq1ODsB3nyzrT1E53rEU3tYj7RwhDXg9CEGvj9QygRg1AEb/c8SI0YRBB67Xq7GrjSFn+cEV1Aijp3w1YvEwbEOuYacRwgsYjsly6dSZZZhI3t3Xh54TYpYb2+pATPzS/Gc/OL8dpvvur7bFm9ftNuhLn8ctctvoP2GhGxJPmJl/ri7S9Udi9hVGzOAkuKPTzRNFmIZ19I6EHmRqqnI3OPH4IWne2mPLt65WxEm7zJYzqdHAf6VPLHV1dkfRatwc6awOpbLKrDB37NJU71uq8/io+8cUdF/888JmMxc5rQzUdCH6qrEA2h5aAyG+mmhyKqmjtDvU/6PTnEqSx3NLTjvRVl6NVszkd2HqkYIJk4YSita8P7K3fklJfIrQoVhPfJsTuE699fi3umbAoZYh87Gtg3Mmgx0BtTdFsURVTOUYfiQtJuiSQBnrptSntUiY4kenqwMKgvUD0eUZVU3mAHBMxS7eHlQfVXTiY//cbQPHXDoCYjBJ8/cvNqoJX1t9mFETr/zE5ebMiHcYRpRFF1TdcHslHRF1FTiRd004OTDRVNGDpoAA7fd2TUojDj1tCVD0RjrEtl5E0Ku7MgikG/6KDlzLtnoas3ja9/bt+c37p701hUVIsTDtkLI4bIVR2y80h0ccLvtYIdjTj58L1x8N7mnPA+7a6ZAIDmjm5cdMqh/d87HZnHaeLpNRBbXFwb+G7eDNZ90qmzqO2TVMuypG82mjwoH6CwrrllYzptYVFxLY7efzT2HDGEKRyTFmndEJEuX5q4CDyLRh3dvbb33DG79uQ3Ovs6Exdz3ZDV/5jc76jArZ8wve9QycbKZqH3ohp/ipiENXGsbGq7MzGvRDEzhwmCIPpQOfSI/U0Pr8xRkWkNbV341oNz8Y17Z8sP3EEejzeNQrQc4lp8GfMAC7bU5Px2z+SNuOjZJYFOyWQRxUTbgoUtVS3ocTGT8PKi7fj63bs3GUw66b2wKHtDgLX+hb+JETKAoPDVBp8bn9sGMcN72idFhigYe7qV1wXDOsVUKqWsGNySOnHlDlz49GJ868G53O+aQntXb6DdfefCR4LWGzyRdXKaRw/9+e3Vu8Nkf007DW1dqGrqiFqMHHrTfWMF0/SSCkxdjATM1ndxJB/qcxB2Sw1OleqnY4WzTlGWZ3RUHBHKEob+L0kbGKqQpQIoq80mH1Q9b3+WpCxRbs5LQ24FHWThXSekmx4cVCqceMXlJBURD1R0Zq8s2g4AmLs5d0PENFhP/Dnz6c2lpXh1cQnO/cI4PHnRiZ7vHX/TFKQtYOF138D+Y4aHEZUblk7cedPDBHRIpCLZLDflTMpu2T2Jkkl+AtDdY/93bSUAoKLRvAVgVs64ZyZ2NnXi0ytPw9EHjBYKI4lVTtZCI0+d/GRNtqNfU9vyF2+eqj1Olny85q1V+GBVOW787tG45H8OUy6TiSgzgWULOGhuZJ940yzKnXTaQktXD0YPG8z8jq95K8fnxvZuQcnkETTk132AzQR9+pe3V+O9lTv6P5u+zkDmrdRDm5pmYnbLTAYqNgGoNSmAbnrwo6RyhywIv9dzTjdKlF/09DIhTtw6sHTayp5oxi0BPvAM8l5dXAIAmLxup+9zGRcaK7Y3iIqlFH9ni4YjcFU/zpjS1rxObURaBqy+adRK4Y4h5ebE5Dazs6nvBO20Df761Y6y2zSKwu0LPEzobqZm2N4UNe9jaFV2RaYJvXQI32UfrCoHADw6a6sscbhQXWaq+iVPR+aCctjbhiyZTV8c5uVXLyzFcTdOUXLq/+Hpm3H8TVOkhxtHhOufoupm3/AAnBuEyarjrJg8PooS07NFok/0WED1VD4seWpfL6IyYCcuWRX7TQ8jF2oY0CmeyVfTTcSeX6pPB5lQT7t60vjmfbPxh1dW9H+ne0BsQDYkCr+bHtn2fynng1CtP+NYBG4iq06GadmUxEUD3XVRRP9kct20+hBnvPIyyf1DdXMnvnL7NNz80fqc3zzzQ61IxC6irnZJmzPN3lQNAHhjSYn0sO+dukl6mCYTdd0Mw1/fKej/25TDNl4I5bPhaYoLpteNWMBSf6Pu52Ksy4yE8lMKPOMvXl0V+00PnVBHwA5rlU3iwpGTKCZQPHV1YVEtimtaMWldpTqBBBBpb66LsXG+9RAh22tbcc79s/HO8jKt8VpZf/OVUFgdzVt/IkOjI3Pq99xRmS+U5+phyWITxyd+OpHqjTe9aQsXPr0I17+/FgDwzLwi1LR04bn5xRFL1ifbz57aLRsLyu01qzJdxfnMgICEZt30MLC9xgF7Hv77g3UMz/NUDlMGUHrliCrVfs2lpqXT+0eCGRbdW1LbFsn8KQid9ZL5VqYktW3kXM1QZN6YNRnVVSKuufjk7KKoRWBCdv7SpgcHOhWqzME7i016Qi5RK8LQ5Rt1AgipeN6I83nnX++vxaadLbjW5vA2kcSxrmvU3266ZPdp+/ztSAakVNq0D/Gu/aaiBFlMg9Lkjei4MY4qkJfFxbVYsLUWL+/yTWZSRVpSXIeFRTbZiH6C6maWyZ58qMghYMkfN/8cofojg9pZPpDX+a0p7Sx5/K8P+uZPpm16GAlDft788Xqs3dGoXhZZcPZFuputZVl5N39z6/+6etL6BTGAAoPbkso+zNhNj3UGFwgQr2v/8ZE0OVCey6Olswd/f3cN5sXAgboOwtYt1oFOW1dvyJgc8QboTNcJOWdihdRywDtCt+wjXHzREbX7jRj5Wi/r1o/Vd/vIFOhUsR6YbTknuNM1bXIaZd0Xjbk3hP8O1UQ1n9jR0I5r316N9eVNvs9pN3fKkR9JbvcEO7pqqIkbayL9g2gyVpTU4y8aDkKZ1ufx0t7VE7UIsYG1pP/3iYW+vxvVNuNdffOGiSu9NyXjroOcfLBqR/BDhjFvcw3+/u4atHbK0afGbnr89KlFvr+v3dGI+6duQkd3/uzSPThtM7p75aQ3KY1ZRR+X5fNAcT6tr/CfbEaF7rGD38T1wWmb8MbSUvzi2cViYQvKlA+YtGCQkSVKmVwXWwTkMSlfWfGS2aSJxC+fW+L6fRSLhqL5YnLV0H7aTHN8ugiTrjBVeYDkturt2yK6kuNtdxNXlkk7batKzYiYmpCxEfHHV5bjneVl+PZDc32f01He9jzIii3IkbkKWWhDOwtn9Yyj3o7jmMxEfvjYArxt6u0FRc02SfrAqx2oaB+yc629W+5BPD9MmveoQtl4RkN7WVPWiHunbEQHR51wS29zR7jF9Dh1K396Y5WysBcV1UoLy56nf313Dd5YWoqHZ2xxfZa3pg0Slipizn94HgBgwtjhrr+buKjvp2BYlMT90zZhzPBBuOR/DuOM17y8kIWpKUvBXNlYMKnDL61rVxa2jLaxYEsNOnvTOPPI/SRIpJ44qYMYiWoMsvPMz7yVbrbVtkUUcy4Gqcgs4tS+WXAmR2e+x24cqShzalq61ASsmPauXlz9Zt+p5Ecv/HLE0ngjslklo6w37mxWGr5ruAzP2Ot4Wb3/+M8+hpMls4ntXgZem2tBqU1an6KDJM+7jYUhy8V8RWYHbNL8mNiNZSG2k8YkVSld/efDM7ZgwtgR+MmJE7xliWl9kIHOOqVyQwXou5UsA2NverCickHUj7ANyfk+q5LYWs1v3iOKNi9b0XT29GLa+p1okXTFSTVOsyxEdKicfPSk07jwmcX41fNLUd+qZ2FIbnLCBWZa3c49kcgyC/L/2S0MmYO6pEygVFSF7PpleGVjfU2yGPmGYbUgMfjp8k8KKvQJIhG7vWbniUCT6tEAhl2PbTWtWLqtrv/zoqI6n6fZ8DtsxeIgXIE1yRyCbG6bVI6ySGKa4orTx4mSMW8EBW76uNO0uQVBcMHQvqiKhyfoUIQd1TovqYclvIijjube9JgzZw6++93v4oADDkAqlcL777+f9btlWbjxxhtxwAEHYPjw4TjjjDOwbt06WfLmPbIaVdwq660fb8BvXlqGP7yyXGu8ccunJGH6oBwA0rYK0tSR6wBSFsU15vgyUEWmvLMcMYdsf0x23IN8eijWAbLDl91s4tAOo0BltvDmuSxZqL+LBln5LmImyQ/1us8/AtNOS/PIM38Luw8ye6l5xXHGPbPwv08sxJaqZqwpa8C0DTuZww+L7Ml8UDXliS9rc4Y6K2nYczLnMIlZzVIpq0sbohYhbwjdfFkWmiXU3TjXf62ia1bHMtV/6KDCHowOG38AqVQqz5bo2cgybx/+zCQhANe4n7MAuDc9Wltbcfzxx+ORRx5x/f2uu+7Cfffdh0ceeQRLly7F+PHjcfbZZ6O52fsaNZELq/Lu6O5Fc8Bia5w76AxvLC0BAMxV4Mw6nbZQ29LZ/1lGdvlNGAg33HO9N22hri33BkVNS6evYowiz1W1s6LqFpx5z6xQsqizRc7+rA415EznzR+v93iQ62sjceotVfi5OTGlb4lCjAEKlQxvvnr6XjCkfJxkcs5U+TLokq/BpY/LFoQtnDiMNcIuTMcgiQCAxcXsNzGy/FkElPX6imasLGkQlMoZr5RguAlKI1e7y7qREm9qdvXnqtLBE64s1ScjnLrWrsADLEF6JYrxpx3fNMS94krC1PFAknx66KC2pRNplgNnkpFZf3RvoBta9WOPytsXlmWhTpOFD0IO3Jse3/rWt3Drrbfihz/8Yc5vlmXhgQcewD//+U/88Ic/xDHHHIMXX3wRbW1teO2116QIbAqmKKjjb5qCY2+cgrYuH7NPpggbAq9Bh4xu6dcvLsUJt07DipJ6CaH1EXfzVs787olgAAMAFz27GEsciwdvLyvFibdOwx3/LQTgYX7IvlvvE34cisa5eCKzEzepbrovrtvsdQu0dhmLQwZlURa/eWkZTrh1GpZvl6O3wqYzbjdiwpJK5d91Zh0ElXMclh946+pDNid9YWpU3BZndLZpk1vqQJt5q96Y3X6JGhU6OKp2dOKt0zCjUN8NnjiweWczvnzLVPzkyYVRiwLAf6PQ/pu9Vm6s7EvDz55apEwugmDBq/+QpUeXbavDCbdOw29fXiYlvNhi+FAsMeOICNNxxesr8asXlkYWf1JRWaJSfXoUFxejsrIS55xzTv93Q4cOxemnn44FCxa4vtPZ2YmmpqasfwQ7nbvs3RZx+vpIjL6TEMasjdUAgJcWbJMQWjJod9i/PvOeWWjt6vV4Wg2pVAoLttbmfH/zR32n95+aU5TzW2I68pigIru9wpS6uMFzQ0UgkcoPCaWAGYVVAICXFm7L+kl2kbilRdd43uRNBdE8MDdFZua3M589b7WEiENFmKpQJZOJZZ8v3bndpUdaY6JV3lbzwitGYX2aZd5KMBBnmBG2hQenb9Eeu9sYx5Q1u3dWlAGAtMMdUfDWslIAwJJtHre/wprCEXjfxA3yONxUBOIjZxQ8N78YADBtQ5X2uJNk3koH+TK+UsXHa+Lp6y5J8PZjUjc9KisrAQDjxo3L+n7cuHH9vzm54447MGbMmP5/EyZMkCKLzsW4IH7z4jL86vklkSnBKAbwrHGaNHiQmUsGJSvxuCm9rBNX1LFnYZ/g+mWN7jrspgt4y45ZnzDeBGL53fUd1XUu4jod9yYlo98xqe8iCEB+nTRxIySJDOAwbyXVhIffb5r1W3Pn7tvqPGm0P2riQq5RRLApFPogkqT6HuU8gOYg5vDnt1eTn5YA/vTGqqhFECauTS2anktNbsW5H6Yxr1re3nUAwA+3/lJWjZK66ZHBaQvPsixP+3jXXXcdGhsb+/+VlgZniAnwDOSmbdiJmRurUdXcsft9xzMqlUQiBlwadaiM2wJJyHKdyK6jiajzHoSeQ0a1+RoyXh0DqSTUm6iGm6oHizJDl1HOKm3+hnFkbkodXrujEf/7xAIscznd+uHq8r4/GGTVkRyv7BYdC8i+ccgamq62L0sXi+SSrHbnV0beJkC4ImB+1J6kIN8FacvScqNVVRSyg6XbvfEnTotkrNXN/lzg7a34JF8qryzajl88sxitnbnmuYWaNeM7v3lJvemlONVpJ0F9ECu6c4C6AnZUzl90bhwEHloMIQpVJ/n85Z01UsPjrWtSNz3Gjx8PADm3OqqqqnJuf2QYOnQoRo8enfVPBnQK05+47WbqKE7qMPOPOJS5yrrPk/6i6hZc/toKbKhQY4KwbZf5NLtIvMXDnB4u81Yh4mERJYZ9lWkix6Ed8xDGkbkpffvPn1mMpdvq8eMncm2xb65qiUCibKTfijCgEoqmiXcCrKuORZ+jerDf9AhaIJVazUK2AXUbIxw3CWx/x7EvdSMhyWBGhj7JtzwLjQEZ9q/312Lelho8N69Ya7yd3epNNZsyDnNiwDAlBxPGTk5C9yUGtC/TuPmj9Tj0759g0lp9ZqEyLgB0YFw1jumASKXulLrpcdhhh2H8+PGYOnVq/3ddXV2YPXs2Tj31VJlRBWJc5QvAWciyqmp3bxp3Td4oKbToEG27NS2duO2T9dhaHbzI4lZlROtR1slbsSBCERRnY1u3FjnCEKYNZDsUjJkycOCUPqrUXPL8Uny8pgI/eGx+RBJIxJaJt3+6ITo5EL++CtidfcqteBl8SkfUHr7qYeiWrA2F6CpXY7vaPibsRJnlddEYwpyiCzZv5P2A6OlSy7KUb+7GCSmnIDnCyN708H/WoD0P8XgdETvrNJd5K8v9byIXaTe0KJ+5MHFR1yRaunJveggRzzU+I0hCFZXr0yPsiQA5cnBFyVmIOst8W01rv7+X37+yAnWtXVrifWH+Nq7nk9AOVPHigm14b5ePLcCQQ0mcQnBverS0tGDVqlVYtWoVgD7n5atWrUJJSQlSqRSuuuoq3H777Zg4cSLWrl2LSy65BCNGjMCFF17IG1UoCnY0Kg3fiMJm4JVF2/H6kpKc7/OlYV/95io8PbcY33lobuCzmQ5DRtaYnr1dvfp2v4nokVEfS+raAAAd3TpPTqhvSevK1dxcUYrPeFw4xzQsIpscPi+mHqK55q3V4i+zmu4wvoeLlqgWuUytk16I5FOkSVRUrFmOzCWZFmFBpYkLzziRq8vDbW4nTxfpTlE+mAiRVU9EmkxgzKZkkkEIlZdB+Rhn81ayiKJ/kYZm0XMON5o24QlJq2Nj8+/vyjFzFJRNdrcCbsS6jmpkR0M7bvhwXbj5JSsKq/4g3heWLVuGM888s//zNddcAwD45S9/iRdeeAF//etf0d7ejj/+8Y+or6/HV7/6VUyZMgWjRo2SJzUDH6/Rd33KZLbVtEYSr2x9LTqAWFXSAIBtoTZZXUy8CJP3SZz02hGp+X55YqIpHDtRDvainBhzYV6x5R0pgMpBA1FOSeI27xTNK1MnfjL7AjNT2Ic9+4PNW7n3UvM212D8mGE4Yr+RcoXTgDM9NS2d4i8ThAkYfgNJ10nrfIVnLtHVk8a0DTtx8uF7Y+weQxRKlWxMbGeEO6oPpmcItbZEFaqf5g7zrcOwwL3pccYZZ/hfr0+lcOONN+LGG28MI1cioeaTS8aOfxCGzsmNJQnZJavM/fqtsIvcUfSJce2HM3ndm7awqrQBxxwY7L+JN6k69cSWqmaMHjYY+40eFioc2TJrbfuKK6PJVV203FjSxBJ2ZWMHWrt68Jl9R2rX9/IcWcsrYZMmKLIlYfdVJG7eKunwpFBKfnCFwWHeyuX3DRVN+MWziwEA2+78DnusPtVFVV9qIbiP+taDwTez7eHt/jsZ9ViVPhf3+SNXDh5ESrRJ0wJNOm1hwIDgzDHRkfmd/y3UH6lqYjrxfWTGZjw0YwsO32cPzLj2DKVxqdaRcbjhkg/jHRYoF4i4w1uHpfr0yCdC60zBALLt1+aPytLSjbrZtI5ptxAktWmbSLLEiWdpycdv4MliAzudtlDR6H8t1ElDWxdaO4Nt8z4yYwt+9PgCXPbqSq7wWdClEssb23HWfXPwldunhw5Ll8y1LZ1oZ9xkDiIK9eHb33HmoQz9J+rTQxYn3zEd37x3NmpaOiMwh6IvRmdMOnOdy6GypizxiyZM3kTRd0bZX4uUlw55A296INf/ysbKZqG4/OqLyvoc5NOD9TBU37syJCL8iEUe2+rUOffNyflZVhrs4bzqMB3tNSRQnX2qw+9NW6hobPd9prOnF9XNHDe0AohFnfOBZ/H/44I+yyRFApY5TFsHso+ZtB/GScnLD/0HifSjqu7o3Piy17eO7l7U8twSdQvPliW1LXQbLoNONaMyKtr00IhhfVOsEDW/wHW6b9fTVE76CZPlUZ4sydpAiEyKXMIuSl791irsaPCf5Djj+eLNU/GFGyYHvvPsvCIAwLQNOz3C9PqgAcb41gf4AYlSh7hFXdPSiRNunYaTbpuGju7wGx8m1XUv/Ab0put4HvmKquWZsDQ8WwDEQ8ZQmw8hKqf4SW7DTkHswjUnzBQ1F6483Z3S3oCrHjJ1V1TlnuPTI0xYsdAIfKhKkVdpq+wPo+hrK5v4DuyI8oZj08MrrYF5YHgV/tULS3HKHTMwZ1O15zPfuGc2TrptGkpq2zRK5iCifAw9pg4htyoXUDo3U2TFZPq43onsPDYl/VH1yV+9fTpOuHVaoB8PP+yyf+/R+YGbvdnvmotpm6Oy4E0WbXpwoLIhOxduWSYjCa3DrnjlRlzmvwQhj5AmuWzve+mQD1aVh4rDP34iNJyKb9m2egBAS2cPPn/9JCzfXp/zDJULH6YsFEexuRMHEwZBMBWf2+1PhkyVme18RpLiXy6JQVHjkxlqFLXFLc5QjrIZbq6KhUs9YobcmznRyBEnstcL4p1hmc2OFxds83wmc0hqRqH7YaY44zdW+GRNBT5//SS8vHCbcPhhakeg6TRnXPGuitowZHifGFTVO3u4je19Zg2XFufOb0VZuLVWWlhR8tuXl0sLS/XYSGXwtOkhiMgGiJ8S1b0zqrrj05UaqYsLrgscEiMgALAPJnTkfRzKV2Tw5Vz8ius11iSe4pSCT7awlMh/JoWz5yx74coLkxeeUoj7UoY4stqla58rJWSxuIPo6O7FuQ/Mwd/fXSNfIB9Y81v2RN0rj6T5dDHsRlyGKDc0Aw+FG6R0RPVAziJ6iFavIjv+OXEtDrvuU9z44ToFoccPk+qcKLKSIOIHJzD/aIE1B6HyiiAfL3ttBQDg+g/EdUWYcS7vpocXN320PuuzjGBN3TgwUZ9FIZKB2SAd3rLOXTuRKIxm7CmZuj76zeh3lpdJD5N37EibHhzQKboI0ZD1sgYPTuKsNFUQOj8464LSq/vqgg6Frs0CJTbvvRbaGMrdlEG2KXJkYMo7jvBMG6AnbXPMWV4XPDIPGyrcTaqlUvJGJiZuMuluSttrd5sLc+bGQ9M3Y9POFryxtNQ3DKkmiHIC939WtAx53tPWv7hEk8RxOI+vPpl5z7qAK1st5Ji3Mk/tAABe8DnZrpKoHZlbliVNCBP7FN2omlu6Ecfczuj00FVOw2lywKw+SFbVet1hqk2UKA9EmDbv0oEpN87tmNQ+eEnaXFIFmbbJ27fP3VzDFr5LGciq5rTpwYGzILp707j6zVV4cylbZyF94hDq3Xg1bL0qNF55kwS4lGeeF49UEw6GZyav6YqweWN2bqhFJO0m55dq2YT9Jwi8s6as0dfHju5yMHFSw5sHXuX3N59bHI/N2iotflZMbmNJxWs8omMBNygKy5JZJ/S3Y9k5aC+TpLSVqNNhWdlCeN3MCXtjtD98CfUwGkfAcp/Ld/I1m5Jk3so+p9y0s0VtZM64pR42MW+M64bomERl6nSuKwReogt5SDZfdZKTpPRhtOkhiGX12b2fuHIH/vZuAds7SN7gXBc6drOjatS3f7oBPb3paCI3GPaLAWpORuo+oWZZFh6YtgkfrlbnT6MvHqXBE5wIqTZfU4lcjwvhat5Kcq9WUNaYSPMiLLlkehu1l7XfZoycuBSF6xFwU3tP6LDDDFfCpHfAgJSRJ/+80Do55rnJYnD7u+Xj9Vi4le3EXBC+Jnd9Fr1NwuSyigsi7bC2pROP+2wCq44/KrIO4kh4ju0Bb56ZW5T12bSm+uy8Yry6eDv3e0LzL8bE8/aRMs3xuSHLpxHT84yyR90iRfscpvG1wvjdmFG4E3d8usE/Pgnx8JZZPvSd+ZBG3fBkqYge5zoDzRn8IL7HzaC9qzdqEQAADW1dUYuQ96ge4MnQl1uqmgHs7/n7U3OKcMjeI/Dzrx4iIbY8wKBRvcyNkeXb6/HAtM0AgAuOP0BauE7sEps4IPBytG70wkuYdw0sgyB0iPzdR+ZlxynzFJfBdYmXqM2HXPrCUky66utC75pe9UWzVql5Kx8GpFJSTal4LZCoPgXZ2tmDlxZuxzc+v5+yOPyySac5GoCvT+7sSWPahiop8UblyJwcY0cDa7u1+h7e/dmlfLp79RSarP4tyn5SpT659ZMN+Prn9lUWfhiqmjtwy8d9viJ+cuIEDB7of87WVPNWqgmziaK7rwpCpnkr3jZr6rj+1y8sc/0+6qKTHX1daxdeX1KCYw4cIznk6Ih6fkXIJZabHvdP2xS1CEYQpjEqv+IoOQJPB3ES41CVJavLGgOfKatXe1rWSZRjA1MHJk4sS6+sNS1sm6ix6oLdhDVgIdGL2pYuzN9Sg28fuz+GDR6oPkJRfPLCrcqGOf2d8nHZXdHYIRxulOioSzUtnZi7uRrfOia6uqRDVxRWNmuIRT46dXs6HWKsBuepYe+wBqQA0ai4Tm8prll3TSrEiwu3u5rPETYrx/Gi10JSrPpeg8k1ISFnLkMLFHII9CsTkM2ldW27n5UhkKEw17dAGyzh5GjpDH87kQUWFWpPqv2AKrcZJq6n9SK6sG9Zlms/FEZthRha+NJXt2MyWVdA/qZcnD+9sZLZb4Mswnb5MsvZtPGHCWttIlnCNxfhI5abHsu310ctgnTiYj8wKkRzh2cwuNs5j2BkITBMVyrFLa2ua+OSrsUJn9YVe00YLieTnOhMy8KttfjKYWMxcEAK9QK34bjMAjgI28lf+MwiNLR1Y2VJA275/jHs8To+G9+eea6P+jxsN28RZZqjiDuoqv3wsQUoqWvD+vIm/PM7R/d/39bVi960hYED5PX50hyZSwpHBzpkFTaN6Pj87oqy8MIwMCDlvUFpIl7tduk2+WN8nn5T1UISCzpN/ZgwKQZCmneJUX1nJepiceYobz057a6ZXM/Haf7LPE73+JsgAGB9eRNGDRuECWNHhAqHdz5o4tzETaZUSsB0F+seJMODus2EmrrewIPuDQ8ZOPPdwOZhHHHeEI2lT494ZrU/IgP3fGqcejqg3BzVtXPLW/69aQvFNa3G7SxrwaAkyxRFm15TXGd+9vQiPDG7bzH8mrdWSwuX6ZRZyKQ1tHUDAD4tqOB6L0y0slWbqCymqxJeHaneYaN//1Cy67Tr5HU7c357ak5Rznd2uJ3v8T0eK5Iw3ltcXKclHum6RELFKq5pRa/EXQQtI0Ht/rzc/1aN32Kzqv7Wcgk7TJJ191teeVZa14bOHjmml1UlyfPGfECEOp0fi2KyL6NAfRIy+braQGVT8M3eMKUQOhnmVoEsdjZ14NsPze3fHDTypoeaYNnjj1qAGMK/AZb9fFVzBxrbu2WKFHuoGvYh6wBY1MRz00Nix9bW1SN1QqYaWZLGJ8X6iLST5Yz7mrdW4cx7ZuG1JSVq5Ik5dhXhzFr77R+/Mte98BHFpE1VEt9cWiolnKg29YJiDRKLpyiFkshZVXIeZ3y/pbMnVqcw48Jby/zbR75M+Pzad1tXTyizUDLgc6gnR1b+0427Xxhg2MLfW0tLceY9s3Dl6yu53lNR6jz9K08ZyPbtJ5J20QkpqyNz1YQy1ZsVTnhZguPLjWT59nqcdtdMfPfheS5vxI986X90oT47LZe/5LN2R5Pwuyx16oUF27iez41E4B2NZNK0tbpFWpim+fSIEsOGP7GiqaMbX7ltOo6/aUrUokhmd/ug6iEHHo0jZrGF/R3e8OO56eFRdXkTX9/ahaP/PRkXPMI/UO1zssT/DiGGl7JKihLjHbh8sKocAPDYzK2uvwcvypqfc55pCCH6vVM24pgbJmPKukrxQOxkndBU08BFFp19N3NCyMJKmOplgp7kdqCnSA5PNOTRzI1VOOaGyejqTTM9b0CxaSVMmcdA/UZKdXMnjv73ZPzoiQXM75igN1ThlzT7vlAYi2k8+cfaJz02awsA4BPOm3OyEN0M8PTp4fK1bIfOSb+9m0JuPv7+leVM77rljQn59f7KHQCATTvDL2aa0DU4243Mmzlu+OkTA4o3CxF5AvfuTSh0BfDOXaauz70VawKm1UE7Sd30SKX49QzruhxLuAltkjayU1hU3cr0lmVZRvS5GXjGeEJSm5NU42DJGtOyL5abHrK00ZzN1QCAdeXipxdEEdUZWSfYQ9Qm1UpL+qBYoyPzKBqpQX1IJOhK/8Mz+hZhbvpofeCzbApdvdmOONqs9lPRXKcEwgoiCO8B8zByyl4Ad3dkHvyes57dwtBGtBLxRp5Mkj+hCkdm8WNlSUOkZWtivXL2lfZFjwES/cT4yhBhzsjSl35pkHnBiFf3il38E8sUU/TQ/C21wu+a2EbDYEFdubCGm+NoPkwmu7z7zNwixyMa7kJorij2Obby+bYt+KjbdKTtMerEC+JVP5ZvDzaLyX34lvW5iBVr1PGHrUu84sfBL2Q6beH7j87Hxc8tSYQvGSC4mOO4/qIavhvwZoUfS0fmUfVrJjRaA0SICPWl7nqKTHmseuMxAemnnAMyz+90YNgOTabpHxEHiWEJm34vneh2k8gE/cmKzpMsYaOqbOzAtx+ci4tOOQQ/+8rBjJGGizOmc8t+or5pIfumnTRH5oa00YHxPI7Tj079Yd/0kF2vDKkO2pFZfqa0KTdY64vsNIhWU8tyuXVgcP6KEucksZTtrZ9sUC+IBpx1z9MKhQZZTKK7N42Lnl2MPYcPYXretc6IZBrHO21dPfj5M4tx5pH74cpvflYgMn68xPP6/rcvBd+AS6L+y2DSjQIVmJQ6lrwuqmnB6rJGAH1+ZQcNjPtM0IUwh8nRl4+sN1fzAdM2jWI5tRR1xiaT0IulAboi6kUZ00h6fojWXa+OyuT8iss4hu2arMSbHh5lJmNjRbejVFnODKOqK2FP6ehkcXEd1lc04br3CgCIj9mWbavHxc8tQRGDvWG3OMyboHjLY1l9/gZ++9IyjfLsJuhAvixH5sYViQOvemT3TfGr55eGiuO+KRvxz4kFQu+aV6dzSduszw1Iicmc1INEouF73fRI4ol03fQtDMgOkVBJ7kaTf98aBbp0mK8fHI+6qNyRebjXpZICMLOwCouK6jBJlhlhBbyxpBQrSxpw39RNUYvi2WZYTFepMm9l2mIlC8wHBw2fA4sSJlm8t1vdDkyI6EYvmH0tBx563f23jjLZXtuGyevMNNMXhqjHpbLKLp6bHrE/Z8p+QsQ3jBAqLm7dGW/uLC6q7V8EZCVaMxpyY49aQZmEyqyIez4rkz/uKlrRlXFp8DoyZ3h+cXEd5myqxh9eWSEmk2Jk5/Ff312DKRHZkDbN4bRpyMyfh2ZswauLS7ClSp7zUDei6gqyzFuFyjf2FKgeg6vYbOIJU8ZC0kMztrhO3N9eVoq7JhU6zN/Yn7CwrbaNKy4Vjsztv5mirtw3SbWLEV84bvbIMqXMQhLm9H6YurmrClY/cNLhqEadPYpl5JBF6waDYXXFD15RZbYD3RpJd7GkUrnjDpOYvoFtbsYjNcuzS7YFm5Tzo9cgZayqDnP5UTEnOwDEddNDsX8Hy7Lw9JwiLNhS4/+cRCURx111XyJOzk+fWoTXl5RwvZOZn6o4Ff/GklLf34PieWnhNswsrJIjjIGYeKKWpU3KXAxgnfgZmFU5yMuWaBLb3NmD2ZuqtcQlVId8siVs3lc0tocMwXyk+QVQVD3j0MZVMlCBb4ougUWOKMrBrd/xXiB3bnrINXFlYr/Ms0DqJ71f0mT59HBz4P6Xd9bgsVlbsaKknlsunai6HZqC3HGTIdklDV2Lbcu31+HRme4bc1aIGamI03MtN6g84kjLdOCTFZ/tb5coetMWHp25Bcu314f3H2DvH8IFZQxCdULVeEySLEo287mfN6+GmLRQLIs4pCjLlxinwJNdbnHJLMb27l4p4YQdaySwamplwVb/dXQ3ePJ8Z1MHV9ix3PRQzcyNVbjt0w248JnFns80d/QELmQ7ocYjn7icDwpzzXdNWQP+/cE6/OqFcGY+8gHeAZ1fm2QybyWzTUdQmZVd9PAZafibRrCMWWj75XNLmJ/1Sm1v2sLby0qxrabV8109V61Tzi+8nxUcJUZ6Uy5mTvVk+16QhRktT9QhtynS68Vu3iqVSmnRn0H97BtLStDeFTxp1bkAw9PmvPKQN2urmzs9f2ts73aPw/GZxdygsCPzmC0IuPtnc/87ruhKwo8eX4i7J2/EO8v55rGA+GaiCKzBidblD1bv4Ho+q76FKK23lpXi7skb8aPHFwiHsVsOc/CSJQltUxUm5o1OmUQOpLiRSrG1SbYDjWaO0U3hj6+qtQgg67Z32HrM+7qKWmOafuCR59cvqDUhfemLfOHHctNDtS4qYbhafu3bq1Hks5AVhIzJXpiGYEIj8lsIZEVmMqJ0XulnTqG8gW8nk4UoF5bD2N0srGzijk9lUuO45xHVSR8TTxjJwitlry0pwV/eWYMz7pmlU5xgYlgUJvRZslBwkSGWeJVp1PljWRbmb6lBlc+itSnYxw4DDZmo//29AvxnUqHrb9H5D9F/Jd8vTvtGhd9Y+Bv3zpYjTIAMvs9JLjRhH3YANu9sxtodjbbv9HYMcTbF5Ca5m9k/p3krQ9SKEoqqw89DM/DU6632fE/Q2Gbmxmppi9iq0FKfucxbiWPKITHZ5Jpf0h9/qPcVPx8WZ3yqs5q3LFk3PXjqf4K7sUTBM6bzOjzkxSBeYUzAa9DZV/n1VOu5m72v7PAWAg9J6t+MWwh0RU+G+9uQTlChh+S8B+Zi6KDwe7WxylEOJ5IsxMmJm6n6jrVTXlocbB9UaHDt6zAuHConhDsa2jF88ECM3WOI0Ps8E6Go6k5Hdy9K6/wPTgTlMbcjc0PbiSiyFu9FdeXU9Tvx25eXS5GhTw5pQeVgHzukQpi3ki3jjMIq180rnfrJ+8aGvxS6F9L/YDs1KVIOrPLWtHSiuzeN/ccMB2CW41cWLAs4+/45AIDV/z4HY0YM1n/bJF6jRyaceehMIU8ei6gfHRtJKupJjm/OlPdvTqSaeDOoSs7ZVI01ZQ0538u8he+J4auaJtyCMamu+CHUDxqUNhZRpN+K4whvS3ULxo8epkyWsMRxo11VHtrzIp22sHFnM44cN0rwRnx+E89ND8PL+fibpoQOQ/0g0DANZxAyJjW8pxTCmlnioTdtoUHhxlwQYdOj3AFdAH721cPAu1gl44SPqlNCojraskgzKUFDnxlUlepbu/A/d84AAGy78zvqBfJBxhjCq73+6PEFWFfufyNNlyNz/oUGM1qf32Beh4gi/nx0ZZ0zGqc9bKk3VkO8y1LFDaluOcgy8++bPk/fhPyRs+bjibdOAwCsufEcjB42mDseWQiPD2x5U93SkbPpkcQNCRXUtOy+weZWdwI3BTnmKyz6KE7llrWx4fiNb3PIFpBU34DR09AW0fxSUzWSP3wTFzxsH1rX2oW9RkTXF/ihSi+YOu6wo1onFlW3Zt1yM2Xsn0HFer6OFMowi+ZXFrd9ugHPzivGb752GP51/tGh4wqDqirjFq4sc3OxNG9FmE+cBrEZZDZg3rBk3fNwc0ro5GdPLcI3FZpMEMFNatY6FPiU3wTN77WQ9YGlLMJwzVurPX/LkV1zc5S1aZsRO522YjFQdaLstI/PO2FzXtWkebOLGQ0eePsUvzGSjLpkWe4SBW14AMF5zLVhzv6oUZQ3tHv+Zoo930hwXYT0eVxhGjdWNoeK022iYsKiXBD+N2/ZUbmBEeadsjrvtpfBxMNlaZfzLnGca/ihMtszZbqeoY9ye88UVI+tdSAzS+PQBvx0lO7qFctxgQI+Wl2OL98yFbd/uiHntzjmkUw9pb1Oao7PtPhzMaPTMa0dPDuvGADwzK7/5guyNuViuenhteNjWN0kNJCUgaOMRY15m2tw9L8n4e1l3o4JdzS0Y8m2YJM7BD/2Ymps68aJt07F1W+uYn7fXpd9nX3v+u/ElXwOGJ3vO//2fcfLTIjH8+InOXNJpy18+6G5qGyS79tGFabZ/TZBGim3Kzy+d900NXhAQE4SgSnrKj1/G+gzMs1kXVx8NanG6chZZt16Ywm/k+MMPG1VFaLmRLx+55VdZKHPFL1lihx2TrtrRs53JsoZBt3JcT9w5PjMdYOBXwae8dKVr6/EibdOzTEjHRRGlPXEbW5p19Np2yaO0OJODNoAt+4UiUTTsErYJ5FXv6Kx/OxR3fLxegDA03MlLqBGaLYtSssLOe9LkkMXpvWjbjc9iqrd/U/5Yf89bmViKqbVFR5is+nx1tLdk6+4VlxZZpP6wwsRXBSV9m/vrMFPnlwo9ZSOzGS4X/MWC4u/v/Rb5Pb+rbWrF99+cC7unlyI37y0FJ09afzlnTWezz8+awuvYNLRsd6XfQVdrBC93mOpE++tLEN9WzfXxoSstu0MSwXnPTAHD03fzPWOiC8GywIqmjpQ6HHiOCoCJ9i76g7LBFa6k9iQ7wsP9kNEvFTzRqxK81a64u8PS15QESy4ucco7aaHlFDC8+6KMmVhO/NQ9ERUmNuWooiErkM9ybvpIfKOwO0QgXjiSE1Ll+/vcZ6M6yT3IrBTh3AG4PMu021Xxhp835SN+HB1OerbuvHxmnKmd2TDekAtKE12PWY/0NPa1csvk8ffeQfzDUTOYDkz9Zo3V2EJgz+/DPb+5r8FFXyRhUDJhamIK6ApfQCLGPLnfpLGLQZkotsc4N6pm7TLwW1hQJEcIsT1cJ3K2hebTY+/vuu9kJvBgHaKGz9cx/Sc7JMCceDNZaVYUlyH5dvrud/VkexM3soxfSLveb/fGtu7sb6iCY/O3IrBA4Kb8yCGZ0xB5aYeS9gsz9S1dgY/xMB7K8pw0bNLdsft93BI2RdurWV6zi+8wspm3Dd1k1AHb4IKM0GGDEl02MjLz55axPQczyDOL1vF+185NSdoUT8omU454mDeggeRwbpJYyOlt1BMSqgPXmUYB9UlbdPD76YHRx1/dKb/YRUmvwkh0/TSwm341fNL0NHNvyirkpg0B2aUmrdyCd01/xzfmbJ28tCM3e3AhNu0YdqUTJv1cWgDcem3WAhqD+8J3sIHgD+8uoLref61BrZbRUkbU/Ii2jxv/3QD/vK2t+lpOyY1CTFTnOoSoGKpyk3a5xf433LiTaKKvtKEepIU32nxWQG1oXMAdu3bq9HS2cP0bGtnD15YsM3z95s+XC9JqnhR3dyJa2xmfuJkj/Wv767RMsnz3fRgDGPQwOCGMWSQoU1eVpUIMQAUieKeKe4nD7hPBjn8c9jlkq3uVpU2cL/Dm0uiJwzcFnN5ymjjzmYt+kWavxlN8JRH2Pr27vIyXP/+2iyTDUH0MDxrwsCP0IOsyZQJCy2qx6vZk5F4EbZ8CiubcNUbK7GtptX1dz8zVb4LPl4/8Y4vYEk5VXz35I0B8chh7Y5GXPXGSpTVt+X89u8P1mHmxmq8vqTEFq/grSKJFTXOE/Co4G13qs1byYo7Ttg3bUzZVDIJE/pu2bjpqsrGjsg0mKzN/SwirMsmtKOn5hTh7eVlKPYYk3gRuej2caTgYUjG4Jlg3dQOW4NLGfyb6SaBqo+ZHQ3tuMrFLHxeOzKXpRxYKtY7y8vwyAw2k0BBCzc8vhRYyjfMYF91m7Ln7T8nFoQ6+aALt/wsqm713cjygrd9+g0+7IO/3rSFB6a5L7QP8jOEnnlG5vEiQWQr9G21uYMLGaaighZGVKLvunq40L3e3lDB5yiTLVQ2WMwehG0Fcm3HigjgE56wJOECyujPP7+9Gi8v2o6pG3aqkcstbpf8UBGfrHIP0iuyJhNxHDzHUGQAEk0LKH5eBiz1ytn+LMvCozO3YNbGamlyfP/R+Xh/VTl+/eLS4IcjyCjL8s4rqfop4DbwfyYVupqIdMpw/sPz8P6qclz22krP8Fo62A6B6UL3pp9zMaaktg0vL9quIebwvLo4V043vRWkyyxYeGL2VvffBApB5NYG92YidwzB8YYJU+pNjxj0muZLGA3XMt4K4IG1bfgtWcVy7ChJZtGDrlGsF8haDBaRXGVqVWxgqV79UqWHTdjMs6Oyml/5+kqsFjiYy8ogZSErxNuRuZqSqGiUvxMYxw5FlO212afGorRnnk5beGNpKb58yJ74/PjRrs84y6aqid+Ekaorce+tKMMD09x9KQxmGEWzbIzEjX9OXJvzXdTtK2z0vptgAuGF1Y3ry8NsYrDjlNJv0ciL+lZ/u99u8SjDED0fxZiJpRx44UmHX9bL8ekRPgxRotZv0vBaEFaQuXFYGIoS1XVq5saqwBsLbOyuGx3daQB9h1PcMOEmQtRx3/LxeryzvAyPz9q9SB2ULyonnYBc3Rl1q/7JkwulhqcyPVXNnUwny9+0+dAEcstr4dZa5sNgTKZkQ6R67Y5GrA91yEYcL70DILggbZma7ccuXA3YafMPIoOS2txbX/mGyv6gqLolJ/yt1S34zL4jhf3hsFqOMP02jSrxgsJ9ek4Rdx+1s6kDn3L6Y5ExJpV3K9r2t+dT2ZnSF7eaiZAsv35hWbC1Br84+RDm53k28HmsIeQLW12c1csknpseUQvggSFtlAmdfV3YfNm8sxnVze4bD7zJ+GD1DvxjYgEAYNud3wknmET8FKW9rErqvAegLAtFQxhMYKnGKWZrZw+aXUzIsZQty+RctKp7DSZ02M+etLYSZx89DiOGDDJC3333kXmhw8jkiGrdo8N5F2sULINa2fmR1GGUzHTJ8ttk+JwxEmZtrMJn9h0ZKgxpEzkpoZgNq41u7aSQVQA7GnIX47yk9feFEUqqXeHLzafKRveFRr94vNIh5sjc+52Cskbu8PwwbZ6ju84787qScZHZsiwjHIu2dHZnfXbrx+74b2HOM3YqPOo7oK9+ZKI5/+HwY9MwLNha0/+3Vzt0q6KqfHr86/21vot0vPXwjHtmhhHNFi/n81JiNQuvPHAecmto63Z/UDImDRdMYkt1C3hXGv/fU4u4TVrZcTvwxx1GiPJkG3dYPp/kwjzHDhAi7MbSpwWVod7344PV8izgzNlUjUP33gMH7z2i/zv1XXH8FEg8Nz28JguK8j8TXWDj4ojfr0GvKWtgCiNfOqyz758jLayCsmhOBIXBrrT9lBiLT4/BBt70+NMbq4Tf/d6j812/Z1+UNpM/vbEK5x+3Px658MtK4zFNhzgn4CLisZS96sFAZhNTbODKMClVmADRRQtnWp1J173eo6JuywoybDgyJkhMAXs95vHc3M3VuOR5BlNDCOP3R+g1rXHY++zQYeX4OSJE8Jv8ptMWBoRYhaxp8TiU43fi1uM33YsdUcQl16eHPdz4tw4t3WTIbPJT3brMW/Gi4kQ0AGz1u+3hg0yfHjwpsyy++GJ1GDn6PUXuehZ2IzRMtZZtUSBqWLNyR4P/7SWRPBXZ8NCh91jJvW0WLBuXGV7OTGW96RHnG9yy1iOXFNfh4ueWAFB3mDtrTqMkhl1hKy5O81ZAmdCrKJSYWvAp2IIdfiez4tfATTjdZDqyJxEi8UTFNIftf1OwEO2mwMdr3K/KJmFirxKWKq46B3kGYjp8ekTR7v2qaTptCZlNkJWOqM1bBTVhE/U0C0u31UctQha+NwZ8NEWVZBMhYRFZPFcJi34zogpnTeS9H3tsVrbfPs9bnpw9hwWgsyfN9Y4I+TwioOEQH3HIr8rGjtiPc4Okl3vTIwZ5pUPEGGSDE8uytMptryqmb2hx97cMWdnZ04uz7vM/SKsrW0xasGeTxGHeikN+vw0215iMGEDyI+UmMufzK0v0zrt6e82pt7zEdNNDL5k6rNIObXcPWyXqsj0XptqpHiTFYQzmJCOzSR0RwJ6XvJ1KVLCKKe9kltx8YQlNx0KHDDJp6TJUXsuyYqlL4o360ebNH6/H1++eiVc4HMD6tWORyZEI+WZ2yUsvyBoLybzJxRKWPT1edWZ9RROmF1ZxyyVLTznDSaVS6Opl08+hxoQR1MqodLuF7Lx6em4x03vdnJM9ETNdIlnC7UMu4i0puQsacdGmbHQztvUwONu6zDidZctk4tP2zNvLSnHyHdNx00frueKJG1H5tTGxtbjlRVzH/brlDhOd702PuBZAAE3tuaa03dCtX6JWZ1lmUpnfYQ///15aziWPKT49TMCy+g4K6hgbsPDjJxYoC9ur2GXVhlhuekTVFqSeuLf9/fisrViyrc7zdzvvrihDeYN8x+pxJR/UYla186n82WaBPE4qJnMcw41KXwuT1lZIctiqh8LKJnzuX//FLR/7TzJ1YGlaemPVGwu31oaKJ5pT2LloMR+R89k78RknqA9O36xOnhgru2BTmmxp47ejvfuFZ+YW4XP/+i9mbczdAFCdtbKCt6fnkueX4tgbJ6PRxV62yTXlydlbcdZ9s6MWg5tUKuqldTXw9AlC/jlipLdMEDWsOUxdsObVuvImtHX1KpPDOYVYvr0eX7x5Kl8YPr+FrRMZfyKsjtJZkVU3ZN3Kt1tA0GueLppWYtphQh7U3wz3+F71OMvwIuHezJd1GMf0jIkhda1dXM/HcuyosNr84LH5OOm2abqjdWVzlVpn437sDHkLP56bHqrDFzZqLvbofyYVej7nxquL2U/HmoBJyiuOm8dxucGR4f2VO3DKHdOxdpeZtjVlDTjljumRyeOXe75Zy7tguOv537+ygu9FTmSeBLUs4P6pmwAAz85jO+0qSmYgyW8iRP7IlzXEv7+3xv19hU2SKWwDfXowhJzzDe/JlaiXUaUVewx0+q2fbAAAXPv26oglyUY066qbO9HZk8bUXeYUo65LrDgnGDm+c2RUJY+seG/FDjynuF9wQ2SB7HuPzkePQ5+whsKj8/71fgHzsyLm1YT6d43TXvM1F+GH02+avzllPdjbQm4bdq9xcdHfXth1TugxF0ej/Np/ZmJHBAcnYzDkkYLY/Ew8c3jftbL+9rs9HT9UHUxWhUltIqteMFvjUCIKAITysWbHpDwWJZUCVpc1osHlwFa+8caS0lDvx3PTQ7MjcxXaT8ZOcqiOMnTsZsCbjlgqQJvMYU9Y6dj0uerNVaho7MBlr/Ut/v/hlRWoaNy9O6vSybjs4nULL5Z1yIdBBjm3d07Io2ZIyLwx5XSbaT49eJ7pf5Y3fp/fWPKjqaMbP3lyIV7mMMHFSthaEXWtisvhAV9fGLZclJ0ck3SYk57eNC55fgnz8zcL3gBkylOBfPIKd3VpA1aWNjBFFXiTKkCGrdVsJ91ybr8xVAwTHZlPWW+m3zUgel2YD/Do+xzzVizjAFspmu5ngJWgdNvNt+jcwKls6sBdnActoyDs2HlLVTN+8Nh8zHS5qaqKHz2+wPcksludSKVSPjc91DYGk8cpQHS63YL+MW7kRSEy7oheai11mKcdqpAn0Aek/CgjYcHWGs+NHVnZOkhSOFqJ+wkPIL+ce8ctqVEMBHyvTAs0d89ThBrT1rPL/jWrPXKd8E7EkkyohX3JWdTRnW3WQWQThEXdsKqkIYPE8oanjxJqk74niMMh+r6WK+FewgneyvLjydlbsaS4DkuK6/Czkybgb+8W4MRD93JEK5Zm2Y7MZeW8m1ys38mKL4jdeSOa98nS61l1kCFp0zbsxKyN1bnh8GxAGpqFomngTc+Vr68UEsj+MSqb/kkjTDmKIDr/NKmMuM0ecjz/2uISvsAd9LLuehhi5lpUDJni845DmPNYIrpjvOzVldi4sxm/en6ptjiXb6/H7Z9u4HonrN9C7ldtkcXNikTSkGEqT9Zaol2HsOoTlWokZsuGUknaHIWVC59eHPhM2HU5c474cqDfwZD8CJNeqU1NXdw2YADHpM7nOfsAxpQF+/rWLlQ3d0Yqg2hTe2pOkVxBJCFTdViWhUGSrpHK4NGZW7TEw3p6X3TTI0Mc1bxOHamyHwwbdGvn7g24iSt34N0VZbjuPXbTNklkwdYa3PHpBmMc6oVB5eGZMFVPdd/d0R3vsuPRT14L4kF5HKQ7WM0M5Nz0EHorHK5OgnfFEdXhK9ljGMIcnGOrzh4+fdPrs1EYigiriVvU9pse2QuO/BRVtwq8lQy8VFhdm7cPAV6tx6NjWjrZHGUzxSstJHf8Fq3jqFZTKcjJNE1pl5HHsvo/sRumMawkAvBZJJCfJ6LDNNb3nptXjDeX+h9WUHn4jQVyZO6CysliUXULnp5r1iJoqIm1zsrqKK+PVpcriSesAo5WfYdv0ib2P//+cF3OdzrsRTK/6/PcY7O2upqx8NYzYgKX1rV5/tbY1q1c7wwOs7Avec1ka3VrzokT3lxl6ehZHYUO9rgF89z8Yh6RfMkxBxEyPLf3o1jacsrhvvgWIsAQ8A4iZdtSDbvoGpWuv/DpxXhyThFWl4W3Ay/sOs0j7bpPxkVHdkJZF1kqGtvx5OytaPBZDNKNKYczVJHrf2X3F56X1oRu/iU7H93py0HdKQ+qs68vKcHSbXWapBFDxZjKj6oA56P2Dei04fat/G/lhw9HpCln/G+xx62/D+Sen9seL6ltw1NztqLVpa+zB7u9zvu5ILbVtDLPtZZvr8frS9wXCQf45K2b7ihv7Mj5vj8IhixLquq3YPH7K5E5R4jhXQNZaybMazTi0e2Kx8KLC7ZhTVlDyJDUwpPOKNpjmCgrGttx88fr8bd3C3xvAG6J0Hm5nbD5S+atWOJLAd+4d7bWOJPMq4tLcMU3PislLN6aIFJzyiNw+uaJT4s3cQFhfXn0ThLD5Etje+5i585GuTdXmju8B+jXvrMam3aq62ws6DNvlXnUr9Nyy+8oGeqxIbSzyb8OZOqcshbpocgmr6tk3tDxDtpc8x06e377hEu2btU1MDaxTwjCsiCtMrmfTlKfJ2HqaWkd33jj1o93L3j5lff/e2oRttd6b7DLJk57S7kbz5JOTzrCYQlVaM9D4J0okVM3dvWxVu53MvmQ85BW5jbgtju/I12WqMgx6cRZgBc96+9DyN5OnDc9vDBdvfDoEO1rGlpjC885D8xGR3ca22vbcNsPjvV8bvn2eizfXs/dhwLAmffO8hyXOev77E3VmL2pGofsPSLnWZGL8zpvXzLXyrh1KpLRb1EmWqI4a/HxmgrcsOtgrLO/jNP4MYOqJqNyytLis/5k589vr1YnhEZiedPDSzvwHySQvJAhMTyWBh/ODqS+Hs1tQFcfcNqwuzeNxUW16OzxX8DjTYVIqietqxR4Sw1+8ptw4oPFVmycOjO3PD3rPn0boLPdbK8z1uLSujZs3tkc+JxJ5q2cNmb7fHrwVew4ntCRxe9eXu7+g0CWhM7FiBVS2D4u6O0w+RM2a+K4meGGkL+qGDTvMKXzj4l8JtQWFtX2/93da2Fxsfsp86ANDxPGDyxw+UvysFOdewODTwbRjbOs1ySe9I5L2alAtS5k9t8SgEmmQHTLspFhHJpBlWg6+kyerslz40hD0UTRh4ZJVmZTYJGtr/NjcTHbc3b86p1Xe3HvU+VlrjkaQz8peDt4D8OGiqbAZ5IyvuZBqE8ImU2bbP2CyO0sQE9fxuXIXKEcKoibvGGJ5U0PU+Fpez2Sr/CW1bfh8+NHYVCYU9s2KhrbsdeIIRg2eKCU8Jx4ncDMDARv/Xg9Xly4HT/40oFK4heluaMbnT1p7DNyaNSi5GCC8npMk0+GIFjzQmRw4+WYXbTvVTUBOe2umQCAldef7W2QyzJvEdGgtYHQZgDCpsUzdoV5pKo+uAbLdVPI75abWlz7K4/vZcDtyFzhzQhWetMWynxM9UVBVJPXmoj8WN380XrP/kk3fZsT/vnfk7aETuWKkLPRkbUJYmF7bSsOHjtCqukXvzi93+GvszoXsU3qnwGYMfAlQiFyUMVEM4VeVTFIUt39lHk5l4tbjvCUOU8ai2vEfKK4xSGzWrLp9WQqQBUHYoprWnHxc/63zoBd82Lu2PMPmXrr588EO7EWQYaEPGHIGIs5Q9DV1fXJnuyaH8ubHrqLREV8su2j/f6VFfi/l5ZJCWtLVQtOuWMGvhnCpFeW7WKBDHxxYZ8zvIkrdwjL4EbYsjz2xik48dZp0s3wsOaR/2kUObKEwenEUO1Za73BxJXSerMWIv1wO4HLW3y6Jx1uz4QxMZVtVslM3NKcu8DHEA5nvFxlG/Y2hcLMDxt0l805rAl6HwB++9IyvCe5v3ZD2gaPwtb1zLxiZWH7pd+UDY9+AtrrH19ZgTeXleZ8r3sTr6mjB6ffPQv/mbSRLVzW+H3kyecbiTKx57EOXdge0nykCYTNJgP3G7QhMgfjWjQzdtQXDr98c9OFbgdDVVW71aUN0sIyfY7O7q9BTFiZZcR/A9P/d5N9R0RdNUTil1mfVwm2wfbuXqNuUapA6Vw0ZlkXVtx4bnp4jLhUlR3zgrSi+FkjnOliCof1XTtT1veZc9ohyZeFW/a5daihTX5oLAAWs0GyYJ9gRK+9opYgSgWuK2rZA0GTkCGqCfPxbf0nx8zIfJ4FNln5x1Lvohqsyog2nHkrfwGC5PvizVNDxM4Ha1ZNL6ySGKeceqGzesVJz+qAZdyyxDCHz0/M3gog2ptTQosPAu/En12OzDUnfnVZI+6aVMj9Xn6WERs6Fvp11BO7zguKz0s96pHThFGyP909+jbwnWZ1wzBtw05pYTEdHDJMscgSR9y3oGEZopEwaY/Ckblv2C6Bu9WIt5aV4ao3VymUhK+Nxa32ZZuANRhJXVY8Nz20x8cWo64FHNUnxKQnw2WAJSsOFTkRxSDitcUlSDOYPPM18WKYxupNW5EtQAflBfNJTR1ObyOcf1iwtE2A2G5qZ9dwi/U9GzKT08Rwo8tNPsnWC3Mxf84qjKepa84TdGGLQJUpGhnYfSfFYP3CSOikfTZxWSzwq+9+v0WRuhxH5vabHuTTQwpR1NvHZm1les5U3ZyE+sKbtbwO6T3j9dMxgvmaD47MedtpTzp300NVezLNNHEQevwYKI/CP37Jen359jr86Y1VbHFb0W8M6u/XdsfHamHFlBsWH6ySo9tlEEWW6DyoGDkhhYznpofnZME9M0xpmLKIy+SUl5YufkdGPDnx5tISeYEpoKw+3M0a02pFZVNHKJnkmTFRH0eYsHgnPJ2cJ6CCxDJJP5ojSR+ryxpDva/qpG+QU2Inssfv7psMzgW+7M+sk4hDxo7w/M2rrfD2ibLyw7T66iTqGy1BiMjn7f/V9NLQjypzDrlmCM3Iex4Te76bqFKkcZMn3MEW73fyl6wTqhrjve69Nfjdy/4mhQ1pFtKR3SfoWPRfsJXfuTULomOJCP2YR7XrwUV3b+4LquqJzJsefvDG4iXWJwUV4mEqrmFSS0iiqL99abnwu8/PL8b3Hp2Pxja5Zs3tiOabrM0Ze137x8QCtnekxKyWd5aXhQ4j6rlFUBF7SceiL+3l/r1H56O+tYtJplkbq2JR/k7iuekRtQAeyKwALIos1FU24TfV8fIuPx4sNx5E+Nu7bIrcjShtQdoVl9/YTNfAzQ8DRCCQvQjluyDl+OmPry7HWy421mXCsxBlymKaH363UVRJ36v8Kok/0swPcT6v8/AVm3kuNXFzOzKXVh654cgIubWzJ3CBMCtOzls9ns+yP5pIfv2CHD9viSCrT2R+NGSUPjc9PF8KH09+YNn+Xz+vLynF5HXyTNkEIbeMw4VlQm0z5RYN+fFQQ3cI/1R9J/X5ng/zOytPzymSEs7lr630/V1G24i6Rsre4OrlKERne7zpo/VYXdqAx2ZvkSqTDGT1CyKhmOz30A3RDSJmc18WIENyN9+mOthQ0YSn5rLpqEueX6pYGjXEc9NDgka3LAv3Td3EGB9rmCEE4kC9eSsJjdb2t6tPD5coOrv7HATO21ITOn4vRKvOBY/MlyuIAqKe926pakFNS2e0QuzCCljgUJFXJk9c/Nq0XZ9+WlCJv76zRodIrliwXGTlPMVv0LZ4HBejpJ0cYnnG5SFPn12cC+FSb3F5fi8WSRQ3zBrauvDPiQVYUVIvL3JGnpxTxLVAGMNmow2erGnuUHcyMYgwesQvjSZod9b66dybZtKJ3NLoJew4R6bvHyA+fWxMxCRCIVbI2Qfb1FeUKMbIvKlyvekhcSMj61kJ5cbCg9M3cz3PZmKV7TuW30wjqjm116ZZZ7c+PzMihClbMbOaMapM0COvUWtLDOrJKW9PiM1mHYTN3lhuenjBkxkFOxpRWifHUffu+OOjAEzuFNsEzFwB/I3B66qiyeXof0o+Wrl/9PgCqeGZUAq8MjS0eV8N/GRNBd53sZXpN5DvEuyA7AtOvnVGKHR1uJkniVofBWFZVk4Zfn78qGiE8cBZxcI6EHYtk4Byct38dnnJhEVNQHzThi1s/ZX6lo834NXFJfjhY3L1NAu1LpvhOspZZ59o4rhh4AC2XE4hpX3CrAKnHhYvfzkJct6+tcsTtc1wIHwbjLbcdzkyt31jSj1UQZSmWJ1VNfqaa85NDxY5TLudaEre+cF600NGWoIuTuvOr0x0SdJnvNYyRMZTcajXXkRd1KaZ1eT101hY2aRMlrA8OnMLNlY2C78vuknN8paf3zkTCStfLDc9ZOi11s5e9vgMVaSqKqfsYN3yT9YCQZii+dcHa6XIIItMnmypasYHq3bsniDbEsl3zc4tDnU0Mjh9Ng2Z+WFZwF88bkl0dPfistdW4Ko3VzHbTAwni/9NF2nx+ORgzoKT8AIxJxHoa2dSTz58777vJYSlis4e9j7QiYjpJxn9KE8Qa8vV+2MRXlINeFFFHdhS3SI/UEa8FhW8b9B4k6lHpg/OwyBrs4Z104N3PFbvs7mfQbUanrS2IvghG1mL45qWGES6QLETl/zvJAaD014kUefK8klh8piEB1m3FeTqKfbQolxWiMSlB2cd6nG56cEargW+8WaQaWgT638G3r6MfQ1BbqJF1gd4RbAs73d467yp636qYMtrcxfIz3tgrrKww25a3z15I859YI54/KI30QTqMI8ZuDgSy00PL+3ludDr8v2wwQqSLqmuRG2eJao6bzsDpyW+xUVqHNuF5az75uBPb6zC1PW55kB8F5lVChVjdJ7AXeQxMe2xrfq1Ct5k4oHV5UPYtu52BT3D5HWVHpFyyBPTSs262KgLt1PFUfsF8UQg69wmrXf+t9DzeZHJlIxwTEddengn5nIEYQ2ls8fsK92iqNJDv+Xwz6KC1aUN+P0rK3K+19UeWccUIn7WxE5cJkwRcWBy2u9lNKHMQll9W//fy7fXoaJR3FKBaTlmchmKwtOH2dOvQ4eZtqDLejBS1e044Tw3LB8z+GWTaWXvRdTrYG7EJe9UkXuIQ52yitpyiShKzFsJhsnryBwAtla3Moc/b7M6VwSqiOWmhwxlOHTQQAmSZKO7iYaJT+cgk9Wnhwjh8sD52SwlW7DD5aQyz4JxzAllbkOeGOxxWt7xphzPAX1m3LbXsncw4qjLDb8rpStLG7jDc5OU2xQDd6zhcDtVJut6ehRjbCZzDS7flTd2cMfFe4JGxN+HiUgX1/D0p7n2FMROXTKfYOQRxUB46vogDvNWPHQw2LZWtUCQSqWwaSebqQBfM66S5OGJX+SGnEg8KpEdV9jFDfvrpo3h7ciSbU1ZA370+EKccscMKeGxYOJin4kyiRK38YsIMuo/a5HzVg1TF1hFbwbKSE7UORKlLrdg5qaLSpJyA9APUXF118Uck1OC4Yj0kXM2VWMBo19lXh9FMghbFvHc9JCgi4YM4glEv/KLUt3KaOCB5jt83lE5mGU5KWKKInexbhXwvCGCR4hb3bWsPudMIk5dZWRpU0d3llSZa75n3jMLp989C+vL1dqiDEpDmObGsvgVBmvX/0TQaW6Nt560dPYwOQyLU4v+/qPzUWPz3ZCzqew2OXMJR0ffx9bH7Jau3e12VioF0RIK0tVJWtAB+E+8y6r3+d4lDmCsSGHHfCyb/TIJO0HXZV4up97bPnoVTQ/fDmHeky9tPFNflm2rDx1W6JuOkjso3QuMTR3dSBt001X3xl0cFnTd6ihrtePNQdGqYH4uxhuhfl5GvB6BqGw3zpCFDj+EiJ9l/Sj3oLA6ZMwNZa0BsB+oEl+vUIFoNz1/a/xucLAyKGoBRPAsR55TowZdQcoJhyEhKgdssvOG90qqaLfSp7T939bl60CEsDbk7VWCNkCyOf/heSh0cSSlI5+Ou3EKTjp0ryxZ7vjhsdjZ1LdAPGW9hxkoH4LkznGg6hWOyg46Z72HYVBlWUKnY+2kUimsKWvABY/M53tREN7TxPWtXfjSLVNx+D57YMa1Z7i8I79MeOo5m2NO9/A2VDR5PhM3jWQX/6EZW1yfsa9PNrZ3Y8zwwWxhhxFMIe6HESQcgvD63iNslWo5DgsVstLPetNDBUo37rwWJQwrXOcw3f1QRvZ3v36B33SYTn0iI48LynbfYg5b103VpUlGZzOTPUbfvLMZZ98/B6d/bl+8+OuvSA2btW2k05b3vFhDhY5CT3JvtKkRA0DumkSgT4+otEweKzdTN+Z605Y0s6FxX6cxVf5UCnhp4Tb8+4N12uM2aW1ZxLxV0snbmx485cx+ukBP7alr68JJt03Dv94vEA5DZ0V3N2/lMvkTyL84D75zwnd8DlPP80yP5eAsKrcND+lx+uT6UsfpvOve2912Py0Q2fTgkSu++Dmm8yIF4Jm5xUrk8YzT0Vb9RM6coiiq0WHazB9RnWah77SkE79BlmtcXAcVLM/QTRi4rdge/gRuBhPSwwPvJixDiJ6/cPWL4aocFyaW2QBF5q2STlBRMp/8c2782m968IkkLI9sO/gy6nll025TiGGDM/kgk53wpi7llaNJp1EBcXlExi+vLi4BAMzeVC0UJyteom2sbMbxN03Bk7O39n8n4vsnDKZtDrvhVrY8cvO0F2P92zEQ5kYMb7g6sWAJtW9J2xGuefjc/GJ85h+f4vFZW3N/jAhZ/buI6U2VdSSUeXMLUjc8otYOqhyZm7pp5UZGn9tFvvWTDdzhxHLTwwuvihG2WHWPD4I669cWl6C2tUtosZQF2c3A3UmZ3/MKrxBmhc2X0qj0g11mViUVI13miayJmRqtEC2Li+t8f7enzvcmQgTZ4Feu7uvifEKmUnondX2Dc33xicC1yb+r/wnSwx+sKg8hkU/8AoUna9Hg3Pvn4Ll57Btm9roZdjE+zrR19fr+LrN9mN7WVMOjD1U5MnfiukAVYuQcNM7xHOv79nW2xfGAZ2XhY93K8xn5MiS1wVi2/48ve+8xhO1BweaU1PJPpVJG9AW8i2s3fLgWzZ09WT7Q0g7dpB79ux4y0uXWp7iuL/Ca0xQ9Sa14ouHX13/z3lnY6HGYz4R2ERVeSa9v4zN15Fey/5lUyBUWC6JFJku/m7YRrgLRrOLJY5PaXpB+sqx4l/uOhnbud2K56SHjxItJV5CiwFdUDQmRZwpMvgxeYZpQvH755rfwt7q0ARc+vUi5/4gcDMg0XZO+vlsJeuL62dOLAmVhxqBTX2kr2yam6OKUKUmSvRhoDCKnglyDccsfd3778nI0d7r41pDIxp3NuPnj9QD4Tz7xTIBla4mo1WyQ7wjXvsnnHS2mQg1uhrLKk9WnBxCf8WsqxXPTwvY3RxyqFhLs4cpcL4tq4irH/1+4MOJSb70YP2aY0vBdD5IYlmeiY6La1q7QcYfNCvstAZ8ezTeMjKnbJMO9EcEcLr8sTnpNaxC78BNra3UrrnpzlTLdzxruHZ9uyLJcIFeGaDC0OkRO7nhGX1xxQYVPZHHzVkBRdQsu9Fkvyre6Hk+fHlLMW7GXtCrnWaYi+3y9+4DWOxaD1yKU4mUKgdmRuc9vP3hsvrCztjhib9+dPd6OQYOy5KHpmyVJpJ562wSwoW33336TDav//xQQUUPuu+mhN3KpC1ia2qlXPEw+PQQqjdoBMufzLBsaDKHan+C66BEgQBzMT9gJyivPAwacBw+kkgf9YZTVSGUd9io65rG6JiWb69PDRRYJ8fCat3pvxQ584YAxEmKOjt1ptly+Sy55kERm7p4s/8R1GFS3ZVnEYnyhsaLH1bxVR7f/DVvV9PSm8eScIgDAH07/DA7ee0Sk8oic/PZC9xxSBmHGNde+vYYhfMfnPOmNok6lV7muLm3ASwu3Y/Rw76X8P766wtO8e9TpEmHTzpZQ78fzpoeX/y+OElRz00NioBr07cbKZtw9uRDNLrbZVeN3+ki0r+Fe+PKI3/N5w2dU2eYbsmWN45hOVnZ3dntvegSxsKhWjhAa6LEVsv3k0j1TNqJV8Ql5VwROK7i1SaGbHjrNW3nI2N2bxtzNNaHClpUMHnca22vbsKq0wTe8B6ZtRk8vb7vKjVGWPWLdNrEz2KPlOVWvC95sEc3GoP5FZvl4ZfOCrbm6Wq3N4Rh0qhFWyTVljdharcZvUdRZzxq9s95n3TyJMA3PcpjwU41oNmTei7ouhIW12xBtyio22vSaD/WQAUAd502P0rq20PKEpaCs0fd3+9ytsb0bd08uxKadcn0SRtEtcI9F3G4Bcwhu9xsURDpgABOVjgmKNgWFsnGG29Ub7QaMTKIo7qhnDyIbf0rbRUz7db88Kapuwd2TC/sPqHptGrHOl7736Hy8u6IMz8/f5vr7gBRQ1ex9i9Cy3CUw2RrFtA07Q70fy00PGerB/2SUMzZzK4AolmXhWw/OwaMzt+Kmj9Y7ftMQv89vfM7K5OO1mGG6DjZlQm0a+XIawY69/Jduq8fpd8/yftgg9WZZuf4xRMpPp8722lR7fUlJ1ufaFn4TBkrHlC55neH7j873fbeisQMvLdzuHz7nTYkw8Oo7ptssAWH2TThtNxo9wuT1acUSt2kE+2DgDY//N2d7W769Hh8XVHDGLI7MIvO9nWdg3TBQJADeOuj9VeUo2NGgPn5H9G4nc2VsnsViAy7P2FAh15Ss6Mljt7qxtSrcaUlTqhuvHP/vKX+zsGFhKaHWAP9Xdm75eD0enbkV59w/R1yoBJFC3wbFm0tLpG4EmXYokLmtRzx3c10wlbQjOndzTaR6priG/cBGO0eblo1Xfje2d+PlhduE5p1eOMtD12Gz4ppWvLa4BD290R9uC/Pc+Q/Pw6Mzt+Kv7/rfqnGGM3VDFZsADgJ9esB9fJDkNbNYbnp43vTweF5XoZoyEGQl09HP35J9Gll63rg6GnP5Tm6srmS5MZdQYHM2VaNc4pVKN+xS9viMzmJW/ZTQX6S2zOhyMW+l5qZX/MogisUS3wXNnM/8TsJTSEGT/14AwF0eJhacCwuXvrgMQLZ+1XUDR0V/5zYp8Btjqa1qCvpzht97GTY9VNtUl1m2acvCjMKdWRMlltADFw0knPLk5UePL8D1768NHY4XcRvvBWHSRMf3UAxSnrKybpZd//5arN3hvSgtsik5eGCuAnAuCtgdoMrM7Vkbq8VeFOgnZdcS0XaUec/+ule92FLVgmXb6gD0mWSZvmFnljlQFdQ4Fpu217rfMuAf34TnwRiZbfUileKvizLN37jhLHMR7PVhtcuN2zVlud/xsiXkppcI0zbsRJOHVQlXA9guhbu6rBEvLNiGv71bIHUjSGffx1NHTN/MVnnQcu7mGnRx3yaXg1u78+OeKRuF4vHLMtbs9Koj17y5Ctd/sA6/3jXvVIEFYMHWGuU36M68Zxb+MbEAk9ZVhgpHuJ27vLZ013iCh7Zdm2Mrttf3BeshjvNr3vqYwaDzrMYQz00PCWEY3pcoP6lsv/LU1J49ENGRN7J2iMOEUt/GZ9bLKfLsTdW4+LklOPXOGSGksIXv+JxZRLN3ai8s2Ob5ftzskhZWNqHFZ9FXVj30m+jIruttEZ74SAq5Nz340Wl+Yc5mtgUnN5NRf3pjlVxhOAjK17ATY5ZylOXonbcdF1bIOSVo34TmchoteZIta3I8o7AKv35hGb714Fyp8de28i0GmT4+iwsmTXoKJCzWmczQQQNzvssZM7psTsio6st2TaLjSFhdyKIrzrpvNn78xEKU1rXh6bnFuPTFZfjh4wtCxcvLuQ+EW6SVad4qLLLHV6J1QKTfK6tXt/GxoqSh/28VfVhzRzcueMT/Fi4Li4v5F+zCctNH63HJc0uYn/fKv5s/Xu/+g/1d5lj84wpCpBmcfd9s5meDxFLZv7Nkib3dqtAzbgcWdVDLuSE+a6PYSXw7MvLPHsb0wj6ZRBfM3cPPlnJVSQMufHoxTrtrprQ4dsclztpydxOCa3c0olvSRprX/FjEjHduGHJaU1A/HceDumGJ5aaHbqIw1a365MFf39l9varD0bFIUb62QFhPcfT79NA4VV9ZsnuyGHxYNfuJBVvC2evPCd+5SBiiIExXZAu21OC8B+biXA3XtnUNnER2/qPGuHri0gZ4BwBpy0Jdqz4/RWFO8oe1TxkGFZNyWQNKXniTwmPv2YsUgF7bdevaFnknh6N2D2I/FMEiSlBdWlQUP91IsMOiS95aVqY8Pme7yTqJKiF8P9zaSY5PD9vf1c2dSk7yWpalLGyTyIzHeeZK22pb8UlBOQA+8yUiuGW/21iU2ZJN5hBUSDlkVAsTTD733fjiJ8oxFwt+aWrgPKhnGvZNoSBYy1bGWEnyRVVfeA9b+jEglYr0gIjbTY+k9ztu5F+K+1hZauZhi8dnbXX9/vZPC/GP9wq4w8va3Ns1vvJSO0xmnSWbA/YmyLxVfGqurDlxLDc9vM1IsBegKvM2JmFZFroZTv87bwjo8enhE4nG8fSMwtwdei/JnPniZ2pKJiKxmFYXnXyyy9a6quvm9uTrugAT9uplGEyYhAbBdnJI7D0717y12viJrXZkZCwDlzy/1DN4VpOGIoObqPpzu3mry15bgQ9Xl0sL2xRYRJVp25f19FHoGEOqTJVFGKPqoYQg281xyZ/cBefdX/zx1RX4z6SN0nXBh6vLcdJt03DDh+vkBuyCDNnDhsFrYmWgph1lN50YlbkW0xEdv8apH2UlHxeNwyAluwzN8yCxvFRZr4T08AahxmS8meWSg6CYUjagNZ6QUrGBzhqXLN5ezn/4xi7L7Z9uwEm3TcNby0qFZcgE5zVvkpV2Ud+VJq4nycqTeG56yHBkzqGlWGOTqfRlpPE3Ly7Da4tLgh9UjGvDc10A6/tS+Bq35v5RmzmpmPT7PDApY0kJ1+VsSyfSfFZY6jo40Vy3HH8nsPh80ZlenVnr6ltLkgAq2jiL/nH2Af/5r7t/l5ywJYq7cGutdzyaSlikK/TTOlomu5Kj0DVBVxWLSXq2xMdGdCoFZmHVJYk1fu+bHgDwxGz3E4lhuHOXDnpp4XbpYTuJssq4+fRgQdcikes5gyh8qMV8AmGSXhIlCWnQjc62EjR+8dIYUd/IBdzb912TNiKt2dx1v6UOEzJFM9H2g9HFno9q7em5xQC8b60xmbfSdLUsqCX2yeEyL09wycZz04NTp/IW378/UH9CSgfTXW4xsCC7wrstqsqKgbt7ldgfy9/0kBne7rDu9nC0HCUs9u9l9eWui639/5WY5xr7CR7/AVEhMuh2H8CZ3QGrHHNK3Nty+U5tvsrwzWI6qm778dSph2dsUSIDD0keJHsR5WSzs6cX3314Hv450f+qPusCRAy6kyxEcp7vJricXby042C/+203ufXIuQGs1O57lAsumU0PThkGSjsxEoBrWYuTaaO80sd5wb25oxsvL3LfvBNxZK4TcT8lkgWJKVoP5ATEZmqR+B1Ya+7w9pcpC95bdklF9NCVvd7FbAgGQPFND4NaHaskFuOzweat5KQ9zLi+N23hf59YgGveXCVFlrDkt3krj+951h+8rp13dOc6ImadOCZG6UtOh1v2uXUSmQ6c56TAlPV8ZmyenF0U+EypxylD3eatRGwWu/HoTPmnCVlxkzyl4fKcvaxi5t+dCeemxycFFZi3hc2hth2TBhaAS32xrOTo1V3w1H6VSbcstT44dNYtJXWEIUznxp7bYNbv1LoseNP/I8lOfEXzP9K2bfAsMyhfZhZWoWBHI16VdJM3tIkhzf2IynrjbNNh2kquTw/1+bSzqTPrs1eMMk4Cy0iNbh2gy7yVW1knbSyjmjeW+JsQCbvptrXa3RktoY6WTrbFeNaiZbUkkfWOYFxOrnlrtdiLAXR29+KiZxcHPpdKectesMPdmTMrTL4JbM8oMW8lPUQ1iNYf2WsTXnL8/JlFeHHBNgXhh0uAwUPwLGQf7ug/dOsRbJjoptnWRFnWGrziWl3WgKXb6vHeyh3iwhhIPDc9PAatPErX68kw4+G4KOggpExkJITBwpxN/Au9Qfzl7TXBD0HOpNGOTAVo8uTKgqX1Cqwu81ZaF35csu/qN9UMwEVxy421Oxp9NwstK3eAYXBV9uTNpSV40cO8iCkbTRaA/66t0BdfAk8Fqdo0Uq0el2+vlxqebB1rcv9lAvnsGqDPuhVbBRGZrLZ192ZpkzBtxdnVud70iKiuC9t9t70XZTvtPxTEKcMATbNe5y0fAKEGM8U1bWGD2PV++EJT0T/N21yDK15fmfWd31iRw8qdJ1e8tjL4IUIqz+4yDxMMq47nl8H5SlAQW6r0bo69ubQUczfXhArjFx6bJjLbruqbHnEZBwrf9HB57a1lpbjuvTVS15fmb6lV4uMr/GEZdWFHBdOYM+CRMEn/zUvL+v+et8Vfh/j5T4yNPx1OYrnp4QnXTQ/nCc3s/wpFn5BKIjsd7jc9fJ4PCG9RkbcNcxl4ORt0ThZk3/SQGZopVdGrLFnqmDR7/y7lVNfatSsSOXEQuTjNv1mWhfMfnuf7jtvg0ZS6zENrV+6NQVZUXHl2X2yz0N6l8KaHc8GPsbGJbIgqmXAxPHPgXsO53wGSM1bIIJqcBVvdB+WmbAz6EZWEPHWHtSWZbiqGlVs/Xo+S2t03q9ZXNHGH0RvgRH1rdStqWrpyvvc6iuX9ST2fFlR41gE55lll3BYJFwbv+7rMW7lJ5SYr683Ph6ZvFpMjJg37F88uxkery7neCVt36tty27EsYnn7UQOtXerNLrFgH2aaludtIeYPQbCmVcLarQQMKxgPxOuPlfPXX99Zg9eXlGIZ42ELnvlS2HlHjo+yeBRPaFiT+ejMLZi0rpI5PK/+S9b8MOhWnVf8fWOS3fUqSfPVWG56eLVxLvNWHPG9IOFaGJGNu5+Fvu+CdPj/e2qRe5gCHWR1c2fwQ5nwHcH3uh7lEscZfmYyFGd14yU7S1t9dTG/I063YLX5m9dYUF09cuqeSpl5J7BuWDC/w1Upn+qUa11cZowqLleeAWD0sMFZn5knlApkUY3fYQPRk25/f8/fJ4USYpD5cTMXpVtFz/a44bu6rBH/76mF/Z8vFzjJ3ZNOS6sjUZvW/OOrKzx/e3J2ERrbukOFP7NQ/k1rVkQPqunyh+Y6x4mgPiR5oSpJackXMq3P68BDhlAHUDmfn7iyTDyyCBmQSikbKfhtii/dVoe3l5Uqn5vFpX2L5gPvay/ML865Xd7Uzt6He42b3Ji6fiemBpiPDztO9euJVRb9pp3NrnnpKQujMK8tLmEyoZ+pL17h6hw3eslgHyZNXsfnRsBkBkUtgAheJ2O8d82Cv7M8vuchJvo5ENkdDa8jc/UeH3bzxlJ/m7F27DKnUkDAgUBuZJoIMf2kLIt8PGXjF74u81ZENrWt/Kfo3K5bUumFx9W+eARyqELN1Xr+QFn1rj3o+VtqsPfIIfj8+NGuv4dBRjgZk3Nehw1kxaMyPBV4jSEJ9czc6D15L2/scP2etU6J3IDwMoFl8tjj/mmbQr3fm7bwyMwtoeWQueHGEpZ906Oktg0bdzbjrKP2CyeEm1yM36miuzeNKet24tgDx2TLYG6VzMGvP/XzZ8CDaYcsTJm7TVpbgXOOHi8/4F0ZfuHTNvNLLhuROnPB6QcpathvRauT4ZXF23Hdt45y/e1/n+g7WDBu9LD+76K6bW0CoovUvHl240fr0WsBl37tsP7vruM4OLSzyX1s5Mb/7TKTtO6mc7HH0L6lYqeZt7CL81GV7zn3zwEQ3aGUoGh19QGeJvVhZfWL5Q3tWuTRQSw3Pbzgq8AeGyQhKptMpa/R5YEvGwTMAzAR9YxAgDbbtVwd9itFbRYDwIqShvACScCtGqeQ0jrx0nbTQ080UrEsc3SNG30LrlFL4Y/h4nmiO19ZoxOpj1EsLqZSLo6KOcUormnFz5/pm/xvu/M7wrKoTH1jezea2v2vSdcJbHD6obQ4M/Urrg1XASb3AU5Uy9qd5p8F3PDhOrhZTcoZezAcwIoLsnRu2FDs7zd3dmNlST2+OGFPT7MfdvNWX797JgDg+UtOCimFi1yuNz3C55k9VZZlYXVZIw7fd4+cW4fPzivGnf8txMih8Z3m+2VXT9oyZoMgiHhImc3vX1mBe//3+MjiV6kXZfiDUQmPbLw6pTdtYdm2Ohx30J6+z60ubQgMa3vdblOSKtqiyYcG7IimXeQ9Z7lkmWNXkF1tXb39mx7XvJXtN1Rl8eiw8FCwo5HpOdl1u/+WqneEWrDgnc/28VM8WiEbiTJvxdNIchaYA64b5RP2LNi0s1ksDFsg7j49zMvooPrz/57MPukqWyl73lQSUDm6Ha954b63pXeq4ldO5tVCwonp5q1koyu5pprQEVnUVJESljCF7XbvCr2o2l1Pm7YI3dnrb2P6e4/O5w7TL43CTpZZkHWLJga9B2s9ytzmiQMsYrZ19aCmRez0bpBPDy/cDlfk+A6MoM5UC+ZDELKqyxtLSkLFb8/jC59ejB88tgD/XetuV9uy3M1bLdteJyQDi3xZ38kI1/b39A1V+P6j83HerpOrdqbtMk3itOvd0RPeX4D0m30Cts1v/2SDXCEkY5c8zNpElCxU4D9TpyUHU6lo8D9xr/KAUGFlM378xEL87d01vs/xHhbUcRDUVEQPVtrfM7VVZHSzm0ntMOOZnrQVeZqjij/oQLPOau9Vd+2HeFTODbp60lw3kMISyyMg3s6R2cPwejRc0cZEQwcQVUeTiZa1I29X6OzLjaKaVs/fZJx0jUsHLwPVabWHr2uDLS6LRna0bj6xPOOwb2VZcVha5CMSu96RxKkv0neXy7fJzCJ+jr10iWGbhGT3VYHIcbIcQNQzLh9MMm/mHbbF5URTWrwMz5xwyzS0d2ePD1l7kh6JlT33cJXLM4p7OB6/dSxY/f+VI/c7IXW3mxQfrynHt4/d3/V5XVXW9cCP5KL+tKACgLtJN690/vCxBaHj1TUqe3fFDs/fyhs7MGHsCC1yhIUnt0waGgweGF0naYKJJ1X8+e3Vvr8zHxCCuE+PiSu921afEHzhKTl4ZFJj8CEtOF6NRfp2ydjl5v8ihPzVzZ2+rxuVNbI3+QPC03bw0XI/gpxCCj22Oq1yDe2CR+ahsLIZn1z5Nd/nZKn5hN308PjezZ65czLS/7144cZCgTGgY0Drl1cslXvWxip84YZJzGGqZnVZg7KwTaxXZfVtwQ/5oHNBNGpnogQ7OhYKZNMnn+FCuqFZZJX9ysuLtisL2w+nbmGtq+713Nw6pPtmZg8pbSlsZrzxmUrxLz67nbTXAUt0zg0P1vcAuXUvx/ydtJCj57JXV0Yaf39/4pKpmdPkuTdt9OGmM3Ue4VC5ISm7yXud/i/2OWgGmN2e7HXP4K7dl4FuNvtCwnP7EAAen7WV6blkEf2GT9qyOG8oyS8IEy2CuCHivxLI7g9MTWnaZ5ynWmblY0tWXaRMAPeQtfn08BChuzeddThCZTEUVvZZE/pwVbnvc7JEiOmmB58jcx5MUDwyOrItVWJmqYDsCq6qsvt2Zgzp/7+XlklfzI667E246sbK64ImCTLo9elhYg4SbrhtRsfhroeqKiZrTuO6yA7VJ8H9P8cdd38zfIm0v3/yHdPx/PzinO9NQMvNi11YAHrdTpUZRtLq96uL+fr0tGVhSXEdTrptOj5ZU6FIKv309PIt9viR6/Mn+ABWXJi2YaeUcMIuznuND279eD1Ov3sWGtu7+7/75XNLsL5ckZ9Cp1xena4DVQuXCtar+zGmykYgCGt7/ca9s7GipL7vHY7wMw6ETWDQAPlLRKzVMpNn/5lU6PnMxc8twUYXE9wyF0szZuJ0wufTg+UZ/vxYtr0eJ902HVP90m/f2OOOgRDJNP/bEfJL4eQ7pmNxUa2Sw6N+uuDeKRvxtf/MFDZTyhZ/NNfEgrJS55jQLSrnYQMT2vY7y8vw8PTNocOJ56aHx/c8jdKrEwhT2WRVDBkV/l/vrw0fSAiClK9vWTF14nzyqEC2CHFY3M0wf0s4W6+q02oP3a+uyKxH8Sm93Zh2utxC7nVLw0TMgddHjXORw9mfWR5/y6ampVNrP8GaFlNsPrPJK1ZX3Z7b2dSJmz5azxYAIyaNSXjwc6sQZA83CZxwy1TP30xJtwXgkueXoKalM9Bch0xUH2KQucGXcxNMWsjJQVTb775p5B7oM/OKUVLXhstfW5H1046GdsEY+WDc81CG0n7UECVk+pzpD68sB8A3zjbFHyMQrXkrFuZsqlYex28M2oRywrphLNpca1o6fTfhVLe+OBxYdPN1wYr5qevj4ueWuAqrcv1g7Y4m7Ghox9Nzi5TFwXowQHoy/cYukFcvjj1wjL8Ylnsbc6oVU5rhvVM3hQ4jlpseXmM51gY4eV0lfr9rMLL73cwf4mLJrBhhhxq8ZokLK91PPz02a0tISdw7ZvcTb7sWpIw/FQAAM4FJREFUMxjCHDoo2qqr4nSWZ/0xRePYWFXaIPzuwFRKWZLunbIRd3ya7eBQ18L+ao48iaMdWh04D3g7XHwYyc6mzlB1bGOl+K08Vtzku29K+AGEb5yC75nSNljK1NnPsqdZbq1mqX48+smJCsfifkH2+gxgYnAJJDStAf7KTFjsS1sWumNUGKw51p1Oy8tdhttA0ZdktITV9x57Hv3M3VwTLgJBdNzqec/HLr8p/ahKDJwaZSG6gWrKYaRBA6ObZ5uSB1HAfkCI52m1qCiuOFSBhnZxf65xqeO9afejfTqkV5lFzKb2ZM/XAg5uyaoXg4I2rS13GZwHJrS4PFAeQx+xdGTuBev44ncvL/f8LczOsgkT0X44B7w/e2oRVv77HADZDW7TzvCnTtxE8SurhxiuMAUtCqimsb1bukkHZ917dOZWfPOocaEdPZpGKqXOz8Z7uxwffmbfkf3f6bLMwhNPCmYMVS3o8+fLolrdnMjGYWAYpo4t217v+ZvKsmnu7FEY+q4NK8vCvVM2obi2Fds87HNfH/GtRFEs5Pb5rOOH/lPKHr+btmClwryVX4h+fhX8NkR4WFJcJyWcOKBCh0alllX3B3Jvepjfd8WVT9dW4PgJexq7MOa+waVP2AEKO5G3lpkxJzG06G1kfMvwvWVZ7mOAjLksXag4XKhjbGN+vfCHtY9jX7RVQ7aYfR9kFm8c+s+Gtu7ghzywp47Z7FtEeeI2LIpB8RhJUL7JytegOnX9B2vxjc/vFxhOkso5lpse3td23UuGyeZhZudNUCbT4J3Q19sUt+w8cOuYXZ38WcC68kYsjsFixG2fbAh+iJN5m2uwoSL71LfdmVBSSCGlfPJnd2TqNXB6bNYWfOuY/ZXKQfDR1ZPO9imEeOhkmQPRLAeY0kJ1i0hl4H3M3VyDR2b63xZ0OiE3bL3fF2exey2YPurIg8xTDW3ip8R0omSi5RNmr499Kzcn1by0Szg0EeVEgMd0TUFZI445cLR0GeKwICFCn08POWGxBBOHTX2ViC6CPjm7CNd96yjXsaRKJ96suJ6M1VjUKrOgYEejusA5ML3t1LR0oqWzh3u+k7YsDHDR8X96Y5UkydgYM3yw9DBZ+65QpsY51nxMhEcyVT49eFEyRJQfpHSaO8QPj4mcr5i1Ub1JNzeicGSuGh26yDW8/v96ByyjzQaF8OHqclffbLnmreJe0ruJ1aZHVVMH9hs9zHMwJ6NcwhSurHoxb0t1lvM9Hj5cXY7Pjx8l9G53bxqDBw7QMjD3iqIxxK65TrZWu59aDoMMe3VxYNPOZuV1zH5S2GtgcdekjdikwbSQyZjWl7maSzFMRjdkT1Jk4xaler86ljRnt1HAkjs5Nvs9Xrp78kbHc30P/mNigYBk+lFh3soPv5sebZ3hNyy6Jd0WiQMN7V1KdE7a42q8akSjZJXV7bahKEncGJKdpLC+J9zNM4QPIyxkyowAgFs+Ws9/00ONKNyMHKpniWig5B06lrGtyaqZVbbCCrb5q46kpq0+HythTF87MbmMMoSyDiPwbovPDX2V+eU6h4xDAUlAdiqD8k3WuJElmDaGA2A6rM3oqkux8unxg12n3mU4MncSZG6CJ4ywfFpQKewo+srXV+Kc++cIvZs5pSpjMcyeF27l5blrHP0BLUIxby8vw76jhiqNY335bh81fspU5gCNCE+344S3ZfG6CY+IGIjoRMcY46WF24MfMpWg/HGpm8zmrXb911nfbUFLpaAs3MlcFXsEfoNtPxNDYRxHKkWTDhDRhypE65Rw40YE0Qkha775bbjxwhJUDLsOqYRZ73xraam7Tw8D5hHu5kBcbqUoil+leStTiEPbWVxcy92fm7JZquvGlFs0Ycb9hmSfclhvvYbND8uysKS4DrUtnZ5z5orGdlz83BKU1LWFi8wRr+mEupHk+Nvk9NImvjz6b3p4ZKDOm8ZuOPXxtlp5bTpqYnXTY0dDOwDvAa3sxfp8o7SuDZ8dN0pLHngN6sKe+iLMwqsT/+x+I12/l8W7K3bvTG9PkMLOB5w1Jg46WZV/DGnaMII87PExUeRLnBZrHElk9Qcg/7q01+aJhW01rfjuI/NCha9iEeaO/xZ6/uZ3s6Qz5KZHvSSTYrHYjN1F0GRapMX9c2K8fPEw3/TolbfRbvIiRhL467trcNMFX8j5nrc+q+hyWB2Zq6ohA2LUjYoSh+Zlgb+vMCVdKvRXKpUbrvvBSPE4TMk/Ubhujvv81tHdi2GDB4YVB7M2VuNXLyzNjduW0WX17aHjyQlfeojyCTU2Fpw/RIF7f2auvCyw3mCXnU7L6ltv9QpVWmwxKh9dosbqpkcGr4VxGacRRSc76XRMTiT7cPb9c7C4SOyGiR9up0XcysrLeZsuYqQfYo/OrP5wdbnG2NgwweZ0H5a2NieqH/OtXTpP/+iIRwVBvjySgHPCw1pXAxehJbXJtGVhne3WmxstDDaJdZ889b3p4WYCjwO/zZakElR6IqfCJ62rFBMmJKqrYq/Ea01s9talRRcKP7MZKgmr6txMYpowvoq6WE3IA9VEnccsWBZ/GzdFJ7CKwbMomEJu+ga47NCF2/QwJAMFkSX/tx+c2xdeyJYyo7Aq8BkVC/ZpgzcBMjeOQ5m3yrkpzvk+Z9wS92dcw9tjSPgNNp20dbGNeVSok9PumonNVS0e8clZTe7utdAqMK5L8uHzWG56eCGlmggG8cvnl2DdDv/FhTjw9vIy3yyQ1Rl7hZLcppY8WOz8eU68DBnLGCJGpJg+PzBcPC46e6IxCeOGqRNDU/oAJrvQjs/MJ4d8fqtu7mQKg4We3uBNzaKaYP9Uuk+gCd8SYsSScUDGzOYjxADBmUAUWaA6zp60PEfmppipYeGYGyYzPSf9cFfIxXljs9jtVoeMKSpjIKb0oyoZHPI6i0h58L4ichzSlAOUrHWNKx9TKc/Ufff4A3aHyRGkk/LGjiARjB3/8uK3MZAZ26lKqj1YmWYh3cI3jVPvnNH3h8QbSbzjhSvfWMUXH9fTjncZ+rOzjh6nTR4ZHHvgnpHGv9rDVJysfFlf0SR2Mz7Bg4dYmbcKQsZ1SNEg5m6uQU2LHLMJUZIOmPB95fbp3GG6tR835W7BCnU6KSFjmNjwn0mF+PEJB/k+4zWwNGdQH7UE0WJi+u0y9Z2SM1BIQXgHILLGHm7tzdRcNeWAalC1s1yeYZ60+Dw2o3AnhgyScx5F1maFigmtHzJP27sh01m1boQW6gLfMaTRMSB6+pO1H5G54cYkqqmK2APTumM3nWtCbfaa4zjhkbWtqwe3frKB6dl8uOlx1tHjsGx7fdRi+JJOg7uNm3LAnbWtn3DrVI4wrZy2kblpaHecfu3bq7F8ex1zuDyI3L7RCY9sP31qkXA8wwcPZPYLEoSKWxkml1FNS+euuiwehr0dpMDhE9DqWyv7yGHFIujt694r4JRwNyz9Ge+N4ajL15R1KCdR50sU6EpyLG96eNuvlhB2iDB+eqL/AnAcCFrcYD2FGpSNbhPQI/YbacyCFxFMmBPJpih1mU7XeDDJdqfpbc6cnAoP78QgbNoty8KvX1iKv76zJmRIhJN/f7Aux3SehD0PqRNy1psnQai+eZETn2L9eO4Dc6WHaeoECgiWTfTAdBQb0qr7zt60vJJM0oZ9Blk6JUNY3xOu8hgwpnHLpbBZN5nDpJzp4zoZDApZeUw17eqmN3o4zDrO3BhsjohJDsbn6tu6mcN0u0nnVQ6vLyllDpcHlnKPUnfrGksMZzRH9PKi7a7f27NIhTlb0/vPNWWNuPKNlcLv5x6aEnvPDdm6TUV/FvWY2VzzaZHvBiWWWG56eCHFkXmIMPYYGv+LMz0ix1JcuOqNlb4Kxe2nAakkW5Ij7CRYp8YKE8vBroMtyDM1YgIsC3Yy07u5qgUzCqtcbyEmKV9VoDJ/VDjGc0PW5oHOTVrLUh9fTUt4E2Jxaj5B1U3Ep0dUiC66s1YpmSapWMKKeuLPi2n9xl2TNkYtgisqnJbztNP4tOj4tQEeLIt/DPvAtM05383dUsP8/q+ez3U6LYIK83w9vemc8t5dV/XUg5qWLtw7dZPvMw0cGzmykZntLy/ajt+9vNz1t2EhbxSrLi3TtcJPnlyIulY5Fl4ssLe3KMxmssxZdPoYkYHMTSaZWBYirfxR9MfkyNyDF+YX49GZW11/CzNPzhSyDBNZcaa715LiED5tAXM2VwNw33H2sg8YqSPz6KLOO5LQVghOhMs8OZVF9inZIPyiS06uqkHlwK+1qxd/87l9I6sf7O21pCx+6TYHZdJNuLjDcpRE+KaH2GuhGDZYzFkma52SuaCg2yycDmRv2KoY8vMen/KaU4bBrf9wNxHCzuCB7FP2OG1kJpnyxg5uE1zPzivOaWe9mm9bAmrmaW43PZZuq8Pf312DpnZ+p7uquHeqmZupvFz//lrM3lQdtRhCmO4TS8hfgg1n6lh9zbEMK2Rqfy8/Z2FLZ+LKHSFDCAfrmFD3JkDUtf7TAvYbpXEjdlcTbvxovedvXoPxqet3or6tCxefcmhg+GEqm+4FLRV09eSewhCltTNjKzJX/bLauyWSCZW1GZiusky3vcsL6yCruzeNJ2ZtxfaQ5td810gMzVgTlmreWV6mPI43l6kx3WBH1qKr7smnXzvZa8RgjZJ4E5XpBRXRxsn+v+gGDfspSrHwXcPSfLNPBxxWdphQUfdMGF+6Fb1bWXdxLJzxmHOKUZMWJm5th4fmzug3AFRkb09v7gLqtA1yzHHJpL41GTc9fOPRE40wSW7fAFDe0J71mXUN0WssYx+TDhyQQlriRimLI3Pe2CoaO4TlkQHrmLBb9qAngKTX+yiJ3U0PP7zmF1e8vhL//mAd1pU3er6bqWRhbLyZvivNQldPWtqkL6PA3W96uGx6hFzg3NEQjX8Ggp8ENJXEYJpRubADKZNh3fR4ddF23Dt1U+jFd78FJVPz1YQF2GvfXo2qED6LwiLNp4csR+YG+fQ45sAxAMxY2IwLSepvRU+hcd30kJRfSbzpEYd5jhEiugqR+x1PHRk00LtvfH1JCTp7djsllnnTo7CySVpYbry2uETovST3AU3t0S26Z+gOeZLdjX1GDo1FuUUpo664Q/tkUKxoza8l4VhXnq1XWfvW6QybhKOHyT0c5F4n411CrGPClxa6+7RRRRz0o2x0pTlRmx5BDXBnk9pdxSTMb5o7uzF9w04pYfH69LAQbpHm7PvnCL9LyGfYYG/1koCmQmjAgiELGJJgshJk9fnikAGZuBBnZUlDJPGK1PlqDx8VPem0lBO/us1N+cVnyqJrjmkCM8RyJdiReXz0hKgNbeZTlBLrOpMPJ2mx6UF2+1NR80zQEa5LRC5f8jioHjTAe0x93XsFeGJWEYC+E8QLi2qZww2Cx1G1CKIn/Q0oZmWYYOLxFQ8H1mEYN3pobMqto7s3+CEF6MqfujY5/ihUYbojc5mkwN5vXfbaCtwX4JNm9HC5mx6sNxfjBKuK3SJpPs5KOp1/Gx8bKtQerMiQqE2PTANcu8P9Roff2DJTvcL59Ih/JV27o0naADejwN0mNW7KPZ22wvlliX/2x45qn9PQPz7hIO8XqbCMIA4daxxkZKXXYkvNQFEbLhyY2gTjs/xqDrUemx7SbnpoXoDx8yFiwmJQnEhbVs6JQieiex6m6hA3WGVNW/L6HLrpEYyK/TYTdITb5pmbVN2Mt+jOP27/QPNW83c5uz71zhnSHOyaTNhSNll/9aYtNEZ826OoplV6mMU1rZGniwXLAv45cW00cWuKh8e0XhQY3DyVwOM676Hpm3O+K7a1Vx5TiCy49alxOvjjButYhseXlgyStObByqKiOi3xJGrTI9Mmz394nuvvvQwaJUxlk3lCLAn4n9Z0fz4JG0f5xEm3TfP8ze/0KJVy/sFa5vbn8tWnh6yT137xmTqwSqWA+jxYsPFDVsnIWnTVf9PD+zfNPtWNw1kWXzlsrO/zd00uxP8+sdD3GQ17rJHDapdZ5qI+m08PM/WwF7JVgWnmNWXBetODtV4OGTiATgQ4iKLp6GqvvWkry8RmvLSEN0/OKcKpd86IWoxA0paFd1eo9+3mSkwKW3VTiFvfGAYL4cceP35iITbtbAYg//buXZMKc76Le/mwzmsG+5iVVEHMs9VoErbp4V9T/Op3pvGGqWyazV4bT/9ND0afHr1pKxHO4PONlSX13O9QMZuBieXgXCgyUERhWAa1FixpNz38BqUmlj0AFFY240u3TI1ajFjhtXDYm7bw9rLwE3fdJ9b9DqiYMkaISoy/vrsm6/PAgMnt2h3B18bjZN5KlOfnb2N6ru/wjZw4k3jTIw4LHSZI6Or4NYRPDyazhymgucP8U/SyCHtww2S1Z0o/l69EeVvM76arSfAs0otU53xrAjIOXMzZVA0AGCD5JMuU9blm7+1NxGK0YmASrG18+JBBiiXJRrfj9HwiUZseQfYXVdvXjcNkQCe+5sTcbnpY4cxbEdHw7Lxi1+/9msOTs7cqkobgRdXEb9QwsYGCfRHAQrJuf7E6hJa16dFp+PV1N5o7eqIWIVL6bjfJM68zvVDMXrodlluyMvFbCDTBdI1JSFkcM3jxTzcyuxuWmx4TV+6QF6EGpLc/FXXPABXBfNODsY+2LCs47y2gvEGt70pT+MqhYyNZFNXV/TjLmlS0XqLcsF4RkT85XnjGHiK5mW9DPZnDbB23d+2bNHGcprNuMn3tiL0VS5JNZ086lvkZBxK16dHS6b9Y4lfBz3tgLu6dsjHUYoMJzvNMYrdPj1zt65ZXvWkr0jxcXdrA5VQwizwueq+J2Ms+TvDKG/NjYmY6FoCUol2P9i4xJ4DOBdYkqVVW/Sbr5PXGymbP35KUr0lDVtHIMrmp/6aHn2lMC929afzosQUaJcrlzHtmoaS2LVIZADkbZPlw04MVmSesWdrNrZ9skBafDmSrgiXFemw568atXbpVrU7GOQer+ZO4nBIPy7gxw6IWQSlzN9dkfX5vZUSmlvIUOlwRzHsr1G7YJ+nAGwsy1r8yQegY09kP8fXdRIxXeZm6Zvv/nlqEj9dURC1GIknWpkfACVG/TmxHQzsenrEl1GID9ZHZTN+wEz99ciFK63MXBrx8evRGbCMsLicsTMJvYl/flj9X7eOKqhMhogulWTc9LHN9T4jwv08sxCyGk/ey/Kb5DeqSk6vJ4tZP1nMXjlcbiatPDz+515Q14qk5RWgV3FSVRV1rF27+eF3/Z5059PqSkv6/ZRRNPvj0YEXmRDiJJmrIdyEbLOat0mmL2Zlw2mI7qLC+PNicXRIwdcFKFnf+N9uG/qcFlRFJkp+QiZlgtlS1MD8rsiCeb11N3HSafYM9bhseAPDKopLgh+BvtUYV87bUBD9EcJOsTY+Amx4sCwD/LRDfXYubwlLNzI3VWFxch3Uug3C3RZretIWuiAcawos7ebxo4Jdnje206UH0wboA69z4TJJabe/uxXsB5kwsK9hOPyu+mx5JytgE0dbVi0GcjvO8DvfKMkv12mK2yYEsgvrhuydv1CSJP+02k6o1LZ0+T8rFPiFavr0+dHhBB4byib6NdjmwLmjHiTjMc0w4KOGWT86vOnrYN24/Wl3ONIb6yztrAp9JBBLNQBKEE7rpIRcLIv1h/pRBCnL7Vh39dLfjpkdS+cfEAswozPVpQsSPvNr0YDmhdM+UTcLxf7SariOx8sC0zTnf9aat+J6uSLLGD2BGYVWozUKCje8ct7/0MHVOGlkHvJPWZZ9oy8d5rSwndHFVp/kOq++XDF4nymXd9Cj0MZMmm550OpYLDjd9tC74IUN5caG3Kcp8o8+Refzqny66Y9A2TSg+lls+T84u4gpz+gb/hZcdDe1c4cWZtGUZUc5EMonSp0dcOHDP4ewPW8Cby0q5ws+n9m0BeHSmHF+nnT29roeNZbOqtKH/b5mHRUzk1y8si1oEQgLKNj0ee+wxHHbYYRg2bBhOOOEEzJ07V1VU/QSat1KsQTdU5Me1Yhm4LYD2WuxXvb1YV94Y6n1RTDhZFiV/eHVF1CIknoN4BpiMNLZ3axtYsrZt52AtH1vWIFmbHvk0a0gQrHbeM3htEqzbEb8xSWdPfDY9Sut2LzIWV7dGKAkhizjcZIiSzm7aSWfB1byV7budTR14cHru4S8/Plpd7vt7Pm16yFhko6ZOeEFm/ILhtcxRwamf8qkI7p2yERMDrACwUNvahafn8G2my0DVGhi1Q0ImSjY93nzzTVx11VX45z//iZUrV+K0007Dt771LZSUqDWR0NLZ43tCixqP2Tw+aysqQjq4/s5D80K9P2mt2I2FZdvCm5ggCD+GDJKvrv/9wTotJ0KAvtMnvJTVt+Xdqdvu3jQmr5NzlbbWx+SOztP7BB+8m/9emwSVTeH60yioaOhAwY5oDi/wUlIXvSNzQi6LimrzarGFF5F+XDcmDBmqXHSvfWGouYPf9GvUfoxMwgLd9PAj38bNslldFo8xSJTwjFM7e3q5D7P0SDLPGge218oZSz4xeyuWRLAeZVlAqYLxcNQm74lkMUhFoPfddx8uvfRS/OY3vwEAPPDAA5g8eTIef/xx3HHHHSqiBNDnVOnPb6/2/L1gR6Pwojahh/umipsXyxCmjEXNPDw2S861RILw4tC991AS7rQAkwmymLuZ3zHX60tKMViWV++Y8L1H54fe/M3gZkaQMJ+1nIv+9W1drt/7bXqZymWvxevWYGa8US6pzRLRsqioLmoRjKakrs34eZTTRGYUuM0lPl5TgfJdp513NJC+CMPkdTtDjw0rmzqwPqEWGm79ZEPUIhAJx+7TLIjbPt2A/cfwWStYXEx9sQhzNlVrj/PjNRVYo2CjcEWJOQeKTR/3EMGkLMnHAbq6ujBixAi8/fbb+MEPftD//Z/+9CesWrUKs2fPznq+s7MTnZ27J+ZNTU2YMGECJlz1FgYMHSFTNIIgiNiy9fZv4zP/+DRqMQiCIAiCIAiCIAiCIAjDGTV0EJoD/F/HjXRnG0of+AkaGxsxevRo32elH6GtqalBb28vxo0bl/X9uHHjUFmZe/rmjjvuwJgxY/r/TZgwgTvOkw7dC9/4/H448ZC9cMIhe2X9dvLhYzF4YJ999BMP2QsnHrIXDtqrb7d59DD2iy4HjBnG9FwqBewxZGDWd2OGD855bhRH3ABw/IQ9ccmph+LYA8dg5NBBuOtHx+Gbn9/P9dn9Rg3lCtuN4YMHYp+R2eEcunf2JtTvvn44fnzCQfjSwXu6hrHPyCG+cWTM9Vx08iH937nly/ETcsP/zL574PiDxriGmylnL7597HicfPjY/s8/OfGgrN8z9cWNw/fJPW1/mMt3QF+9vPIbR2DYYPdm9qv/OdQzHjf+dt7nccrhe2PvPYbg8H336M+/o/YfjbOPHuf77gXHH5Dz3cih7nVwqM2M0ghbXXY6LbOna4jHiavjPMoI6KtjALA/Y9sKw+fHjwp85j8/Otb39yP2G+n6/V4jBnO3uQGp7PBO/czeOObA0Th8nz1y2h0AXHbmZzBwQAo3XfAF1/BSjirr1Sbd2HsP93Z6/IQ9PdPsxR0/PBav/9/J/Z+P2r+vAzpwz+H97fLnXz0Yvzxld5s/4ZC98NfzjswqI7vuOPGQvbjlkMVZR41DwY3nMDvsu+TUQzFhbO6z3/j8fjjl8L0BAJ8bl52WL9r024ghA3HMgf6dthcnHZqr89xkcbLfqKE4/XP7MvdxmXYLAOccPQ7z//6NnD7Pi0EDUjhiv5Ge+nn/McNy+nAWjj1wTH+/noGnf3fDrw9x8pXDxmZ9trepTH6x6CDeuI+fsCe+cuhYz+fdvt9zRO54xMlQhym94YMHYvSwQRgyaEB/nEBuHvvp+wwHj/U+zLL3HkN8xw3jR/fVUR79FsTcv56Z891h++yBf377KJx0aO6YEujT30Bf+jN6zWs8AvSNOc46KreP/ubn9+NzBsrIWUeNwxcn7IkxwwfjM/sG3xD0qj9+uuhz40b212mRNhvE9794AL7rMm6xs+eIwfjihD1DmX78nyP69PKhe4/AFw4Q07262WfkUPztvM/jnKPH4Ywj98367YsT9sQ+I4cyp2X86GH4sq09HbK3/2GzoPG1F35ldOIhe+Ec2xj2xV9/Bd85bn9ccuqhOPPIfX11hhv29Bx7YHa7ZNFRAPDBZf/jOUY+ev/RgeG49T+ZvHPmYaYd2fuIjy7/GpOcdsaNDjf323PEYAwakHKdc/HgLOuDx47oT29m3uAcszq5/QfHZs2dnfOoTB4euOdw7DtqqG+d9BrbHHPgaKa6/IczPoPnLzkp67vTPrtP1ue/nHtkYDisDB4YXAZfOGB0v+5yctBew7PS5dcH7L3HEF8fcqd+Zm/fOfFnbWNzez/gVhdP/1yfrrK3K7c2JrN/ZyUzx9jXNpc7nKHvzHD8QWPwDduajNt44NvHjs9Kr1NHu60VhcHexjJ9uX3+MXrYIPz8qwfjTEcfMmb44KxyzTDWMVcMajv2MFj6Dee4U6SfcWO/AP2Q4aKTD8G6m87F+cftj+998QBc8Y0jAABfO2Kf/vmFvX7Y9fXdPz5OiqxOvNaPvJ5zWwd18pl99+iv23sMGYhD9x6BUbZ66SznLx+8Z9Y8dczwwTnziKD8tc8bebCv2X754D1x2mf3wd/O+3z/HAQABu7SX98+drxQHJecemiWPr/k1EPxkxMPwnt/PBVfO6Lv+6GDBuDEQ/bK6kvs9dtr3uI3L/Bjv1FDQ+kDN3l+fMJBKLjpXNz43aNzfhvI6Ed0wtjhuOTUQ/s/Dx88EF85dGxWXpz22X3w8M++lPXeeV/ILpsxwwfj6P3Dj7e/cMBoDGVsI4CCmx7l5eU48MADsWDBApxyyin939922214+eWXUVhYmPW8100Plh0bgiAIgiAIgiAIgiAIgiAIgiCSTVNTE8aMGcO0byDdp8c+++yDgQMH5tzqqKqqyrn9AQBDhw7F0KHhbyYQBEEQBEEQBEEQBEEQBEEQBJHfSDdvNWTIEJxwwgmYOnVq1vdTp07FqaeeKjs6giAIgiAIgiAIgiAIgiAIgiAIAApuegDANddcg4suuggnnngiTjnlFDz11FMoKSnB73//exXREQRBEARBEARBEARBEARBEARBqNn0+OlPf4ra2lrcfPPNqKiowDHHHINPP/0UhxxySPDLBEEQBEEQBEEQBEEQBEEQBEEQAkh3ZB4WHockBEEQBEEQBEEQBEEQBEEQBEEkG559A+k+PQiCIAiCIAiCIAiCIAiCIAiCIKKANj0IgiAIgiAIgiAIgiAIgiAIgkgEtOlBEARBEARBEARBEARBEARBEEQioE0PgiAIgiAIgiAIgiAIgiAIgiASAW16EARBEARBEARBEARBEARBEASRCGjTgyAIgiAIgiAIgiAIgiAIgiCIRECbHgRBEARBEARBEARBEARBEARBJALa9CAIgiAIgiAIgiAIgiAIgiAIIhHQpgdBEARBEARBEARBEARBEARBEImANj0IgiAIgiAIgiAIgiAIgiAIgkgEtOlBEARBEARBEARBEARBEARBEEQioE0PgiAIgiAIgiAIgiAIgiAIgiASAW16EARBEARBEARBEARBEARBEASRCGjTgyAIgiAIgiAIgiAIgiAIgiCIRECbHgRBEARBEARBEARBEARBEARBJALa9CAIgiAIgiAIgiAIgiAIgiAIIhHQpgdBEARBEARBEARBEARBEARBEImANj0IgiAIgiAIgiAIgiAIgiAIgkgEtOlBEARBEARBEARBEARBEARBEEQioE0PgiAIgiAIgiAIgiAIgiAIgiASAW16EARBEARBEARBEARBEARBEASRCGjTgyAIgiAIgiAIgiAIgiAIgiCIRECbHgRBEARBEARBEARBEARBEARBJALa9CAIgiAIgiAIgiAIgiAIgiAIIhHQpgdBEARBEARBEARBEARBEARBEImANj0IgiAIgiAIgiAIgiAIgiAIgkgEtOlBEARBEARBEARBEARBEARBEEQiGBS1AE4sywIANDU1RSwJQRAEQRAEQRAEQRAEQRAEQRBRk9kvyOwf+GHcpkdtbS0AYMKECRFLQhAEQRAEQRAEQRAEQRAEQRCEKdTW1mLMmDG+zxi36TF27FgAQElJSaDwrJx00klYunSplLBMh9KaTPIlrU1NTZgwYQJKS0sxevToqMVRTr6Ua76kE6C0JhHSS8klX9KaL+kE8ietpJeSC6U1meRLWvNJN+VLmQKU1qSSL2nNJ70E5Ee5NjY24uCDD+7fP/DDuE2PAQP63IyMGTNGWoUcOHBgXlRugNKaVPIprQAwevTovEhvvpRrvqQToLQmGdJLySNf0pov6QTyK60A6aUkQmlNJvmUViA/dFM+lSmlNZnkU1qB/NBLQH6Va2b/wPcZDXJEzmWXXRa1CNqgtCaTfEprPpEv5Zov6QQorUT8yadyzZe05ks6gfxKaz6RT+VKaU0m+ZTWfCGfypTSmkzyKa35BJVrNimLxfOHRpqamjBmzBg0Njbmze4UQRB9UPsnCMI0SC8RBGEapJcIgjAR0k0EQZgG6aXkwVOmxt30GDp0KG644QYMHTo0alEIgtAMtX+CIEyD9BJBEKZBeokgCBMh3UQQhGmQXkoePGVq3E0PgiAIgiAIgiAIgiAIgiAIgiAIEYy76UEQBEEQBEEQBEEQBEEQBEEQBCECbXoQBEEQBEEQBEEQBEEQBEEQBJEIaNODIAiCIAiCIAiCIAiCIAiCIIhEQJseBEEQBEEQBEEQBEEQBEEQBEEkAtr0IAhCGnfccQdOOukkjBo1Cvvttx++//3vY+PGjVnPWJaFG2+8EQcccACGDx+OM844A+vWrct6prOzE1dccQX22Wcf7LHHHrjgggtQVlaW9Ux9fT0uuugijBkzBmPGjMFFF12EhoYG1UkkCCJm6NRLhx56KFKpVNa/v//978rTSBBE/JClm5566imcccYZGD16NFKplOtYiMZMBEGwoFMv0ZiJIAgWZOiluro6XHHFFTjyyCMxYsQIHHzwwbjyyivR2NiYFQ6Nl5IHbXoQBCGN2bNn47LLLsOiRYswdepU9PT04JxzzkFra2v/M3fddRfuu+8+PPLII1i6dCnGjx+Ps88+G83Nzf3PXHXVVZg4cSLeeOMNzJs3Dy0tLTj//PPR29vb/8yFF16IVatWYdKkSZg0aRJWrVqFiy66SGt6CYIwH516CQBuvvlmVFRU9P/717/+pS2tBEHEB1m6qa2tDeeddx7+8Y9/eMZFYyaCIFjQqZcAGjMRBBGMDL1UXl6O8vJy3HPPPSgoKMALL7yASZMm4dJLL82Ki8ZLCcQiCIJQRFVVlQXAmj17tmVZlpVOp63x48dbd955Z/8zHR0d1pgxY6wnnnjCsizLamhosAYPHmy98cYb/c/s2LHDGjBggDVp0iTLsixr/fr1FgBr0aJF/c8sXLjQAmAVFhbqSBpBEDFFlV6yLMs65JBDrPvvv19PQgiCSBQiusnOzJkzLQBWfX191vc0ZiIIQhRVesmyaMxEEIQYYfVShrfeessaMmSI1d3dbVkWjZeSCt30IAhCGZnrgmPHjgUAFBcXo7KyEuecc07/M0OHDsXpp5+OBQsWAACWL1+O7u7urGcOOOAAHHPMMf3PLFy4EGPGjMFXv/rV/mdOPvlkjBkzpv8ZgiAIN1TppQz/+c9/sPfee+OLX/wibrvtNnR1dalOEkEQCUBEN7FAYyaCIERRpZcy0JiJIAheZOmlxsZGjB49GoMGDQJA46WkMihqAQiCSCaWZeGaa67B1772NRxzzDEAgMrKSgDAuHHjsp4dN24ctm/f3v/MkCFDsNdee+U8k3m/srIS++23X06c++23X/8zBEEQTlTqJQD405/+hC9/+cvYa6+9sGTJElx33XUoLi7GM888ozJZBEHEHFHdxAKNmQiCEEGlXgJozEQQBD+y9FJtbS1uueUW/O53v+v/jsZLyYQ2PQiCUMLll1+ONWvWYN68eTm/pVKprM+WZeV858T5jNvzLOEQBJG/qNZLV199df/fxx13HPbaay/8+Mc/7j/JSBAE4YZs3RQUhmg4BEHkD6r1Eo2ZCILgRYZeampqwne+8x0cffTRuOGGG3zD8AuHiAdk3oogCOlcccUV+PDDDzFz5kwcdNBB/d+PHz8eAHJ2yquqqvp35sePH4+uri7U19f7PrNz586ceKurq3N2+AmCIAD1esmNk08+GQCwZcsWKWkgCCJ5hNFNLNCYiSAIXlTrJTdozEQQhB8y9FJzczPOO+88jBw5EhMnTsTgwYOzwqHxUvKgTQ+CIKRhWRYuv/xyvPfee5gxYwYOO+ywrN8PO+wwjB8/HlOnTu3/rqurC7Nnz8app54KADjhhBMwePDgrGcqKiqwdu3a/mdOOeUUNDY2YsmSJf3PLF68GI2Njf3PEARBAPr0khsrV64EAOy///4yk0QQRAKQoZtYoDETQRCs6NJLbtCYiSAIN2TppaamJpxzzjkYMmQIPvzwQwwbNiwrHBovJRMyb0UQhDQuu+wyvPbaa/jggw8watSo/t32MWPGYPjw4UilUrjqqqtw++2347Of/Sw++9nP4vbbb8eIESNw4YUX9j976aWX4s9//jP23ntvjB07Ftdeey2OPfZYnHXWWQCAo446Cueddx7+7//+D08++SQA4Le//S3OP/98HHnkkdEkniAII9GllxYuXIhFixbhzDPPxJgxY7B06VJcffXVuOCCC3DwwQdHln6CIMxEhm4C+k42VlZW9p+OLigowKhRo3DwwQdj7NixNGYiCIIZXXqJxkwEQbAiQy81NzfjnHPOQVtbG1555RU0NTWhqakJALDvvvti4MCBNF5KKhZBEIQkALj+e/755/ufSafT1g033GCNHz/eGjp0qPX1r3/dKigoyAqnvb3duvzyy62xY8daw4cPt84//3yrpKQk65na2lrr5z//uTVq1Chr1KhR1s9//nOrvr5eQyoJgogTuvTS8uXLra9+9avWmDFjrGHDhllHHnmkdcMNN1itra26kkoQRIyQpZtuuOGGwHBozEQQBAu69BKNmQiCYEWGXpo5c6ZnOMXFxf3P0XgpeaQsy7JUbKYQBEEQBEEQBEEQBEEQBEEQBEHohHx6EARBEARBEARBEARBEARBEASRCGjTgyAIgiAIgiAIgiAIgiAIgiCIRECbHgRBEARBEARBEARBEARBEARBJALa9CAIgiAIgiAIgiAIgiAIgiAIIhHQpgdBEARBEARBEARBEARBEARBEImANj0IgiAIgiAIgiAIgiAIgiAIgkgEtOlBEARBEARBEARBEARBEARBEEQioE0PgiAIgiAIgiAIgiAIgiAIgiASAW16EARBEARBEAQhzBlnnIGrrroq7+ImCIIgCIIgCMJMaNODIAiCIAiCIAgtzJo1C6lUCg0NDVLee++993DLLbfIE5AgCIIgCIIgiNgzKGoBCIIgCIIgCIIgRBg7dmzUIhAEQRAEQRAEYRh004MgCIIgCIIgCCZaW1tx8cUXY+TIkdh///1x7733Zv3+yiuv4MQTT8SoUaMwfvx4XHjhhaiqqgIAbNu2DWeeeSYAYK+99kIqlcIll1wCALAsC3fddRcOP/xwDB8+HMcffzzeeeedwPec5q0OPfRQ3Hrrrf0yHnLIIfjggw9QXV2N733vexg5ciSOPfZYLFu2LEvuBQsW4Otf/zqGDx+OCRMm4Morr0Rra6vs7CMIgiAIgiAIQgO06UEQBEEQBEEQBBN/+ctfMHPmTEycOBFTpkzBrFmzsHz58v7fu7q6cMstt2D16tV4//33UVxc3L9BMWHCBLz77rsAgI0bN6KiogIPPvggAOBf//oXnn/+eTz++ONYt24drr76avziF7/A7Nmzfd9z4/7778f//M//YOXKlfjOd76Diy66CBdffDF+8YtfYMWKFTjiiCNw8cUXw7IsAEBBQQHOPfdc/PCHP8SaNWvw5ptvYt68ebj88stVZCFBEARBEARBEIpJWZnRPkEQBEEQBEEQhActLS3Ye++98dJLL+GnP/0pAKCurg4HHXQQfvvb3+KBBx7IeWfp0qX4yle+gubmZowcORKzZs3CmWeeifr6euy5554A+m6P7LPPPpgxYwZOOeWU/nd/85vfoK2tDa+99prre0DfTY8vfvGL/XEfeuihOO200/Dyyy8DACorK7H//vvj+uuvx8033wwAWLRoEU455RRUVFRg/PjxuPjiizF8+HA8+eST/eHOmzcPp59+OlpbWzFs2DCJuUgQBEEQBEEQhGrIpwdBEARBEARBEIFs3boVXV1dWRsTY8eOxZFHHtn/eeXKlbjxxhuxatUq1NXVIZ1OAwBKSkpw9NFHu4a7fv16dHR04Oyzz876vqurC1/60pe45TzuuOP6/x43bhwA4Nhjj835rqqqCuPHj8fy5cuxZcsWvPrqq/3PWJaFdDqN4uJiHHXUUdwyEARBEARBEAQRHbTpQRAEQRAEQRBEIEEXxFtbW3HOOefgnHPOwSuvvIJ9990XJSUlOPfcc9HV1eX5XmZj5JNPPsGBBx6Y9dvQoUO55Rw8eHD/36lUyvO7TLzpdBq/+93vcOWVV+aEdfDBB3PHTxAEQRAEQRBEtNCmB0EQBEEQBEEQgRxxxBEYPHgwFi1a1L8ZUF9fj02bNuH0009HYWEhampqcOedd2LChAkAkOMwfMiQIQCA3t7e/u+OPvpoDB06FCUlJTj99NNd43Z7TxZf/vKXsW7dOhxxxBHSwyYIgiAIgiAIQj/kyJwgCIIgCIIgiEBGjhyJSy+9FH/5y18wffp0rF27FpdccgkGDOibUhx88MEYMmQIHn74YRQVFeHDDz/ELbfckhXGIYccglQqhY8//hjV1dVoaWnBqFGjcO211+Lqq6/Giy++iK1bt2LlypV49NFH8eKLL3q+J4u//e1vWLhwIS677DKsWrUKmzdvxocffogrrrhCWhwEQRAEQRAEQeiDNj0IgiAIgiAIgmDi7rvvxte//nVccMEFOOuss/C1r30NJ5xwAgBg3333xQsvvIC3334bRx99NO68807cc889We8feOCBuOmmm/D3v/8d48aNw+WXXw4AuOWWW/Dvf/8bd9xxB4466iice+65+Oijj3DYYYf5vieD4447DrNnz8bmzZtx2mmn4Utf+hKuv/567L///tLiIAiCIAiCIAhCHykryDgvQRAEQRAEQRAEQRAEQRAEQRBEDKCbHgRBEARBEARBEARBEARBEARBJALa9CAIgiAIgiAIgiAIgiAIgiAIIhHQpgdBEARBEARBEARBEARBEARBEImANj0IgiAIgiAIgiAIgiAIgiAIgkgEtOlBEARBEARBEARBEARBEARBEEQioE0PgiAIgiAIgiAIgiAIgiAIgiASAW16EARBEARBEARBEARBEARBEASRCGjTgyAIgiAIgiAIgiAIgiAIgiCIRECbHgRBEARBEARBEARBEARBEARBJALa9CAIgiAIgiAIgiAIgiAIgiAIIhHQpgdBEARBEARBEARBEARBEARBEIng/wNjsW/UASjHygAAAABJRU5ErkJggg==\n",
       "text/plain": [
-       "<Figure size 1440x720 with 1 Axes>"
+       "<Figure size 2000x1000 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -190,14 +188,12 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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hLVmyRGvXrtU//uM/5nz9zJkz9cUvflGf+9zn1NbWpjVr1kiS7rnnHv3d3/2d7r33Xi1evFiXXnqpfvGLX2jevHnH/bpyWL58uTZu3Kjt27fr/PPP1xlnnKEvfOELmj59etmOAQAAAMA9hnmiQsAAAAAAAAAAAAAVgowRAAAAAAAAAAAQGgRGAAAAAAAAAABAaBAYAQAAAAAAAAAAoUFgBAAAAAAAAAAAhAaBEQAAAAAAAAAAEBoERgAAAAAAAAAAQGgQGAEAAAAAAAAAAKFBYAQAAAAAAAAAAIQGgREAAAAAAAAAABAaBEYAAAAAAAAAAEBoEBgBAAAAAAAAAACh8f8BO+WhxLfjyXAAAAAASUVORK5CYII=\n",
       "text/plain": [
-       "<Figure size 1440x720 with 1 Axes>"
+       "<Figure size 2000x1000 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -311,14 +307,12 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
-       "<Figure size 1440x720 with 1 Axes>"
+       "<Figure size 2000x1000 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -334,14 +328,12 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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pVBowYEBp7733bnSfHj16lE477bTy7YkTJ5ZatGhRevLJJxuN++lPf1pKUnrggQdKpVKp9OCDD5aSlK677rpG4y677LJSktJXvvKV8rLDDjustNNOO5WWLl3aaOxnP/vZ0jbbbFN69dVXS6VSqfTII4+UkpQOOeSQdfatV69epWOPPXaj+7/bbruVdtttt9KKFSs2OOYrX/lKKUlp0qRJjZafffbZpW222ab8XJVK6z43b7dq1apSQ0NDadSoUaX99tuvvPz+++8vJSl985vfbDR+4sSJ6zw36zNv3rxSktJNN920WfNen7vvvruUpHTrrbeWSqVS6Y477ihVVlaWXn/99VJdXV2pZcuWpfvuu69UKpVK3//+9xt9r0ul0gbn/fbnaO1r8NRTT93ofFatWlX66Ec/Wtp2221Ls2bNKi8/7bTTNvq6evzxx0ul0vqfow3Nde1z9+Uvf7nRuLlz55aSlM4777xGy3/0ox+Vkmz0e7+p/v73v5d23XXX0t57711asmRJqVQqld54441Sq1atSpdcckmpVCqVFixYUJ5H69atS2+++WapVCqVzjzzzFK3bt3K21rfPm+77bal0aNHb/DxX3/99VL79u1LH/7whzf6Gln7vP/4xz9utPzII48svf/97y/fXvvc3HHHHY3GPfnkk6UkpW984xvlZT169Chts802pfnz55eXrVixotSxY8fSWWedtcG5rM9RRx1V6tGjx3rX9enTp7THHnuUVq9eXV7W0NBQ2nXXXRu95n//+9+XkpS++tWvNrr/ww8/XEpSatWqVXnZWWedVUpSat++fWnUqFGladOmlSZPnlzq0aNHqXPnzqW//e1v7zjne+65p9S1a9dS9+7dS927dy/95S9/adI+b8h3vvOd9f6MVFVVrfd5nTFjRqPnYX3+8Ic/lFq3bl067rjjNvrYbdu2bdLPxWmnnbbB71uSUk1NTWnZsmXlZWv/nurTp0+j1+u1115bSlL64x//WF42YMCAUpLSU089VV72yiuvlFq2bFlq3bp16aWXXiovX/u9//rXv/6Oc7777rtLLVu2LC1evHij49b+/+onP/nJBsesWrWqtHLlytLuu+9e+vznP7/OfY888shG43/84x+XkpSeeOKJdfbz4Ycf3uDjrO//7QAAm8KvWwAAW51WrVrl0ksvzVNPPZUf//jHm3y/++67L7169UqfPn2yatWq8tdhhx1Wvk5FkkYX4f5HJ598cqPbb775Zh5++OEcd9xxadOmTaNtHnnkkXnzzTczc+bMRvdZ35EKH/rQh/Lggw/m/PPPz/Tp07NixYpG65955pn85S9/yahRo7LNNtu8434ec8wxjW7vs88+efPNN7N48eKN3u8nP/lJDj744Gy77baprKxMVVVVbrzxxvzpT38qj1l7oeORI0c2uu9JJ530jvP6Z817wIABadGiRfn7N3369BxwwAHZdttt065du+y///7l7+n06dNTWVnZ6DoDTfVOR5t89rOfzf3335+f/OQn2X///ddZv6HX1dtP+fVu5rSh79MJJ5ywRa5p88Ybb+Soo47Km2++mQcffDDbbbddkqRNmzY56KCDyqe7mjp1arbbbrt84QtfyMqVK/P4448neesoko0dLZK89XNx880359JLL83MmTPXuYD4jBkzUldXl7PPPvsdr/FSUVGxzjUV9tlnn8yfP798+7777st2222Xo48+utHPcp8+fVJTU7PO6dr69OmTnXfeuXx7m222yR577NFom+/WOeeck2eeeSaf/exn89JLL+XFF1/Mpz/96fJjrP3t+n333TeHHHJIrrzyyvzkJz/Ja6+9lhkzZuTTn/50WrZs2ei38NesWZMkOeigg/Ld7343gwcPzimnnJK77747L7/88jqnAXy7GTNm5Pjjj883vvGN/OpXv0pVVVUGDRqUefPmlcf8x3/8R3r06NGkfX3wwQfzmc98JieccELOOeecddZv7Hu8oXXPP/98hg8fnu7du+e73/1uk+bzbg0aNKjRab0+8IEPJHnrOir/ON+1y9/+uqmtrU3fvn3Ltzt27JguXbqkT58+jY4M2dD91+eOO+7IRz7ykeywww5N3p9Vq1ZlwoQJ2WuvvdKqVatUVlamVatWefbZZxv9P2Kt9f19vr55br/99k068hMAYFMJIwDAVunjH/949t9//3zxi19c5wPTDfn73/+eP/7xj6mqqmr01a5du5RKpfIFXl955ZVUVlamU6dOje5fU1PT6PYrr7ySVatW5frrr19nm2vP9f/2i8au76LeX//613Peeefl7rvvzqBBg9KxY8cce+yxefbZZ5OkfH2DnXbaaZP28+3zXnt6nbcHl3905513ZuTIkdlxxx1zyy235IknnsiTTz6ZM844I2+++Wajfa6srGx0eqgk6dq16ybNbUvPO0m222679OnTpxwWHnnkkQwYMKC8fsCAAY2i1wEHHJB27dpt9jw3dmH2Sy+9NN/61rfy//7f/1vv6cU29rr6x1NEvds5rd3W278v63v8plq1alVOOOGEPPPMM3nggQfSvXv3RuuHDBmSmTNn5o033si0adNy6KGHplOnTunbt2+mTZuWefPmZd68ee8YRm6//facdtpp+e53v5uDDjooHTt2zKmnnppFixYladrPRZs2bdaJitXV1Y1e23//+9/z2muvpVWrVuv8PC9atGidn+X1PY/V1dXv+HptijPOOCOXX355Jk+enJ122ik777xznn766YwbNy5JGp0+am3YHDlyZLbffvsMGjQoI0aMSJ8+fRqNWzvvww47rNFj9enTJ7W1tfntb3+70Tlddtllef/7358RI0ake/fuefTRR8txZP78+VmzZk0ee+yxHHXUUZu8nz//+c8zYsSIDB06ND/84Q/XCR2dOnVa78/H2uuQvP3vo+StD+AHDRqUysrKPPzww+sd88/09sdr1arVRpf/42txfePWjt3U+79dQ0ND7r333s0+jeCYMWNy0UUX5dhjj829996bX//613nyySez7777rvc1v6l/n2/s71MAgHfDNUYAgK1SRUVFrrjiigwdOjTf/va3N+k+nTt3TuvWrTd4zYrOnTsneesDnVWrVuWVV15p9OHO2g9k19p+++3TsmXLfPKTn8xnPvOZ9W6zZ8+e68z77dq2bZuLL744F198cf7+97+Xjx45+uij87//+7/l3+5dsGDBJu3n5rjlllvSs2fP3H777Y3m+PaLU699bl599dVGH9C9/bn5Vxs0aFCuuuqq/PGPf8zcuXMzadKk8roBAwbk6quvzh//+Mc8//zz6xzdUl1dvc5+JhsOFRv67fSbb745F110UcaPH7/BCwhv7HW1dtnaD/DfPqeNhZP1fZCcvPVh/z9+KL728d+N//zP/8zDDz+cBx54IPvuu+866wcPHpyLLroov/zlL/Pwww+Xr7MzePDgTJkypfwzMXjw4I0+TufOnXPttdfm2muvzQsvvJB77rkn559/fhYvXpyHHnpoi/9cdO7cOZ06ddrghazfTUx7N84777yMHj06zz77bNq1a5cePXrkrLPOStu2bRsdUdClS5c88MADWbx4cRYtWpQePXqkdevW+cY3vpETTjihPG7tb+6vT6lUesdrPPzlL39p9Prdaaed8uijj2bgwIEZNGhQTj/99MyfP78cb97Jz3/+8xx77LEZMGBA7rjjjvIH/f+od+/e673I99plvXr1arR8/vz5GThwYEqlUqZPn77JUXlrNm3atCxdujTHHXfcZt3/lltuyamnnpoJEyY0Wv7yyy+XjxjbHO90tBcAwOZyxAgAsNUaMmRIhg4dmksuuSTLli17x/HDhw8vf6h3wAEHrPO1yy67JHnrQ/Yk+eEPf9jo/rfeemuj223atMmgQYPyu9/9Lvvss896t9nU387v2rVrTj/99Jx00kn585//nOXLl2ePPfbIbrvtlu9973vr/QB/S6ioqEirVq3Wufjvz372s0bj1h6Jcfvttzdaftttt/1T5rWp1n7PLr744rRo0aLRqbLW/vfFF1/caOxau+yyS6OLUydvXax5U15Taz300EM588wzc8YZZ5RDwIZs6HU1cODAJG+9BrbZZpt15vT278XGrL3499u/Tz/96U+zatWqTd7O233pS1/KTTfdlO9+97sbPOLjQx/6UNq3b59rr702ixYtytChQ5O89fP6u9/9Lj/+8Y+z1157veOFov/RzjvvnM9+9rMZOnRo+YiG/v37p0OHDvnWt76VUqm02fu01vDhw/PKK69k9erV6/1ZfvvFpf+Vqqur06tXr/To0SMvvPBCbr/99px55pmNLga/VpcuXbLPPvuUn5s33ngjn/3sZ8vrjzjiiLRp0yYPPvhgo/v99re/zaJFi9KvX7+NzqVXr16ZNWtWnn766fKyHXfcMY8++mhKpVK+8pWv5Pzzz8+uu+76jvs1ZcqUHHvssfnwhz+cu+++e70Xmk+S4447Lv/7v/+bX//61+Vlq1atyi233JIDDzyw0WvphRdeyMCBA7N69er84he/aPIpvbZWd9xxR/r167fRi9RvTEVFxTrfn/vvvz8vvfTSlpgeAMAW54gRAGCrdsUVV6Rv375ZvHhx9t57742OHT16dO64444ccsgh+fznP5999tkna9asyQsvvJApU6Zk7NixOfDAAzNs2LAccsghOffcc/PGG2/kgAMOyK9+9atMnjx5nW1ed911+fCHP5yPfOQj+a//+q/ssssuef311/Pcc8/l3nvvzS9+8Yt33IcDDzwww4cPzz777JPtt98+f/rTnzJ58uQcdNBBadOmTZLkf/7nf3L00UenX79++fznP5+dd945L7zwQn7+85+v80H75hg+fHjuvPPOnH322TnhhBPy4osv5qtf/Wpqa2vLp/RKksMPPzwHH3xwxo4dm7q6uvTt2zdPPPFEfvCDHyTJO/62+T/LIYcckpYtW+auu+5a51RZ2223Xfbdd9/cddddqaq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\n",
       "text/plain": [
-       "<Figure size 1440x720 with 1 Axes>"
+       "<Figure size 2000x1000 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -1077,14 +1069,12 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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NwPbMXA5sL+ZbGi9JkiRJkqZeIyMfVgF7M3NfZh4DrgXWZebuzLxvIrHFsnXA5iK9GbikhHhJkiRJkqaFoWzf1GqNdD4sBvZXzfcVeTVFxKKI2NpA7FmZeQCgeF3QinhJkiRJktRZGnnaRa2LPer2g2RmP7B2IrGtiB8tIjYCGwFezCvpjWXNhEuSJEmS1BHKuBdDuzQy8qEPWFI13wv0N1j/WLGPRMRCgOL1YAnxZOaVmbkyM1fa8SBJkiRJUvs10vmwA1geEUsjYhZwKbClwfrHit0CbCjSG4AbSoiXJEmSJGlamNZPu8jMAeAyYBuwG7guM3dFxE9FRB/wGuBfImIbPPueDfVii6ovB1ZHxB5gdTE/6XhJkiRJktRZGrnnA5m5Fdg6Ku8zwGdqlK2+Z0PN2CL/EHBRq+MlSZIkSZqOhnJ63/NBkiRJkiRpwhoa+SBJkiRJkqbWdH/ahSRJkiRJ0oTZ+SBJkiRJkkrlZReSJEmSJHWBwS4eP9C9LZckSZIkSV3BkQ9jmDF7zkh66OgRAPLI0alqTl09x9q3ruH3ZPj9qPbE688B4LTrHx3JG3jgwVLa0ftnt1XaUZVXq01TYcZAc+Vrtbv3D758vL7iPY/T5x4vcPjw+PXOPn54d+9taRoz2MD7MZ689e4WtGRsj184H4DTd5+4bOiUcvqCR85jR8s/UTz91lcDcNr1Xyl9XdPVtv47AXjzoonX8Z1zTwVgwX1njuQNHHy0XvExPedTzz0hb85V8yfWsC401mfedPW9pQsA6Ln1+InqZHwfyjazd/FIeqDv4VLXNZG/23O+cB8Ag61ujBrWM2/eSHqs7znjfdeeuaDyWTD8OTCRz4OyzwHDbYTa7Zvz+cp3tOHv/XO/cnybB07C85KP2pQkSZIkSarDkQ+SJEmSJHUBH7UpSZIkSZJUhyMfJEmSJEnqAoPZveMHurflkiRJkiSpKzjyQZIkSZKkLjDUxeMHurflkiRJkiSpKzTU+RARayLivojYGxGbiryPRMS9EXFXRHwmIp7XaGyRPz8iboqIPcXrGWXES5IkSZI0HQwSbZtabdzOh4joAa4ALgZWAOsjYgVwE/DSzHw5cD/wviZiATYB2zNzObC9mG9pvCRJkiRJmnqNjHxYBezNzH2ZeQy4FliXmZ/LzIGizFeA3kZji2XrgM1FejNwSQnxkiRJkiRNC4M5o21TqzVS42Jgf9V8X5FX7ZeAzwJExKKI2NpA7FmZeQCgeF3QinhJkiRJktRZGnnaRa2LPXJkYcT7gQHgEwCZ2Q+sbSS2lsnGjxYRG4GNAC/mlfTGsmbCJUmSJEnqCEMl3IuhXRoZ+dAHLKma7wX6ASJiA/ATwNszs1anQN1Y4JGIWFjUsxA4WEI8mXllZq7MzJV2PEiSJEmS1H6NdD7sAJZHxNKImAVcCmyJiDXAe4G3ZObTzcQWy7YAG4r0BuCGEuIlSZIkSdIUG/eyi8wciIjLgG1AD3BVZu6KiBuA2cBNEQHwlcz85YhYBPxtZq6tF1tUfTlwXUS8E3gIeBtU7vkwmXhJkiRJkqajwYbGD3SmRu75QGZuBbaOyvv+OmWr79lQM7bIPwRc1Op4SZIkSZLUWRrqfJAkSZIkSVOrjEdgtkv3tlySJEmSJHUFRz5IkiRJktQFhrp4/ED3tlySJEmSJHUFRz5IkiRJktQFBjOmugkT5sgHSZIkSZJUKkc+jGHo6JGG8lqhZ968kfTg4cPjlp8xe87x8rNOzCurnWPV+/j3V/qyTitlzY23Y6ot+pcDAAy0qL7hbR3qe7i5uFnH+xZ7WtSWTjW8709mv2jH8TPv609U6q+xbO7e+ssmY3hbctH845lN7kuN+tYPVnril11fSvWTMnxerT7Xjl7WCd686IJJ17Hj9/8KgB//px+bdF3/63/8r5H0f7vmVQA8Z/93R/Jy0mvobJ38WVPL8P49mX16/4+dCsCLvjg1296K83k3eOqVi0fSc0o6J09GnD63kmhwX5q54EwABg4+2vS6WrHflqVT9sfh9yiPHB3JG27TzN7j+9JAjX3p6MteVKlje/N/m9HrKsvQ4SdLrX+6Gezi8QPd23JJkiRJktQVHPkgSZIkSVIXGMruHT/QvS2XJEmSJEldwZEPkiRJkiR1Ae/5IEmSJEmSVIcjHyRJkiRJ6gKDGVPdhAlraORDRKyJiPsiYm9EbCryfj8i7oqIOyLicxGxqNHYIn9+RNwUEXuK1zPKiJckSZIkSVNr3M6HiOgBrgAuBlYA6yNiBfCRzHx5Zl4I/DPwu03EAmwCtmfmcmB7Md/SeEmSJEmSNPUaGfmwCtibmfsy8xhwLbAuM5+oKvMcIBuNLZatAzYX6c3AJSXES5IkSZI0LQwxo21TqzVS42Jgf9V8X5FHRPxhROwH3k4x8iEiFkXE1vFigbMy8wBA8bqgFfGSJEmSJKmzNNL5UOuOFgmQme/PzCXAJ4DLirz+zFw7Xmw9k40fLSI2RsTOiNjZl/uaCZUkSZIkqWMM5oy2Ta3WSI19wJKq+V6gf1SZTwJvbTL2kYhYCFC8Hiwhnsy8MjNXZubK3lhWq4gkSZIkSSpRI50PO4DlEbE0ImYBlwJbImJ5VZm3APc2Glss2wJsKNIbgBtKiJckSZIkaVoYIto2tdq4nQ+ZOUDlkoptwG7guszcBVweEfdExF3Am4B3w7Pv2TBGLMDlwOqI2AOsLuYnHS9JkiRJkjrLzEYKZeZWYOuovFqXWZCZ/cDaqvkTYov8Q8BFrY6XJEmSJGk6KuNeDO3SvS2XJEmSJEldoaGRD5IkSZIkaWoNdvH4ge5tuSRJkiRJ6gqOfJAkSZIkqQsMZeufQtEujnyQJEmSJEmlcuSDJEmSJEldwHs+SJIkSZIk1eHIhy41dPTISPqML+4HYKAqrxEzZs+pWZ8mJ7/92IRjh/8m1X+PmQvOBGDg4KNN1XXKl3aNpIcm3KKx2zadtGO7hu78et1l8Y2HS133jCePjqQHS1rHst+6paSaW2fw8OGR9MzexZVEVd508AO//y4Ann/eMyN50eT5Y9h5M088ewzNPv7VoXuvOj2uZ9484Nn7RrfKI0fHL8TxfX+g78TzzmnfammTSjcVn02t2FeeOPv4cTRnjHJT5V9u3QrAmxdd0FD5Zr+jVGvk/Rw+Thst3ypT+Z2n1nYOfycEGDpYadv3li4YyYsax/Tsux8CIJs811X/ThhZ5xS9HzPmnV5Zf7HNk9nfpoOh7N7xA93bckmSJEmS1BXsfJAkSZIkSaXysgtJkiRJkrrAYBdf9OjIB0mSJEmSVCpHPkiSJEmS1AW84aQkSZIkSVIdDXU+RMSaiLgvIvZGxKZRy34jIjIiXtBMbETMj4ibImJP8XpGGfGSJEmSJE0Hg0TbplYbt/MhInqAK4CLgRXA+ohYUSxbAqwGHmo2FtgEbM/M5cD2Yr6l8ZIkSZIkaeo1MvJhFbA3M/dl5jHgWmBdsexPgd8CcgKx64DNRXozcEkJ8ZIkSZIkTQtDOaNtU6s1UuNiYH/VfB+wOCLeAjycmXdWF46IRRGxdazYIn1WZh4AKF4XtCJekiRJkiR1lkaedlHrYo/ZwPuBN41ekJn9wNoxYuuNkmhJ/GgRsRHYCPBiXklvLGsmXJIkSZKkjjA4zZ920QcsqZrvpXKPh6XAnRHxjSLvtoh4YQOx/UX6kYhYCFC8Hmxw3c3Ek5lXZubKzFxpx4MkSZIkSe3XSOfDDmB5RCyNiFnApcCnM3NBZp6dmWdT6SR4ZWZ+q4HYLcWyLcCGIr0BuKHBdTcTL0mSJEnStDBEtG1qtXE7HzJzALgM2AbsBq7LzF31ylffs2Gc2MuB1RGxh8oTMy5vRbwkSZIkSSpfRPRExO0R8c/jlW3kng9k5lZg6xjLz65KV9+zoW5sZh4CLqqRP6l4SZIkSZKmow6858O7qQwUeO54BTuu5ZIkSZIkqbNFRC/w48DfNlK+oZEPkiRJkiRpag1l6+/FMAl/BvwWcHojhR35IEmSJEmSniUiNkbEzqppY9WynwAOZubXGq3PkQ+SJEmSJHWBwTaOH8jMK4Er6yx+HfCWiFgLzAGeGxF/n5n/sV59jnyQJEmSJEkNy8z3ZWZv8fCJS4F/G6vjAex8kCRJkiRJJTvpL7vomTcPgMHDh6e0HXH63OMzE2zLzHOWjqQHHnhw3PJP/cSFI+nTrv/KhNYJMGP2nMr6n5lwFdNKq/elp15d+bvO2fJoU3FDR4+0tB2Dq84HIL54e0vrbYVWb+tUyCNHS61/cPf9I+nhY3aq3rdOOe8O9D08pesvy4KrbgNa8/edO2POCXmnPHhwJD0w6TVMvZg9a6qb0DKN/s2PnvdCAHpqHAMvvH4PMHV/22b3204+/w+f6+D4+W44b9G/HBhZNpn3uqzz6bJPVy7rXs5XW1pvLT3nnwsc/5yq9b5N9edFo5r9fK21rWOadeL56qne2SPpWnf8GzhY+f44/D43+jsj5hyvt+z3v/r9mnHBikrenV8/vvzwk6Wuv9t02A0nAcjMfwf+fbxyjnyQJEmSJEmlOulHPkiSJEmS1A2Gunj8QPe2XJIkSZIkdQVHPkiSJEmS1AUGO/CeD41y5IMkSZIkSSqVIx8kSZIkSeoCnfi0i0Y58kGSJEmSJJWqoc6HiFgTEfdFxN6I2FTk/V5EPBwRdxTT2kZji/z5EXFTROwpXs8oI16SJEmSpOlgKGe0bWq1cWuMiB7gCuBiYAWwPiJWFIv/NDMvLKatTcZuArZn5nJgezHf0nhJkiRJkjT1GunOWAXszcx9mXkMuBZY12D9Y8WuAzYX6c3AJSXES5IkSZI0LQwSbZtarZHOh8XA/qr5viIP4LKIuCsirhq+7CEiFkXE1gZiz8rMAwDF64JWxEuSJEmSpM7SSOdDrS6PBP4KOAe4EDgA/E+AzOzPzLXjxNY12fjRImJjROyMiJ19ua+ZUEmSJEmSOsZQRtumVmuk86EPWFI13wv0Z+YjmTmYmUPA31C5RKKh2CL9SEQsBCheD5YQT2ZemZkrM3NlbywbYzMlSZIkSVIZGul82AEsj4ilETELuBTYMvzDv/BTwD2NxhbLtgAbivQG4IYS4iVJkiRJmham9dMuMnMAuAzYBuwGrsvMXcCHI+LuiLgL+FHg1+DZ92wYIxbgcmB1ROwBVhfzk46XJEmSJEmdZWYjhYrHaG4dlfeOOmX7gbVV8yfEFvmHgItaHS9JkiRJkjpLQ50PkiRJkiRpag2V8AjMdmn9hRySJEmSJElVHPkgSZIkSVIXGCzhEZjt4sgHSZIkSZJUKkc+SJIkSZLUBcp4BGa7dG/LJUmSJElSV3DkQ0mOvGUVAHO23NpYwLFjE19ZETvQ9/AJi3rmzRtJDx4+/KxlM743dDw9ew4AQ0ePnFDHzN7FI+mhRw+dUC7mzAbghV94vLKsqcZPzFjt7Wa1tuc5ex4HYLDJuobfo3r1Niu+ePuk61B9w8cRbdinp/q4ySNH27auGResAGDozq+3bZ2TMXzOHn2+bkbZf98nfnDJSPq0Gp873ebpV54NwKwbH53ahrTRrP4ngdqfKwMHT573oWy1juOBly8D4HvPOf4VfNYDD054HUPnvaiSuPXuCdcx85yllbZVtWP5ZV+dcH3Nylmjfo4sOut4ungPW/2dpiytbFutbf7e0gUjeVGcf4dOGfv6/+F6ct9DTa2/nZ/V1fa+vfI5uOzO43md/DefCkPe80GSJEmSJKk2Rz5IkiRJktQFhnDkgyRJkiRJUk2OfJAkSZIkqQt4zwdJkiRJkqQ6HPkgSZIkSVIXGMruHT/QUMsjYk1E3BcReyNiU1X+fynyd0XEh5uMnR8RN0XEnuL1jDLiJUmSJEnS1Bq38yEieoArgIuBFcD6iFgRET8KrANenpkvAf640dhi8SZge2YuB7YX8y2NlyRJkiRpuhjKaNvUao2MfFgF7M3MfZl5DLiWSqfDu4DLM/MoQGYebCKW4nVzkd4MXFJCvCRJkiRJmmKNdD4sBvZXzfcVeecCr4+Ir0bEFyLiVQARsSgito4TC3BWZh4AKF4XtCJekiRJkiR1lkZuOFlrvEUWsWcArwZeBVwXEcsysx9YO05sXZONHy0iNgIbAV7MK+mNZc2ES5IkSZLUEYZq/kTuDo2MfOgDllTN9wL9Rf6ns+JWYAh4QYOxAI9ExEKA4rXWZRuTjSczr8zMlZm50o4HSZIkSZLar5HOhx3A8ohYGhGzgEuBLcA/Am8EiIhzgVnAtxuMpXjdUKQ3ADc0se5G4yVJkiRJmham9Q0nM3MAuAzYBuwGrsvMXcBVwLKIuIfKjSA3ZGZW37NhjFiAy4HVEbEHWF3MM9l4SZIkSZLUWRq55wOZuRXYOirvGPAfa5StvmdDzdgi/xBwUavjJUmSJEmajsoYkdAujVx2IUmSJEmSNGENjXyQJEmSJElTy5EPkiRJkiRJdTjyQZIkSZKkLuDIB0mSJEmSpDoc+SBJkiRJUhcYwpEPkiRJkiRJNZ30Ix9i9qymys+YPWckPXT0SN1yp37rGQCywXqHDj/ZVDtqxdZq2+Dhw3Xj5t728Eh6YIxtGeh7uO6y6nXMfGp+Zd3jtLcVxnrvp5vB3fefkDezdzEw9t9mxrzTR9JDB0+e96tZw8fNVO9TeeRoQ+VmnrMUgIEHHiylHdXnkZgzGxj7PDIRw/UyzY/jRj8vqjX7mTQVZnyvHWf59jn1lso5drDB8g/82asBOOc9X5nwOg///GsAmPfxW5qObcU5q9bnSqdodPuqj69GyneKU+7rA6Bn4ZkjeZM5onoOPQXAwGQaNcWe/r65AMy5szKf+x46vuytlePttOsnfrx1qxlnPn8kPTTG973n37h3JF1rPxg+Noa/O45VV624dhucV/9sfGzNqwCYdeOOdjWnI3nPB0mSJEmSpDpO+pEPkiRJkiR1A0c+SJIkSZIk1WHngyRJkiRJKpWXXUiSJEmS1AW87EKSJEmSJKmOhjofImJNRNwXEXsjYlOR96mIuKOYvhERdzQaW+TPj4ibImJP8XpGGfGSJEmSJE0HQxltm1pt3M6HiOgBrgAuBlYA6yNiRWb+XGZemJkXAtcDn240tli8CdiemcuB7cV8S+MlSZIkSdLUa2Tkwypgb2buy8xjwLXAuuGFERHAzwLXNBm7DthcpDcDl5QQL0mSJEnStJAZbZtarZHOh8XA/qr5viJv2OuBRzJzD0BELIqIrQ3EnpWZBwCK1wWtiJckSZIkSZ2lkadd1OryyKr0eqpGPWRmP7C2wdgTF04yfrSI2AhsBHgxr6Q3ljUTLkmSJElSRxiq+RO5OzQy8qEPWFI13wv0A0TETOCngU81Gws8EhELi3oWAgdLiCczr8zMlZm50o4HSZIkSZLar5HOhx3A8ohYGhGzgEuBLcWyHwPuzcy+CcRuATYU6Q3ADSXES5IkSZI0LUzrp11k5gBwGbAN2A1cl5m7isWXMupGk9X3bBgn9nJgdUTsAVYX85OOlyRJkiRJnaWRez6QmVuBrTXyf6FGXvU9G8aKPQRc1Op4SZIkSZKmozKeQtEujVx2IUmSJEmSNGENjXyQJEmSJElTq4x7MbSLIx8kSZIkSVKpHPkgSZIkSVIX8J4PkiRJkiRJddj5IEmSJEmSSuVlF00aOnqkoXI9/Y8BMFBmYwrDbeqZN+94ZpE3Y/acuuUG+h4eWTazd/EJecOx1dtcq9xI/X0HJr4RasrQo4fGLTNw8NE2tKT7NXpMl63Rdhw9ez4APQ88WEo78oLlI+kZ3/hWKesYPHy4lHprGbrz621b1wnrnsC+NZXHba3Pi1qes+fxkfTgqGUzF5w5kq61LbU+V6ZaHjnaVPmhU4cmvc55H79lwrFlv3dT/TeKObMriXHWH8teVHl98rsADNX4XtKJhhYWx8i9+1pS30CNz4Jm/4b57cda0paJmrurcq4Y/s5c3e7Hzq/8P+lp7W5UmzR7/nn4R04dSfd+sfLa6OdGI98dO8G5H30GgKyx7Js/W8ldfuPxvGNrXgXArBt3lN20juENJyVJkiRJkupw5IMkSZIkSV0gaw0L6RKOfJAkSZIkSaVy5IMkSZIkSV1gCO/5IEmSJEmSVJMjHyRJkiRJ6gLp0y4kSZIkSZJqa6jzISLWRMR9EbE3IjYVeRdGxFci4o6I2BkRqxqNLfLnR8RNEbGneD2jjHhJkiRJkqaDoYy2Ta02budDRPQAVwAXAyuA9RGxAvgw8MHMvBD43WK+0ViATcD2zFwObC/mWxovSZIkSZKmXiMjH1YBezNzX2YeA64F1gEJPLcoMw/obyKW4nVzkd4MXFJCvCRJkiRJ00Jm+6ZWa6TzYTGwv2q+r8h7D/CRiNgP/DHwPoCIWBQRW8eJBTgrMw8AFK8LWhEvSZIkSZI6SyOdD7Uu9kjgXcCvZeYS4NeAjwJkZn9mrh0ntq7Jxo8WERuLe1Ls7Mt9zYRKkiRJktQxMqNtU6s10vnQByypmu+lconFBuDTRd4/ULlEotFYgEciYiFA8XqwhHgy88rMXJmZK3tjWc0NlCRJkiRJ5Wmk82EHsDwilkbELOBSYAuVToAfKcq8EdjTRCzF64YivQG4oYR4SZIkSZKmhW4e+TBz/I3LgYi4DNgG9ABXZeauiPjPwJ9HxEzgCLARKvdsAP42M9fWiy2qvhy4LiLeCTwEvK0V8ZIkSZIkqbOM2/kAkJlbga2j8r4E/ECNsv3A2qr5E2KL/EPARa2OlyRJkiRJnaWhzgdJkiRJkjS1hkq4HKJdGrnngyRJkiRJ0oQ58kGSJEmSpC6QOdUtmDhHPkiSJEmSpFI58kGSJEmSpC5QxiMw28WRD5IkSZIkqVQn/ciHgYOPllPx7Fnl1DuWRWcdTx8+XLfYM685F4DTbvvGSF4++dQJ5YaOHjkh7+Cbvw+A+R99eCRvxuw5dcurHL7XJ69ZO/cCMFhS/T2Hjp8Lnn7l2ZV13ljSeVIdpdHzSu57qO6yJ15/zkj6tOtP3G868dzVbJvO/50HARgoozF1DH/OQhvewxcvq7ze+fVy11PH4BjfX6o9fuF8AE6/5v4ym9NyM556BoCBEv+Oze4jcfrcSqLqvZ95zlIABh54sGXtqmfw+cX6Hyh9VR1nzL9Vjd8SL/rIbcdji9eZC84cyRvrd00nnn9r6el/DKh9jl3w76eckDfn83cDx9+Pk4EjHyRJkiRJkuo46Uc+SJIkSZLUDbr4YReOfJAkSZIkSeVy5IMkSZIkSV3Aez5IkiRJkiTV4cgHSZIkSZK6QRff9KGhkQ8RsSYi7ouIvRGxqci7ICJuiYi7I+KfIuK5jcYW+fMj4qaI2FO8nlFGvCRJkiRJmlrjdj5ERA9wBXAxsAJYHxErgL8FNmXmy4DPAL/ZRCzAJmB7Zi4HthfzLY2XJEmSJGm6yIy2Ta3WyMiHVcDezNyXmceAa4F1wHnAzUWZm4C3NhFL8bq5SG8GLikhXpIkSZIkTbFGOh8WA/ur5vuKvHuAtxR5bwOWAETEoojYOk4swFmZeQCgeF3QinhJkiRJklSeiJgTEbdGxJ0RsSsiPjheTCOdD7XGWyTwS8CvRMTXgNOBYwCZ2Z+Za8eJrWuy8aNFxMaI2BkRO/tyXzOhkiRJkiR1jMz2TeM4CrwxMy8ALgTWRMSrxwpopPOhj2JUQ6EX6M/MezPzTZn5A8A1wAONxhbpRyJiIUDxerCEeDLzysxcmZkre2PZGJspSZIkSZLGkxVPFbOnFNOYXRaNdD7sAJZHxNKImAVcCmyJiOHLJGYAvw38daOxxbItwIYivQG4oYR4SZIkSZKmhU664WRE9ETEHVQGAtyUmV8dq/y4nQ+ZOQBcBmwDdgPXZeYuKk+euB+4l8pohI8VDRi5Z8MYsQCXA6sjYg+wupifdLwkSZIkSZqc6lsYFNPG6uWZOZiZF1K5QmFVRLx0rPpmNrLSzNwKbB2V9+fAn9co2w+srZo/IbbIPwRc1Op4SZIkSZKmpRIegVl3VZlXAlc2UO7xiPh3YA2VB1PU1MhlF5IkSZIkSQBExJkR8bwifSrwY1SuiqiroZEPkiRJkiRpajXwFIp2WQhsjogeKoMarsvMfx4rwM4HSZIkSZLUsMy8C3hFMzF2PkiSJEmS1A06Z+RD07zngyRJkiRJKpUjHyRJkiRJ6gLZxqddtJojHyRJkiRJUqlO+pEPPfPmATB4+HBD5WfMnjOSHjp6pH7BJ59qqh0xZ/bxmbHqHUv/Iydk1WrjMwsqf/Zn1nz/SN7hcyo9aC/6wJfHXMX8tz9USXz0eN5w24d7ssZ8XzSlGt5/1bHyyNFS6x944MGR9KyqtKaXRs8Fy/7pP4+kl3Nr3fJPrn91C1vX2QYOPtr2dbbzfJ2ze9q2rsmY9+k7ABia2mY0bWjuqVPdhBPNnnVC1lDfgbatvucb3wJgoMay0x8q5+L24XNgt30X6rb2TsixY3UXzd9xCIDBqryT4j0ZzXs+SJIkSZIk1XbSj3yQJEmSJKkbeM8HSZIkSZKkOux8kCRJkiRJpfKyC0mSJEmSuoE3nJQkSZIkSapt3M6HiLgqIg5GxD1VefMj4qaI2FO8nlEndk1E3BcReyNiU7vjJUmSJEmaPqKNU2s1MvLhamDNqLxNwPbMXA5sL+afJSJ6gCuAi4EVwPqIWNGueEmSJEmS1BnG7XzIzJuBx0ZlrwM2F+nNwCU1QlcBezNzX2YeA64t4toVL0mSJEnS9JFtnFpsovd8OCszDwAUrwsAImJRRGwtyiwG9lfF9BV5pcVLkiRJkqTO09IbTmZmf2auLWZrXSQyZv/JZONriYiNEbEzInb25b5mwyVJkiRJ6gwn4ciHRyJiIUDxerBGmT5gSdV8L9DfxngAMvPKzFyZmSt7Y9m4GyZJkiRJklprop0PW4ANRXoDcEONMjuA5RGxNCJmAZcWce2KlyRJkiRp+sho39RijTxq8xrgFuC8iOiLiHcClwOrI2IPsLqYf9Y9GzJzALgM2AbsBq7LzF1FtaXES5IkSZKkzjNzvAKZub7OootqlO0H1lbNbwW21ih3qIx4SZIkSZKmqyzhXgzt0tIbTkqSJEmSJI027sgHSZIkSZLUARz5IEmSJEmSVJsjHyRJkiRJ6gYlPIWiXRz5IEmSJEmSSmXngyRJkiRJKtVJf9nF4OHDTZWPObOPzxw9UrdcHj020SZNWB452lC575xXGapzzod3jeQ977wXVeqoUb5n3rzjM79yGgCDVcvj9LmV19mzABg6WP990dhmzJ4DwNAY+9ZklFVvK1TvZ80el2PV14q6OslE/4bD+1YzdRxb8yoAZt24Y0LrnIiZC84EYODgo21b58mo0X3g/A8f/zsMjFHumTMr/5dx6qNDk2nWlNrWfycAb150wRS3ZGo89s7XAtDzvco3ga/8450jyzrxPenkz7OxzDhQOaY66kh58qkTstr5/o51vj/jU7cDrX+/umH/GZp7akPlptvn5Vi/oXJW5afrRL7TTCfhDSclSZIkSZJqO+lHPkiSJEmS1BUc+SBJkiRJklSbIx8kSZIkSeoGPmpTkiRJkiSpNkc+SJIkSZLUDbzngyRJkiRJUm3jdj5ExFURcTAi7qnKe1tE7IqIoYhYOUbsmoi4LyL2RsSmqvz5EXFTROwpXs8oI16SJEmSpGkj2zi1WCMjH64G1ozKuwf4aeDmekER0QNcAVwMrADWR8SKYvEmYHtmLge2F/MtjZckSZIkSZ1h3M6HzLwZeGxU3u7MvG+c0FXA3szcl5nHgGuBdcWydcDmIr0ZuKSEeEmSJEmSpo9pPvKhYRGxKCK2FrOLgf1Vi/uKPICzMvMAQPG6oBXxkiRJkiSp87S08yEz+zNzbTFb6wGkY/afTDa+lojYGBE7I2JnX+5rNlySJEmSpM6Q0b6pxcp82kUfsKRqvhfoL9KPRMRCgOL1YAnxAGTmlZm5MjNX9sayCW2IJEmSJEmauDI7H3YAyyNiaUTMAi4FthTLtgAbivQG4IYS4iVJkiRJmjYi2ze1WiOP2rwGuAU4LyL6IuKdEfFTEdEHvAb4l4jYVpQduWdDZg4AlwHbgN3AdZm5q6j2cmB1ROwBVhfzk46XJEmSJEmdZ+Z4BTJzfZ1Fn6lRth9YWzW/Fdhao9wh4KJWx0uSJEmSpM4zbueDJEmSJEnqACVcDtEuZd7zQZIkSZIkyc4HSZIkSZJULjsfJEmSJElSqbzngyRJkiRJXaCMR2C2iyMfJEmSJElSqRz50KTBw4cbKpdHjjZVb63yPeefW1nn7vubqms8i774vUq9Vdsys/8xAAZqte3sxSPpoTu/fsLygb6HK3UsOLOFrTw5zZh3OgBDB48cz5s9p5J39Hje8Hs9cPDRNrauXI0eW1NV31Saec7SkfTAAw+2bb2zbtxxQt6xNa+qu6wVptM+PS0cPXZCVq39ccFffBk4fr4CGCq5aa325kUXAM/ehmHV59/p6sgLKq8v+theAC7+1A9WL21/g6apocNPTnUTTtCJbRoWc2ZXEifBMTjajKeeGUmPdT591nl3GrxPY31/i29UfnMMToPtnJSMqW7BhDnyQZIkSZIklcqRD5IkSZIkdQPv+SBJkiRJklSbIx8kSZIkSeoGjnyQJEmSJEmqzZEPkiRJkiR1gZjOIx8i4qqIOBgR91TlfSQi7o2IuyLiMxHxvDqxayLivojYGxGbqvLnR8RNEbGneD2jjHhJkiRJkjT1Grns4mpgzai8m4CXZubLgfuB940Oioge4ArgYmAFsD4iVhSLNwHbM3M5sL2Yb2m8JEmSJEnTSrZxarFxOx8y82bgsVF5n8vMgWL2K0BvjdBVwN7M3JeZx4BrgXXFsnXA5iK9GbikhHhJkiRJktQBWnHDyV8CPgsQEYsiYmuRvxjYX1Wur8gDOCszDwAUrwtaES9JkiRJ0rQ1nUc+jCUi3g8MAJ8AyMz+zFw7vLhGyJibMNn4Om3cGBE7I2JnX+5rNlySJEmSJE3ShDsfImID8BPA2zOzVqdAH7Ckar4X6C/Sj0TEwqKehcDBEuIByMwrM3NlZq7sjWXjb5gkSZIkSWqpCXU+RMQa4L3AWzLz6TrFdgDLI2JpRMwCLgW2FMu2ABuK9AbghhLiJUmSJEmaNiLbN7VaI4/avAa4BTgvIvoi4p3AXwKnAzdFxB0R8ddF2ZF7NhQ3pLwM2AbsBq7LzF1FtZcDqyNiD7C6mJ90vCRJkiRJ6jwzxyuQmetrZH+0Ttl+YG3V/FZga41yh4CLWh0vSZIkSdK0lbVujdgdWvG0C0mSJEmSpLrGHfkgSZIkSZI6QAn3YmgXRz5IkiRJkqRSOfJBkiRJkqQuUMZTKNrFkQ+SJEmSJKlUjnyQJEmSJKkbOPJBkiRJkiSpNkc+lGTo6JFJl48nv9tUHTFn9vGZZtf/6KH69X7j4ZH0wV99LQAL/uLLTdWvxgwcfPSEvD0fuhCAc97zlZG8oYVnVhI1ypdlxuw5lXU3uW+NZ+Y5SwEYeODBltbbyXrmzQNg8PDhhsrXem9mXLBiJD1059fHraPRv9uev/zBkfTyy756wvJZN+5oqJ6p0P/eyvlp0Ye64/zUc/65AAzuvn+KW1Jfrc+Gob4DJ+SVdX6YCtNhGyZi+Lg59POvAWDex2+ZyuaMq1s/Ozpx/2pnm5o978XsWeW0o8nP4Snx5FMNFcsLlh+fufXukhrTGTr679VG3vNBkiRJkiSpDkc+SJIkSZLUDRz5IEmSJEmSVJsjHyRJkiRJ6gaOfJAkSZIkSarNzgdJkiRJklSqcTsfIuKqiDgYEfdU5f1+RNwVEXdExOciYlGd2DURcV9E7I2ITVX58yPipojYU7yeUUa8JEmSJEnTRWT7plZrZOTD1cCaUXkfycyXZ+aFwD8Dvzs6KCJ6gCuAi4EVwPqIGH4w/SZge2YuB7YX8y2NlyRJkiRJnWHczofMvBl4bFTeE1Wzz6H2bS9WAXszc19mHgOuBdYVy9YBm4v0ZuCSEuIlSZIkSVIHmPA9HyLiDyNiP/B2ipEPEbEoIrYWRRYD+6tC+oo8gLMy8wBA8bqgFfGSJEmSJKnzTLjzITPfn5lLgE8AlxV5/Zm5tigStcLGqXNS8bVExMaI2BkRO/tyX7PhkiRJkiR1hmzj1GKteNrFJ4G31sjvA5ZUzfcC/UX6kYhYCFC8HiwhHoDMvDIzV2bmyt5Y1sDmSJIkSZKkVppQ50NELK+afQtwb41iO4DlEbE0ImYBlwJbimVbgA1FegNwQwnxkiRJkiRNG9P6aRcRcQ1wC3BeRPRFxDuByyPinoi4C3gT8O6i7Mg9GzJzgMrlGNuA3cB1mbmrqPZyYHVE7AFWF/OTjpckSZIkSZ1n5ngFMnN9jeyP1inbD6ytmt8KbK1R7hBwUavjJUmSJEmatkoYkdAurbjngyRJkiRJUl3jjnyQJEmSJEkdwJEPkiRJkiRJtTnyQZIkSZKkLlDGUyjaxZEPkiRJkiSpVI58kCRJkiSpG3TxyIeTvvNhxuw5AAwdPdIV9bbCaXu+DcBAVV6tds5ccGYlMWvWSN7ch4dOKDe8rQMHH21dIzXivD96ABj197rz63XL98ybB8Dg4cMtbUdZ+/L3Fj0PgHiglOo7Up69uJK4c+y/0VjnkbH2gWo9558LwODu+0fynn7rqwH4iQ9uH8n7t5c+B4Dz//u+4+XWvAqAU285HtvIfjWzd/FIeqDv4ROXn7O0suyBB8ffgCYs+tCXW1pf2YZOn113WVnHcbNmzDt9JD10sLIf1tofP/vgVwF486IL2tOwEmzrvxNofBu+/a7XjqRf8Ffdte+NZfbjg1PdhIa0+vwxUZ38fa8j9T9Sd1Gt97Ks75Zx+txKYorPsbWMvA+Hnzxh2ch3c46/N3HnnpG8sn6TtvMzaXhdeeToSJ7H1/ThZReSJEmSJKlUJ/3IB0mSJEmSuoE3nJQkSZIkSarDkQ+SJEmSJHUDRz5IkiRJkqSTQUQsiYjPR8TuiNgVEe8eL8aRD5IkSZIkdYPOGfkwAPx6Zt4WEacDX4uImzKz7iPZHPkgSZIkSZIalpkHMvO2Iv0ksBtYPFbMuJ0PEXFVRByMiHtqLPuNiMiIeEGd2DURcV9E7I2ITVX58yPipojYU7yeUUa8JEmSJEnTRWT7pobbFHE28Argq2OVa2Tkw9XAmhorWAKsBh6q04Ae4ArgYmAFsD4iVhSLNwHbM3M5sL2Yb2m8JEmSJEmamIjYGBE7q6aNNcrMBa4H3pOZT4xV37idD5l5M/BYjUV/CvwW9a86WQXszcx9mXkMuBZYVyxbB2wu0puBS0qIlyRJkiRp+sj2TZl5ZWaurJqurG5KRJxCpePhE5n56fGaPqF7PkTEW4CHM/POUfmLImJrMbsY2F+1uI/j14CclZkHoHKtCLCgFfF12jrSW9OX+5rcUkmSJEmSVC0iAvgosDsz/6SRmKY7HyLiNOD9wO+OXpaZ/Zm5drhojfAxrxyZbHydOkd6a3pjWbPhkiRJkiR1hjaOfBjH64B3AG+MiDuKae1YARN51OY5wFLgzkpnB73AbRGxKjO/VVWuD1hSNd8L9BfpRyJiYWYeiIiFwMEa65lsvCRJkiRJarHM/BK1BwzU1fTIh8y8OzMXZObZmXk2lU6CV47qeADYASyPiKURMQu4FNhSLNsCbCjSG4AbaqxqsvGSJEmSJE0bnfi0i0Y18qjNa4BbgPMioi8i3jlG2ZF7NmTmAHAZsI3KMz+vy8xdRdHLgdURsYfKEzMub0W8JEmSJEnqPONedpGZ68dZfnZVuh9YWzW/FdhaI+YQcFGN/EnFS5IkSZI0bZUwIqFdJvS0C0mSJEmSpEbZ+SBJkiRJkko1kaddSJIkSZKkNivjRpDt4sgHSZIkSZJUKkc+SJIkSZLUDRz5IEmSJEmSVNtJP/Jh6OiRqW5CfceONVV88PDhkfSM2XNOWD68rUNzTz1h2XD5Z70fs2ZV8h49NJJ12vUPnxAbc2ZXEp38XnaJnnnzgGf/LQcOPtpUHdWx3eCU/scByGLbofu2oVEzexdXEocq2zc0Tvnh43HmgjOP5y2spIfu/HpD68x9D52Qd9r1XwHg365/zgnLqve3WTdW0oMNramqjr4TzxPV56SBBx4E4PDPv2Ykb97Hb2lyLfWNvM912jJseP2tXHczer7xLQAGaiwr6xj4y2/+PwAu+77XjVlu+O/V6Pnnx1cNPyX7+Pvdc/65AAzuvr/JVk6NNy+6oKnycx+u9ZebWoMX/QAAp3xp10hes99z5n6lcnx23tZ1phlnPh+AoTHONeMZ/rv1bP9aS9rUyfLI0brL2vl9Mk8/8fOvU4x1zNY6J8/oXXg8tvh8bbWyv5dVf0eYrt8BW8qRD5IkSZIkSbWd9CMfJEmSJEnqBjHVDZgERz5IkiRJkqRSOfJBkiRJkqRu4D0fJEmSJEmSanPkgyRJkiRJXSCm88iHiLgqIg5GxD1Veb8XEQ9HxB3FtLZO7JqIuC8i9kbEpqr8+RFxU0TsKV7PKCNekiRJkiRNvUYuu7gaWFMj/08z88Ji2jp6YUT0AFcAFwMrgPURsaJYvAnYnpnLge3FfEvjJUmSJEmaVrKNU4uN2/mQmTcDj02g7lXA3szcl5nHgGuBdcWydcDmIr0ZuKSEeEmSJEmS1AEmc8PJyyLiruKyjDMAImJRRAyPglgM7K8q31fkAZyVmQcAitcFrYiXJEmSJGnams4jH+r4K+Ac4ELgAPA/ATKzPzOH7/8QNeLG3ITJxtcSERsjYmdE7OzLfc2GS5IkSZKkSZpQ50NmPpKZg5k5BPwNlUskRusDllTN9wL9RfqRiFgIULweLCF+uK1XZubKzFzZG8vG3zhJkiRJktRSE+p8GP7hX/gp4J4axXYAyyNiaUTMAi4FthTLtgAbivQG4IYS4iVJkiRJmjYi2ze1WiOP2rwGuAU4LyL6IuKdwIcj4u6IuAv4UeDXirIj92zIzAHgMmAbsBu4LjN3FdVeDqyOiD3A6mJ+0vGSJEmSJKnzzByvQGaur5H90Tpl+4G1VfNbgRMew5mZh4CLWh0vSZIkSdK0VcKIhHaZzNMuJEmSJEmSxjXuyAdJkiRJkjT1yrgXQ7s48kGSJEmSJJXKkQ+SJEmSJHUDRz5IkiRJkiTV5sgHSZIkSZK6QDff88HOhxp6zj8XgMHd90+4jqGjR5oqP2P2nBNiBw4+emLb5s0D4MCGl4zkLfiLLze1rsHnzgYgxik30PdwQ/XF6XMricOHgdrbosYMFu9ho4b3h2bjJmL47+rfdOIaPaaGDb/n1eeCOPuFzdUx7/RKomoXmYq/Ya11Pu/ep0bSXfw5OmED11bOxbzxeN6Rt6wCYM6WWxuq4433fBeAf3vpcxoqv/yUuQ2Va3YfGXr00Al5D176AgBe9IGJf5ZOtbHOe43+jdrpZ/5yGwCfOf8FDZWfueDM4zOzZgHw1CsXAzBny4nfQXSiRs/rY+1Ls+/7VqWuCax/+G9Y6ztjJxrr3JJHjratHXHoO21b11hqfWcezos5s0eWDX/Pm3nO0pG8gQceBOB5f/f4SN63Xzv+uho9v1e3bXQbp8qxNa8CYNaNO6a0HZo4Ox8kSZIkSeoGXfw/Nt7zQZIkSZIklcqRD5IkSZIkdQNHPkiSJEmSJNXmyAdJkiRJkrpANz/twpEPkiRJkiSpVHY+SJIkSZKkUo3b+RARV0XEwYi4Z1T+f4mI+yJiV0R8uE7smqLM3ojYVJU/PyJuiog9xesZZcRLkiRJkjRtZBunFmtk5MPVwJrqjIj4UWAd8PLMfAnwx6ODIqIHuAK4GFgBrI+IFcXiTcD2zFwObC/mWxovSZIkSZI6w7idD5l5M/DYqOx3AZdn5tGizMEaoauAvZm5LzOPAddS6bCgeN1cpDcDl5QQL0mSJEnStBGZbZtabaL3fDgXeH1EfDUivhARrwKIiEURsbUosxjYXxXTV+QBnJWZBwCK1wWtiJckSZIkSZ1nop0PM4EzgFcDvwlcFxGRmf2ZubYoEzXixuw+mWx8LRGxMSJ2RsTOvtzXbLgkSZIkSZ1hmt/zoZY+4NNZcSswBLygRpklVfO9QH+RfiQiFgIUr7Uu25hsPACZeWVmrszMlb2xrKGNkyRJkiRJrTPRzod/BN4IEBHnArOAb48qswNYHhFLI2IWcCmwpVi2BdhQpDcAN9RYx2TjJUmSJEmaNiLbN7VaI4/avAa4BTgvIvoi4p3AVcCy4vGb1wIbMjOr79mQmQPAZcA2YDdwXWbuKqq9HFgdEXuA1cU8k42XJEmSJEmdZ+Z4BTJzfZ1F/7FG2X5gbdX8VmBrjXKHgItaHS9JkiRJ0rRVwoiEdpnoZReSJEmSJEkNGXfkgyRJkiRJmnpl3IuhXRz5IEmSJEmSSuXIB0mSJEmSuoEjHyRJkiRJkmpz5IMkSZIkSV2gm+/5YOdDDfHkdyddx4zZcwAYOnqkofKNlhs8fBiAuQ8PTaxhwCkPHgRgoCpvRu/CSjseeLDp+vLJp541H3NmH6+3eG10+2qZccGKSh13fn3CdTS8rib/bs+KbUE79334NQAs+61bGio/vD+0w2T+hmPJbz8GtHdbGtX/3tcCsOhDX57ilhzXc6hyvA2MU27Y987rBeCU+/pG8uJo5Rgd7z2fzPHQiLz17pbWN9zegb6HR/K29d8JwJsXXXBC+Xkfb+w4K80b+07ImnGsuW8U29/1QwCcsuB4XQMHH61bvtb70Aq19pEXfWBqj5uJ7r898+aNpMc6Robrn8g6yvJPP/GqItXYZ3n1vnJsTSV2zpZbW90sMfY+Un3OatahNd8PwLyP1z/uu8XwezSzd/FI3mTemzHXdfjJUupt1lj7RfX5Z+Y5SwEYqPE9/bF3LRxJz5j9TN16v/NzrwAa/+yr/j6fR442FDNRjZ5DZ924o9R2qHxediFJkiRJkkrlyAdJkiRJkrpBF1924cgHSZIkSZJUKkc+SJIkSZLUBbr5hpOOfJAkSZIkSaVy5IMkSZIkSd0gu3fogyMfJEmSJElSqcbtfIiIqyLiYETcU5X3qYi4o5i+ERF31IldExH3RcTeiNhUlT8/Im6KiD3F6xllxEuSJEmSNF1Etm9qtUZGPlwNrKnOyMyfy8wLM/NC4Hrg06ODIqIHuAK4GFgBrI+IFcXiTcD2zFwObC/mWxovSZIkSZI6w7idD5l5M/BYrWUREcDPAtfUWLwK2JuZ+zLzGHAtsK5Ytg7YXKQ3A5eUEC9JkiRJ0vSRbZxabLL3fHg98Ehm7gGIiEURsbVYthjYX1W2r8gDOCszDwAUrwtaEV9LRGyMiJ0RsbMv901wMyVJkiRJ0kRNtvNhPVWjHjKzPzPXFrNRo/yY/SeTja9T55WZuTIzV/bGsmbDJUmSJEnqCDHUvqnVJtz5EBEzgZ8GPlWnSB+wpGq+F+gv0o9ExMKinoXAwRLiJUmSJElSB5jMyIcfA+7NzL46y3cAyyNiaUTMAi4FthTLtgAbivQG4IYS4iVJkiRJmj6m8z0fIuIa4BbgvIjoi4h3FosuZdSNJqvv2ZCZA8BlwDZgN3BdZu4qil4OrI6IPcDqYn7S8ZIkSZIkqfPMHK9AZq6vk/8LNfL6gbVV81uBrTXKHQIuanW8JEmSJEnTVZQwIqFdJnvDSUmSJEmSpDHZ+SBJkiRJkko17mUXkiRJkiSpA2T3XnfhyAdJkiRJklQqRz5IkiRJktQFvOGkJEmSJElSHY58qCGffKrushmz54ykh44eqVsu5syuJMYoMxkzvjc05vKx2sbsWSdk5axTJtyWwcOHnzU/8PJlI+mZ3/5uJbH7/gnXz737Jh7bpDHft/Fi7/z6pNf//b9ze6WuGstm9i4eSQ8umg9A3nr3pNc51Yb3n55580by8shRYHJ/j1ZY9KEvT+n6h7f/2JpXjeQdmRUAzHngwYbqOHpG5dh+6qJzRvJO+W5lD5uz5daG1v/M55aO5J36psbWO1r133f4HBFfvH1CddUz3N7qdXWbWTfuaKp8zxOVY2Xg4KNlNKerTfT8MfozDWBb/50j6TcvumBS9Y+n+lw/0PdwU7HfWL8QgN4/aP44nfP5yufJ8OdPo993Wm14vVN9/u8WC/9T5TvS0x+f4oa0QPU+Nyxf/wqg9Z8XM+adDsDQwc7bz2rt+0N9B+qXr/r+Wes9HPa8eyu/b6r/03z487LWea9WXqeYzHlyWnDkgyRJkiRJUm2OfJAkSZIkqQt4zwdJkiRJkqQ6HPkgSZIkSVI3yO4d+uDIB0mSJEmSVCpHPkiSJEmS1AWm9T0fIuKqiDgYEfdU5V0YEV+JiDsiYmdErKoTuyYi7ouIvRGxqSp/fkTcFBF7itczyoiXJEmSJElTr5HLLq4G1ozK+zDwwcy8EPjdYv5ZIqIHuAK4GFgBrI+IFcXiTcD2zFwObC/mWxovSZIkSdK0km2cWmzczofMvBl4bHQ28NwiPQ/orxG6Ctibmfsy8xhwLbCuWLYO2FykNwOXlBAvSZIkSZI6wERvOPke4CMRsR/4Y+B9ABGxKCK2FmUWA/urYvqKPICzMvMAQPG6oBXxkiRJkiRNV5Htm1ptop0P7wJ+LTOXAL8GfBQgM/szc21RJmrEjbkJk42vJSI2Fvel2NmX+5oNlyRJkiRJkzTRzocNwKeL9D9QuURitD5gSdV8L8cvz3gkIhYCFK8HS4gHIDOvzMyVmbmyN5aNuVGSJEmSJKn1Jtr50A/8SJF+I7CnRpkdwPKIWBoRs4BLgS3Fsi1UOjAoXm8oIV6SJEmSpOljKNs3tVgjj9q8BrgFOC8i+iLincB/Bv5nRNwJ/BGwsSg7cs+GzBwALgO2AbuB6zJzV1Ht5cDqiNgDrC7mJx0vSZIkSZI6z8zxCmTm+jqLfqBG2X5gbdX8VmBrjXKHgItaHS9JkiRJ0rRVwo0g22Wil11IkiRJkiQ1ZNyRD5IkSZIkaeqV8QjMdnHkgyRJkiRJKpUjHyRJkiRJ6gbZvUMfHPkgSZIkSZJK5cgHSZIkSZK6QDff88HOhxoGDx+uu2zo6JE2tqS+ubseHUkPjFFu5oIzR9JDh5+slH/gwRPKxaHv1K1jxuw5x+toYPu/uebUkfQ5f//dcctPFz3nnwvA4O77J1zHWO/vQN/Dx2eq020yvB+UdQxUH3fV+9xYYtXLAMhb7y6lTVOtZ948AGbduGMkL1//iqbqeOLsyml+0bV7RvIGDj5ar3hNp77pxHNGs2L2rJH0Kf2PAzDU5Lmlllrnp+p96WV//i4AFvHlCdXf6Ybu/PpUNwEo//ww1c75118cSX8/t52wvFO2f9YTjZWb2bsYePbnyui2T9W2TPV72G2e/uFH6i4b/g7Y6Dm/+jvjQ7+4HIBFH2rfuXP4bz+j6vOiLHn0WOnraKWxjosZF6w4Xm6Mz4Ra35Vq/eYZPj8MPXqoofW3w+hz7NMvXTSybNYUfCfWxHnZhSRJkiRJ3SDbOI0jIq6KiIMRcU8jTbfzQZIkSZIkNetqYE2jhb3sQpIkSZKkLhAd9LSLzLw5Is5utLwjHyRJkiRJUqkc+SBJkiRJUjcYat+qImIjsLEq68rMvHKi9dn5IEmSJEmSnqXoaJhwZ8NoXnYhSZIkSZJKNW7nQ63HZ0TEBRFxS0TcHRH/FBHPrRO7JiLui4i9EbGpKn9+RNwUEXuK1zPKiJckSZIkabqIzLZN47Yl4hrgFuC8iOiLiHeOVb6RkQ9Xc+LjM/4W2JSZLwM+A/xmjYb0AFcAFwMrgPURsaJYvAnYnpnLge3FfEvjJUmSJElSOTJzfWYuzMxTMrM3Mz86VvlxOx8y82bgsVHZ5wE3F+mbgLfWCF0F7M3MfZl5DLgWWFcsWwdsLtKbgUtKiJckSZIkafrINk4tNtF7PtwDvKVIvw1YAhARiyJia5G/GNhfFdNX5AGclZkHAIrXBa2IlyRJkiRJnWeinQ+/BPxKRHwNOB04BpCZ/Zm5tigTNeLG7D+ZbHwtEbExInZGxM6+3NdsuCRJkiRJnSGzfVOLTajzITPvzcw3ZeYPANcAD9Qo1kcxIqLQC/QX6UciYiFA8XqwhPjhtl6ZmSszc2VvLBt/4yRJkiRJUktNqPMhIoYvk5gB/Dbw1zWK7QCWR8TSiJgFXApsKZZtATYU6Q3ADSXES5IkSZI0bUS2b2q1Rh61WevxGesj4n7gXiqjET5WlB25Z0NmDgCXAduA3cB1mbmrqPZyYHVE7AFWF/OTjpckSZIkSZ1n5ngFMnN9nUV/XqNsP7C2an4rsLVGuUPARa2OlyRJkiRp2irhXgztMtEbTkqSJEmSJDVk3JEPkiRJkiRp6sXQVLdg4hz5IEmSJEmSSuXIB0mSJEmSuoH3fJAkSZIkSarNkQ+SJEmSJHWD7h34YOdDWQYPHy61/oEHHmys3MFH6y7rmTdvJD10+EkAZsyeczzv6JFnvY5nZu9iAE57pKHiDWt0/VPt0de+AID5u++fcB3D7+FA38MtaVMrtfPvEMteVEmM817OePIoAINlN6gktY638TzVOxuA0xtcxwu/8Dgw9rmgui1l/Z2HzzEAQ0VbHvrga0fyXvSBL0+s3hrtnXnO0pH0jO9NqNqTyswFZwLj7yNj6ZbzdLOGj4vz/sdTI3m1zjct3f7Zs0aSw/tyo5/5C/6isePoe0sXABAd+FnTaWLVy0bSeevdE65n+DtX2d8PqzV7TC/+56ePz/zEnkodrWxQg/Lbj42kv7e88t1qVr3CE13HkaMtrnHqDN359YbK1fqcH+v830nn9RnzKt96Zsx6fuX1wHdHlnXxvRdPSnY+SJIkSZLUBcJ7PkiSJEmSJNVm54MkSZIkSSqVl11IkiRJktQNvOxCkiRJkiSpNkc+SJIkSZLUDbr4ER+OfJAkSZIkSaUat/MhIpZExOcjYndE7IqIdxf58yPipojYU7yeUSd+TUTcFxF7I2JTVX5b4iVJkiRJmg4is21TqzUy8mEA+PXMPB94NfArEbEC2ARsz8zlwPZi/lkioge4ArgYWAGsL2JpR7wkSZIkSZp643Y+ZOaBzLytSD8J7AYWA+uAzUWxzcAlNcJXAXszc19mHgOuLeJoU7wkSZIkSdNDZvumFmvqng8RcTbwCuCrwFmZeaCy/XkAWFCUWRQRW4uQxcD+qir6ijzKiq/R5o0RsTMidvblvmY2V5IkSZIktUDDnQ8RMRe4HnhPZj5Rr1xm9mfm2uGwWkXGWs9k42vUd2VmrszMlb2xrJlQSZIkSZI6x3Qf+RARp1DpePhEZn66yH4kIhYWyxcCB2uE9gFLquZ7gf42xkuSJEmSpCnWyNMuAvgosDsz/6Rq0RZgQ5HeANxQI3wHsDwilkbELODSIq5d8ZIkSZIkTQ9DbZxarJGRD68D3gG8MSLuKKa1wOXA6ojYA6wu5p91z4bMHAAuA7ZRuVHldZm5q6i3lHhJkiRJktRZZo5XIDO/RO17LwBcVKN8P7C2an4rsLVGuUNlxEuSJEmSNB1FCfdiaJemnnYhSZIkSZLUrHFHPkiSJEmSpA7gyAdJkiRJkqTa7HyQJEmSJEml8rILSZIkSZK6gZddSJIkSZIk1ebIhy7VM2/eSHrw8OFJ1zd09EhD5fL1rwAgvnj7CcsG+h6u1DXz+46X3/fQpNvWLeZ/9MuTruM7r18CwOnXPDzpurrZ4O77Gyr3+IXzATh9d5mtKc+MM58/kh7qO/FvXuvYHjql3pOPa4tvNLYvNXoOmKha9Z/9R7cdX97CdQ088ODx9GkLW1jzxO275kIAlq2/Y9J1beu/cyT95kUXnLB85jlLgWe/D2O5/ze+v9K233p00m1rh1a+l+MZ2W8bPCe1ZJ19B05cf4vV+gxXbXHnnpF0K/+vceaCM0fSAwc749i77w9eMpKec/DWKWzJcbNu3FFKvTFndiVR8mdfJxn+zlH9faPWvpenP6dSfvackbyyvyPUUr3+PHoMgGMvexEAs3bubXt7OoojHyRJkiRJkmpz5IMkSZIkSd2glcNF28yRD5IkSZIkqVSOfJAkSZIkqQuE93yQJEmSJEmqzZEPkiRJkiR1g+k88iEilkTE5yNid0Tsioh3F/lvK+aHImLlGPFrIuK+iNgbEZuq8udHxE0Rsad4PaOMeEmSJEmSNLUauexiAPj1zDwfeDXwKxGxArgH+Gng5nqBEdEDXAFcDKwA1hexAJuA7Zm5HNhezLc0XpIkSZKkaWMo2ze12LidD5l5IDNvK9JPAruBxZm5OzPvGyd8FbA3M/dl5jHgWmBdsWwdsLlIbwYuKSFekiRJkiRNsaZuOBkRZwOvAL46RplFEbG1mF0M7K9a3FfkAZyVmQeg0sEBLGhFvCRJkiRJ01Jm+6YWa7jzISLmAtcD78nMJ+qVy8z+zFw7HFaryFjrmWz8aBGxMSJ2RsTOvtzXTKgkSZIkSWqBhjofIuIUKh0Pn8jMTzdRfx+wpGq+F+gv0o9ExMKi/oXAwRLiycwrM3NlZq7sjWVNNF2SJEmSpA4ynUc+REQAHwV2Z+afNFn/DmB5RCyNiFnApcCWYtkWYEOR3gDcUEK8JEmSJEmaYo2MfHgd8A7gjRFxRzGtjYifiog+4DXAv0TENnj2PRsycwC4DNhG5UaV12XmrqLey4HVEbEHWF3MTzpekiRJkiR1lpnjFcjML1H73gsAn6lRvh9YWzW/Fdhao9wh4KJWx0uSJEmSNC2VcDlEuzT1tAtJkiRJkqRmjTvyQZIkSZIkdYAhRz5IkiRJkiTV5MgHSZIkSZK6QQ5NdQsmzJEPkiRJkiSpVI58kCRJkiSpG3Tx0y5O+s6HGbPnADB09MgUt6QxPfPmAZBnLz6eeefhCdWVR46OpBt9H87+n/cD8M1V9cs8uWxwJN0t72srtGJfOv2arwDwrf/62pG8F/7JlyfXsGnseVt3AzA4TrmxTOU54Oh5LxxJ9/Q9XLfc4EU/MJI+ozjeGx1wV32cN1T+9a8YSccXb28qtlnteM8Xf+GZZ80P/73btf5he35kMwBv5oLyV/bkU00Vn/XEiU/TfnL9q4Hj56ROsvyXHwRqH/fD7YbWtr2d+83gqvNH0mUdgzN7K98hBsY476i1Bg8/+7vawMFHp6gl9c39yoMj6YEpbMfo96pb11GG4d8B0Pw21Drea30Hyn0PnZA3uny95c0a6ztYdd7wUP3BUyqpZr/bqHOc9J0PkiRJkiR1BZ92IUmSJEmSVJsjHyRJkiRJ6gZdfM8HRz5IkiRJkqRSOfJBkiRJkqRu4MgHSZIkSZKk2hz5IEmSJElSN5jOIx8iYklEfD4idkfEroh4d5H/kYi4NyLuiojPRMTz6sSviYj7ImJvRGyqyp8fETdFxJ7i9Ywy4iVJkiRJ0tRq5LKLAeDXM/N84NXAr0TECuAm4KWZ+XLgfuB9owMjoge4ArgYWAGsL2IBNgHbM3M5sL2Yb2m8JEmSJEmaeuN2PmTmgcy8rUg/CewGFmfm5zJzoCj2FaC3RvgqYG9m7svMY8C1wLpi2Tpgc5HeDFxSQrwkSZIkSdPD0FD7phZr6oaTEXE28Argq6MW/RLw2aLMoojYWuQvBvZXlesr8gDOyswDUOngABa0Il6SJEmSJHWWhjsfImIucD3wnsx8oir//VQuzfgEQGb2Z+ba4cU1qhrzDhmTja/R7o0RsTMidvblvmZCJUmSJEnqHJntm1qsoc6HiDiFSsfDJzLz01X5G4CfAN6eWbN1fcCSqvleoL9IPxIRC4t6FgIHS4gnM6/MzJWZubI3lo29oZIkSZIkqeUaedpFAB8Fdmfmn1TlrwHeC7wlM5+uE74DWB4RSyNiFnApsKVYtgXYUKQ3ADeUEC9JkiRJ0vQwzUc+vA54B/DGiLijmNYCfwmcDtxU5P01PPueDcUNKS8DtlG5UeV1mbmrqPdyYHVE7AFWF/OTjpckSZIkSZ1l5ngFMvNL1L73wtYaeWRmP7C2an5rrbKZeQi4qNXxkiRJkiRNS0OtH5HQLk097UKSJEmSJKlZ4458kCRJkiRJUy9zaKqbMGGOfJAkSZIkSaVy5IMkSZIkSd3Aez5IkiRJkiTV5sgHSZIkSZK6QXbvyIeTvvNhxrzTARg6eGSKW9KYPHIUgMMrnjuSd/qdzdUxc8GZAAwcfHQkb8bsOQ3F9q0ef5dZ9pmB5ho0TXzvh14CQM/2r026rkXbHx9Jd+8tZcoXp8+tJA4fnnAdQ0en7th/cMPxD4/v316/3OxvPDaSHuo70NQ6Zpz5/CLu4bHLFeeAoS/e3lT9ne6U+/oAmOqz0kv+97sA6OXLY5Yb+TuMsV/+2oEfqJo7ccuqz+2NOPvqb55Q09y+oyeUm9m7uFKual9qpL2tNjjG8f7l//l/RtJvvuaClq2zndt3Sv/jI+nS9ttjx+ou6pk3Dxj7fT6ZTOVnRLvVOncM7w/gPtEJ4gXzj880+feodb6utX+Ptc+3+ngYq77q3yax7EWltkPtc9J3PkiSJEmS1BWGuve/Jr3ngyRJkiRJKpWdD5IkSZIkqVRediFJkiRJUjfo4htOOvJBkiRJkiSVypEPkiRJkiR1gZzON5yMiCUR8fmI2B0RuyLi3UX+70fEXRFxR0R8LiIW1YlfExH3RcTeiNhUlT8/Im6KiD3F6xllxEuSJEmSpKnVyGUXA8CvZ+b5wKuBX4mIFcBHMvPlmXkh8M/A744OjIge4ArgYmAFsL6IBdgEbM/M5cD2Yr6l8ZIkSZIkTRuZ7ZtabNzOh8w8kJm3Fekngd3A4sx8oqrYc4BarVsF7M3MfZl5DLgWWFcsWwdsLtKbgUtKiJckSZIkSVOsqRtORsTZwCuArxbzfxgR+4G3U4x8iIhFEbG1CFkM7K+qoq/IAzgrMw9ApYMDWNCKeEmSJEmSpqWhbN/UYg13PkTEXOB64D3Dox4y8/2ZuQT4BHBZkdefmWuHw2pUNeZWTDa+Rrs3RsTOiNjZl/uaCZUkSZIkSS3QUOdDRJxCpePhE5n56RpFPgm8tUZ+H7Ckar4X6C/Sj0TEwqL+hcDBEuLJzCszc2VmruyNZbWKSJIkSZLU+XKofVOLNfK0iwA+CuzOzD+pyl9eVewtwL01wncAyyNiaUTMAi4FthTLtgAbivQG4IYS4iVJkiRJ0hSb2UCZ1wHvAO6OiDuKvP8GvDMizgOGgG8CvwyVezYAf5uZazNzICIuA7YBPcBVmbmrqONy4LqIeCfwEPC2VsRLkiRJkjQdZQn3YmiXcTsfMvNL1L73wtYaeWRmP7C2an5rrbKZeQi4qNXxkiRJkiSpszQy8kGSJEmSJE21Eu7F0C5NPWpTkiRJkiSpWY58kCRJkiSpC3TzPR8c+SBJkiRJkpoSEWsi4r6I2BsRm8Yrb+eDJEmSJElqWET0AFcAFwMrgPURsWKsGC+7kCRJkiSpG3TODSdXAXszcx9ARFwLrAO+Xi/AkQ+SJEmSJKkZi4H9VfN9RV59mXlSTcDGMsu3Yx1ug9vcLW06GbfhZNzmTmzTybgNJ+M2d2KbTsZtOBm3uRPbdDJuw8m4zZ3Ypk7cBqfWTMBGYGfVtLFq2duAv62afwfwv8asb6o3aArewJ1llm/HOtwGt7lb2nQybsPJuM2d2KaTcRtOxm3uxDadjNtwMm5zJ7bpZNyGk3GbO7FNnbgNTuVPwGuAbVXz7wPeN1aMl11IkiRJkqRm7ACWR8TSiJgFXApsGSvAG05KkiRJkqSGZeZARFwGbAN6gKsyc9dYMSdj58OVJZdvxzrchtaXb8c63IbOWEenlW/HOtyGzlhHp5Vvxzrchs5YR6eVb8c63IbOWEenlW/HOtyGzlmHSpaZW4GtjZaP4voMSZIkSZKkUnjPB0mSJEmSVCo7HyRJkiRJUqnsfKgSET8YEc8t0qdGxAcj4p8i4kMRMW+q2ydJkiRJUjc6aTsfIuIXa2RfBTxdpP8cmAd8qMj7WJua1nIR8fxuX4fbMPX1t2Md7dgGSZ0vIl5cI29WRETV/I9GxK9HxMWduA63YWL1t2MdbsP49bdjHd1UfzvW4TZMrH51l5O28wH4YI28GZk5UKRXZuZ7MvNLmflBYFlZDYkJ/uCKiM/WyLs8Il5QpFdGxD7gqxHxzYj4kcnW38p1lF3/VK6j2+vvtm0o6vDL2QTqb8c6uqn+dqzDbWjI52rk7QCeV9T9m8AfAqcC/zUi/kcHrsNtmFj97ViH2zB+/e1YRzfV3451uA0Tq19dZFo/7SIi7qq3CDg3M2ePKv8PwNbM/FhEfAy4IjN3RsS5wCcy81VNrv+zmXnxqLzLgT/OzG9HxErgOmAIOAX4+cz8wqjyrxxjG/45MxeOKn93Zr6sSH8e+K3M3FFswyczc+Vk6m92HWXX36nr6Pb6O3EbxhMRD2Xmi0bl3Qm8ITO/U3zg/RSVxwH9CLAzM983mfrbsQ63ob31uw3tqz8i/qJe9cCGzHzuqPL3ZOZLi/RO4PWZ+UxEzARuy8yX12hnqetwG1pfv9vgNni8ndzbMJF9Vd1j5lQ3oGRnAW8GvjMqP4Av1yj/n4A/j4jfBr4N3BIR+4H9xbITjPOD68Ia+T+emZuK9EeAn6v+wQWM/sG1A/hCUd9oz6uRd0pEzMzKCI5TM3MHQGbeHxGza5Rvtv5m11F2/Z26jm6vvxO3YbwPpFrr6MnM4eP/5zj+gXc5cBvQzI+hWvW3Yx1uQ4vrdxs6Zht+Efh14GiNutbXyHsiIl6amfdQ+YyeAzxD5btMvZGcZa/DbWh9/W6D2+DxdnJvw0T2VXWJ6d758M/A3My8Y/SCiPj30XmZeRj4hYg4ncplFjOBvsx8ZIx1lP2Dazfw/2XmnhrbsL9G+SuArcWXvRsj4s+ATwMXAXe0oP5m11F2/Z26jm6vvxO3ATrzA286fGh3+zacjF/OpsM27ADuycwT/jMgIn6vRvlfBj4RlREWB4GdEfEF4OXAH9Uo3451uA2tr99tcBs83k7ubZjIvqouMa0vu2iHiLgH+Kl6P7gyc8movP8C/CRwOfDDVDoohn9wLcvMd4wq/zPA3Zl5X436L8nMf6yR/wbgXcC5VL707Qf+EfhYZn5vsvU3s45J1P+jVE5W1fXfAFzV7m2Y6DraUH+t96hl9bdpG4brX07l0qO6f+ei/L8Bv13nA+nBzFw6Ku/lwN8BdxZZr6PSWfhy4E8y85OTqb8d63AbWl+/29AZ2xAR84Ejmfk0DYqIHuBNHD8n9QHbMvPxOuVLXYfbUE79bkNn1D8dtuFkO96mwzZMdF9Vd7DzYZJa/KP0qjx+w8vq8i8GFgNfzcynqvLXZOaNLSi/CsisXP6xAlgD3JuZW8fY7uqYlxQxu8eKqYr9eGb+/HjlJhoTET8ErKLSa9rQjWki4vVFzN21YiLiB6ls3xMRcSqV4cOvAL4O/FFWRs3UK38asAl4JbCrTvlfBT6TmfVGIYxuT7PlZ1MZBt2fmf8aEf8BeC2V0QpX1vmhPwu4tCrm7UXM18eIOYfKdd5LgAFgD3DN6O0dVf6nq8rfP075jvzAmw4f2t2+DSfbl7Ppsg3qTBGxIDMPllW+HSLi+Zl5qKzyUjfp9mPa43MayUynkibgFydbHvhV4D4qnRPfANZVLbutBeU/AHwF2An8D+DfgN8FbgbeX6edo2O214sBtoya/gl4ani+Tv2jY7aMFQPcWpX+z1SG7H8A+H/ApjrrqI75T8DtY8VQ6TSYWaSvBP4M+KEi5tMNlP/TccofBvqBLwL/P+DMcfaV6vLvAl4wTvlPAJ8q3v+/Az4DvAO4GtjcYMynx4op9r3PAb9N5Z4q/5vKHY2/TuUmdKPLv7uZ8k6dPQELyizfpm14fpnlnU54/+ZRGQV4L3ComHYXec+bbPkG1v/ZyZYHnkvlc/DvgP8watn/rlP+8qL8+vHKF/kvBP6KyqVqzwd+D7ibyg2rFzZY/q4xys8fNT2fyveHM4D5DZSfP075NaP+hh8t2vNJ4Kw629xUTPGevqBIrwT2AXuBbwI/0oLytxWfVec0sb80FVO04/PA31PpkL+Jymf9DuAVDZZ/fIzyc4H/TuX7yWHgUSrf5X5hjDY1FcMUHtO04HhuxzFNycdzJx7TEyjf1PHp1F3TlDdgOk/AQ5MtX5yQ5hbps6n84H93MX97i8r3AKcBTwDPLfJPBe6q086GY6j8qP974A1U7nj+BuBAkf6ROvXf1kxM9XZR+dA9s0g/h8pIhlrraCqGyiiGkfaNWnZHC8rfTuWa6DcVJ+VHgRuBDcDpLSh/V/E6E3iEyo3hAGKMv3NTMcP7RZE+Dfj3Iv2isfa9RssXy7rmi029GDrsi80YMV3zY6XZ8kW5jvqx0mz5qnZ0zI+VCZTfBrwXeOGoffG9wE2TLV8sf2Wd6QeAAy0of32xb1xCpYP8emD28N90suWL/BuB/0JlBN1dxfa+qMi7oQXlh4AHR03fK173taD8bVXpvwX+APg+4NeAf6x3PDQTQ9XnNpV9/FVF+lwqT1qZbPkHgT8GHgJuLdqxaJzjs6mYoszFVO6nsh/4mSL/IuCWFpS/AfgFoBf4r8DvULnkcTOVEZm12tRUDCUf05R8PLfjmKbk47kTj+kJlG/q+HTqrmnKG9DtU3EiqDXdDRxtQfmvj5qfW5yI/oTaP2KbLX97rXQxf0L5ZmOo/ED+NSpfci8s8k44kU0mhsr1xWdQ+QG0s15bJxMD/APFyBTgY8DKIn0usKMF5Ud3UJwCvAW4Bni0BeXvAWYV2/wkxQ8+KjeE2z26/ERiin14+AP3DOBr1XVNtnyR31FfbCYSQ4d9sZlIDF3+xWZ4/6tKT/mPlWbLFzEd9WNlAuXvG2PbTljWbPkif5DKiL7P15ieaUH5O0bNv5/KCLrnU/v4bKp8Ueb2qvRDY9U3wfK/QeUc8LLq/XGM97rZ8rfVW3+t9kwkhkoH8/Bow6+MWlbrPxSaLV/dntdTGan3rWK/2NjANowbM87f7fYWlL9z1PyO4nUGlUtta21DUzHNHqMTKF/q8Vxnf2vpMT2B47Op8kV+Rx3TEyjf1PHp1F3TlDeg2ycq/yN8IZUvutXT2VSulZ9s+X+j+AFelTcT+Dgw2ILyXwVOK9IzqvLn1TppTiKml8oP8r8cffIc471tKIbK/6Duo/ghQ/FDk0rHyx2tiCm27WrggWL7v1fEfQG4oAXlbx9j+05tQflfK9b/TSqXR2wH/oZKB8AH6tTTVAyVyyjuonKZyb0c73w5E7h5suWLZR31xWYiMaP3L6b4i81EYujyLzZFfkf9WGm2fAN/t9tbUL7ZHx7Nlv8c8FtUjU6h8ojs9wL/OtnyxfJ7gOV1lu1vQfndVH0OFnkbqIz++OZky49+X4E/aGDfa6p8kT/8efsnwOmM/58EDZenct+P/0rlySn7KO43ViyrN/KuqRgqHaWfA95IZeTWn1G5qfcHgb9rQfla59oeKve7+lidbWgqBriFymjGt1H53L2kyP8RandwNlv+y8APFemfpHIvluFl9Trvmoqh5GOako/nIr/UY5qxj89a+3ZT5auWdcwxPYHyTR2fTt01TXkDun2iMrz3h+os+2QLyvdS9b+2o5a9rgXlZ9cp+wKqfihMNqaqzI9TZ3hfK2OKuNOApa2MKU7IF1D5X+2aw7knUh44t8l2NlW+iFlE8T+pVJ6y8jPAqlbGAC8pyry4wTY1W76jvthMJIap/WJT74dHV/9YabZ8kd9RP1aaLV8s76gfKxMofwbwISodO98BHiv29w9R+3KcpsoXMT8DnFdn2SUtKP9h4Mdq5K8B9ky2fLHsv1NcTjkq//uB/zvZ8qPK/CSVS2W+NVa5ZspTuddR9TR8meMLgY+3MOYNVO5TdDuVTvKtwEbglMmWB65t5P2YTAyV7wrbgM8CLwb+nMplUbuA17ao/K1FmS8N7+dUOvx/dYw2NRxDycc0JR/PRX6pxzRtPJ6LclN+TDdbvlj2Bpo4np26Z5ryBjg5OTk1Oo36ovLYqC8qZ7Sg/ES+qHTUj5WJfFGZzJebbv1iUyyv9+Vm5mTL0/wPj4n8uCn7x8rLefYPj3OL/Ho/PJoqXyx7MfBjo/c/qu7jMZnyVTEXNbmOVpS/uBXl270NVO7f9NKyynfB320qt+H8NpRv9vhpKobKk8OGL0t7CZVO4bVj1D+Z8iuodDy3rHw71jEF2/AyKvcUanQdzZYve5vH3S+cumea8gY4OTk5tWKiBU+XaWX5TmxTWdvAs398tLx8J25zJ5fvxDbVKk/JT3NqxzqojIgprXw71tFp79FJvg33dkr5Ca7jAzT4NLQWlR/zCW3Nlm/HOqZoG7rq79Bse5y6a5ryBjg5OTm1YqIFT5dpZflObNPJuA0n4zZ3Yptqlafkpzm1Yx1ug9vsNpxQvuEnqHVa+U5s08m4DRPZZqfumWYiSV0iIu6qt4jKvRzaWr4T23QybsPJuM2d2KYJbENPZj4FkJnfiIg3AP83Ir6viJls+Xasw21wm92G4wYycxB4OiIeyMwnithnImKoC8p3YptOxm2YyDarS9j5IKmbnAW8mcqNqaoFlZvdtbt8J7bpZNyGk3GbO7FNzZb/VkRcmJl3AGTmUxHxE8BVVK45nmz5dqzDbXCb3YbjjkXEaZn5NJUbbQMQEfOoPHK508t3YptOxm2YyDarW2QHDL9wcnJyamSi/KfLNFW+E9t0Mm7DybjNndimCZQv9WlO7ViH2+A2uw3PymvqaWidVr4T23QybsNEttmpe6Yo/piSJEmSJEmlmDHVDZAkSZIkSdObnQ+SJEmSJKlUdj5IktRhIuL3IuI3xlh+SUSsaKCeZ5WLiP8eET/WqnZKkiQ1ys4HSZK6zyXAuJ0Po8tl5u9m5r+W1CZJkqS67HyQJKkDRMT7I+K+iPhX4Lwi7z9HxI6IuDMiro+I0yLitcBbgI9ExB0RcU4x3RgRX4uIL0bEi+uUuzoifqao+xsR8UcRcUtE7IyIV0bEtoh4ICJ+uapdv1m04a6I+OAUvDWSJGkamDnVDZAk6WQXET8AXAq8gspn823A14BPZ+bfFGX+AHhnZv6viNgC/HNm/t9i2XbglzNzT0T8IPC/M/ONNcqNXvX+zHxNRPwpcDXwOmAOsAv464h4E7AcWAUEsCUifjgzby7tzZAkSdOSnQ+SJE291wOfycynAYpOA4CXFp0OzwPmAttGB0bEXOC1wD9UdS7MbnC9w+u5G5ibmU8CT0bEkYh4HvCmYrq9KDeXSmeEnQ+SJKkpdj5IktQZskbe1cAlmXlnRPwC8IYaZWYAj2fmhRNY59HidagqPTw/k8poh/+Rmf9nAnVLkiSN8J4PkiRNvZuBn4qIUyPidOAni/zTgQMRcQrw9qryTxbLyMwngAcj4m0AUXHB6HITtA34pWJ0BRGxOCIWTKI+SZJ0krLzQZKkKZaZtwGfAu4Arge+WCz6HeCrwE3AvVUh1wK/GRG3R8Q5VDom3hkRd1K5X8O6OuWabdfngE8Ct0TE3cD/ZXKdGZIk6SQVmbVGeUqSJEmSJLWGIx8kSZIkSVKp7HyQJEmSJEmlsvNBkiRJkiSVys4HSZIkSZJUKjsfJEmSJElSqex8kCRJkiRJpbLzQZIkSZIklcrOB0mSJEmSVKr/PzAhYZfAuAaMAAAAAElFTkSuQmCC\n",
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\n",
       "text/plain": [
-       "<Figure size 1440x720 with 2 Axes>"
+       "<Figure size 2000x1000 with 2 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -1096,9 +1086,768 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 14,
    "id": "29be9114",
    "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>precipitation</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>datetime</th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>2010-01-31</th>\n",
+       "      <td>35.9</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2010-02-28</th>\n",
+       "      <td>28.5</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2010-03-31</th>\n",
+       "      <td>29.7</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2010-04-30</th>\n",
+       "      <td>23.7</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2010-05-31</th>\n",
+       "      <td>68.4</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-08-31</th>\n",
+       "      <td>82.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-09-30</th>\n",
+       "      <td>6.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-10-31</th>\n",
+       "      <td>42.5</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-11-30</th>\n",
+       "      <td>26.3</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-12-31</th>\n",
+       "      <td>60.5</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>144 rows × 1 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "            precipitation\n",
+       "datetime                 \n",
+       "2010-01-31           35.9\n",
+       "2010-02-28           28.5\n",
+       "2010-03-31           29.7\n",
+       "2010-04-30           23.7\n",
+       "2010-05-31           68.4\n",
+       "...                   ...\n",
+       "2021-08-31           82.0\n",
+       "2021-09-30            6.0\n",
+       "2021-10-31           42.5\n",
+       "2021-11-30           26.3\n",
+       "2021-12-31           60.5\n",
+       "\n",
+       "[144 rows x 1 columns]"
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df4 = df2[df2.index.year >= 2010].resample('M').sum()\n",
+    "df4"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "283cd890",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>precipitation</th>\n",
+       "      <th>Year</th>\n",
+       "      <th>Month</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>datetime</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>2010-01-31</th>\n",
+       "      <td>35.9</td>\n",
+       "      <td>2010</td>\n",
+       "      <td>Jan</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2010-02-28</th>\n",
+       "      <td>28.5</td>\n",
+       "      <td>2010</td>\n",
+       "      <td>Feb</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2010-03-31</th>\n",
+       "      <td>29.7</td>\n",
+       "      <td>2010</td>\n",
+       "      <td>Mar</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2010-04-30</th>\n",
+       "      <td>23.7</td>\n",
+       "      <td>2010</td>\n",
+       "      <td>Apr</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2010-05-31</th>\n",
+       "      <td>68.4</td>\n",
+       "      <td>2010</td>\n",
+       "      <td>May</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-08-31</th>\n",
+       "      <td>82.0</td>\n",
+       "      <td>2021</td>\n",
+       "      <td>Aug</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-09-30</th>\n",
+       "      <td>6.0</td>\n",
+       "      <td>2021</td>\n",
+       "      <td>Sep</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-10-31</th>\n",
+       "      <td>42.5</td>\n",
+       "      <td>2021</td>\n",
+       "      <td>Oct</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-11-30</th>\n",
+       "      <td>26.3</td>\n",
+       "      <td>2021</td>\n",
+       "      <td>Nov</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2021-12-31</th>\n",
+       "      <td>60.5</td>\n",
+       "      <td>2021</td>\n",
+       "      <td>Dec</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>144 rows × 3 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "            precipitation  Year Month\n",
+       "datetime                             \n",
+       "2010-01-31           35.9  2010   Jan\n",
+       "2010-02-28           28.5  2010   Feb\n",
+       "2010-03-31           29.7  2010   Mar\n",
+       "2010-04-30           23.7  2010   Apr\n",
+       "2010-05-31           68.4  2010   May\n",
+       "...                   ...   ...   ...\n",
+       "2021-08-31           82.0  2021   Aug\n",
+       "2021-09-30            6.0  2021   Sep\n",
+       "2021-10-31           42.5  2021   Oct\n",
+       "2021-11-30           26.3  2021   Nov\n",
+       "2021-12-31           60.5  2021   Dec\n",
+       "\n",
+       "[144 rows x 3 columns]"
+      ]
+     },
+     "execution_count": 15,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import calendar\n",
+    "df4['Year'] = df4.index.year\n",
+    "df4['Month'] = df4.index.month\n",
+    "df4['Month'] = df4['Month'].apply(lambda x: calendar.month_abbr[x])\n",
+    "df4"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "28a0fd61",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th>precipitation</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Year</th>\n",
+       "      <th>Month</th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th rowspan=\"5\" valign=\"top\">2010</th>\n",
+       "      <th>Jan</th>\n",
+       "      <td>35.9</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Feb</th>\n",
+       "      <td>28.5</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Mar</th>\n",
+       "      <td>29.7</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Apr</th>\n",
+       "      <td>23.7</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>May</th>\n",
+       "      <td>68.4</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th rowspan=\"5\" valign=\"top\">2021</th>\n",
+       "      <th>Aug</th>\n",
+       "      <td>82.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Sep</th>\n",
+       "      <td>6.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Oct</th>\n",
+       "      <td>42.5</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Nov</th>\n",
+       "      <td>26.3</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Dec</th>\n",
+       "      <td>60.5</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>144 rows × 1 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "            precipitation\n",
+       "Year Month               \n",
+       "2010 Jan             35.9\n",
+       "     Feb             28.5\n",
+       "     Mar             29.7\n",
+       "     Apr             23.7\n",
+       "     May             68.4\n",
+       "...                   ...\n",
+       "2021 Aug             82.0\n",
+       "     Sep              6.0\n",
+       "     Oct             42.5\n",
+       "     Nov             26.3\n",
+       "     Dec             60.5\n",
+       "\n",
+       "[144 rows x 1 columns]"
+      ]
+     },
+     "execution_count": 16,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df4 = df4.set_index(['Year', 'Month'])\n",
+    "df4"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "8e3bd7d1",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th>Year</th>\n",
+       "      <th>2010</th>\n",
+       "      <th>2011</th>\n",
+       "      <th>2012</th>\n",
+       "      <th>2013</th>\n",
+       "      <th>2014</th>\n",
+       "      <th>2015</th>\n",
+       "      <th>2016</th>\n",
+       "      <th>2017</th>\n",
+       "      <th>2018</th>\n",
+       "      <th>2019</th>\n",
+       "      <th>2020</th>\n",
+       "      <th>2021</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Month</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>Jan</th>\n",
+       "      <td>35.9</td>\n",
+       "      <td>38.6</td>\n",
+       "      <td>66.6</td>\n",
+       "      <td>29.8</td>\n",
+       "      <td>31.1</td>\n",
+       "      <td>53.3</td>\n",
+       "      <td>62.2</td>\n",
+       "      <td>14.7</td>\n",
+       "      <td>56.1</td>\n",
+       "      <td>37.2</td>\n",
+       "      <td>23.2</td>\n",
+       "      <td>54.6</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Feb</th>\n",
+       "      <td>28.5</td>\n",
+       "      <td>31.4</td>\n",
+       "      <td>12.2</td>\n",
+       "      <td>35.1</td>\n",
+       "      <td>39.6</td>\n",
+       "      <td>8.4</td>\n",
+       "      <td>60.1</td>\n",
+       "      <td>21.2</td>\n",
+       "      <td>12.4</td>\n",
+       "      <td>10.6</td>\n",
+       "      <td>106.5</td>\n",
+       "      <td>48.6</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Mar</th>\n",
+       "      <td>29.7</td>\n",
+       "      <td>6.2</td>\n",
+       "      <td>5.7</td>\n",
+       "      <td>26.1</td>\n",
+       "      <td>7.7</td>\n",
+       "      <td>43.3</td>\n",
+       "      <td>36.5</td>\n",
+       "      <td>41.6</td>\n",
+       "      <td>46.0</td>\n",
+       "      <td>44.8</td>\n",
+       "      <td>27.0</td>\n",
+       "      <td>35.8</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Apr</th>\n",
+       "      <td>23.7</td>\n",
+       "      <td>14.2</td>\n",
+       "      <td>11.8</td>\n",
+       "      <td>42.1</td>\n",
+       "      <td>40.7</td>\n",
+       "      <td>17.3</td>\n",
+       "      <td>49.6</td>\n",
+       "      <td>20.9</td>\n",
+       "      <td>34.5</td>\n",
+       "      <td>27.8</td>\n",
+       "      <td>10.9</td>\n",
+       "      <td>17.6</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>May</th>\n",
+       "      <td>68.4</td>\n",
+       "      <td>6.6</td>\n",
+       "      <td>34.7</td>\n",
+       "      <td>99.7</td>\n",
+       "      <td>73.7</td>\n",
+       "      <td>22.4</td>\n",
+       "      <td>66.9</td>\n",
+       "      <td>118.4</td>\n",
+       "      <td>48.4</td>\n",
+       "      <td>72.0</td>\n",
+       "      <td>41.2</td>\n",
+       "      <td>69.8</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Jun</th>\n",
+       "      <td>21.5</td>\n",
+       "      <td>110.0</td>\n",
+       "      <td>67.2</td>\n",
+       "      <td>44.7</td>\n",
+       "      <td>16.7</td>\n",
+       "      <td>39.3</td>\n",
+       "      <td>53.4</td>\n",
+       "      <td>49.3</td>\n",
+       "      <td>27.3</td>\n",
+       "      <td>44.6</td>\n",
+       "      <td>75.6</td>\n",
+       "      <td>100.9</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Jul</th>\n",
+       "      <td>75.2</td>\n",
+       "      <td>94.6</td>\n",
+       "      <td>66.8</td>\n",
+       "      <td>36.3</td>\n",
+       "      <td>77.5</td>\n",
+       "      <td>26.7</td>\n",
+       "      <td>47.5</td>\n",
+       "      <td>85.0</td>\n",
+       "      <td>54.4</td>\n",
+       "      <td>25.3</td>\n",
+       "      <td>15.5</td>\n",
+       "      <td>138.7</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Aug</th>\n",
+       "      <td>185.1</td>\n",
+       "      <td>43.4</td>\n",
+       "      <td>28.0</td>\n",
+       "      <td>108.9</td>\n",
+       "      <td>95.1</td>\n",
+       "      <td>67.6</td>\n",
+       "      <td>30.6</td>\n",
+       "      <td>61.1</td>\n",
+       "      <td>22.5</td>\n",
+       "      <td>39.2</td>\n",
+       "      <td>61.9</td>\n",
+       "      <td>82.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Sep</th>\n",
+       "      <td>55.3</td>\n",
+       "      <td>28.3</td>\n",
+       "      <td>44.8</td>\n",
+       "      <td>88.9</td>\n",
+       "      <td>31.2</td>\n",
+       "      <td>26.2</td>\n",
+       "      <td>32.5</td>\n",
+       "      <td>68.3</td>\n",
+       "      <td>24.1</td>\n",
+       "      <td>31.2</td>\n",
+       "      <td>31.9</td>\n",
+       "      <td>6.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Oct</th>\n",
+       "      <td>27.6</td>\n",
+       "      <td>36.1</td>\n",
+       "      <td>41.9</td>\n",
+       "      <td>56.5</td>\n",
+       "      <td>39.2</td>\n",
+       "      <td>28.5</td>\n",
+       "      <td>38.1</td>\n",
+       "      <td>36.1</td>\n",
+       "      <td>8.8</td>\n",
+       "      <td>65.9</td>\n",
+       "      <td>41.6</td>\n",
+       "      <td>42.5</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Nov</th>\n",
+       "      <td>87.0</td>\n",
+       "      <td>0.6</td>\n",
+       "      <td>79.7</td>\n",
+       "      <td>60.2</td>\n",
+       "      <td>35.3</td>\n",
+       "      <td>87.8</td>\n",
+       "      <td>66.0</td>\n",
+       "      <td>62.4</td>\n",
+       "      <td>11.4</td>\n",
+       "      <td>37.2</td>\n",
+       "      <td>9.6</td>\n",
+       "      <td>26.3</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Dec</th>\n",
+       "      <td>106.5</td>\n",
+       "      <td>109.5</td>\n",
+       "      <td>78.5</td>\n",
+       "      <td>30.2</td>\n",
+       "      <td>41.3</td>\n",
+       "      <td>27.6</td>\n",
+       "      <td>7.4</td>\n",
+       "      <td>49.9</td>\n",
+       "      <td>86.2</td>\n",
+       "      <td>54.2</td>\n",
+       "      <td>48.3</td>\n",
+       "      <td>60.5</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "Year    2010   2011  2012   2013  2014  2015  2016   2017  2018  2019   2020  \\\n",
+       "Month                                                                          \n",
+       "Jan     35.9   38.6  66.6   29.8  31.1  53.3  62.2   14.7  56.1  37.2   23.2   \n",
+       "Feb     28.5   31.4  12.2   35.1  39.6   8.4  60.1   21.2  12.4  10.6  106.5   \n",
+       "Mar     29.7    6.2   5.7   26.1   7.7  43.3  36.5   41.6  46.0  44.8   27.0   \n",
+       "Apr     23.7   14.2  11.8   42.1  40.7  17.3  49.6   20.9  34.5  27.8   10.9   \n",
+       "May     68.4    6.6  34.7   99.7  73.7  22.4  66.9  118.4  48.4  72.0   41.2   \n",
+       "Jun     21.5  110.0  67.2   44.7  16.7  39.3  53.4   49.3  27.3  44.6   75.6   \n",
+       "Jul     75.2   94.6  66.8   36.3  77.5  26.7  47.5   85.0  54.4  25.3   15.5   \n",
+       "Aug    185.1   43.4  28.0  108.9  95.1  67.6  30.6   61.1  22.5  39.2   61.9   \n",
+       "Sep     55.3   28.3  44.8   88.9  31.2  26.2  32.5   68.3  24.1  31.2   31.9   \n",
+       "Oct     27.6   36.1  41.9   56.5  39.2  28.5  38.1   36.1   8.8  65.9   41.6   \n",
+       "Nov     87.0    0.6  79.7   60.2  35.3  87.8  66.0   62.4  11.4  37.2    9.6   \n",
+       "Dec    106.5  109.5  78.5   30.2  41.3  27.6   7.4   49.9  86.2  54.2   48.3   \n",
+       "\n",
+       "Year    2021  \n",
+       "Month         \n",
+       "Jan     54.6  \n",
+       "Feb     48.6  \n",
+       "Mar     35.8  \n",
+       "Apr     17.6  \n",
+       "May     69.8  \n",
+       "Jun    100.9  \n",
+       "Jul    138.7  \n",
+       "Aug     82.0  \n",
+       "Sep      6.0  \n",
+       "Oct     42.5  \n",
+       "Nov     26.3  \n",
+       "Dec     60.5  "
+      ]
+     },
+     "execution_count": 17,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df_precipitation = df4.reset_index().pivot_table(columns='Year',index='Month',values='precipitation', sort=False)\n",
+    "df_precipitation"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "fa12c1b9",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 2000x1000 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "ax=sns.heatmap(df_precipitation, cmap='viridis_r')\n",
+    "ax.invert_yaxis()\n",
+    "plt.title(\"Precipitation in Würzburg [mm / month]\");"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "id": "470cf56e",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 2000x1000 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "df_precipitation.sum().plot.bar(title='Niederschlag in Würzburg [mm / Jahr]', ylim=(0, None));"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "40727a96",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 2000x1000 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "df_precipitation.mean(axis=1).plot.bar(title='Mittlerer Niederschlag in Würzburg\\n1966 -> 2021\\n[mm / Monat]',\n",
+    "                                       ylim=(0, None));"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "0a195120",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 2000x1000 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "df_precipitation.transpose().plot.box(showfliers=False, ylim=(0, None))\n",
+    "duration = \"2010 -> 2021\"\n",
+    "plt.title(f\"Variation of monthly precipitation in Würzburg, {duration}\")\n",
+    "plt.ylabel(\"[mm / month]\");\n",
+    "plt.savefig('monthly_precipitation_variation_wuerzburg.png', facecolor=\"w\", bbox_inches = 'tight')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "id": "e5d682d5",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# TODO: Compare 1995 -> 2021 with 2015 -> 2021\n",
+    "# TODO: Get duration from min max index\n",
+    "# TODO: Ridgeline for each month?\n",
+    "# TODO: apply to Feuerbach\n",
+    "# TODO: Push and document\n",
+    "# TODO: Show on map"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "803223b4",
+   "metadata": {},
    "outputs": [],
    "source": []
   }
@@ -1119,7 +1868,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.7"
+   "version": "3.9.13"
   }
  },
  "nbformat": 4,
diff --git a/python_scripts/get_dwd_precipitation/monthly_precipitation_variation_wuerzburg.png b/python_scripts/get_dwd_precipitation/monthly_precipitation_variation_wuerzburg.png
new file mode 100644
index 0000000000000000000000000000000000000000..904b2e3385abbef8d7fc30dee19c16ab4b86d670
Binary files /dev/null and b/python_scripts/get_dwd_precipitation/monthly_precipitation_variation_wuerzburg.png differ
diff --git a/python_scripts/get_dwd_precipitation/wurzburg_yearly_precipitations_1996_2021.png b/python_scripts/get_dwd_precipitation/wurzburg_yearly_precipitations_1996_2021.png
index e1d3b70c99fb62cfaa50d7230dad5ba392f25fae..04c56d50b8cfcb568c397c88cc3a4128e3251ef5 100644
Binary files a/python_scripts/get_dwd_precipitation/wurzburg_yearly_precipitations_1996_2021.png and b/python_scripts/get_dwd_precipitation/wurzburg_yearly_precipitations_1996_2021.png differ
diff --git a/python_scripts/simstadt_urbi/compare_heat_demands.py b/python_scripts/simstadt_urbi/compare_heat_demands.py
index c530f86c5a8643278e5e3977d1abb5543a0aec92..5e7a0dd0ea94c65c781afc6a82525ea04bf754c3 100644
--- a/python_scripts/simstadt_urbi/compare_heat_demands.py
+++ b/python_scripts/simstadt_urbi/compare_heat_demands.py
@@ -5,10 +5,15 @@ import matplotlib.pyplot as plt
 PROJ_DIR = Path(__file__).parent
 CITYGML = 'Grombühl_v2'
 URBI_HEAT_DEMAND = 'totalPrimaryEnergyDemandHeating [kWh/a]'
-S_DEMAND = 'Simstadt heat demand [MWh / a]'
+S_DEMAND = 'Simstadt heat demand [MWh / a]' # Inkl Warmwasser?
 U_DEMAND = 'Urbi+ heat demand [MWh / a]'
 AREA = 'Area [m²]'
 TYPE = 'Usage Type'
+SUFFIX = '_Bensfeld'
+
+# Feldberg : 2.493 (Average : 3.0°C, Min : -18°C)
+# Original : 2.487 (Average : 7.9°C, Min : -12°C), Würzburg
+# Bensfeld : 2.475 (Average : 10.2°C, Min : -10°C)
 
 
 def get_simstadt_heat_demand():
@@ -39,7 +44,7 @@ def get_simstadt_heat_demand():
 
 
 def get_urbi_heat_demand():
-    urbi_csvs = list(PROJ_DIR.glob(f'**/{CITYGML}.csv'))
+    urbi_csvs = list(PROJ_DIR.glob(f'**/{CITYGML}{SUFFIX}.csv'))
     assert len(urbi_csvs) == 1
     urbi_csv_filename = urbi_csvs[0]
     urbi_results = {}
@@ -62,14 +67,14 @@ def compare_results(simstadt_df, urbi_df):
     simstadt_urbi = simstadt_df.join(urbi_df)[[S_DEMAND, U_DEMAND]]
     simstadt_urbi = simstadt_urbi.dropna()
 
-    simstadt_urbi.round(1).to_csv('simstadt_vs_urbi_heat_demands.csv', sep=';', decimal='.')
+    simstadt_urbi.round(1).to_csv(f'simstadt_vs_urbi_heat_demands_{CITYGML}{SUFFIX}.csv', sep=';', decimal='.')
 
     plt.rcParams["figure.figsize"] = (10, 10)
-    ax = simstadt_urbi.plot.scatter(x=S_DEMAND, y=U_DEMAND, title='Urbi vs SimStadt Heat-demand')
+    ax = simstadt_urbi.plot.scatter(x=S_DEMAND, y=U_DEMAND, title=f'Urbi vs SimStadt Heat-demand\n{CITYGML}{SUFFIX}')
     max_heat_demand = simstadt_urbi.max().max()
     ax.plot([0, max_heat_demand], [0, max_heat_demand])
     ax.axis('equal')
-    plt.savefig('simstadt_vs_urbi_heat_demands.png', bbox_inches='tight')
+    plt.savefig(f'simstadt_vs_urbi_heat_demands_{CITYGML}{SUFFIX}.png', bbox_inches='tight')
 
     print("Correlation:")
     print(simstadt_urbi.corr())
diff --git a/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010.csv b/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010.csv
new file mode 100644
index 0000000000000000000000000000000000000000..f6558e7cd60db1a216f90f5f752a5ee8fbfeac9b
--- /dev/null
+++ b/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010.csv
@@ -0,0 +1,106 @@
+ID;City;Location;Building Age Class;Year Of Construction;groundSurfaceArea;livingArea;wallSurfaceArea;roofSurfaceArea;sharedWallSurface;windowArea;volumeBuilding;storeysAboveGround;storeysBelowGround;climateZone;outerTemp;averageYearTemp;heatLossesVentilationHeatingDemand;heatLossesGroundHeatingDemand [W];heatLossesRoofHeatingDemand [W];heatLossesWindowHeatingDemand [W];heatLossesSharedWallHeatingDemand [W];heatLossesWallHeatingDemand [W];heatGainsInternalHeatingDemand [W];heatGainsWindowsHeatingDemand [W];heatLossesVentilationHeatingDemandEnEV [W];heatLossesGroundHeatingDemandEnEV [W];heatLossesRoofHeatingDemandEnEV [W];heatLossesWindowHeatingDemandEnEV [W];heatLossesSharedWallHeatingDemandEnEV [W];heatLossesWallHeatingDemandEnEV [W];heatGainsInternalHeatingDemandEnEV [W];heatGainsWindowsHeatingDemandEnEV [W];heatLossesVentilationHeatingDemandLE [W];heatLossesGroundHeatingDemandLE [W];heatLossesRoofHeatingDemandLE [W];heatLossesWindowHeatingDemandLE [W];heatLossesSharedWallHeatingDemandLE [W];heatLossesWallHeatingDemandLE [W];heatGainsInternalHeatingDemandLE [W];heatGainsWindowsHeatingDemandLE [W];totalPrimaryEnergyDemandHeating [kWh/a];totalPrimaryEnergyDemandHeatingSzenario1 [kWh/a];totalPrimaryEnergyDemandHeatingSzenario2 [kWh/a];totalPrimaryEnergyDemandHotWater [kWh/a];totalPrimaryEnergyDemandHotWaterSzenario1 [kWh/a];totalPrimaryEnergyDemandHotWaterSzenario2 [kWh/a];costsEnergyHeatingOriginal [Euro];costsEnergyHWOriginal [Euro];costsEnergyHeatingSzenario1 [Euro];costsEnergyHWSzenario1 [Euro];costsEnergyHeatingSzenario2 [Euro];costsEnergyHWSzenario2 [Euro];specificPrimaryEnergyDemandHeating [kWh/m2a];specificPrimaryEnergyDemandHeatingSzenario1 [kWh/m2a];specificPrimaryEnergyDemandHeatingSzenario2 [kWh/m2a];specificPrimaryEnergyDemandHotWater [kWh/m2a];specificPrimaryEnergyDemandHotWaterSzenario1 [kWh/m2a];specificPrimaryEnergyDemandHotWaterSzenario2 [kWh/m2a];totalFinalEnergyDemandHeating [kWh/a];totalFinalEnergyDemandHeatingSzenario1 [kWh/a];totalFinalEnergyDemandHeatingSzenario2 [kWh/a];finalEnergyDemandHotWater [kWh/a];finalEnergyDemandHotWaterSzenario1 [kWh/a];finalEnergyDemandHotWaterSzenario2 [kWh/a];specificFinalEnergyDemandHeating [kWh/m2a];specificFinalEnergyDemandHeatingSzenario1 [kWh/m2a];specificFinalEnergyDemandHeatingSzenario2 [kWh/m2a];specificFinalEnergyDemandHotWater [kWh/m2a];specificFinalEnergyDemandHotWaterSzenario1 [kWh/m2a];specificFinalEnergyDemandHotWaterSzenario2 [kWh/m2a];UsefulEnergyDemandStatusQuo [kWh];UsefulEnergyDemandSzenario1 [kWh];UsefulEnergyDemandSzenario2 [kWh];specificUsefulEnergyDemandStatusQuo [kWh];specificUsefulEnergyDemandSzenario1 [kWh];specificUsefulEnergyDemandSzenario2 [kWh];HeatingLoad [W];HeatingLoadSzenario1 [W];HeatingLoadSzenario2 [W];heatingLoadHotWaterOriginal [kW];heatingLoadHotWaterSzenario1 [kW];heatingLoadHotWaterSzenario2 [kW];BuildingHeigth [m];dimensionOilBoilerHeatingStatusQuo 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[kW];dimensionDistrictHeatingStationHeatingSzenario2 [kW];dimensionBiomassHeatingStatusQuo [kW];dimensionBiomassHeatingSzenario1 [kW];dimensionBiomassHeatingSzenario2 [kW];dimensionOilBoilerDHW [kW];dimensionOilBoilerDHWSzenario1 [kW];dimensionOilBoilerDHWSzenario2 [kW];dimensionGasBoilerDHW [kW];dimensionGasBoilerDHWSzenario1 [kW];dimensionGasBoilerDHWSzenario2 [kW];dimensionHeatPumpDHW [kW];dimensionHeatPumpDHWSzenario1 [kW];dimensionHeatPumpDHWSzenario2 [kW];dimensionEFHDHW [kW];dimensionEFHDHWSzenario1 [kW];dimensionEFHDHWSzenario2 [kW];dimensionDHDHW [kW];dimensionDHDHWSzenario1 [kW];dimensionDHDHWSzenario2 [kW];dimensionGasStorageDHW [kW];dimensionGasStorageDHWSzenario1 [kW];dimensionGasStorageDHWSzenario2 [kW];dimensionBiomassDHW [kW];dimensionBiomassDHWSzenario1 [kW];dimensionBiomassDHWSzenario2 [kW];dimensionSolarDHW [kW];dimensionSolarDHWSzenario1 [kW];dimensionSolarDHWSzenario2 [kW];dimensionHeatGeneratorOriginal [kW];dimensionHeatGeneratorSzenario1 [kW];dimensionHeatGeneratorSzenario2 [kW];lengthPipesHeatingOriginal [m];lengthPipesHeatingSzenario1 [m];lengthPipesHeatingSzenario2 [m];lenghtPipesWarmWaterOriginal [m];lenghtPipesWarmWaterSzenario1 [m];lenghtPipesWarmWaterSzenario2 [m];lengthOfRadiatorsOriginal [m];lengthOfRadiatorsSzenario1 [m];lengthOfRadiatorsSzenario2 [m];massOfRadiatorsOriginal [kg];massOfRadiatorsSzenario1 [kg];massOfRadiatorsSzenario2 [kg];massOfFloorHeatingOriginal [m];massOfFloorHeatingSzenario1 [m];massOfFloorHeatingSzenario2 [m];flowTemperatureFloorHeatingOriginal [°C];flowTemperatureFloorHeatingSzenario1 [°C];flowTemperatureFloorHeatingSzenario2 [°C];volumeStorageOriginal [m3];volumeStorageSzenario1 [m3];volumeStorageSzenario2 [m3];volumeStorageOriginalHeating [m3];volumeStorageHeatingSzenario1 [m3];volumeStorageHeatingSzenario2 [m3];volumeStorageOriginalHotWater [m3];volumeStorageHotWaterSzenario1 [m3];volumeStorageHotWaterSzenario2 [m3];massStorageOriginal [kg];massStorageSzenario1 [kg];massStorageSzenario2 [kg];materialMassPipesOriginalHeating [kg];materialMassPipesHeatingSzenario1 [kg];materialMassPipesHeatingSzenario2 [kg];materialMassPipesOriginalHW [kg];materialMassPipesSzenario1HW [kg];materialMassPipesHWSzenario2 [kg];materialMassPipesInsulationOriginal [kg];materialMassPipesInsulationSzenario1 [kg];materialMassPipesInsulationSzenario2[kg];materialVolumePipesInsulationOriginal [m3];materialVolumePipesInsulationSzenario1 [m3];materialVolumePipesInsulationSzenario2 [m3];materialVolumePipesInsulationOriginalHeating [m3];materialVolumePipesInsulationHeatingSzenario1 [m3];materialVolumePipesInsulationHeatingSzenario2 [m3];materialVolumePipesInsulationOriginalHW [m3];materialVolumePipesInsulationHWSzenario1 [m3];materialVolumePipesInsulationHWSzenario2 [m3];oilTankVolumeOriginal [m3];oilTankVolumeSzenario1 [m3];oilTankVolumeSzenario2 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CO2-eq.];penrtA1A3PipesSoleWaterProbeHP [MJ];penrtB4PipesSoleWaterProbeHP [MJ];penrtC2PipesSoleWaterProbeHP [MJ];penrtC4PipesSoleWaterProbeHP [MJ];penrtDPipesSoleWaterProbeHP [MJ];pertA1A3PipesSoleWaterProbeHP [MJ];pertB4PipesSoleWaterProbeHP [MJ];pertC2PipesSoleWaterProbeHP [MJ];pertC4PipesSoleWaterProbeHP [MJ];pertDPipesSoleWaterProbeHP [MJ];gwpA1A3PipesWaterWaterHP [kg CO2-eq.];gwpB4PipesWaterWaterHP [kg CO2-eq.];gwpC2PipesWaterWaterHP [kg CO2-eq.];gwpC4PipesWaterWaterHP [kg CO2-eq.];gwpDPipesWaterWaterHP [kg CO2-eq.];penrtA1A3PipesWaterWaterHP [MJ];penrtB4PipesWaterWaterHP [MJ];penrtC2PipesWaterWaterHP [MJ];penrtC4PipesWaterWaterHP [MJ];penrtDPipesWaterWaterHP [MJ];pertA1A3PipesWaterWaterHP [MJ];pertB4PipesWaterWaterHP [MJ];pertC2PipesWaterWaterHP [MJ];pertC4PipesWaterWaterHP [MJ];pertDPipesWaterWaterHP [MJ];gwpA1A3PipesHeating [kg CO2-eq.];gwpB4PipesHeating [kg CO2-eq.];gwpC2PipesHeating [kg CO2-eq.];gwpC4PipesHeating [kg CO2-eq.];gwpDPipesHeating [kg CO2-eq.];penrtA1A3PipesHeating [MJ];penrtB4PipesHeating [MJ];penrtC2PipesHeating [MJ];penrtC4PipesHeating [MJ];penrtDPipesHeating [MJ];pertA1A3PipesHeating [MJ];pertB4PipesHeating [MJ];pertC2PipesHeating [MJ];pertC4PipesHeating [MJ];pertDPipesHeating [MJ];gwpA1A3PipesHW [kg CO2-eq.];gwpB4PipesHW [kg CO2-eq.];gwpC2PipesHW [kg CO2-eq.];gwpC4PipesHW [kg CO2-eq.];gwpDPipesHW [kg CO2-eq.];penrtA1A3PipesHW [MJ];penrtB4PipesHW [MJ];penrtC2PipesHW [MJ];penrtC4PipesHW [MJ];penrtDPipesHW [MJ];pertA1A3PipesHW [MJ];pertB4PipesHW [MJ];pertC2PipesHW [MJ];pertC4PipesHW [MJ];pertDPipesHW [MJ];gwpA1A3PipesInsul [kg CO2-eq.];gwpB4PipesInsul [kg CO2-eq.];gwpC2PipesInsul [kg CO2-eq.];gwpC4PipesInsul [kg CO2-eq.];gwpDPipesInsul [kg CO2-eq.];penrtA1A3PipesInsul [MJ];penrtB4PipesInsul [MJ];penrtC2PipesInsul [MJ];penrtC4PipesInsul [MJ];penrtDPipesInsul [MJ];pertA1A3PipesInsul [MJ];pertB4PipesInsul [MJ];pertC2PipesInsul [MJ];pertC4PipesInsul [MJ];pertDPipesInsul [MJ];gwpA1A3FloorHeating [kg CO2-eq.];gwpB4FloorHeating [kg CO2-eq.];gwpC2FloorHeating [kg CO2-eq.];gwpC4FloorHeating [kg CO2-eq.];gwpDFloorHeating [kg CO2-eq.];penrtA1A3FloorHeating [MJ];penrtB4FloorHeating [MJ];penrtC2FloorHeating [MJ];penrtC4FloorHeating [MJ];penrtDFloorHeating [MJ];pertA1A3FloorHeating [MJ];pertB4FloorHeating [MJ];pertC2FloorHeating [MJ];pertC4FloorHeating [MJ];pertDFloorHeating [MJ];gwpA1A3Radiators [kg CO2-eq.];gwpB4Radiators [kg CO2-eq.];gwpC2Radiators [kg CO2-eq.];gwpC4Radiators [kg CO2-eq.];gwpDRadiators [kg CO2-eq.];penrtA1A3Radiators [MJ];penrtB4Radiators [MJ];penrtC2Radiators [MJ];penrtC4Radiators [MJ];penrtDRadiators [MJ];pertA1A3Radiators [MJ];pertB4Radiators [MJ];pertC2Radiators [MJ];pertC4Radiators [MJ];pertDRadiators [MJ];gwpA1A3Storage [kg CO2-eq.];gwpB4Storage [kg CO2-eq.];gwpC2Storage [kg CO2-eq.];gwpC4Storage [kg CO2-eq.];gwpDStorage [kg CO2-eq.];penrtA1A3Storage [MJ];penrtB4Storage [MJ];penrtC2Storage [MJ];penrtC4Storage [MJ];penrtDStorage [MJ];pertA1A3Storage [MJ];pertB4Storage [MJ];pertC2Storage [MJ];pertC4Storage [MJ];pertDStorage [MJ];gwpA1A3OilTanks [kg CO2-eq.];gwpB4OilTanks [kg CO2-eq.];gwpC2OilTanks [kg CO2-eq.];gwpC4OilTanks [kg CO2-eq.];gwpDOilTanks [kg CO2-eq.];penrtA1A3OilTanks [MJ];penrtB4OilTanks [MJ];penrtC2OilTanks [MJ];penrtC4OilTanks [MJ];penrtDOilTanks [MJ];pertA1A3OilTanks [MJ];pertB4OilTanks [MJ];pertC2OilTanks [MJ];pertC4OilTanks [MJ];pertDOilTanks [MJ];gwpA1A3GasBoilerHeatingSzenario1 [kg CO2-eq.];gwpA1A3OilBoilerHeatingSzenario1 [kg CO2-eq.];gwpA1A3HPAirWaterHeatingSzenario1 [kg CO2-eq.];gwpA1A3HPWaterWaterHeatingSzenario1 [kg CO2-eq.];gwpA1A3HPSoleWaterCollectorHeatingSzenario1 [kg CO2-eq.];gwpA1A3HPSoleWaterProbeHeatingSzenario1 [kg CO2-eq.];gwpA1A3ElectricHeaterHeatingSzenario1 [kg CO2-eq.];gwpA1A3DistrictHeatingStationHeatingSzenario1 [kg CO2-eq.];gwpA1A3BiomassHeatingSzenario1 [kg CO2-eq.];gwpA1A3DistrictHeatingStationHWSzenario1 [kg CO2-eq.];gwpA1A3GasBoilerHWSzenario1 [kg CO2-eq.];gwpA1A3OilBoilerHWSzenario1 [kg CO2-eq.];gwpA1A3SolarHWSzenario1 [kg CO2-eq.];gwpA1A3GasStorageHWSzenario1 [kg CO2-eq.];gwpA1A3EFHHWSzenario1 [kg CO2-eq.];gwpA1A3HeatPumpHWSzenario1 [kg CO2-eq.];gwpA1A3BiomassSzenario1 [kg CO2-eq.];gwpB4GasBoilerHeatingSzenario1 [kg CO2-eq.];gwpB4OilBoilerHeatingSzenario1 [kg CO2-eq.];gwpB4HPAirWaterHeatingSzenario1 [kg CO2-eq.];gwpB4HPWaterWaterHeatingSzenario1 [kg CO2-eq.];gwpB4HPSoleWaterCollectorHeatingSzenario1 [kg CO2-eq.];gwpB4HPSoleWaterProbeHeatingSzenario1 [kg CO2-eq.];gwpB4ElectricHeaterHeatingSzenario1 [kg CO2-eq.];gwpB4DistrictHeatingStationHeatingSzenario1 [kg CO2-eq.];gwpB4BiomassHeatingSzenario1 [kg CO2-eq.];gwpB4DistrictHeatingStationHWSzenario1 [kg CO2-eq.];gwpB4GasBoilerHWSzenario1 [kg CO2-eq.];gwpB4OilBoilerHWSzenario1 [kg CO2-eq.];gwpB4SolarHWSzenario1 [kg CO2-eq.];gwpB4GasStorageHWSzenario1 [kg CO2-eq.];gwpB4EFHHWSzenario1 [kg CO2-eq.];gwpB4HeatPumpHWSzenario1 [kg CO2-eq.];gwpB4BiomassSzenario1 [kg CO2-eq.];gwpC2GasBoilerHeatingSzenario1 [kg CO2-eq.];gwpC2OilBoilerHeatingSzenario1 [kg CO2-eq.];gwpC2HPAirWaterHeatingSzenario1 [kg CO2-eq.];gwpC2HPWaterWaterHeatingSzenario1 [kg CO2-eq.];gwpC2HPSoleWaterCollectorHeatingSzenario1 [kg CO2-eq.];gwpC2HPSoleWaterProbeHeatingSzenario1 [kg CO2-eq.];gwpC2ElectricHeaterHeatingSzenario1 [kg CO2-eq.];gwpC2DistrictHeatingStationHeatingSzenario1 [kg CO2-eq.];gwpC2BiomassHeatingSzenario1 [kg CO2-eq.];gwpC2DistrictHeatingStationHWSzenario1 [kg CO2-eq.];gwpC2GasBoilerHWSzenario1 [kg CO2-eq.];gwpC2OilBoilerHWSzenario1 [kg CO2-eq.];gwpC2SolarHWSzenario1 [kg CO2-eq.];gwpC2GasStorageHWSzenario1 [kg CO2-eq.];gwpC2EFHHWSzenario1 [kg CO2-eq.];gwpC2HeatPumpHWSzenario1 [kg CO2-eq.];gwpC2BiomassSzenario1 [kg CO2-eq.];gwpC4GasBoilerHeatingSzenario1 [kg CO2-eq.];gwpC4OilBoilerHeatingSzenario1 [kg CO2-eq.];gwpC4HPAirWaterHeatingSzenario1 [kg CO2-eq.];gwpC4HPWaterWaterHeatingSzenario1 [kg CO2-eq.];gwpC4HPSoleWaterCollectorHeatingSzenario1 [kg CO2-eq.];gwpC4HPSoleWaterProbeHeatingSzenario1 [kg 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CO2-eq.];gwpDSolarHWSzenario1 [kg CO2-eq.];gwpDGasStorageHWSzenario1 [kg CO2-eq.];gwpDEFHHWSzenario1 [kg CO2-eq.];gwpDHeatPumpHWSzenario1 [kg CO2-eq.];gwpDBiomassSzenario1 [kg CO2-eq.];gwpDGasBoilerHWSzenario1 [kg CO2-eq.];penrtA1A3GasBoilerHeatingSzenario1 [kWh];penrtA1A3OilBoilerHeatingSzenario1 [kWh];penrtA1A3HPAirWaterHeatingSzenario1 [kWh];penrtA1A3HPWaterWaterHeatingSzenario1 [kWh];penrtA1A3HPSoleWaterCollectorHeatingSzenario1 [kWh];penrtA1A3HPSoleWaterProbeHeatingSzenario1 [kWh];penrtA1A3ElectricHeaterHeatingSzenario1 [kWh];penrtA1A3DistrictHeatingStationHeatingSzenario1 [kWh];penrtA1A3BiomassHeatingSzenario1 [kWh];penrtA1A3DistrictHeatingStationHWSzenario1 [kWh];penrtA1A3GasBoilerHWSzenario1 [kWh];penrtA1A3OilBoilerHWSzenario1 [kWh];penrtA1A3SolarHWSzenario1 [kWh];penrtA1A3GasStorageHWSzenario1 [kWh];penrtA1A3EFHHWSzenario1 [kWh];penrtA1A3HeatPumpHWSzenario1 [kWh];penrtA1A3BiomassSzenario1 [kWh];penrtB4GasBoilerHeatingSzenario1 [kWh];penrtB4OilBoilerHeatingSzenario1 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[kWh];penrtDOilBoilerHeatingSzenario1 [kWh];penrtDHPAirWaterHeatingSzenario1 [kWh];penrtDHPWaterWaterHeatingSzenario1 [kWh];penrtDHPSoleWaterCollectorHeatingSzenario1 [kWh];penrtDHPSoleWaterProbeHeatingSzenario1 [kWh];penrtDElectricHeaterHeatingSzenario1 [kWh];penrtDDistrictHeatingStationHeatingSzenario1 [kWh];penrtDBiomassHeatingSzenario1 [kWh];penrtDDistrictHeatingStationHWSzenario1 [kWh];penrtDOilBoilerHWSzenario1 [kWh];penrtDSolarHWSzenario1 [kWh];penrtDGasStorageHWSzenario1 [kWh];penrtDEFHHWSzenario1 [kWh];penrtDHeatPumpHWSzenario1 [kWh];penrtDBiomassSzenario1 [kWh];penrtDGasBoilerHWSzenario1 [kWh];pertA1A3GasBoilerHeatingSzenario1 [kWh];pertA1A3OilBoilerHeatingSzenario1 [kWh];pertA1A3HPAirWaterHeatingSzenario1 [kWh];pertA1A3HPWaterWaterHeatingSzenario1 [kWh];pertA1A3HPSoleWaterCollectorHeatingSzenario1 [kWh];pertA1A3HPSoleWaterProbeHeatingSzenario1 [kWh];pertA1A3ElectricHeaterHeatingSzenario1 [kWh];pertA1A3DistrictHeatingStationHeatingSzenario1 [kWh];pertA1A3BiomassHeatingSzenario1 [kWh];pertA1A3DistrictHeatingStationHWSzenario1 [kWh];pertA1A3GasBoilerHWSzenario1 [kWh];pertA1A3OilBoilerHWSzenario1 [kWh];pertA1A3SolarHWSzenario1 [kWh];pertA1A3GasStorageHWSzenario1 [kWh];pertA1A3EFHHWSzenario1 [kWh];pertA1A3HeatPumpHWSzenario1 [kWh];pertA1A3BiomassSzenario1 [kWh];pertB4GasBoilerHeatingSzenario1 [kWh];pertB4OilBoilerHeatingSzenario1 [kWh];pertB4HPAirWaterHeatingSzenario1 [kWh];pertB4HPWaterWaterHeatingSzenario1 [kWh];pertB4HPSoleWaterCollectorHeatingSzenario1 [kWh];pertB4HPSoleWaterProbeHeatingSzenario1 [kWh];pertB4ElectricHeaterHeatingSzenario1 [kWh];pertB4DistrictHeatingStationHeatingSzenario1 [kWh];pertB4BiomassHeatingSzenario1 [kWh];pertB4DistrictHeatingStationHWSzenario1 [kWh];pertB4GasBoilerHWSzenario1 [kWh];pertB4OilBoilerHWSzenario1 [kWh];pertB4SolarHWSzenario1 [kWh];pertB4GasStorageHWSzenario1 [kWh];pertB4EFHHWSzenario1 [kWh];pertB4HeatPumpHWSzenario1 [kWh];pertB4BiomassSzenario1 [kWh];pertC2GasBoilerHeatingSzenario1 [kWh];pertC2OilBoilerHeatingSzenario1 [kWh];pertC2HPAirWaterHeatingSzenario1 [kWh];pertC2HPWaterWaterHeatingSzenario1 [kWh];pertC2HPSoleWaterCollectorHeatingSzenario1 [kWh];pertC2HPSoleWaterProbeHeatingSzenario1 [kWh];pertC2ElectricHeaterHeatingSzenario1 [kWh];pertC2DistrictHeatingStationHeatingSzenario1 [kWh];pertC2BiomassHeatingSzenario1 [kWh];pertC2DistrictHeatingStationHWSzenario1 [kWh];pertC2GasBoilerHWSzenario1 [kWh];pertC2OilBoilerHWSzenario1 [kWh];pertC2SolarHWSzenario1 [kWh];pertC2GasStorageHWSzenario1 [kWh];pertC2EFHHWSzenario1 [kWh];pertC2HeatPumpHWSzenario1 [kWh];pertC2BiomassSzenario1 [kWh];pertC4GasBoilerHeatingSzenario1 [kWh];pertC4OilBoilerHeatingSzenario1 [kWh];pertC4HPAirWaterHeatingSzenario1 [kWh];pertC4HPWaterWaterHeatingSzenario1 [kWh];pertC4HPSoleWaterCollectorHeatingSzenario1 [kWh];pertC4HPSoleWaterProbeHeatingSzenario1 [kWh];pertC4ElectricHeaterHeatingSzenario1 [kWh];pertC4DistrictHeatingStationHeatingSzenario1 [kWh];pertC4BiomassHeatingSzenario1 [kWh];pertC4DistrictHeatingStationHWSzenario1 [kWh];pertC4GasBoilerHWSzenario1 [kWh];pertC4OilBoilerHWSzenario1 [kWh];pertC4SolarHWSzenario1 [kWh];pertC4GasStorageHWSzenario1 [kWh];pertC4EFHHWSzenario1 [kWh];pertC4HeatPumpHWSzenario1 [kWh];pertC4BiomassSzenario1 [kWh];pertDGasBoilerHeatingSzenario1 [kWh];pertDOilBoilerHeatingSzenario1 [kWh];pertDHPAirWaterHeatingSzenario1 [kWh];pertDHPWaterWaterHeatingSzenario1 [kWh];pertDHPSoleWaterCollectorHeatingSzenario1 [kWh];pertDHPSoleWaterProbeHeatingSzenario1 [kWh];pertDElectricHeaterHeatingSzenario1 [kWh];pertDDistrictHeatingStationHeatingSzenario1 [kWh];pertDBiomassHeatingSzenario1 [kWh];pertDDistrictHeatingStationHWSzenario1 [kWh];pertDOilBoilerHWSzenario1 [kWh];pertDSolarHWSzenario1 [kWh];pertDGasStorageHWSzenario1 [kWh];pertDEFHHWSzenario1 [kWh];pertDHeatPumpHWSzenario1 [kWh];pertDBiomassSzenario1 [kWh];pertDGasBoilerHWSzenario1 [kWh];gwpA1A3HeatGeneratorSzenario1 [kg CO2-eq.];gwpB4HeatGeneratorSzenario1 [kg 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diff --git a/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_Bensheim.csv b/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_Bensheim.csv
new file mode 100644
index 0000000000000000000000000000000000000000..87bbd1f9255ae7b5729d805e8f7f0e9dfea24711
--- /dev/null
+++ b/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_Bensheim.csv
@@ -0,0 +1,106 @@
+ID;City;Location;Building Age Class;Year Of Construction;groundSurfaceArea;livingArea;wallSurfaceArea;roofSurfaceArea;sharedWallSurface;windowArea;volumeBuilding;storeysAboveGround;storeysBelowGround;climateZone;outerTemp;averageYearTemp;heatLossesVentilationHeatingDemand;heatLossesGroundHeatingDemand [W];heatLossesRoofHeatingDemand [W];heatLossesWindowHeatingDemand [W];heatLossesSharedWallHeatingDemand [W];heatLossesWallHeatingDemand [W];heatGainsInternalHeatingDemand [W];heatGainsWindowsHeatingDemand [W];heatLossesVentilationHeatingDemandEnEV [W];heatLossesGroundHeatingDemandEnEV [W];heatLossesRoofHeatingDemandEnEV [W];heatLossesWindowHeatingDemandEnEV [W];heatLossesSharedWallHeatingDemandEnEV [W];heatLossesWallHeatingDemandEnEV [W];heatGainsInternalHeatingDemandEnEV [W];heatGainsWindowsHeatingDemandEnEV [W];heatLossesVentilationHeatingDemandLE [W];heatLossesGroundHeatingDemandLE [W];heatLossesRoofHeatingDemandLE [W];heatLossesWindowHeatingDemandLE [W];heatLossesSharedWallHeatingDemandLE [W];heatLossesWallHeatingDemandLE [W];heatGainsInternalHeatingDemandLE [W];heatGainsWindowsHeatingDemandLE [W];totalPrimaryEnergyDemandHeating [kWh/a];totalPrimaryEnergyDemandHeatingSzenario1 [kWh/a];totalPrimaryEnergyDemandHeatingSzenario2 [kWh/a];totalPrimaryEnergyDemandHotWater [kWh/a];totalPrimaryEnergyDemandHotWaterSzenario1 [kWh/a];totalPrimaryEnergyDemandHotWaterSzenario2 [kWh/a];costsEnergyHeatingOriginal [Euro];costsEnergyHWOriginal [Euro];costsEnergyHeatingSzenario1 [Euro];costsEnergyHWSzenario1 [Euro];costsEnergyHeatingSzenario2 [Euro];costsEnergyHWSzenario2 [Euro];specificPrimaryEnergyDemandHeating [kWh/m2a];specificPrimaryEnergyDemandHeatingSzenario1 [kWh/m2a];specificPrimaryEnergyDemandHeatingSzenario2 [kWh/m2a];specificPrimaryEnergyDemandHotWater [kWh/m2a];specificPrimaryEnergyDemandHotWaterSzenario1 [kWh/m2a];specificPrimaryEnergyDemandHotWaterSzenario2 [kWh/m2a];totalFinalEnergyDemandHeating 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CO2-eq.];gwpB4OilBoilerHeatingSzenario2 [kg CO2-eq.];gwpB4HPAirWaterHeatingSzenario2 [kg CO2-eq.];gwpB4HPWaterWaterHeatingSzenario2 [kg CO2-eq.];gwpB4HPSoleWaterCollectorHeatingSzenario2 [kg CO2-eq.];gwpB4HPSoleWaterProbeHeatingSzenario2 [kg CO2-eq.];gwpB4ElectricHeaterHeatingSzenario2 [kg CO2-eq.];gwpB4DistrictHeatingStationHeatingSzenario2 [kg CO2-eq.];gwpB4BiomassHeatingSzenario2 [kg CO2-eq.];gwpB4DistrictHeatingStationHWSzenario2 [kg CO2-eq.];gwpB4GasBoilerHWSzenario2 [kg CO2-eq.];gwpB4OilBoilerHWSzenario2 [kg CO2-eq.];gwpB4SolarHWSzenario2 [kg CO2-eq.];gwpB4GasStorageHWSzenario2 [kg CO2-eq.];gwpB4EFHHWSzenario2 [kg CO2-eq.];gwpB4HeatPumpHWSzenario2 [kg CO2-eq.];gwpB4BiomassSzenario2 [kg CO2-eq.];gwpC2GasBoilerHeatingSzenario2 [kg CO2-eq.];gwpC2OilBoilerHeatingSzenario2 [kg CO2-eq.];gwpC2HPAirWaterHeatingSzenario2 [kg CO2-eq.];gwpC2HPWaterWaterHeatingSzenario2 [kg CO2-eq.];gwpC2HPSoleWaterCollectorHeatingSzenario2 [kg CO2-eq.];gwpC2HPSoleWaterProbeHeatingSzenario2 [kg 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[kWh];pertC2DistrictHeatingStationHeatingSzenario2 [kWh];pertC2BiomassHeatingSzenario2 [kWh];pertC2DistrictHeatingStationHWSzenario2 [kWh];pertC2GasBoilerHWSzenario2 [kWh];pertC2OilBoilerHWSzenario2 [kWh];pertC2SolarHWSzenario2 [kWh];pertC2GasStorageHWSzenario2 [kWh];pertC2EFHHWSzenario2 [kWh];pertC2HeatPumpHWSzenario2 [kWh];pertC2BiomassSzenario2 [kWh];pertC4GasBoilerHeatingSzenario2 [kWh];pertC4OilBoilerHeatingSzenario2 [kWh];pertC4HPAirWaterHeatingSzenario2 [kWh];pertC4HPWaterWaterHeatingSzenario2 [kWh];pertC4HPSoleWaterCollectorHeatingSzenario2 [kWh];pertC4HPSoleWaterProbeHeatingSzenario2 [kWh];pertC4ElectricHeaterHeatingSzenario2 [kWh];pertC4DistrictHeatingStationHeatingSzenario2 [kWh];pertC4BiomassHeatingSzenario2 [kWh];pertC4DistrictHeatingStationHWSzenario2 [kWh];pertC4GasBoilerHWSzenario2 [kWh];pertC4OilBoilerHWSzenario2 [kWh];pertC4SolarHWSzenario2 [kWh];pertC4GasStorageHWSzenario2 [kWh];pertC4EFHHWSzenario2 [kWh];pertC4HeatPumpHWSzenario2 [kWh];pertC4BiomassSzenario2 [kWh];pertDGasBoilerHeatingSzenario2 [kWh];pertDOilBoilerHeatingSzenario2 [kWh];pertDHPAirWaterHeatingSzenario2 [kWh];pertDHPWaterWaterHeatingSzenario2 [kWh];pertDHPSoleWaterCollectorHeatingSzenario2 [kWh];pertDHPSoleWaterProbeHeatingSzenario2 [kWh];pertDElectricHeaterHeatingSzenario2 [kWh];pertDDistrictHeatingStationHeatingSzenario2 [kWh];pertDBiomassHeatingSzenario2 [kWh];pertDDistrictHeatingStationHWSzenario2 [kWh];pertDOilBoilerHWSzenario2 [kWh];pertDSolarHWSzenario2 [kWh];pertDGasStorageHWSzenario2 [kWh];pertDEFHHWSzenario2 [kWh];pertDHeatPumpHWSzenario2 [kWh];pertDBiomassSzenario2 [kWh];pertDGasBoilerHWSzenario2 [kWh];gwpA1A3HeatGeneratorSzenario2 [kg CO2-eq.];gwpB4HeatGeneratorSzenario2 [kg CO2-eq.];gwpC2HeatGeneratorSzenario2 [kg CO2-eq.];gwpC4HeatGeneratorSzenario2 [kg CO2-eq.];gwpDHeatGeneratorSzenario2 [kg CO2-eq.];penrtA1A3HeatGeneratorSzenario2 [kg CO2-eq.];penrtB4HeatGeneratorSzenario2 [kg CO2-eq.];penrtC2HeatGeneratorSzenario2 [kg CO2-eq.];penrtC4HeatGeneratorSzenario2 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diff --git a/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_DIN18599_HEATING.csv b/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_DIN18599_HEATING.csv
new file mode 100644
index 0000000000000000000000000000000000000000..1b2350fd79c877e03c3cad1fa2d4314bce154672
--- /dev/null
+++ b/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_DIN18599_HEATING.csv
@@ -0,0 +1,126 @@
+## SimStadt DIN18599 Monthly Energy Balance
+#
+# Weather data source;PVGIS v5_1 - SARAH - From 2005 to 2016 hourly interpolated with Insel
+# Location;N48_8__E9_2
+# Coordinate reference system;EPSG:31467
+# Latitude;48.88;°
+# Longitude;9.22;°
+# Radiation model;pvgis_SARAH_2005_2016_Hay
+# Calculation Mode;HEATING
+# Consumer behaviour;IWU_NUTZUNG
+#
+# Building physics library;German Building Typology Library IWU (http://www.iwu.de)
+# Building usage library;Building Usage Library (based on UsageLibrary.xlsx, sheet: Germany)
+# Has custom building usage codes?;false
+#
+# SimStadt version;development version (2023-04-25)
+# Created at;2023/04/25 09:29:56
+# Cache version;7
+#
+GMLId;ParentGMLId;Latitude;Longitude;X-coordinate;Y-coordinate;LOD;Year of construction;Year of refurbishment;Refurbishment Variant;ALKIS code;PrimaryUsageZoneType;PrimaryUsageZoneArea;SecondaryUsageZoneType;SecondaryUsageZoneArea;BuildingType;Footprint area;Total wall thermal area above ground;Total wall thermal area below ground;Total outwall area;Total sharedwall area;Total roof area;Gross volume;Is Gross volume approximated?;Heated volume;Ridge/mean Height;Eaves/mean Height;Storey number;Average Storey Height;Number of households;Number of occupants;Attic Heating;Basement Heating;Basement ceiling height above ground;Surface area to volume ratio;Heated area;Mean Uvalue;Specific domestic hot water demand;Specific space heating demand;Total Yearly Heat+DHW demand;January Heating Demand;February Heating Demand;March Heating Demand;April Heating Demand;May Heating Demand;June Heating Demand;July Heating Demand;August Heating Demand;September Heating Demand;October Heating Demand;November Heating Demand;December Heating Demand
+[-];[-];[°];[°];[?];[?];LOD;[YYYY];[YYYY];[-];[-];[-];[m²];[-];[m²];[-];[m²];[m²];[m²];[m²];[m²];[m²];[m³];[0/1];[m³];[m];[m];[-];[m];[-];[-];[-];[-];[m];[m⁻¹];[m²];[W/(m²·K)];[kWh/(m²·a)];[kWh/(m²·a)];[kWh/a];[kWh];[kWh];[kWh];[kWh];[kWh];[kWh];[kWh];[kWh];[kWh];[kWh];[kWh];[kWh]
+DEBW_LOD2_3609;;48.88063;9.21346;3515731.84;5415934.70;LOD2;1957;;Original;1010;residential;371.9;none;0.0;RH;132.3;216.7;0.0;225.5;164.3;155.5;1201.8;false;1162.1;10.5;7.38;4;2.6;5;7;HEATED;NOT_HEATED;0.3;0.427;371.9;1.33;15.8;93.0;40487;7897;6565;4162;883;72;0;0;0;72;2022;5412;7512
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+DEBW_LOD2_1003651;;48.87778;9.21467;3515821.59;5415617.69;LOD2;1957;;Original;1010;residential;864.0;none;0.0;RH;304.8;671.4;0.0;708.3;0.0;352.4;2835.5;false;2700.0;10.6;7.65;4;2.6;11;23;HEATED;NOT_HEATED;0.4;0.482;864.0;1.37;15.8;105.0;104428;21030;17307;10384;1850;127;0;0;0;142;5155;14512;20235
+DEBW_LOD2_4236;;48.87908;9.21770;3516043.83;5415763.02;LOD2;1968;;Original;1010;residential;583.5;none;0.0;MFH;157.7;480.9;0.0;517.4;143.8;176.7;1954.3;false;1823.5;13.8;10.54;5;2.6;7;11;HEATED;NOT_HEATED;0.8;0.436;583.5;1.33;15.8;100.2;67734;13165;10960;7002;1436;111;0;0;0;138;3699;9305;12675
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+DEBW_LOD2_2623;;48.87849;9.21398;3515771.14;5415696.56;LOD2;1957;;Original;1010;residential;1247.3;none;0.0;RH;548.2;950.4;0.0;1087.3;0.0;622.4;4849.3;false;4301.2;10.1;7.29;3;3.0;16;28;HEATED;NOT_HEATED;1.0;0.466;1247.3;1.34;15.8;108.1;154644;31180;25783;15904;3147;220;0;0;0;214;7571;21179;29688
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+DEBW_LOD2_3556;;48.87881;9.21393;3515767.17;5415732.22;LOD2;1957;;Original;1010;residential;1478.7;none;0.0;RH;524.8;1024.7;0.0;1046.0;0.0;616.3;4705.7;false;4621.0;10.4;7.36;4;2.6;18;40;HEATED;NOT_HEATED;0.2;0.465;1478.7;1.35;15.8;99.1;169890;33663;27917;17390;3541;268;0;0;0;267;8353;23005;32063
+DEBW_LOD2_2869;;48.87922;9.21514;3515855.64;5415777.78;LOD2;1968;;Original;1010;residential;758.9;none;0.0;MFH;259.6;541.2;0.0;603.7;0.0;295.1;2631.0;false;2371.4;11.9;7.80;4;2.7;9;23;HEATED;NOT_HEATED;1.0;0.440;758.9;1.28;15.8;96.5;85224;16629;13823;8707;1774;142;0;0;0;157;4413;11608;15951
+DEBW_LOD2_4486;;48.87817;9.21407;3515777.41;5415661.31;LOD2;1957;;Original;1010;residential;1601.8;none;0.0;RH;569.0;1087.8;0.0;1110.1;0.0;667.2;5095.7;false;5005.6;10.4;7.37;4;2.6;20;43;HEATED;NOT_HEATED;0.2;0.460;1601.8;1.35;15.8;98.3;182895;36201;30001;18708;3800;292;0;0;0;293;9024;24724;34482
+DEBW_LOD2_2065;;48.87987;9.21625;3515937.28;5415851.24;LOD2;1978;;Original;1010;residential;626.8;none;0.0;RH;342.4;365.7;0.0;365.7;0.0;342.4;1452.0;false;1452.0;4.2;4.24;2;2.1;8;16;NO_ROOM;NO_ROOM;0.0;0.723;626.8;0.97;15.8;85.0;63204;12073;10066;6385;1332;113;0;0;0;124;3220;8415;11547
+DEBW_LOD2_4244;;48.87887;9.21817;3516077.84;5415739.64;LOD2;1968;;Original;1010;residential;589.0;none;0.0;MFH;157.9;355.0;0.0;389.0;292.6;177.4;1998.7;false;1840.8;14.1;10.84;5;2.6;7;14;HEATED;NOT_HEATED;1.0;0.362;589.0;1.29;15.8;84.6;59160;11267;9367;5945;1174;95;0;0;0;119;3117;7932;10814
+DEBW_LOD2_4001;;48.88005;9.21583;3515906.48;5415870.15;LOD2;1978;;Original;1010;residential;1484.2;none;0.0;GMH;311.5;1207.8;0.0;1275.0;0.0;311.5;4949.5;false;4638.0;19.0;18.96;7;2.6;24;52;NO_ROOM;NOT_HEATED;1.0;0.383;1484.2;1.31;15.8;89.3;156097;29790;24895;16130;3630;333;0;0;0;348;8174;20815;28473
+DEBW_LOD2_4120;;48.88046;9.21596;3515915.39;5415916.77;LOD2;1978;;Original;1010;residential;926.0;none;0.0;MFH;231.5;798.2;0.0;858.2;0.0;231.5;3111.5;false;2893.8;13.4;13.44;5;2.5;12;25;NO_ROOM;NOT_HEATED;0.9;0.425;926.0;1.17;15.8;88.2;96376;18314;15336;10009;2332;223;0;0;0;223;5021;12767;17482
+DEBW_LOD2_4124;;48.88074;9.21541;3515874.84;5415947.78;LOD2;1968;;Original;1010;residential;954.0;none;0.0;MFH;229.5;823.4;0.0;825.9;0.0;229.5;2990.5;false;2981.3;13.0;13.04;5;2.6;12;20;NO_ROOM;NOT_HEATED;0.0;0.430;954.0;1.29;15.8;93.4;104195;19996;16734;10894;2535;239;0;0;0;235;5447;13919;19085
+DEBW_LOD2_4245;;48.87874;9.21815;3516076.66;5415725.26;LOD2;1968;;Original;1010;residential;631.4;none;0.0;MFH;158.1;386.3;0.0;420.6;304.4;177.6;2131.2;false;1973.0;14.9;11.65;5;2.8;8;16;HEATED;NOT_HEATED;1.0;0.355;631.4;1.30;15.8;82.9;62324;11833;9837;6241;1227;99;0;0;0;125;3273;8331;11357
diff --git a/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_Feldberg.csv b/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_Feldberg.csv
new file mode 100644
index 0000000000000000000000000000000000000000..aef7bbed3cd2fd1d54828595249eba14446da6fe
--- /dev/null
+++ b/python_scripts/simstadt_urbi/results/Gruenbuehl_LOD2_ALKIS_1010_Feldberg.csv
@@ -0,0 +1,106 @@
+ID;City;Location;Building Age Class;Year Of Construction;groundSurfaceArea;livingArea;wallSurfaceArea;roofSurfaceArea;sharedWallSurface;windowArea;volumeBuilding;storeysAboveGround;storeysBelowGround;climateZone;outerTemp;averageYearTemp;heatLossesVentilationHeatingDemand;heatLossesGroundHeatingDemand [W];heatLossesRoofHeatingDemand [W];heatLossesWindowHeatingDemand [W];heatLossesSharedWallHeatingDemand [W];heatLossesWallHeatingDemand [W];heatGainsInternalHeatingDemand [W];heatGainsWindowsHeatingDemand [W];heatLossesVentilationHeatingDemandEnEV [W];heatLossesGroundHeatingDemandEnEV [W];heatLossesRoofHeatingDemandEnEV [W];heatLossesWindowHeatingDemandEnEV [W];heatLossesSharedWallHeatingDemandEnEV [W];heatLossesWallHeatingDemandEnEV [W];heatGainsInternalHeatingDemandEnEV [W];heatGainsWindowsHeatingDemandEnEV [W];heatLossesVentilationHeatingDemandLE [W];heatLossesGroundHeatingDemandLE [W];heatLossesRoofHeatingDemandLE [W];heatLossesWindowHeatingDemandLE [W];heatLossesSharedWallHeatingDemandLE [W];heatLossesWallHeatingDemandLE [W];heatGainsInternalHeatingDemandLE [W];heatGainsWindowsHeatingDemandLE [W];totalPrimaryEnergyDemandHeating [kWh/a];totalPrimaryEnergyDemandHeatingSzenario1 [kWh/a];totalPrimaryEnergyDemandHeatingSzenario2 [kWh/a];totalPrimaryEnergyDemandHotWater [kWh/a];totalPrimaryEnergyDemandHotWaterSzenario1 [kWh/a];totalPrimaryEnergyDemandHotWaterSzenario2 [kWh/a];costsEnergyHeatingOriginal [Euro];costsEnergyHWOriginal [Euro];costsEnergyHeatingSzenario1 [Euro];costsEnergyHWSzenario1 [Euro];costsEnergyHeatingSzenario2 [Euro];costsEnergyHWSzenario2 [Euro];specificPrimaryEnergyDemandHeating [kWh/m2a];specificPrimaryEnergyDemandHeatingSzenario1 [kWh/m2a];specificPrimaryEnergyDemandHeatingSzenario2 [kWh/m2a];specificPrimaryEnergyDemandHotWater [kWh/m2a];specificPrimaryEnergyDemandHotWaterSzenario1 [kWh/m2a];specificPrimaryEnergyDemandHotWaterSzenario2 [kWh/m2a];totalFinalEnergyDemandHeating [kWh/a];totalFinalEnergyDemandHeatingSzenario1 [kWh/a];totalFinalEnergyDemandHeatingSzenario2 [kWh/a];finalEnergyDemandHotWater [kWh/a];finalEnergyDemandHotWaterSzenario1 [kWh/a];finalEnergyDemandHotWaterSzenario2 [kWh/a];specificFinalEnergyDemandHeating [kWh/m2a];specificFinalEnergyDemandHeatingSzenario1 [kWh/m2a];specificFinalEnergyDemandHeatingSzenario2 [kWh/m2a];specificFinalEnergyDemandHotWater [kWh/m2a];specificFinalEnergyDemandHotWaterSzenario1 [kWh/m2a];specificFinalEnergyDemandHotWaterSzenario2 [kWh/m2a];UsefulEnergyDemandStatusQuo [kWh];UsefulEnergyDemandSzenario1 [kWh];UsefulEnergyDemandSzenario2 [kWh];specificUsefulEnergyDemandStatusQuo [kWh];specificUsefulEnergyDemandSzenario1 [kWh];specificUsefulEnergyDemandSzenario2 [kWh];HeatingLoad [W];HeatingLoadSzenario1 [W];HeatingLoadSzenario2 [W];heatingLoadHotWaterOriginal [kW];heatingLoadHotWaterSzenario1 [kW];heatingLoadHotWaterSzenario2 [kW];BuildingHeigth [m];dimensionOilBoilerHeatingStatusQuo [kW];dimensionOilBoilerHeatingSzenario1 [kW];dimensionOilBoilerHeatingSzenario2 [kW];dimensionGasBoilerHeatingStatusQuo [kW];dimensionGasBoilerHeatingSzenario1 [kW];dimensionGasBoilerHeatingSzenario2 [kW];dimensionHPAirWaterHeatingStatusQuo [kW];dimensionHPAirWaterHeatingSzenario1 [kW];dimensionHPAirWaterHeatingSzenario2 [kW];dimensionHPWaterWaterHeatingStatusQuo [kW];dimensionHPWaterWaterHeatingSzenario1 [kW];dimensionHPWaterWaterHeatingSzenario2 [kW];dimensionHPSoleWaterCollectorHeatingStatusQuo [kW];dimensionHPSoleWaterCollectorHeatingSzenario1 [kW];dimensionHPSoleWaterCollectorHeatingSzenario2 [kW];dimensionHPSoleWaterProbeHeatingStatusQuo [kW];dimensionHPSoleWaterProbeHeatingSzenario1 [kW];dimensionHPSoleWaterProbeHeatingSzenario2 [kW];dimensionElectricHeaterHeatingStatusQuo [kW];dimensionElectricHeaterHeatingSzenario1 [kW];dimensionElectricHeaterHeatingSzenario2 [kW];dimensionDistrictHeatingStationHeatingStatusQuo [kW];dimensionDistrictHeatingStationHeatingSzenario1 [kW];dimensionDistrictHeatingStationHeatingSzenario2 [kW];dimensionBiomassHeatingStatusQuo [kW];dimensionBiomassHeatingSzenario1 [kW];dimensionBiomassHeatingSzenario2 [kW];dimensionOilBoilerDHW [kW];dimensionOilBoilerDHWSzenario1 [kW];dimensionOilBoilerDHWSzenario2 [kW];dimensionGasBoilerDHW [kW];dimensionGasBoilerDHWSzenario1 [kW];dimensionGasBoilerDHWSzenario2 [kW];dimensionHeatPumpDHW [kW];dimensionHeatPumpDHWSzenario1 [kW];dimensionHeatPumpDHWSzenario2 [kW];dimensionEFHDHW [kW];dimensionEFHDHWSzenario1 [kW];dimensionEFHDHWSzenario2 [kW];dimensionDHDHW [kW];dimensionDHDHWSzenario1 [kW];dimensionDHDHWSzenario2 [kW];dimensionGasStorageDHW [kW];dimensionGasStorageDHWSzenario1 [kW];dimensionGasStorageDHWSzenario2 [kW];dimensionBiomassDHW [kW];dimensionBiomassDHWSzenario1 [kW];dimensionBiomassDHWSzenario2 [kW];dimensionSolarDHW [kW];dimensionSolarDHWSzenario1 [kW];dimensionSolarDHWSzenario2 [kW];dimensionHeatGeneratorOriginal [kW];dimensionHeatGeneratorSzenario1 [kW];dimensionHeatGeneratorSzenario2 [kW];lengthPipesHeatingOriginal [m];lengthPipesHeatingSzenario1 [m];lengthPipesHeatingSzenario2 [m];lenghtPipesWarmWaterOriginal [m];lenghtPipesWarmWaterSzenario1 [m];lenghtPipesWarmWaterSzenario2 [m];lengthOfRadiatorsOriginal [m];lengthOfRadiatorsSzenario1 [m];lengthOfRadiatorsSzenario2 [m];massOfRadiatorsOriginal [kg];massOfRadiatorsSzenario1 [kg];massOfRadiatorsSzenario2 [kg];massOfFloorHeatingOriginal [m];massOfFloorHeatingSzenario1 [m];massOfFloorHeatingSzenario2 [m];flowTemperatureFloorHeatingOriginal [°C];flowTemperatureFloorHeatingSzenario1 [°C];flowTemperatureFloorHeatingSzenario2 [°C];volumeStorageOriginal [m3];volumeStorageSzenario1 [m3];volumeStorageSzenario2 [m3];volumeStorageOriginalHeating [m3];volumeStorageHeatingSzenario1 [m3];volumeStorageHeatingSzenario2 [m3];volumeStorageOriginalHotWater [m3];volumeStorageHotWaterSzenario1 [m3];volumeStorageHotWaterSzenario2 [m3];massStorageOriginal [kg];massStorageSzenario1 [kg];massStorageSzenario2 [kg];materialMassPipesOriginalHeating [kg];materialMassPipesHeatingSzenario1 [kg];materialMassPipesHeatingSzenario2 [kg];materialMassPipesOriginalHW [kg];materialMassPipesSzenario1HW [kg];materialMassPipesHWSzenario2 [kg];materialMassPipesInsulationOriginal [kg];materialMassPipesInsulationSzenario1 [kg];materialMassPipesInsulationSzenario2[kg];materialVolumePipesInsulationOriginal [m3];materialVolumePipesInsulationSzenario1 [m3];materialVolumePipesInsulationSzenario2 [m3];materialVolumePipesInsulationOriginalHeating [m3];materialVolumePipesInsulationHeatingSzenario1 [m3];materialVolumePipesInsulationHeatingSzenario2 [m3];materialVolumePipesInsulationOriginalHW [m3];materialVolumePipesInsulationHWSzenario1 [m3];materialVolumePipesInsulationHWSzenario2 [m3];oilTankVolumeOriginal [m3];oilTankVolumeSzenario1 [m3];oilTankVolumeSzenario2 [m3];AreaSolarOriginal;AreaSolarSzenario1;AreaSolarSzenario2;LengthEarthProbeOriginal;LengthEarthProbeSzeario1;LengthEarthProbeSznario2;LengthEarthCollectorOriginal;LengthEarthCollectorSzenario1;LengthEarthCollectorSzenario2;tMassEarthCollectorOriginal;MassEarthCollectorSzenario1;MassEarthCollectorSzenario2;materialVolumePipesInsulationLEHW;MassPipesWaterWaterHPOriginal;MassPipesWaterWaterHPSzenario1;MassPipesWaterWaterHPSzenario2;AbsolutePERTOriginal [kWh];AbsolutePENRTOriginal [kWh];AbolsuteGWPOiginal [kg CO2-eq.];HeatingPERTOriginal [kWh];HeatingPENRTOriginal [kWh];DHWPERTOriginal [kWh];DHWPENRTOriginal [kWh];HeatingGWPRenewOriginal [kg CO2-eq.];HeatingGWPNonRenewOriginal [kg CO2-eq.];DHWGWPRenewOriginal [kg CO2-eq.];DHWGWPNonRenewOriginal [kg CO2-eq.];AbsolutePERTSzenario1 [kWh];AbsolutePENRTSzenario1 [kWh];AbolsuteGWPSzenario1 [kg CO2-eq.];HeatingPERTSzenario1 [kWh];HeatingPENRTSzenario1 [kWh];DHWPERTSzenario1 [kWh];DHWPENRTSzenario1 [kWh];HeatingGWPRenewSzenario1 [kg 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[kg CO2-eq.];gwpA1A3SolarHWSzenario1 [kg CO2-eq.];gwpA1A3GasStorageHWSzenario1 [kg CO2-eq.];gwpA1A3EFHHWSzenario1 [kg CO2-eq.];gwpA1A3HeatPumpHWSzenario1 [kg CO2-eq.];gwpA1A3BiomassSzenario1 [kg CO2-eq.];gwpB4GasBoilerHeatingSzenario1 [kg CO2-eq.];gwpB4OilBoilerHeatingSzenario1 [kg CO2-eq.];gwpB4HPAirWaterHeatingSzenario1 [kg CO2-eq.];gwpB4HPWaterWaterHeatingSzenario1 [kg CO2-eq.];gwpB4HPSoleWaterCollectorHeatingSzenario1 [kg CO2-eq.];gwpB4HPSoleWaterProbeHeatingSzenario1 [kg CO2-eq.];gwpB4ElectricHeaterHeatingSzenario1 [kg CO2-eq.];gwpB4DistrictHeatingStationHeatingSzenario1 [kg CO2-eq.];gwpB4BiomassHeatingSzenario1 [kg CO2-eq.];gwpB4DistrictHeatingStationHWSzenario1 [kg CO2-eq.];gwpB4GasBoilerHWSzenario1 [kg CO2-eq.];gwpB4OilBoilerHWSzenario1 [kg CO2-eq.];gwpB4SolarHWSzenario1 [kg CO2-eq.];gwpB4GasStorageHWSzenario1 [kg CO2-eq.];gwpB4EFHHWSzenario1 [kg CO2-eq.];gwpB4HeatPumpHWSzenario1 [kg CO2-eq.];gwpB4BiomassSzenario1 [kg CO2-eq.];gwpC2GasBoilerHeatingSzenario1 [kg 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CO2-eq.];gwpB4OilBoilerHeatingSzenario2 [kg CO2-eq.];gwpB4HPAirWaterHeatingSzenario2 [kg CO2-eq.];gwpB4HPWaterWaterHeatingSzenario2 [kg CO2-eq.];gwpB4HPSoleWaterCollectorHeatingSzenario2 [kg CO2-eq.];gwpB4HPSoleWaterProbeHeatingSzenario2 [kg CO2-eq.];gwpB4ElectricHeaterHeatingSzenario2 [kg CO2-eq.];gwpB4DistrictHeatingStationHeatingSzenario2 [kg CO2-eq.];gwpB4BiomassHeatingSzenario2 [kg CO2-eq.];gwpB4DistrictHeatingStationHWSzenario2 [kg CO2-eq.];gwpB4GasBoilerHWSzenario2 [kg CO2-eq.];gwpB4OilBoilerHWSzenario2 [kg CO2-eq.];gwpB4SolarHWSzenario2 [kg CO2-eq.];gwpB4GasStorageHWSzenario2 [kg CO2-eq.];gwpB4EFHHWSzenario2 [kg CO2-eq.];gwpB4HeatPumpHWSzenario2 [kg CO2-eq.];gwpB4BiomassSzenario2 [kg CO2-eq.];gwpC2GasBoilerHeatingSzenario2 [kg CO2-eq.];gwpC2OilBoilerHeatingSzenario2 [kg CO2-eq.];gwpC2HPAirWaterHeatingSzenario2 [kg CO2-eq.];gwpC2HPWaterWaterHeatingSzenario2 [kg CO2-eq.];gwpC2HPSoleWaterCollectorHeatingSzenario2 [kg CO2-eq.];gwpC2HPSoleWaterProbeHeatingSzenario2 [kg 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diff --git a/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands.png b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands.png
deleted file mode 100644
index 9d1bed75e194efd44d2f04d200d722b26f622518..0000000000000000000000000000000000000000
Binary files a/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands.png and /dev/null differ
diff --git a/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands.csv "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2.csv"
similarity index 100%
rename from python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands.csv
rename to "python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2.csv"
diff --git "a/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2.png" "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2.png"
new file mode 100644
index 0000000000000000000000000000000000000000..a213c1d33a3a87825677c524bb8ef5f1de0598ad
Binary files /dev/null and "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2.png" differ
diff --git "a/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Bensfeld.csv" "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Bensfeld.csv"
new file mode 100644
index 0000000000000000000000000000000000000000..e7f0ff7a25646f2b521571f81d8a46ab227c3119
--- /dev/null
+++ "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Bensfeld.csv"
@@ -0,0 +1,543 @@
+GMLId;Simstadt heat demand [MWh / a];Urbi+ heat demand [MWh / a]
+DEBY_LOD2_604981;75.8;180.4
+DEBY_LOD2_604980;75.4;193.3
+DEBY_LOD2_604974;49.1;102.8
+DEBY_LOD2_604732;31.4;78.2
+DEBY_LOD2_604973;21.8;88.5
+DEBY_LOD2_604731;36.8;92.4
+DEBY_LOD2_604730;41.2;91.6
+DEBY_LOD2_604736;35.7;83.5
+DEBY_LOD2_604978;78.2;168.8
+DEBY_LOD2_604977;70.0;159.9
+DEBY_LOD2_604735;22.0;56.8
+DEBY_LOD2_604734;19.5;52.4
+DEBY_LOD2_604976;79.5;171.0
+DEBY_LOD2_604975;46.8;101.8
+DEBY_LOD2_604733;20.0;53.3
+DEBY_LOD2_604738;24.7;68.8
+DEBY_LOD2_604979;70.3;161.7
+DEBY_LOD2_604737;25.0;69.4
+DEBY_LOD2_604750;31.5;62.4
+DEBY_LOD2_604992;90.9;182.6
+DEBY_LOD2_604991;27.3;59.2
+DEBY_LOD2_604990;23.5;54.1
+DEBY_LOD2_604743;22.2;57.4
+DEBY_LOD2_604985;101.8;205.0
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diff --git "a/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Bensfeld.png" "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Bensfeld.png"
new file mode 100644
index 0000000000000000000000000000000000000000..ddb738a113e62c0abf13dcbb4cfa231d615abaac
Binary files /dev/null and "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Bensfeld.png" differ
diff --git "a/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Feldberg.csv" "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Feldberg.csv"
new file mode 100644
index 0000000000000000000000000000000000000000..a5adaffc3e461e77a906e0ce8e9c06133a507f85
--- /dev/null
+++ "b/python_scripts/simstadt_urbi/simstadt_vs_urbi_heat_demands_Gromb\303\274hl_v2_Feldberg.csv"
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