Respiratory Anatomy & Embryo
Ventilation / Spirometry
Hemoglobin / Hemoglobinopathies
Lung & Chest Mechanics
Mixed Bag
100

A 51-year-old woman with a history of brain tumor and associated severe oropharyngeal dysphagia develops lower lobe pneumonia after an episode of vomiting. This type of aspiration pneumonia most commonly affects this lung due to these key characteristics

What is the right lung because the right main bronchus is shorter, wider, and straighter?

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3vWJ0svef+yKX5xslQymbz4/s9/5fN6+wWf93Ij68mfvGJKPtH6pMkZhp35xWunFGcy4k+efA466ZxKWdTJ6kncMIx88eNzyXXrKvmSV1im1YPv0D+UhXLDsFquLT/kDduCNjAH2zDvUG6Lo+/uIfCcZx1Y4hN1G267rfTiP39h6ewPfzga5H9fdOGFPjwuLRHe/IY3ll71iiNLo/feW0l/2qmn+rJWfvozU/yJRz5hXBJt3rzZl3HCO99ZyYO0Fp/vPI4yomkoM86ffOPC8KPupKGOyBi64W+vrtQx9Oea+DCFrbl1P1pXyWvVV68w78Rvq3sWVpYJbRitN7+RJerwRyac8Y/GSftN+5AvjKIypqWzMKuf/bZv00fyD53xi/on5QML2i4an7rSPlF9R2ejfiEjZKGufEJH3aO6EYZHr6879GUl+0TDqv2mLsgUloc8odwWJ07XYUh62o3wPM76QTRNUj+AC+UQHjryCfs5YbAP2ymOc5hH9Np48p3HFakLWXQlTbZa6wA3mIb8rF7oedQRF1lDRxvRVqEeWbjlFQ2rtb9YvuE3eUX7VRgevUa3ov0gGof8yLeay6On5Em5MAzHdsqAEwyjuk0Y7AiLprG8qskYhteiJ9QRGeLavtY6cQ8jvzi9wB99pFxz6CL+cS4tLE7mPG0WV575wT86PlkY35Qd14eSxjzSxLW13dNCHUdfLB/K4HfowrDQ3/QsTrfzjgVJ+hdXB8pFzrhy8SevsL2JF6cHYV3C66xlUkeTm+8szp4dTJfIg7bgYzJzTR8lTtSZroftR5uafkSf58w/mo+1KeXjar0fkw/MKSc6pph+EGZ1Mzmi5Zt/tbrDxWS2NHxTRrQNYJEnPvlYe4Z5c206F5aNH/GjdYumDX/HyWl9MsybNKYrUf8kGdFb8o/GJy/8SIfM5mBNmqijbYhbr0MWPlFHuVaHJJ2Ju3eRBiY40y2us+gu9Y/e90iHX9h+XOMHg9BRjziZ4sYK0ln9wjxafa09FBNMrsxeY8ksS5+jMxLDmW7MKgxnzTGT7vvnn+7TsoQ3j2NZMLPtyIMy+TBTkNl05pilmOSQmbKRGdnDGXihzKSnDOLYkmXKuurDJ1Wypk6WhjyZ/Rc6/Lz/68v+xA9nV7I82+rBN7/NEY8Zn3GOeCxFtlmHYRwLS6ob9Q1ZMavTyuHaXDSe+eu7+wjw1yb7MCvoPe96tz/lOW6mHbXnr5nMPohz/JWIv0BFZ23ZX6OYHRI3myvqNzAw4MvgL2XmSGuzBc2vnu9omWFecWH42V9y+esoMobOZsrxV+vQGZOTI3+Fs9mffOf5K2RUtjhWVj5l2wE75sc38oeOv5ryF0H+ko0jT+TN6iiHeqMXzFzir5PoVL0OOdHHIxYumDazCG4wpxx0rppDn/kraDS+yRnVd2YzWtuRd5QRfvxlnFmB5pCDur/ljW8yr4Z9UxayM3Mv1MWjFy2aIndav4EhfSqpP1cTPqpHxE/sB5OzQSw8zHt0dGP407MO6xTlPCVygT+K0oUsulKg2JWsaA9mb8A4nIkHy/LMpg2+f1YSJFyQnv6P/tOfQ1cUozDP6DUzX5h9ktUx+wUdCXUmmpb8yLeas1lHWfTU7gfkGZ1hgSz0q/AeRjx0A67R+0E1uYoM5x4SHe8s/1rqRFq4xeWbdO+PGztMhrQwixN+52mzMF30mnsgs83SXJxspivIEbqktkZXuOf7Wb6T9y70xfKhjKguh2FhGaZnzAYMHXkUMRYk1YFy6XOEh2OE3TPzPgOGsucpM+3+FuYZXnPfC2fgkwd6z8eer7hOui/SzrRhXF9Jep7Loje13o/RDcs/aRyi/lY3Y2E6deP6deblv5PqThmM/3HPY1MymPyRN35cHqGfrSqK3tvos/WcjIycjX7OzPq8ZvWlToxHjXJxumtl2ZgSd+9Kek+oprukYzyi3FBHSRdtvzzjedJYYXVpt28ZFBNaBOOVLZdlD7/QmZEKPzO6cY0xKzRohUa0MH21awxuLO99zt+c6/dIDJcQh4axaD6Uh1ESh+yhLNF0GNWQnWXS7C3InojsQRi6sJ6hf9x1yIHwKLPo72h8yxMDJ7L5PSsDIyThFpZWt6jh08phX0pzcKEMue4nwADPB0MEg7M9mNRSc1v2kMdAVks5nZTGmIQPQc2Snxs3y1GqOZZw42w5L9d55KW9MUzxWb5ihX9g4CUjfNGoJkNcOC8n6OOiRcfEBVf8bTlEbKTAkxcgnMXnIYcy0P2o40EHZw9VISPrIzygh5z4zccMs9E8i/xtLzX2UmB528OayW3+rf7G8GpMq8kCQ3uoJG6Uc7X0tYQXqQtZdKUWGaulSesv6AkvCnDN4kyvw/hFMkqTgXKQNYtDz9lKw+RNSkN+5FvN5dHTannFhbMkGFmqyRuXtp39eGGO++NVM2Quos149sEx1hTlaGtcXFvb0mq7F9Vbpt2TLJ+ixoK0Othz3pQxYvKUdQszefJ85y0zT95FxEXXs97Liiiv0XlE/6CXVF6aTsWlyRs/Lg/zY+ymj9oznPnzzR8togb1MLzadTU57fkza181GcP49BGezbI+r9k4ZONStTo0Izx8rrHy4sY2Cwu/ebfAQB83LsAlbL8843mn3U+1h2KoFcH13nvuNDilGZ9CQ91LDp56s05LFxRVuSSv1539qSkzHiuBGS5CmYl+0DOmHsQSZsGej3a4Sehf63XU+Bg9BCb6O5zVGZYZMovWJwxLqhvGRj7WLhgSMbSaYZGyXvuiQ8MidT0DCDCoM2uCv0DylyReDuymlrX63AiSXN68kvLpNP80JtQli8Gv1jpf+61vZkpK23Oj58GKWTzRPe0yZTIZiQcmPszU4yEq6wNHXBnsnYeLPoRZXO+/1Pm90cK/uFp49Js68ldu9hUivhnd2IvKZl6FaZDdZtjAiDTEIx0zMKIPRxgKipxFG8oSvbbZVtXkjqZr1W9YZtUF2NJOrznylX5MypqunroVqQtZdKUeWZPS2kyTpP7CA30Wo5rlz5gdxi+SkZVR7/dnV37GLV+x8+DAevPLo6e1lEW/TZr5VEt+7ZIm7f6eFlaE/I1us1plpK2T6m4GKbsX1VpGUrqixoK0OlB2dIxIe95JYhGtQ94yo+kb/TutHo18nmt0varlX02nounzxo+mD3/bvYc/0Mc980SfxcK01a4b/ZxJ+eg0Lk52xi97zqwmayvD63lPoP48H8fVnzqF7ZdnPCffTrqfyqDYSg0OysbAFhoT/Qy9o8uzJDnIpEjjHzMgw/z8zMYXHepn7TFbsdNdeDiLHepidcIoGc7cNH99dz8BBnJurvxV7PSlp8UeupJGgZsCxkhu/vbATHz+oouRYCY6YwLT8EWf39ygQ79W8mEJHMsCaT9b9o4+1OowSNc7Q9EewmqVoVo6mz2axRhJXvDgoYi/tmLwoq+QFr9mO9+nJpdqNbvsRpdHn2EZzEfOOts/gMIZ/Wwk56J1oRW6knWmSa3tVzSjWuWwdIwvzPRKe8G3uO3yzUyyTnoBysqN8Z77/gennmNVPghnht77W9nWRY0Feetgzzv1PAPmLTOrjhYVD13n/hs66ttOz3OhbEVd59WpvPHT5Mx770nLKxrW6OdMyuuW57Va3xMaVf92Hyuiutb1BkVODg7dw4/sPEE49K/1GsOfzc675c6pS06SZuHFlYXhK4zPac42q89m28Wlq8WPfR/NYUxkn8Z6nclq+TAj0JZf4xfOEOQ3swgb5TAYspTbeC77+vcqRcmYWEExIy+4YTD9nBsAf03KamwBFi/8l15+mZ+ZhkEAR15pp+t2O2RjghGKvWf4zcMnN0JYNdox65DT4rL8BRQjCIZgDIq0Pdc8JNfi/EmWk8uGa0lPGpYOhzOkkvIxXUsKN3/LKxofXc9aT16YMALDB7Y4+kyj3YM/vsk9vvF3bvAdb6kUZSc2Vjza/AL+zMjh5QDjNTNDkxztwQxbDLfGmeX0Rbo4pkXqQjN0JaxDlv6Sx/jmDbgxS0CLZBTXnllkRJcwNOfRiSz5Ik8ePY2TP80Ppp5rWqQGhIV60oDsJ58Tlvk/InEf4f7GvZ89XpvxR7N628yW8xXJJks7R+9FRZVf1FiQpQ5hvyJ+vc+AecssilnWfGylAvclxnie5xgTm/E8l1XGRsQznaKvhW2eVFbe+En5hP557j1hurRrkzMtDmFZ+yp84uLX8rzWiHGpWj2rhdf6npCn/lnHc8aKLONFtTo1K7wr91AMjVUY6swgh1ErnJlXBOTQaEZZfMzlKcuMX5Y2XN4b7v9n4fV8mwGUPKaUc+uvM2cbHsBCIjiEeYUGPerGb3PEC7mZf1Hf5B8aDkNjZnSPxaLKVD6dQYDB2Q7kYAYID0tZHbPu/F9q55X3xOCFAiNaM14ossrY7HjcGEMmMOIBhgfRRt4IeaHjcBCMiRi8eAhOMg7bAxBsMOSYgSzcAyYPN/IzQ3KedNG4ts+UGZSi4bDEZV1mhDErjG/pstQzZES7wQhWSbL5ggr8b+NV17onNv6ukiMP9DCmnTvBMZac8K53e52HHQ+lWfTROFtbF1nXkGmRutBMXQnrYP0liRVyZX0p4sWt/PK285CKIhlVa8dqLx8Ymm2cqpYX4dXyszzy6KmlyfMNf7iGOpInfa1xQz2pNY+0dKZzjI1cMzZx32/Gvb+INrM/KNE2RTnaOqmdjZf1qaLKtHyKGgvS6kBZ0TGFeoXPO7U8A+Yt0+rcjG/ut+gbfxAzXadc7meNfJ5rRt2qlWE6Zc9RRcdPy8/6SZZntbR84sKsXknPcnn7qvExmSkz7/OajUM2LsXJ3Wy/cCzL+56Qp/55xvNW3U9rZd9xBkUMUxwgEv2ES3Vf8tzyJvxAwZjFYSPEJ07UcFcrOEv39le82C79N4epUA5lhka0KZFifkRn+JEPRjvyCg1iMUlze4UGV4yeyMmHMpNcmIY41g5mWMSIFx68ghEXBsbCjLqkDeMllVevf5zhEMbRetRbjtJ3HgEejuxFgJlYWYwW3ABPX7rUP1jZzBzyaOeHrCx/Za239Vg6zuxAYwqTZpTLwxFtEj0FOK4+7HUYGo6t7dP2Q4rLB7+yHpzmjdKWT1Lcav5mdMUoGueGh1d7lrCt5tBh2xjb4ltbGKtoHtTFHiZJa9cWjxmczdDvbeOPuPu/s8bNGphrRfvNyakT/TPqQrmjYa36zVJ6eNGm1RzGotA1gnOUaZG60CxdidbB+gv9IursZSnr1hPUAd1m/DBXJCPLM+6b9k6bvYrOM+s9ru/F9QfKID/yreby6Gm1vOLCj548YAq+zXJRPSm63PKYv9T/gSC896eVw4tgUa6oNuMlmQN+inLoKI4X5KjjnsZzgN2LouH1/i5qLEirg9XLxhTTA+oU6kFcP02rX54y0/JpRBirN3ieC+uXZVxphCzNztN0KqtRL2/8tPpUu/eYLqblkRRmcjbqOZNyOaglz/Ma41DUmIhBL8u7WFI96/XnnlXre0Ja/ZErbL8843kr7qf1cOw4g2KWymKwCmfLhWnO/KupJzaHYbVcM9MumicGQAxoeYxXzKgL45MHRju+k+pSi7ykCQ16GFgxCvLhOqks6hnKF1c2HFhCbY6ZkMgfzogkPMrL4hf5jaxReeOMjEWWqbw6hwCzP3gQ5CEx6SUtrM3Y2Lj/iVGRmwPGl0bc/HgIHx8bKyRv+0t4+Je3sE5FXJM3y52NSXhDLiL/annY/jBejpgXG0tvJyvym7aj7XnQyursYYmHDg5JKOJFCRnQQ2Y5hA8cyMRv/LMcyIBsvAiU8zt/SpUsPeEYsqg7H/JnDz8eZM3RjqGjLUNGpGFWKP2lFt3nxT/OYUyMOntpw1BEn+M7Se5o2uhve7knfaMc+8bBxLiYrHHlwTXsJ1HOcWmS/PIwLVQXquhKkrxx/lnrgH4zuxy2IT+Y0y+ZERp9SYkrDz1Gn8gr+sePIhnFlY0fMztslkc0DvVCtouWLfMHP3H4U6T5tnIAACAASURBVPhJSod/OGMkmq/9zqOnlibPN+MFHxjzCR3tV4/Lqif1lBGXtpZ7v7UFbVmvK6rN/GyXyYPA6pWJ9Nw7aGv6no17+PNMhR5bXyqirGgeRY0FVgde8pHbXNyYUoseWH7hd54yw3TNuG7G81wz7se1sDKdMsNxqNNxz9B541eTyfoLz2qMndzn+PD8U8/YSdpGP2fmfV5jOw/TA7jAnPscz5etdNXeE0xm2iV0Yf2pQ1r75RnPG3k/DeUv6rrv3HPPPbeozBqVzz9fMbXx4sph9tkJR73MB2EUe+2LnucNZP8zer/3wyB24YlvcX//5le5ML9z37nzhSr05yTghX/2nEpRaWHEfcGznuHLu/v+B/3ehxgIv/J/TvCGOsskmqf52/fbX/GiSh5Pbt3mDWLIe/Epf+U++c3/smi+DrvuMtv/TpNr/f/cPWV2o9X1BUPP8PIi6x8eGvNGxDe+dJ6Xl3Jvuav8V0wMcuGJyFH54PzGl82fYrjj9/5PHXDIZ+x9vJfOcxef8nYve6UizrkkGYlTa5jlj1HX6oIMtIdxszj67i4CDOTXr13jbrn5Zl+xLVu2uBvXc4jKwikV7e/v9zM61q9f7w03d955p1t0zDHeWMI1Rj3S8tdabsh8b9q0yV179TU+P/6KyUPoJz9xsbv0S1/2D9VbntziDj7kYEfeGF3i8kGItDDyQPZrrr7G3XXnnW7THzclviRzU7v2mqt9fGR8YNOmKfWkzrePbPB5cQMnLx70fb6bNvn6Xb9mjXvrscf6pT3Uh7KjefEwlRRGfa69+uoKE65hwoc6IBMv+TBJcmk8ksIOO/wwz5dy1q5Z67Pm5svJe+Nj4/77sMMOq7TdyMiIW7umrBc333yzf8CiTas5eH1t1Sp35x13ek6wgk9WZ+ySdAF9YRP0a6652qFTt4+MeJbo2r/++7+5gw85ZEpR6Bq6SThtxcscDJDro+f8k9fTMMG+++3n8x/dOOquX7PWXXP11Q4WQ88a8gysXWDB3n/GCFlecthh7v1nnFHJjvL4EAcGtEGSu/vzl7mHf3abY28zc3/87lr36F33uEd/c48PI5zP6GVXOYwFB/3dCW63wQMsunvNUUe5OXP6ffuajs3pn+P3lTO54/oA7Q9Xc9SNfk6dqCNtmSS7tVfefrDfvvt5faefoIM8NPKQSXvN6e/33BhfcL5Oa9f42UKXfvlLbv7kCdsmb9J3vUyL0oUsutKoOtBu6MXyiz/hmZo+4vfek06cVix9o2dyBh/3AYzoeHzuC593r3ntUdPiF8VoWsaBB+Ph8k9cHPtHCV4m6dv08aRP2CctW/Jb/unqe3Dm0dOksZcy08JoC+6djP/oP/cb+hzf9IX+Of3ekGt92OoQftej62l9OE3upDD0PeneTx3RQfpweF9AT0nDvYmZQczIIR4M+vvn+N+M3UcddZRPFzeO2TNLnjYLGUavGXf4o9F7T5zaT9J4pYWRP21Ne4b9kXoy8zc07qflEw3jGcjGZ57nuF9Fn8coO+tYYPkn3YOpA21Me9j9l/sknHimMJemB3HPgJYu7jtrmXF6Eb2/RfO3+tIO9iyH7KF+Juk6edm9lvtl9HkO/T344IN9XnHlmM6mhSFL1vsx8qTJmhSWVn5SGspCpw4++BDfV7lXhM/h3D/mz5/n0E/T7TzxTaYkPbR7D8/q6GL5eWWjW7TomCl6GG1v+x2nK9YejX7ORAZ0utrzmskK21OWvK/yvMp9gfqyXRLPstVc3Hsekwts3Ehr46Qw9LLae0Ka7lr96SP0G+rDyoG3Hvs299a37axT3vGcfOu9n1bjWVR4T6lUKhWVmfKZSoCZec/5m5322u+ff3pD9w6cWvrM/sVS7lOW7/zr8IUnvrkpMyNnNvXurn14gEJSTXnQ4LCFmeJ4iOEvqGlupjFJY9ENYc898Nlex+2huhvqpDqIQDMJ8FLDlgsYnet1vFzx4pK0Z2e9+Su9m3J4UhwPjDVrb/jhFKNNXLxW+zF75rwLzq8YRFotT6eV3+3PgFme5zpF1ztNt2aKvMxGxKA4k96TZkrbdv0pz81oSJb1HvT0p1ZOZaZMlg+/42NfnFJ8uLfjlAD9KIwAsxI5xTo8EIfZq+FS7MIKU0YzhgAz1fxfAL/1zWkP4/zlkXD+qhgum5kJcFgiwF/xowcIsFzEL+WNLCWaCUy6uY4YL2hvGRO7uZVVt0YTYLn1+yf35K23LGbEfrLgE8Lrlamb0qfd+33Y8Gq/TJ37XbiFRDsyYD9AZs5o/M7fOml60C3PgNWe59i/lufgTtD1/C2sFM0gwPhj+5I2ozyV0TwCMigWwPrrP/qZN2BhuMKwiGOpbXgADAYtlt3KNZZA1JhIaVd9+CSxbyz2rs+dlzaMZnEP4uzDddzx5SUl7H01kxz7Cl16wQXTqsxfse3laqYxmQajSzy8kXj9Onfp5Zd3SY1UDRFoDQHGR07f5OXcxslaJCE9+ZCfXGMIpN37ObCCD3slDg7tPAyyMZLUnyu6hlGIsVw6k49nmh50yzNgtec59Oe5q5/dEbqer3UVuxkEGHdGR0c1m74ZsFtQRlceytJsjsxQxNkhJPwOjYnsRciSW7nGEzjoGU+rFIIB9+aLPzRlj8dKoC5EIAcBlqfZhrxJyXhQn2l/eTt60c49aOO4sH8UewTKdT4Bv2eoZkJ1fkOqBm1BgOXOZtypRSBezvw9p4Bl07WUP1PSVLv3Y0zkD41xf2xsR0b8YTR60nw7ytluMlXTA+Tt9GfAas9zrFDAqNgput5uOjTT5WHcia5mmulMuqn+HXEoS7sD33XObH/Yx5Nbt1cMiXYQyd+/+dXuktMX6zCQJjUih64wO5TDbDiEhVmjciJQLwE2NWaDZr6jm8nzkHXev/yLW7BgYezBAPWW3c7p2YCYDefDQzCQl+VB7BMGq4+ec047V0GyZSTAS4RmtWSEpWgikIEAm+YzTrLxel7HPYexNXo/ypuP4qcTSLr3Y9BdfvHFfgnxpZdf1jHtgL70uB5/uJYdYpBOQKEQSNIDwrrlGbDa8xwHDWEQ0pijPpGXAH3ksMMOlzE6L7gOiq9DWTqosSSqCIhA6wjwAmF/2edEMYwr+B23eLGfhceyl5nomKHBTESY4ODC8i9Op6tnOd9MZKk6i4AIiIAItBeBtHt/EQfrtFdtJU0SgTQ9YCVGNzwD6nkuqfXlLwIikEZABsU0OgoTAREQAREQAREQAREQAREQAREQAREQAREQARGYQkB7KE7BoR8iIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAJpBGRQTKOjMBEQAREQAREQAREQAREQAREQAREQAREQAREQgSkEZFCcgkM/REAEREAEREAEREAEREAEREAEREAEREAEREAE0gjIoJhGR2EiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAJTCMigOAWHfoiACIiACIiACIiACIiACIiACIiACIiACIiACKQRkEExjY7CREAEREAEREAEREAEREAEREAEREAEREAEREAEphCYNeWXfoiACIiACOQi8JGzznLXrR52Y2NjbnBoyC1YuMCdd8EFufLolMgbR0fd8OphNzKywS1fsaKq2DC58opV7rrhYXftt75ZiQ+z9evWu4GBAc/t+ht+WAmr96LIvGnX4eHVmepar9xp6YusE+XQLu9furTSBnMHBtxxixe7U963JE2MKWGXfGalu3LVKu+HXtz123umhHfSj7x63Ul1k6wikIdA0pidlke7jJPI2Kq+3Kpy09qliLBPr/pGEdlMy+PUxW+e5icPERABERCBziQgg2JntpukFgERaAMCGHrmzZvvFixY6I00GzeOusHBoTaQLJsIvDyOTxpCq6V49ZGv9FF4ccJwWs2ZwYn8KSd0GFzJhzyz5BWmrXZdRN4YO2nbiuzVbafVxKorvIg6hQJgTDxu8fH+Mzo66sbHx7whPIxT7RrjI5+3vPFNbmO1yG0cjjEEAzn6WrQutnG1JVqHE8gzdmetatqYHZdHu42TrerLrSo3rk3kJwIiIAIiIALNJtBTKpVKzS5U5YmACIhApxMY2bDBG1M6eWYWBj2MZrf84tbMzfHcA5/tDS9ZZxVSBsbDOE5588ospHOuiLzTZM8jS1Fxi6iTGQ2ytl812duNUTV5k8KLYJuUt/xFoGgCtYzdWWXI26fzxs8qR63xWtWXW1VurZyypNMMxSyUFEcEREAEZjYBzVCc2e2v2ouACNRIgNkZne5Ycjw0NNjp1ZD8OQgwGy/JtZthIElO+YvATCcwk8dujVP1a3+Rxs+Tjl3k+ufMrgj1i1/f49b/7LbKb12IgAiIgAh0NwEZFLu7fVU7ERCBBhFgmWinu3Bfw06vi+TPRmBkw0i2iIolAiLQtgQ0drdt08wowfbfb58pxkQq/7wDnymD4ozSAlVWBERgphPQKc8zXQNUfxEQgZoIcDiJnAh0GgGWn8uJgAiIgAiIQL0E9t/naZUsntyyzV8zW/Epew9U/HUhAiIgAiLQ3QRkUOzu9lXtREAEREAEREAEREAEREAERKBQAkPP2KeS382331G5PuiA/SvXuhABERABEehuAlry3N3tq9qJgAjkIMBBK5esXOnYn4oPJ+ByijOn2SY59iLCLVi4wF16+eVJ0bw/B2LgyHv9+nWO5afHLV6cmr9lyL5RlpY0nPJJPpwszWxJ9kI8ecn7/AEoYRh7PQ4ODTpOCia+OWaqke664WEXt3yO8IuWLfMyUjc4UFaau/KKVZ4fshyxYKGPyqEvtThYsd/f0NBQpa4fPPPMWrKalgY54Q8PPrQzJ3Ufd/ziaXHx+PiyZf70buoPz4GBuf6E5KOPWRQb3/QI2XHkf8qSJW7e/Pmx8Yvw5KTR4eHVntfcuQP+5OYkXrSt6S1xovqNrsGFesQdppMmr538anHCw1/sQJi4sDT9NuafXLFiig5bPrTnlatWeT2ZN39epV3Rb/QP3U9qK8uDb+pMXtZ/0D/6KHmSR9RZHzJ/+hLuvAvOn9LWpg+EmT6jD1lOla5nzKAenFZOvTh9nvp86MwzK+XC9brh1V6nGVPYxgFdRZeQDRnj+kQemcjrylVXeC6MCfShpLobp3r6Td6+nUe+anFr0f2wDeACH9qNejBeHL1o0bT+aWmIt3zF9CPokTPrWEA53POKGLOzjJOnL13q9QudRLfCMYoT49GBuDHJK1Dkv7RxKm9fJus83CKiVH7WUm7We12Wfme6w3j4lcsv8/fwG9etn8YagRkbbdzldzhWVyqUcrHH7ru5pz9tbx/jnt/d7x557PFKbAyNN4/8svJbFyIgAiIgAl1MgFOe5URABERgphNY+enPlJ7zrANLfJvbvHlz6c1veKP/mN+6H60rveoVR5Ze/Ocv9PHNv9r32R/+sE8XxrN8Qr+k6+Fvr/ZyIOOG226bEg05TZ6ksNNOPXVKmosuvLCSZkpAqVRa9dUrfFjIwuJQPnJHHfVDhmj5xCVNnIvLy5iTX+iQP+oXhkev4/ImTpycyIzsMAldkuzkQf5xfPCLckBn8Bu9994w+9zXSXWiTGSFnTnqEvKyOHF51KrTlBXHiHrGlUP8pDDktbyiOmT6fcI732nVq3yjq5QVth3p8aPvEp7FWfxoXPodYdG2ph60KeGhI25UTuoFY3PIGspr/tFv2o+0oeM35WZx9JlQ7rBcqxfy8gl1Bd6kjat3HpkomzxCRja2RPsCcevtN8gWzSOpb8Mvr3xZ6pKk35QXDavWBtQn2jbkYf5R3bA64Z82FpjuxPEijPSUm9UlxTc5Qx20vkzfjDr6SBg3LpyyaOM0+QiLy994x5WBX1ZuUbnsd95yYYGccApd3L2OOMgXOmMR+hkbZKFO1uetD1o9CY/mF+Zj1yuuuLaU9PnRLSMWrfST235d+uzXp46Fl37je4lpKwl1IQIiIAIi0PEEXMfXQBUQAREQgToJ2EsOD/JRl/QSwsM4D+VZHXGjRoS8eaTFrxbGi0bUxaVJY0H6uBeRJEbEjyvD5IjLixenuJdBXjaJHzU2WV7R77i80+SkbaL5p8mOjNH4vOzDOc6IhZEpTr+icqf9jquTGc/shdHSm3+UV1weliatvhYn+p2UJq2cpLCkvCgzKYx2iNMXyoj2t6js4e8kmYgTF2b6EuYRF9d0Dt0wx3WcUcPC7TuuDkkcLE34TfpQF+PKTcsvTsezymTjSFwbkEfYF4roN8Y5jqu1VdgX8siXJy78qR9c41xcWFobxBnlksqwPp9lLEjjlSZPXJ3S4sfpEG0Ph7A9yJe6hv0kriz80sojPI6x5RUXloeb5RP3HZe3xYsLy3OvI320LyVxSPI3WfiOkycMt+skYyL+v/zNqEUrDd/wU288/MMDD1X8MDgmpa9E0oUIiIAIiEDHE9Aeil08+1RVEwERyEbAljkuWnTMtAQslRxgKeSqVdPC8niwfI1lw61yLIXK4tJYJKVnSSOMoktnk+In+bOElPJZ5hd1LLvGsdyvVmdLL+PktCXatmy1WhksEcWF8Vk6OHdyKV80Pe3P0rOiHXrpl0ZGll/jh6uHV9GyNiI/lkiabjQi/6Q8WVaepVy2G8ChG9YH/XLilG0UrMx6xwzKsaXg5Jm1XCs/TsezymTjiOVhefLNmBqeNl5Ev8nbt/PIlyduWM8irlkGjcty/8kzFhQ1Zlero7V/OE7afTY6NnEPQUeb7fJwK0q2vPe6rP2uKPmy5HPoQeWxjbj3/fEBn2T0D+Vvfjxtr7lZslEcERABERCBDiegPRQ7vAElvgiIQP0Ebly/zmeStM8aRiJeAOpxcfsU1pNfo9JWYxFXLsYBGNXr7AWTvdzYjyvqMATa/mrRsCy/kTPphdWMQ+y7F+7rlZQv+3+xP10Yn/x5KY6TnXzi9qNLyj+rvxlm4sqsl1dWGVoZL6k9kamRBnzYxhmmoywwBKBPtA/6nbQvYTQdv+sdMygLHX3Nka90Jy/JJm8oR1yfyCqTGWni2md5ZN+/IvpN3r6dR748cUN+RVzDDx3CcF7N5RkLiFvEmF1Nprhxkvvs4LIh/8cY60MYbdnnsxUuD7ei5Mt7r8va74qSr1o+z37mzkNX7v/Tw27btvIJz79/4E/OuUN8cgyOP/rZhkpYtTwVLgIiIAIi0JkEZFDszHaT1CIgAgUSGB3dWGBunZ1VLSyYeVXEy6kd+pLFoFcL5aLkTCqbl35ekBslf1y5rSgzTo5W+S3ys92mGlt4WccIk/QHgmbLik5gaGYmHgY+DkdBR/BrpMOYw4EyHznrbG/QpNzo4Uxp5ccZA9Pih2H+DzAZZ5sVocN5+3Ye+fLEDRkUdW0zW6vll4djXl7Vys4bjrEaIyIy01cZ+5s5boby5uEWpqvnutH3unpky5J2/32fVonGwSynLn5z5Xd48cz99nH33Pf70EvXIiACIiACXUZABsUua1BVRwREID8BTrisNgOxnpdrk4gXKE4XrmeWneXVqG9jAY+sdcYwUqRxxF4yi65jFhkxwGRxpi/R+JyS22zXijKbXcek8jBCMPuPvoUBDWMi+nPp5ZclJSnMHx1ghirGAWZXMbM2ySEbBk6TlXhxJ0dH09c7ZmCsYXYThkzywkVnCEbLtN+m44wJocsqU5b+ZvnWq8NZyor21SxpTL48cS1NUd+UPZ7R+JyVI3k2o06mQ1H2LIX2erRufeb7TFE84/LJyi0ubT1+ee51WftdPfJkTfusZ+ybKSqGRxkUM6FSJBEQARHoWALaQ7Fjm06Ci4AIFEWgsn/e6uHYLHkpir4QxUZM8GQ2yFve+CZvTMSIgBGkVbMxEkSseBsLDCVZHWx4MbKXx6zpovFsiWq431Y0Tj2/kTNJxusm62syVCvH+ITxMcCyT2LWGUXVysgS3ooys8jVjDhwvuQzK70xD+OItaHNCGykDJR7wrve7Y0y9OmkmamhviEjcTHymXEvScYixoywbCvXGCWVG/rbskwbE/LIhF4yJvCp5orQ4bx9O698WetSra55w2lDyj5icg/ZtPR5OBY1ZqfJQ1jcOIk/fYAPYz19IW7f3Gp5FxWeh1tRZdp9I8u9Lk+/K0q+tHyesveA22vu7pUoP91wh1v3s9srn3t+d38l7HkHPrNyrQsREAEREIHuJCCDYne2q2olAiKQgwCzh3jZHx5ePS2Vvfjb5vjTImTwIA9eCj/UhGWOGcRJjWIssrzoWEZHTx5mw15j9Ti/txYHSUzyiuYFwzwGkWj64xYf770wBkUdM0d5scQwVM3xgmf7qoXxmXVDWNx+huQZV261sqqFp5VZL69qZaeFw7LR7j3veref7Wuz/9Af2/ev0WV/duVKXxZlpzn0JKqzyFhtdpj1gXrGDGYlhi5LuWF8ZEdOq2MemewwDpZ5x7mwL6TpMGnDuHF54Ze3b+eVz8uRoS7EK1L3bUy1g0yS6l9mkDz+RMeCosbsNHmSxklLgxERuZjhi3GxVS5N/6LcipIxz70uT78rSr60fJ657z6V4M3jj7mbR37pbvv1XZXP3Rv/UAnvnzPbYYBMchjM0RM5ERABERCBziWgJc+d23aSXAREoCACvDRzaIE/OGHx+opRwl6ImE1YxAuPHRzAQ7TN3CioCoVlE7I4fenSKXuuhTOewgIxOLA/Gy/+nH4bGtnIL88OlctXfMphKOLjDUQLFvqiWJKGkbOezenJ77j1i70xEJmRDcdLI7OxKLuaQyeQjbTnXXD+lOjUm5fj8gvgiJ91Y8vbMVYvmKwLiWBFfTDyoHsmy5QMM/wIy0Q2yiCvWnjZLC8MYLCqx5EX+aAzRRpYQpnIG4MVdYUz+3g2y6BIWfDmA2/qmrRsEhlDnuiaGenC+sRd1zNmUA4fY5K1XOrEWAhflo5HdTOLTKFenu6WeoMfciDDZ1d+Zspy7zAueWNoSuo3cYzwy9u3wzLzyFctLrIUpfuMEXy4/4T6k8QgrFO1saDIMTtOHspPGictPvufomd5D2MpcpxCljzcTPYivvPe67L0u6xyMSaPB+NX1nTEe+7QzgNZ7v3DpmlJ777vD+4o96KK/0EH7O8eeni60ZD7Lis3kOX6G35Yia8LERABERCBziLQd+65557bWSJLWhEQAREonsBhhx/mXnPUUW75xZ9wt9x8s/+sXbPG+733pBMrBfKSzeykO++80z+Qb9myxfGgT/okRxjxP/mJi93aNWt9NF7oOFF5fGzcfx922GHTXtzD/HjxCsvkhdte9GsJS0uDvAcffIhnwIEO11x9jbvrzjvdpj9ucjeuX+/mz5/ntjy5ZYqRFXawIO6lX/qyj3/nHXf67zn9/a5/Tr9/cejv7/fGl2uvudrnTx0e2LTJLVhYNhzuu99+jhfN0Y2j7vo1a901V1/tRkZG3NCzhrwRgvRpDsNOUt6kQ05kCduZ9mYmWNRoTD146dq0aZOXldlCtOFbjz3WffScf6oYPUJ5yH/OnH5f72uvvtobDdlb763Hvs299W3HVqKGOgaDNP3JUifKRLcokzaa0z/H75VnvOLyQPcOPuTgikzo1Pr1673MGEZpvyS54vpBqJO05+0jG7w+YGxGdzAmeT3atMnryvVr1niWCJCmj2lhVl9vbL76at8+tJHp7MEHH1zpJ5WKBhdWD9ojqotpYfvtu58vg7GAfoyBEcMEOoO+k9+iY47xOgJLxhL8kPMlhx3m3n/GGYEU0y+LGDO8Tqxd4zaObnSXfvlLbv7kidNhaabj++67n28f4sEPFuy1ePAh5RNbSZNXJusLt9x8ix8zaZNNm/7oPnrOOdOMzBYX/UjrN6Hs0es8fZu0VmYe+bLEzav7cW3w8WUXOdfj3N+fccYU43OaToZ1ShsLjBv1zzpmW5q4b5M/zzhJPugY9zT6go1TcflH/ZLGqTQ2aWHkb7qQhVtUnrS808Ky3uvy9LvoWBkd40127t+MRzZOMj5H73/EvWnk15bEf8+ePdu98rA/r/j9/Jd3uc3jj1R+czExMeH23H1397TJmYl9fb3ul3ffOyXO4fMP9eMk4yF7tHJPlRMBERABEehMAj2lUqnUmaJLahEQAREQARHobALPPfDZftZl3MtcZ9es8dJjJGUWbZrDaLH2hh+mGhXT0nd72KuPfKWfiXjXb+/p9qq2bf1mchtgAGvX/YTbVmGaKNinV32jIaUlnQrdkMKUqQiIgAiIQEMJaA/FhuJV5iIgAiIgAiIQT4DljMxUlTExnk813ytXXeH5YQwLP7f84lY/u45loiy95KAcOREQgfYiwB8E7HCS9pJM0oiACIiACIiACGQlIINiVlKKJwIiIAIiIAIFEfCGrvXrpuwlV1DWMyabsbHxWH7MSsSYyJJd3ODQ4IxhooqKQKcQYCuELHtDdkp9JKcIiIAIiIAIzEQCOpSlC1v9uu98352+5OTUmi094x/cB844PTVOLYGLFr3B3fE/t/vZIrWkVxoREAERmAkEWOr3yUmD10yobyPqyOEdaY4ZoBgsNAM0jZLCRKD5BDiQgwO85ERABERABERABDqbgAyKnd1+sdI//9DnOQyG5r7/ve96I1/od+ihh1qwvkVABERABJpMgH3DmEknVzsB+LFsMjrLicNfWA6NO++CC2ovQClFQAQKJYCRn0Oq6KOcIC7X3gS012F7t4+kEwEREIF2ICCDYju0QsEyHHjg0JTZhxgUcY2YkViw6MpOBERABGYEARkT629m9p+88opV/mAWTlrHwZUlzosWHTPN0Fh/id2TA6fPcmq5OWbMMmOMk6rlmkNgJrYBy5z5I4D+oNIcHVMpIiACIiACItBoAjrludGE2yD/Zi5DbmZZbYBWIoiACIiACIiACIiACIiACIiACIiACIjAjCOgQ1lmXJOXK4zh77kHPtv/+Jf/e7572eEvc5s3j7n/+MRyt3jxO30YvSJyhgAAIABJREFUfoRFHfE++KF/9GnIg/hfu+rqKdHW3/gTt2TJqT4O4RtG/mdKOL+tHGT5/BcurYT/9rejPn+TMRpeiagLERABERABERABERABERABERABERABERCBphOQQbHpyNurQIx+q7/5TffUffZxe+014Fge/czBQb8H45GvfrX7yhc+742MJjXGxPe971R3zVVfc4Tbvoy///3vLIr//oe/f7/bc+5cH+emH9/oVnzqU5VwDIZ/e+KJjlNOSc8StQv/77mOw2Rwjzz6qLvh+uvdX7785bHhlYx0IQIiIAIiIAIiIAIiIAIiIAIiIAIiIAIi0HQC2kOx6cjbq8DR0VH33e9/zxsTkeyKK75aueb37SMj7qc/+W/nXPlE6C99+SsOA+E/fvRc97d/857JypzuZzeGNcPY+PGLLvRe5PGD71xXCV7x6U+7Bx/Y5D7/pS+5+fP+zG3efIL736/7X+4b117jjn7967xfKNOGkaPcW99wjLvppp/68EpGuhABERABERABERABERABERABERABERABEWg6Ac1QbDry9irw2Le9fYoBkVmKUYcB0RzGxafus29gTCyHRNOdcMIJlmTa930bN7rDX36ENxwSSFpmSP78llsqccP8MDri/vvHP66E60IEREAEREAEREAEREAEREAEREAEREAERKA1BDRDsTXc26bU1x716imysLchy5Mx7jGLMOowLh7yZy+Iek/7bUbAaQHO+RmO+NsejnFx2JPx0i9/0d3xP7fHBctPBERABERABERABERABERABERABERABESgRQRkUGwR+HYp9sADhyqicJDKe44/zs8e/Lslp7oDDtjffeXSL1cMgJWIBVwwQ/GE97w3NicOaGFPxbe+46/de957kps7d093+pKTY+PKUwREQAREQAREQAREQAREQAREQAREQAREoLkEtOS5ubzburRrr73Gy/exj33ML2lmP0MOTgkdhsAHH3gg9Mp9TR5333WX3w+RMsIPmV39/77ujZrswfjX7zhW+ybmJqwEjSRwyWdWulcf+Ur/SZtl20gZOi3vj5x1lnvJC//Cz0qGHb/zOsYi2L/ljW/Km7Tt48MDLtSNbzkR6GQCreqrlHvlFatqGl/anXermLY7l2bIVyT7bhnri2RCG3YLl0bpY9G8GyVnlnyvWz3sTl+6NEvUwuLUwq8VchZWYWXUNgRq0b22ET6HIJqhmANWt0fl8JTQMWMxuuT4pS/7Sz9jkVmEOw9lcY6l0mnLnMN8n/9nfxabB+UtOOJlvkyMjuYoS04EshDA4DQ+XjY8Ef/oYxa5oaEhbxgf2TDivxcds8idvGSJP108S57ROKe8b4njg/FnYzSw4N/ciMbHxtzg0M6ZxAUX0fDseFGYN2++W7Bgoee/ceOoGxzMV5+No6PuylWr3PDqYcd1t7nzLrjA1wtjYie3dbe1i+qTn0Cr+ipjP2ME5XdbH2oV0/yt330pimbfDWN9vUzinms6mUtcfYrsCTa28SxIWZ3kQjbr1633huNKPVY0pyZ5+bVCzo1XXeu2jT/i7vi3nVCe/vqj3NwXHOoevPGnbvz2X/nrpx7xUjf4jre42XP3zAXvppNOd4d/cXnVNMTDPfjjmypxn/ryw/11lvTUgbog727P3N/tOniAe2Lj73x66nL7ORe6o37y/UrejbyoxvSJ+37vdn3m/g7OME1yoQ4nxUnyr3esTMq3Hf17SqVSqR0Fk0zFEVi06A3eSHfXb++pZBrnZ0uNMeZhOPz+977rjS7sm2hpN28e8ycys78iS5L33/+AyVOgnVu16qsuLt+oXzSPPffc0x+4guFn5cpPuyVLTvWnQpO/hZngw8Pftkt9i0AiAZs5aHprEZm98vFly/zPa7/1zbpePDH+cLOIlmFlFfFNGTx83fKLW4vIrul5jGzY4A2vRTFqBvOmQwoKRG8xhlx/ww8DX12KQOcRaFVf7eY+1Cqmnad9xUtcNPtu0NNamZAu6bmmE7mk1adITayVd5Ey5M0rjk2r6pG33Lzx87KJi/+d5/9lxfv1v/zvyvXjG3/nbv3A2WVD3eAB7uX/+eXMRkWMezf+1XvdX/zH+d54Vsk05SJJjpQk3iBqBkmMj6HRE+MexkRcWK+0/IoKS6oLRtNbzzjLy41RET5xLk6H4+Kl+bVCl9LkaUSYljw3gmqH5smMwxP+5m/97MErv3q54wRoDIuh4/Tlr339696YeM1VX3MrPvHvPvgtb31bGC31OsyDWZGc3vyCefPc0tNO8+kuvPBjfskz+RO27KKLUvNToAhkJXDc8Yv97ET+4nTRpGExa9pGxOMmwwN0khsYGHDz5s9LCm57f/7Sm9fBAy5yItCOBKr12XaRuRlyqq+2S2t3lhzN0M3OIjKzpO3055poa3VbfaL1q+e32NRDb2fa3QYPcM/7P+Vl4hgXw5mMO2PFX2HMw93/3bXxEQryRSaMlwf97bunGBPJnhmA+LeTY+bls//uBC/S/d9Z42dWxsnXKh3utPukljzHaU+X+cXN6ovzo9r/9NGz/SdE8IEzylOgzY+DXNjfkE/UxeUb52d5RNPzG4Mjsx1DF5dHGK5rEchKgCXPzFK8sQZjV9YyiorHLMpOdiw/lxMBERABERABERABCHT6c020FbutPtH61fNbbOqhNzUtBjCWDWO0wwD2gn/+x6kREn4RF8f34/9wqsM42Qhn5STljfHu7s9flhTcEn8MnWacZcZi3NJn6XC2ptEMxWycFEsERKBLCNj+Wp22F00n4mfPQzkREAEREAEREAEREAEREIHaCdgyYvYqzOJsdqLFbeQsRZMpWqaVjexZ9mG0+M34Np6UtW1svBlFdm0ZMih2bdOqYiIgAnEE2NcPN2/+/Lhg+YmACIiACIiACIiACIiACIhA2xAwox0zFbM4Zt0dMrlUmvj3TS5/zpI2bxyTye9N+IGz/d6E0TzsgJeof6t+G0/KH8jItFWytnu5WvLc7i0k+URABAolYPv6LVi4IDFfToUbGdlQOSGaPTQ+eOaZifGjAaTHkW79+nWOE6aPW7zYnw4djctv9sogLsZOO8AEOa8bXu1P9Vu+YufJb8TnMJhLVq70YRxmhCPtcYuP9ydbe4/JfLkmb8pnVibXnLRM/gMDc90nV6zwfpam2nfWssN8bJ9ImF96+eVhUOw1G7bDxFz0kBIO18lTF9jAy1iNjo66U5YsyWRUpizaEMdp1SzjJj/4Mdv1Q2eeGcs8uuk88TnxGhcN854J/xmHuDZkBujQ0KA7ecn7fJ7UC0f7onPwjtPbrG2YVnY1/cnSB2hD+HI671cuv8zva8pWBOx1itynL13qrls9XNbfST/DRP6fXbnSzR0YqHqIDfUNZ8teN1yeOXveBedP0QHiIQty0V/YGoF60v84MT50cX2W8Cy6Vq2ctHpzujxlwIfT5qu5anKiV3zQHfQ7S55hme3UV0O50A/qVR5Dx2P7QjX9s/zQwStXXeH7exIr69+EDw4NVk615zf3Evoj++Fymm3UoQ/s6Wv3CcYY2iKqc5Yu6/hn/Tc63pis5BcNgwl6j0xHLFjox5LBwaFMekGaLP3M6pGkmxYe/c7St0iTVw5rX9Janbk/2GqGUI6s7MM0Wa7DNiF+eM9DlxmXzFmYpalF52hnxk/ay9LzzQc/9AJdTdJBk4XvPEyQOem5JszTrmvRYeNCHvS5BQsWVp4X6IuE408b0+dgQZ/DP+8zUVJ9yJP7vWc7OOTHAJ4V4nTK6hp+w7T8zDLodZIw2iTJZekbWft2lvGIvJAx6d6NnElsrA6MM4wt4fNo9BnW4vKdpY4WPy8/Sxf3nUXOIu/ZcTLgx96JLHfGxS3NjaYjPjPwbFkvxjP8WJrMISRFO/ZI5OAYHGVwOjXLnCk/nAlYdLn15IeM5p4Zc9Jzmg7TB/KOoXnGSpMr733S0jX9m1Oe5URABESgmwg851kHlvhE3Ybbbiu9+M9fWDr7wx+OBvnfmzdvLr35DW+cFn7aqadO83vVK46MLYO8CQsdvynX3LofrfNx8IuTc/Tee315hEXzsjqs/PRnLDv/TZ7ED/0vuvBCnx5/0oWOulL+Ce98Z+idep217Gr1iysEuY1ptM4W38LhE7q0upAv9Qzrj3z4RfMJ8+QafrCzz6qvXlGJQlp0JcqcCOZfiRxcpIWRV7Tuw99eXckvrANZWr1JF60L6eJky9qG5F+r/mTpA+Rv+m9yUh4fZA/rB7M4l9SPw7hwoRzL08IoM9R96z/40wbojclDHll0OouuVSsH+axd4+pNespJclnlNOaWD2VSXlyZFse+Kd/6YlRfLY6FR/XS6haytzRZ+FncpG9rvzCctkcHovpSTf/IgzTEC/ueseK+YI56oi+UD0PihK5afyStOfIin3C8IawWpshCXnEuLow6hfpl7RWXPvRD5mr9LItuhnmG11l1I4sc0XzhE44PcKcu5GWuFvaWNu6bMqN9x9o96k/6uDD8atE58qPto3ptYxNhUd2Lq0NeJshLf4qru+UfFxanpxY/Lgydtf5GeFJfJCx0puthvw7Do9dp9Yn2I7uXRPOI+x035hDPeEfTZO0bUZmsvmF+9nxQbTxCd2grPpRv9bN+lMYmqR6mG+H4Y7JlrSPx8/KzMqLfeeQ0llGdIs9q9+yw3OsOfVnJPqE/1yP/9DEfxncW95vPfaX0pxt/6qP++l8/Vcn3pyeeVjW5ycB3Hjf6tWsq5VgeP3zdsSX8W+VMjmhdto6Nl9a/7T1e3jj50nSYutDWWcdQ0yXyDJ3pTfg8VM99Msy72deu2QWqPBEQARFoNAF70LGHHL7tISPuYcXkIU7SAwF5hi+VdoOwtPZNvPBhDP+kuEn+YV7EMWc3n6QHXvyzypkml5UXfhdddph3eI38YZ3DsDRecWHcvLnhx70ccQNP4hiWyXWaTOhLUcyTyomrm8mYFkZ+4YNK0W2YVDblFtUH4nSautO20TKMSfhNHOSJuiTWSf6WPqnOeXWtWjlJ9WaMij6Ummzhd5KcaTpgL+FpY2RYRlodksonfVxYXn6hHOF1kkzUibBo3eJksfzSeDCmxOWXVD55xoUxfsTdc5CLT+jSZE0KS/In37gwZIyOl0X3s7hyw3pGr/PoRp7+bn0hrn5wCO8PaTKnhUXrYr/jdIGwJP+0sLxpknTXyojjYXKH32n1TgvLK29aXmlhecuhbuTHM0MeF1cOfmE/QoejY09cGWljTlxd8/SNqEyUH23rosYjq1scm7h6WPy456k8dczLz8qN+84rZ733bGQIjV8YBO2DEfAHL32t/x0na5xfaDgcG/nllLwfG70vLknFL5Sj4pnxAiMmRsQwD66RByNes10oh/HkGxn5/OG6H6SKFKfDecfQNF1KCkvyTxW2hYHaQ7Hpc0JVoAiIQLMIsCyQz9GLFvmlk0xRT3Is82A6OnGjzpZHM/29mmNvRparNcLZdPlFi46Jzd78bUlnbKQaPVtZdo0i+yVDLIllCW3U0U5FnPTN0lhcI5hHZa7l9+joxkqyZrVhkX0gSadZlhfXVyuVnbyYO3fAL3eN+hf9m+VpReqa1Ts65gz4JbXlbQ5qqUOaDrC8kfzD5ZW1lFFLmqL5RWWwpdx56sYyZ5ylDfO0MSVPfmF6rmlblvHZGBKG48c9qdmOJZnUKSybe2g118h+lkc38shhfSGOP32B5bDd6FhiiovT626sb946pT0nZs3L+pHlxe8svBlzGIOzxEWWPH3DZErq2+0wHllfDJ+n8tQxL7+s7RmNFydn0fdslhCzxJlTiNmXEJdlqTPxiP/UI15aEZv9DcPTnRu5lyL7JB75vf/n924Mlzoj000nnR67t2JF0AZfwJRlzjBl+feuz9y/puXfGkOnN5T2UJzORD4iIAJdRgADx8lLlvi9odjzYtExi6btZWMv7uylw54pUccDnu3BFw0Lf1/7rW+GPwu9Zv8fXNK+Rt5/qfN7IGV5CcwjXCvLziNnGJcXQh7O49qTeGYUCNPkvTZjMwauopnnlaVa/Ga1YZF9AJ0eXDY0Taf9PnMZDlai32Z9OavGLy28aF2zevNiZfJjAGHPqXrcjZP7gSaNIRhFwxfOesrKk7ZofnFl80Kdp27IRJoklze/aD7WFjaGhOHN0tuwTK6Xr/iUe8+73u3Yq5PxkfsmY2g110h58+hGHjkwnPJsENfGyyP7FlerfyeFY3RNc436g2hamd0Wxv6M7KH4miNf6fuQjeHV6omuMwZndXn6RrW+3Q7jEWMO3MLnqTx1zMsvK+dovDg5G3HPPuQfTvUGMPY/5HP7ORe6v/iP86PiTPvNHoa4uz9/WSUM4xlGNBwnMYeHtVQiFXiB8Q4D6D2f+0pFDgyk/G502WnVeME//6O74X+9zUfByAkjZM3jNIZOpyWD4nQm8imQQKlUmpJbT0/PlN/6IQLNIsADHQYVNmA/felpLmr0sL84tbNRiIelVrlWll1rnZn9Q7s3sk3jXkZrlbfR6TqxDWHCHwA4mACjP8YXDGvt9tLbCF2zupI3hg/GqHp1OZyx2mh9y5N/I/jlKT8uLrOL8rzcx+WR5sdLM66dxhD0jHsjh8TQ55ARQwT+rXKN0g1vXE4xGLeqvo0uF2MIf1jlWSj8wwK/aefQr9GydGv+MObgl4+cdbb/gybPnhxyU804n3fMydM3qvXtdhyP0I88dczLr2j9K/qezaxCDjZhRh3OH3byjre4tNOSzfgYNTxi3Fvzstf5fIiDUTHrjMdaOTFDEePhroMHeGOor8N3104zKNrBjbWWQ7qsz/owRSZjioHz6f/7NVNmcFaTQ2PodEIyKE5n0tU+23bs8PWb1Vs27PX0ZFv1HjUMlkoT0ziV3HRjYdR+GLEvuh0T5Xxm9/VNy08eIlA0AR7oWObKAwqz1uJezgmr9+UJgwcnA2eZ0Zinjpzom2WGDQ+yRbtWll1PXezk43rySEtr7QGfdnfNbMMi+wBLm8snnV7hDYoY1o47vvoyTGsP2oiXJdIxw4/ZjY1wResay6o8x8kTxYuQOYsOtMrAVTS/KC//Mp/DgFTt5Z/8i2CFfhaRT7S+tf5GFmboXblglb9PMmMRI2M1GRvZz/LoRh45srRxrRzbNR11vvTyy/xy2SMWLvBGLv5YgzEGf7liCJgBjxl3jOO4ajNfaZu8Opmnb2Tp260cjygbF32GzVrHWvj5AnP+lyRnI+7ZtkzXlj0zS/Hl//nlxJOTMRRiIIs6O/GZcBzGyXoNisjErEfyYaYf3+EyZ5MBf2YnUrbNkrQwvqv1izBu0nVUZ5Li4Y88LPtGFoyrd/z7pzPN/LQ8NYYaiZ3f2axJO+PrqoMJTJRKbsv2CbejVHLbS85hysNv6hzC6RU0YyLxdn56HAbEqR/ndpSqfSh758dk4ltOBBpNgJsAS7hwNuPJyrQZT+HeLRaW9ZsHcpaKYUzEeInBMs5omTW/aLwjFiz0XvZwGg1nhgHO6hINr+d3K8uuVW4enjEg0y6NcrZU3vg0qpwi8jUZG6k/jegDvJjxsT8GVFtuErKin5/wrnf7lzT6ZNa/Yod5ZLluhK5ZvRmTaLMse0ZWk9V0wMaKaHxelPI8mEfT1/q7EfxCWfhDUfmPRdn/2AIHe3EM87Lrelkx8xZnM4Ms31Z+h/VlFgZ9hj5dTcZG9rM8upFHDvI1vWgl82aXTRtz3+I5gTGVsYA/NNDeeY1ZzZa9U8oL+xF9iLE8acwN68SYg06G6cPw6HWevhHmGde322E8snEmfIbNU8e8/KI8s/6Ok5O0jbhnky/LdM1QhxGMWXVJDkPh019/VGxwOLPRjIGxETN6YiB8YnIZNXsT2lLruOTMUsSxn2PUMSu63g96ktXBEqbmkDtNdotn3xpDjcTObxkUd7KYEVfMUNy2A6Oi80ZFvjHmTZTKxsI4CCxTnmruK//aaVwsGxHJA2f+bjKdN1xivHQ742HU5LNtYsIhU290KmOcIPITgQIIYFCwJT3MUjRjE37ckHhx54Eu6vCr9kBoaT905pkNeTC3B34MlnFueHi1rwN1LNq1suxa68Jfi2nfpD0Uefms17EPFy9h8DHXCoOMlZ323Yw2bFQfwJhmbRmyTqsvYSztYxlSnjTV8owLb5SuUW//grkRQ1/9y05NBxgroo62w7H/V7Ndo/hZPayfMjZndcctPt5HjRsnzK8eVmYgRja7D4WyWRmhX97rvGMRs6lCZ/fK0C/uupH9LI9u5JGDfHEc+hDniuAfl2+aX56X4rR80sLY8oXVE/YsZM8+aWlaGZZXh1spq5Ud7Ufcg7IYa4+ePHCPMSGLy9M3ojJF+3YzxqO0OjEGUm/uc+EzbJ465uWXJk9SWJKcFr/oezb52tJnK4PZgDZj0fz4xm8gxmBncTA0FnU4CzP7MMLNGphr2bt7Pn9Z4qErZnhkdmA7OIyroSzM/KROWVynjaFZ6lRvHBkU6yXYQekx2s3q7XVPbNnqtmzd5iYmMOpNuO0T5Q/Lj+OWMlNF0vLBuMjCZvvYDMWKhwX07DRUlg2WGC35TEx+ygbFrdsm3Pbt2zuIokTtBgL8xZiHO17UQ2MTe0XhWOLFwxcGRD68WLAXTvQBLImF7VXHX7HSXkrsQbmaodLKQWZkZ1ZBNF9+4291sDRFfTerbF6oxsfGYl+w89aFh1IMKBhKmDkKI2vT05cuzfSAn1QmD5XoCG3MMrHwZcH+um4GmqQ8mu3frDakXln7QFYGZghDP0LW1dKzBx5txQdn/blauqTwpD7bKF2zWSN5D2NJkhN2zNKGg82upa72ksSM6qyGy07pq/R7+iL1zmOwYbxH7zBShX9kqoVVnD7BGd6MIdxzbLzgN2NLHj2Pyx+/vGMROhHej7hGDjikuTz9LEk3k/LP07fyyGH5UkfuB9Yf+H7Pu97l925NkqlR/rCh/fk0ypE3RlS7H1q9G1Vevfnm1eF6yysiPUxDrlxX60OUSxw+tA2f0MWNB6bDWZ5xkCGtbzdjPArrE14zpjIGUsfzLph66EieOublF8qQ5TpNTktf6z3b0id9s/Q5nHkYZwC7+3NfSd1fkbzD5dDMMKxmREsKj5vRx+zJW884a1qelMMHA15oxEuqa7P82UvRZkxST5hmcc0YQ/PeJ7PI3cg4feeee+65jSxAebcXgTmz+tzDjz05aRzE6IcRseR6JvdEtLmItsw5lN7PPMQoiGdPj5/lyCWLpm1Wop/pODnrEV+MiOQVGhW3T5R/Y8B8/Mmtrn+X2W7X2drOM2St69oI8AB2/do17pabb/YZbNmyxd24noMcykuFLdf+/n4/a2n9+vXeCHfnnXe6Rccc4/bdbz//EjG6cdRdv2atu+bqq93IyIgbetaQN+SRjhsJL5ikwfBFGfy1nwehww4/zPt/8hMXu7Vr1vrieMDh9LzxsXH/fdhhh1VeFEmHDCxpZH+3O++40+dhZVAP8n1g06ZKHQ4+5GAv4zXXXO3T3T4y4uu4adMm96///m/u4EMOsWp6Y2mcnETAkJoUVskgcpG1bJM/zB8DE3yquS1PbvHtd83V17i77rzTbfrjJm/gSJM3Lew1Rx3l5szp93lde3WZGXvovfXYt7m3vu3YauL4cNrT9sPkoXz5xZ9wl6y8xPtFmZOAetIe6ACzSTeObvR1oj79/XP8b/4Sf9RRR/n25SH/2muu9nGi7Z1Wt6Qw498K/cnTB6Ly00fQsThH32Nj+/eeeKLvp3Fx4vz223c/hy7RZ+mHGBx4Qbn0S192c/r7PXP6fhwz69dhvkl9ljhZdC1rOVYm+kA/ev8ZZzgYZHVpctJGyIoeoyN81q5Z4/3ee9KJWYtw7dpX+bsmfZyxnz8E8QfPz33h8+41r526DCyL/sEJlvRXG2u5L6CHjO3m4trV7jtpYbTFwQcf4u668w6vk+gler5o0TFTxqeorKFupoXlHYsYKxmzqCv3JfrMZ7/w+ap9Lms/g1eabhrP6HeWvkWaPHIQ3/K95eZb/BjBWLFp0x/dR885p2J8TuObFhatA7/TxnrC0ZnbRzb4MQs94P7HPcffCzdt8s8b169Z49567LGxY1YWnaMc7oX0D9qYa+5xfKg/zxsYl9LGm7R6J4Wl9YM0Lnl1OK2caBhjGPnjeH7keS/6XOcDY/6L5hU+p9GP1q5d4+/1l375S27+5B8PYrKZ5oVO8lxJWzAe0PY8G/LNPat/Tr/XTWsf02HC055xsvTtWsej6L07jQ11gjHPSNx7GFvRPXT6o+f8U+VZKwSTtY6kycsvLCe8rkVO0tdyz8bYxuzCcNZhb/8c9/DPbnN7v/iFFbGeesRLfZwtD/zJG+3++N21bo/nHuRnHd76gbPdA/+1zs0emOse/c09U9KRAXnf/921btN/rXOkx01s2erIY59XLfTpmPlImaEchD961z0+T8LsM3rZVV6Gg/7uBF/+779xnXvG649yexx8kN+fEAMd+dx72VXuift+755/1j+4Z737ryt1afRFFqZ9c+b4GZ0YR2FBPR/+2S88u/vHNvt7QtxzNLJnHUOTxkPySAur5T7ZaKZp+feU4ixHaSkU1tEEnti6zd0/9pjbdZc+N7uv13E2C3MO+/wMxF7X18uv8trl8lJnZiWWDYhU3G916Jcyl42C5hfuxEiccg6TezRO/rZtEgnbMVFypR0lt2XbVveMvXZ3u8ySQbGjFUvCi0AXE+AEOmY2XX/DD7u4lu1fNWZtMUN3pjkeOovci3Wm8VN9RUAEdhLAeMeMzDSHQZGDeOREQATyE9A9Oz+zTkqhMXR6a8mKM51J1/tgzPPLnXsmvOHPDIalHmYTOtcbGBQnXK9f5lxe5FxG42ceYlyc3DSRXDAS2jaIZlDk2/Zm5JoZiRM7JtzW7dvdjm3bXU9vn5s1u0/GxK7XOFVQBERABOojwAMD29sGAAAgAElEQVScLX2rL6fOSj1T691ZrSRpRaBzCFy56go/uzb6xxmWc/rtVCJL/DunZpJUBFpPQPfs1rdBoyXQGDqdsAyK05l0tQ+HsGzbvt1NzO7zRkWWAvVMTifcUdrmZytWlj/3lk2LdtgKYDAaEt0bC22582R619NbXuLs/cm3d+fBK9t2uNLEhE+4y6xe19M3y02Udri+HqlgVyucKicCIiACBRBg+d9MnKU3U+tdgMooCxEQgRgCY2Pj7tKYmd4s1bR9oi9atiwmpbxEQASqEdA9uxqhzg/XGDq9DWXNmc6kq32e2LrVn6w8e/Zsv7S5vOSZNcnso8gZPT3eWMgqZ/Y99KcxYwicdBXbIcueS86Nbdm604iIvbASD0tlz+Sy6h7X2+dPdnG9vbP8Howc5rJj+3bHfopyIiACIiACIpBEgAMx5s4dSAruWv+ZWu+ubVBVTATagICd5pskCnto2sESSXHkLwIiMJ2A7tnTmXSjj8bQ6a0qg+J0Jl3t88D44/5A5t6+Pr+02RsU/T6K5Y0OOcm5vJS55Jcoux07vJFxxw72TCwvkcYIWF7eXHKzevpcqcd5w6ObhRmyPHuxt7d8gHh52TMHv5T9SxPlE53Zn3FiYsI99Ohjbq/ddnF7775rV3NX5URABERABPIRYJN8DtfgUAJO0p4pbqbWe6a0r+opAq0kwExElmXabESThXGWpXyEz8TZ4MZB3yKQl4Du2XmJdXZ8jaHT208GxelMutZny7btbvzxJ9zTnrKXc73sjejnI7q+ye/eHg5pYU1z+WTmHmYPEs9/l/c/3LFjwvk9E7EQMpuxl5mKZFBOw26KhLBfIvMV/SpnOwV6cjIixsQe1ln7JdLb3T0PbJZBsWu1ThUTgc4lwEsXy1fMsdE2+/hFX8QsXN/FEoA9bcDLLQ9wM8XN1HrPlPZVPUWglQQ4nfzKK1b5g1lGNox4URhfB4cG/eniur+1snVUdicS0D27E1utdpk1hk5np1OepzPpWh+WMP/4jlG39157uqfM3dPN7uV0Z2YZlk95Zn4hxkVXKi9xxo64Y8K5rTt2OPZe3L5jwm2bvN4azFgszz4sH+iCzZCDw/0/b0DE4Fie2chPjIkYLctzGZ3fx3H8scfcwfvu5Z6x99yuZa+KiYAIiIAIiIAIiIAIiIAIiIAIiIAIiEC3ENAMxW5pyQz1wJC3y+w+98CDY25sfNztudtubtc5s13/7D63+y79bhe/TJndDcuzDckSw98sf1QLeyAyq5GDVpyb1Vde5oyRkH0W/bxEv+fizn0UOUkaV/5/56nQoaizZjlXenTCjT2x1T1j7zBE1yIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAu1IQAbFdmyVBsr0/AP2czf88m7Xv8tubuu27e7hRx93ExOcttzjnrHXgHv6Xns6fwrzpAzYBHvYDpHvUsn1sgqamYv+mn0VneO8FYyGzIDsY5lzafK6b3LfRB+GQdKbHSsGRopgdiNLrR9+7IkG1lpZi4AIiIAIiIAIiIAIiIAIiIAIiIAIiIAIFEVABsWiSHZIPnvMme227yi5nr4+t9fAHm4fby2ccE88scU9/Mi4Gxsfc0NP38ftvcfufnky1j8OacGIiEGR2Ysc08wWiH6XxMlvjIi9/oRoDIrMcPQxK3H8SmozLE4aEg3Z9gkObbFF0OarbxEQAREQAREQAREQAREQAREQAREQAREQgXYkIINiO7ZKg2Xa4fc07HG9fRzC0udm9812u8/pd/vtPeAeeeRRv6TZ74tocrDnIR7+8Bb2QJxcxFzq8QZDTIGTkxhdye+PWPInP7OXIg5boc+Pn5wi7Wc0lpdJb9+xwz365BZ30D5PsdL0LQIiIAIiIAIiIAIiIAIiIAIiIAIiIAIi0MYEZFBs48ZphGhbt293OzhYZWLC9fb2uV72Rezt88uae3uce8reA66PWYs9LFsuTyUsf03438wmnChNuB0T5aXNk1EmT35m6XN5WXN5lmJ5FuMEhkdmMvY4t2NyliKzG/Ebe+hh9+TWbe6pe/Y3orrKUwREQAREQAREQAREQAREQAREQAREQAREoGACMigWDLTds/vtn8b9ac177rFbWdQeW4zMzMEev8zZ+5QnJPoZh6UdE27HjgnHbEIMiv6kZ/xY2jxR8kZCTnKe8FMYy8ZDDI0YDCvfHNjCAS74T5Tc1u073Bb2cHz4Ybf3bru5pw/s2e7oJJ8IiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIA/wFcYZhSBjQ8+7Pr6et2uu8z2MxV7ShN+hiKWvp7eHred5cm9va4P42DJue2lCbdt+w63bcf28jfX27e7rZNGRmYrYjTs7evzxsYdk7MR/UnQs/ocy553TDj35LZtbmJiu3vkkcd9Xk9sn3A9fbNcf2/JDT51rxnVBqqsCIhA8wmMjY259y9d6tavW+8GBgbc3IEBd9zixe6U9y1pvjAqUQREQAREoKEENo6OuuHVw25kZINbvmJFQ8tS5u1HQO3ffm1STaJGttlHzjqr8vzH8+D1N/ywmjgtDW8ki5ZWLGfh4pATWIuia4Zii8C3qliWF2MAfPSxR9ysnl43q6/P7dLb42b19rptrsf19To3i1mLnOTM8mZmE2JMZIbidr6ZpVjysxyZscjS5omeHrd1e8kvXd6ydatjj8btEyx3ZlZiyfW6XrfrnNl+ifWc/tmuZ0ef28VPg+xxDz3ymHv2PgOtwqFyRSCVwE0nne4O/+Ly1DidEMjD0/jYmBscGmoLceGKe/DHN1XkeerLD/fXjeKNMfG4xcf7z+joqBsfH3MLFi6olJ/nYtv4I27jVde68dt/5XZ75v5u18ED3BMbf+ezmPuCQ93t51zojvrJ9/Nk2ZZx201vQkjIduUVq7yxAP+hSd3Gf3BwyB13/GJvOA7TNOq63Ti1mzyN4t6IfMWuEVSbn+erj3ylL5SX0bj7ntq5+W3SzBKrtX8zZVFZ2QhUa7N6++x5F1zgGA8oJ25MyCZlc2JVY9EcKVpfSjUO9epE62vYPRLIoNg9bZmpJvvvPdfddPd97o8PjrmBXWe7Wa7Xze7rdX09Pa7Plfx3rz9YpWxQZIYhy5zLH2YblvysRf89MeFPW2E2Isud+/p63K79c/wy6fIeiZguy4ZFdlbE+PjEtm1+mTThlIlRcs5sqWGmxlOkphLAWITB6/7vrHFPf/1RTS276MLe8sY3eYPiLb+4teisa8rPjIbfef5fVtKbX8WjwItLPrPSjY5udEcfs6juXDEmmkEUmWfP3bldA0bGWz9wdt1ltEsG7aY3xoX2/OzKld5oyEsCM05DRziyLzpmkZs3b74PKqLtwzLC63bj1G7yhKza/Vrs2r2Fsslns4+ee+CzYxOonWOxdI1ntfbvmop2UUWqtVkRfbbdDYnWnNVYWLxu/67GoQid6HaGzaofh/PKzSACLzpwf9c/a7Z76LEtbuu2He7JbVvd41u2uMeefNI99uQW9+gTT7rHJj+Pb9nqHt2yzT2+dZt7Ytt29+T2HW7rxITbOuHcVpZD9/S5bT19/nt7T3mG4zaMhA6jo+2ZWPInQful0I79FXvchD/0pbd8yAvroeVEoA0JYBzC3f/dtQ2Tjpcd+wtcwwpxzhtc5s2f18gi2jpvlrwlOfgnvXTGpbnj31b4mYkH/e27pxgTiTv4jrc4/LvFYahrN71h2dLHly1zGBI/eOaZ04yJsGcZ+7Xf+qZf7nj60qWVWYyNapd249Ru8hTBfSaMlXnHoiK4ztQ8urGP1NOWzepf9cjY6WnFuL4WbFWfVbvV126NTN0qnWhknTo1b00N69SWq0Pu/jmzvDERw15pYocrTfjjVLzhj9mJ20ocz1I+sRkDIAep+MNV+O7pdTt6elyJVdGTy50xCXLt+PhTnnv8JbmUz3zmu+x6mP04eVjLlq3b/FLqH/3qXveKQ59VR42UVASKJ8DMRBzfj//DqW63wQOKL6RJOWJcmcluZMNIYdU3vUjK8Nl/d4K7+/OXJQV3lH+76Q0zD1nmjCGx2oxDHjQxOr7nXe9qOPN249Ru8jS8AQosQOwKhNnGWamd27hxJJoIxBBQn42BMsO9pBPtowCaodg+bdE0SdgvccuOHa6/f1fXv9vubs5uu7ldd9vNf+/Sv6vjM2uXOa5vl343a06/m73LLq5vlzmud/YuzvXNdj29s9zE5KfU28dpLt7QyPVET/nj/Qnr7XNc9/T2ud5Zs1xf3yzXO3u265u9i9ttj93d7rvOcTfdvdE99NgTTau/ChKBagRsdqLFa+QsRStD340jwL45RTmWPOOiOmL5swS6kcu3rZyZ9s1eOSxzZslS1oN02COzmuFxpnFUfUVABERABERABERABESgKAIyKBZFsoPy2X3ObH8YSv/uu7tdd9/d7b7nnq5/jz3drnvs6cp+u7ld99jd9e++m9tl1343a9fdvHGxdzZGxdnOzZrlDYWuF0Pi5BLmvj7n+vpcT/AhHEMin75Zs/1J0Jzs7D+zZrneWbPdHnvt5fdn/O2mhzuIoETtdgLsnXjI/1laqeZ9k8ufKx66mLEEOHQFh46wX6IZGEMgdsBM6Kfr+ggwMxGjIidz53GnLNEp3nl4Ka4IiIAIiIAIiIAIiIAIZCWgJc9ZSXVRvM2Pb3HP3Pdprn/OLo4lzr0l53p7nOtzzmFh7vUnM5cXKW/f4fySZ05u5vCVHZOHtHACNNcTLF+eYJ9EljlPLnKePKTFr4Bm0TPro3tZDN1TjsfC6F6WQfe43Xfb3T300GZ/WEsXIVZVOpjA4xt/5/fGYz889svDYIRf2uEstg8iyywxeGD44HrjxlG3ft16NzAw131yxYrY/d44fdnSg802IbYZWXxzai15kfe8+eVDJohLGIaWK1etcl+5/DJ30bJl7sZ16/1hFSwLxVH+dcOrfdzlK1Z4v/A/0q9fv87LhsycgLxgwUKfRxiPWX6UQ5nIwT525E2erZoFdt3qYTc8vNqf8Dt37oA/udnqHcrONfKzFw6OONFZbrQB9R/ZsMHd9dt7oskrv9kj0Q5eQScevPGnjmXO6Et4QIslgBH7/pmz9uW3X8K7apUFVdoeD2sXrjlYxHSJ3xw2klTPZugNLC9ZudLrgp2uDDdO0Q51IYt+Vipf5QLdw4X6XyVJJX40DfIPrx6uJL9uuHx93gXnT8k/i/xx/cvaHH0aHBr0/Ym8vH6NbHAswWdvSpZkR11W2aLp7Lelp07R5UC0Ef2WWZ7Ig15F+4HlY99WP77p95yOzhhB3/OzRZcsmTZWWFriXLnqCh/Pxpa4MpGFPuJ5DQ75PS8/dOaZPp3lxXfSWEkYfYm9UtFHYx32EfzqHSuz1oc2qGesTBqLspYfMotem36Yf5Luoyv0cZwxxTgfPdTAZCLeEQsW+nEqLh7h1dqo3n7D/Y++xcxkGzN9BSL/GYNoH6mnfNNh7r9zBwa8DKbzG0c3ep0Mx/6ISP6nyWVhSW1DOHGLHoOT+lceuUz26Ddtj4MJzxu0E+NJOP7YcxBxCLN+bPe+tOcoZMza/lHZwt+NljOJMTJU6x9ZxjDysT5JXzUdjI67puvE517EM5/xZhwlHH/6Mm1FGI62sD4Wjq8+cPKZlJUExE96brW4edrMdDDaZy2vLO1mcWv5Tmo35MrSD6uVmYeF5VVNX4jXiHEc/Up77jbdQvdqef7J2o+TdKKe8tFb9JfnQ5Ofbz74oQc8t4XPudYeM/67JDfjCJz7n98rXXXzL0s/f/Cx0oaHnij9avOW0m/Gt5ZGH9lauv+x7aUHn9heGtuyvfTIlu2l8S3bSw8/ub30pye2l/7w6LbSfY9sKd07/mTpN2NPlH798BOl2x98rHT7g4+WbvvTo6VbH3ik9LM/jpduun+s9JM/jJX++w9jpRt/P1b60e/GSj/83Xhp7X1jpR/cN1767uhYaXjjI6Vvjz5S+ua9j5RW/OAnpS9cf/OMawdVuD0J/OZzXyn96cafeuF+/a+fKl136Mv856cnnpYo8EUXXlh61SuOLD3nWQeWNtx225R4mzdvLr34z19YOuGd76z4r/z0ZyrxSRd1pHnzG95YIp45/Ig7eu+95uXzpUw+xEUOPsPfXu3jEPfsD3/Yh8eVQxiyhTJzjR/5mFv3o3U+D8ohn7Askwf57NrSVfs2tnzndcaQcs0hM3UyZ3FMbvPnmzpRF+pKeB43+rVrKnphdfjh644t4R/n4BInA3HjwqgH8e1j7Ul86oQ/+hF1zdAb0w/kCJ3pSOhvbJEXf+rFJ6xPmEfateWVFidLGLzJKyoDMoZ9lLz+P3vvAmVHcd77/vu1H7PnJYEQICSQzdNGxg74ODHEL65zgogdx7nrXiA4js9aJ8EmznFubuIbxzlmnZP4BCfnxA4hxolf2MT4OtcIQxB+RCJgCTsxGGwJ2yCMYIQAjZ4zmtfeu7vrrn/11LjV6t67e2bveX6ltdXdVdVVX/3q0d3fVNVn8sySn2ml9S/6mzpkPcXbKNNl3ibNuMxFZIvfFz9nvkbuuD/P2d5ZT3SUifFaOSMnZeUv3rd4/+++732p5WCaaWOLaZ+8L+54HW83pp0wDv0pN/PnMelMmnHZGIdpxv0ME8Pd5GHaQVZdmvzylsf0AyNvvN0zjzSXZyzKm39a+savSPuKtxXeb3iZtHhk2VhOw5B+d/7jl3S7ipc1bx3xHubDNIv0G5NnvA0ZOU09mGsemYdpD3H/2ebPNCgvmcXLHe8fcf94nuac4ZQpzpJhlD85LnVyDG7Xv4rIZcqSPLLtJvsur5PjD+uF/ixz/J2E6bENMX6SBcOK1n9SPnPdLTnbMc7bP0ybJR+mafpkvM3kHSeYJ+9jWq36WquwZH8z5Yj70y/ZL2ZTZ1l9lmnlrTdTzyxzsj2asPixXb0V6YfxdJPnRduv4cxyx13ymccwltM883lt2kz8PpaTTOLtyMiUHLcME8pgHNOMy8J76NeubcXbCdMyeSb9GZZWZ1ltYrb5Mx+2d/az+PhjnukMo4zi0glwVpm4FUbgv931LfXZbz+uvrP/qHr0wIj60eFx9dPRutqvlYmBGmsEqu6HKghC5QehPh9v+OrYVKRsPDjpqxfGm2roeF09M1pXe0am1E+OTaknjk6pHx6ZUI8fnlCPHJxQ/zY8rh5+aUw99OKY2r5/VH3r+VH19aER9c/Pjaiv7R1RW/YeU1995pj6y/u+rT730KMrrBakuIuVQFxxOLL7xycojsaHns8U27wIp0XICkt7SPJ+vhjw4ZV09Ocv7rLSjsdJy8e8TKY9vM3LQPyhyvTS0jH5GDmS95jwtKNRxhVVKDIPyhJ/AWL6xj8pQx650+Rr5UelM5WI8TLwnO2nMTJ60q2tZMgKy/I39ZOsu263G75E8mUr2QZNYelPmeP8TbswcWZ7ZLr8zdUZdsl0sljnkT/r3ix/5p0WVlS2ZBnMdZrMpr/HPxCS7cfcnzympWficJxiWeJ1bvJKS58v5IwfD+N1/EWdMsbDmVcaL/rzQyZtrDQfAXG5WpXDlCctn6LlaSWvySftmCXfbPJPSz9v+zL5xdtKsk7MWMA0k44M42NEkTpiWml1YPJIhhk54vmZuK3SymLd6p6sMNOm422YcbN4MyzpsuIWLe9sx+BkPka+vHKZ+GlHpp1sJ1n8s/yZblrYbOt/vuVkflmMi/SPNAamLKbfJsdOhps2mgzLkqmVvCYsqdxl20sbi+kf75+zrbOsshdpX0Z2ppXXpTFqV4a0fpiWX7t00vLO215Me+jUOM5nKeVhunFn/OPPWoanyW7uS4bNhgPTymoTRfNn/Kw+YtJKjmH0F/czArKH4gqco3rWKavw3IFhHDpyBKPHRjE6OorxYyMYHxnF5NgY6hMTaE5OoD45iebUFIJ6HVbThx0EcMJAHz2l4FkWPKhoqbQ2Ax1qi9F+EIA/Gn6Z8n1MNpqYavLYwES9gYmpKYzXJzA+MYHhl17EkePHcd7aU1dgTUiRFxsB7ot3yuv/w4xY3C8vbt15PvZS5DR+Lingkp+k49IzLqnqhONSRLr4kiOTLpeu0ZklV8a/1XHDhvV6OVxySVyre2YbxuWEXMaaXHZglrZyyUO3HfdJfMM3v6r32owvdWYb+t5/en/q3oqdksm0DbMMmOnOR7vhklEuCdm8+erUohj/Iu0mNaEuenJpPJdELkbXTdm49IjOLGPleVrfL8rFtMV4nbcaW665LhrX4m2XY4ZZIsz8eZ1HNrZ5tsmrNm8+SWxTx50YC4qW5yRh5ujRqfzztq94WzFLHZN1YsYCU//xInJc5rJIum7XkZHDjD1xOebrnMtA6Uzbnk2+eeumXXkNh3h/nI085p68cpn4aUc+l7nkthuuHY8ieXZTziw5Otk/OjVOZMma9B8a2jfjVeT9o5N1RgEWot7alSFvP2yXzgzg6ZMi7aWT4ziz7+Z7d1EOSS6duDbjeJ53j07kt9zSkD0Ul1uN5ijPq9afgZ/sP4ADhw4j7O1B3XHQdF00PBdN10bDs1GybTiODZvWmW0eLW3JmYZWAlh6P0Wf+ynCRjMM0QwVmkGIJhTqvkJDTV+HIfxAoaGPgTbAwms/8DF+/DgOHXgRtWoPLj9/Qw7JJYoQ6C4B7olH98ynvziTUfWsM/UeivSgZd+4sZaZSB08MR/AfLhxv7Okm8tHSzwtfvBlKf/Mxzj3DEnbJyeejjm//Y47zGnXj+ZjNY0PXwbMvn5dFwQA91Tk/ol7/+ELM+1m9Imf6OtutRXWG398uTRuPtoN91aiSypyjQza/0bovWbythtzb7sjPxq4HxCV7Vn5t0uD4Wwfi/WFsZuykR/HDr64s/8k94vMwy4tTtpY0WpsYRrJtst9uriH4lve8Eb89g3568e0ee7r2M2xoGh50jjNxa9T+edtX2wr7L9kSsasn+Rzx3xcpj1Dbont1dvtOnp45w6Ndi5jwlzqhvdS6Zbl0vikxc1bN/M9BueVK61Mxi+5l6vx78Sxk/XfTTmzytrJ/tGpcSJL1lb+phx53ls7WWeUaSHqrVP9sCgLwznPM6+T4zg5s33RdeNZW5SDFqTD/7Uax5lVt/4o0uFiLFhyolBcMPQLl3HFc9D0fUw16piYtODbNpqOjQnbRtVxUHYslGwLNhWKFgCLZlqgFYohj1QoAlo5GCkXLfgKWqnoWwrNkGEKWuE4rVjkNY24NJs+LL+B4WMjmKw3YAUBfmnT+QsHQ3IWAtMEaHyFv1f/9Z+fwITKom2ve6v2YziVivTrljN/Jeu0QiYpL2eecPP4peioWOKHTrcZ5WXDGYpUHlbXr8MTH/kLfdtL39jedeVzXL75aDfmhTKe73yd86/trHe+yBdVHsxVCTlfZex2PtxMnBvlc9Pxd1//rkLKuyzZ0hQmRccWKqtoAODDH/oT/bHCOqasA23Gp/lo8yx30fJksZqt/0Lkz/GV/Dmjlcpe1gnHW1Mn+o8ZG9r/IbjbdRSfJTVbvnO9j+2XfYof+0bBzjT1c6rDVuYXcgyeK6du3L8Y6n8u5epk/1iIccKUvUg5lnqdscyd6odFWRThTDk7NY5HZe7ee3dRDqbddfJoxvHk+yKvqZwt+t7ZSdmWQlqiUFwKtdRhGWmZ2Q9CBJxR6AdQVgDft1CHwqRlwdUWn6k2BCwrUiBqJSKtN1tASOUgLTvzXKlpK9C0Bk0rztDKxdCy0eDS5zCyIO37Po4en8BUs6GtQQ/21eCUSjh8vIHXvmxdh0soyQmB4gSoKDz9P77lpBupLKICkeF0nMXYTYWiEYAfI3yIdcuZD8NW6fMjfzE4LiOmpe04d1qaXQjH2auUI77M2chBf85OZFuhvN12aXXYzXbDZe3xWZFZ5etGu+EsKb7YcdYsZ7GllT1NnjQlJMvAdPhyTgUb/9q/WFy3ZeMHBpUeVChypgHP5zLOmPbAtmFcnrpJKiIpA2eaUHnFWZR08ZluJu20YzfbPPObTXnS5JytXyfzL9K++IHFjyi2E1MnccvkeeQyZe5WHZkxieVKtimTd7eP5HD7HV+cXhIYPTO5NUnS6n07OfLUjSlvu7Q6OQbnkaudPGw/tO7c6dUDhken6r9bcrbj04n+kac/druP5ClHp+uMbOe73kwZ2tVru35o0inafvNwNrJ1chzv1nv3bDmYMnbiaMZx/hHt9Vdcrp/7/CMRFfUc38W1JiB7KLbms2xDuceh43mwPReW6wK2g5AzFWFjSlmYCC2MBwrHmwojDR/H6k2M1BsYmZjCyNQURuqTODbJ3xQmuU9i08fo+AT2DR/GvgMH8dyLB7D/4CG8ePgwhoYPYWR8ErVqCT21Gvr7+6FsD8q29V6Lu/YdWLacpWBLhwAVhaf/8pWpAnO/POOMcstcd/poptV3ag+kLPn4osOXmDRHxQ2dkSUtznz6UUE3GVPQ8aWYH2x80M+3O/zwv2ulcla+nKVIx/03u+VYb/zFX1ZNXXWz3Zi9NY1yIVm+brYbKpz4YsxyczZQXhffM5D3fOqTt+E3r3+XflmkcmQxzXTtpmzxvk6WRjE01/ZilmCZtkHGrcYWhifbblw2ykX5TFtqVc/z0eZnU55WMs8mrCjPrDzytq94ffAjy9RJvN9zDOZHLX+tXLfryLQ7/oFgoRzbKvsBy8rnEn/8IC0yoyVv3ZjyxusiXm7Tbwz3eNhszvPKlZU2n9HveNvbtTKR7YizXDu5ssDwmGv9d1vOLD6mnuY6DjP9To0TWbK28i9Sjk7VGeVZqHozZZhrPzTp5G2/RTh3chwn626+dxfl0KotzjaMvOLjOMdSKjr53plHWT/bfJfLfaJQXC41WaAcelZhGMIrV1Cp9aJc60Wp1gOvpxdeTw/cag1OtQqr0gOrUoZVqgBeCcrzEHolhG4JgVuC73jwXRf10ILP2YyOi/7eGhlMhekAACAASURBVFb19WGgr4ZarRd9tRpOGRxEuacK33bheiVYngfluADzL5Xw6e3fxfGpZoESSFQh0FkCVBIOtFAAUdE4X8ZZ+BHCBzdfVNI+1viC3wnH2RN0aelxJgFloLJloR2XmVPZ6w70z4hCQwB8kUzby4XMzEfVzA0dPtn76S9mGl0xis/4bEpmT56dcubl09Qh052PdmNerNg+0tzWrfcVajesw/hLb1qacT9+iFLZxDab1m7jcXnOOMm2QGUkZ+WxLIvNdVM27nlnlH8st1F2tNs3qB0jpsuX7ThP0y7T6sj4ccapcZyVGHesnzwv8O3afKfGgqLliZelE+edyj9v+2KdJvtNsk6MMZakwt6U19Rzt+vIjEmdUMgY2Ysc2cbef+ON+llJWVhe/vK033g+eevGlLdTY3BchrTzvHKl3Us/8x7zR7Hl8llxZ+NveMy1/rstZ1bZOtk/OjVOZMnayr9dOcx4wDQ6VWdMa6HqzZRhrv3QpJO3/bbjHH/mdXIc1/XWxffuohxatcXZhr3/xt/VM6j53UPOhvVs01tp94lCcaXVOICxybo2oGJ7Hnp6e1Htrekjz2t9faj19aK3rx+9/X3oqfWhp49xelHuqaHc0wOvWkWp2qOVhF6lCrtU0gpHKh+dagVWtaIVkz21Kqo9VbilEtxyCV65DK9a1orMUrWCUk8Pek9bi+OTU/jiju+vwJqQIi8WAs/8wxcQn4WYJld8OTRnzFHRNVdHJdPoyMhJM+1uufVvddJclsgXMX7c8ccPl6IfKlky8mHJhzhfOqjYMY4vJFQ8GBmMf7vjm9/wRrz7+utP+hBtd58Jz+JpDOWYeDzyga9l/9KdmglfKsmHrLgPG8uW15lZfskP6Fb3cznz4x/40EltgO2CPyoTkwpFM3ugiAItTQbKyY8889ITj2PqrFvthm2Ps0w4Ayf+gUAZeE1/I0Ncrqxzzlxhu2Gby+OYP5eesO6pTGZ/yOJJeRhHt/OYxXTuG8r2btq8aTd58u92nG7LZqyAshwsN3mS5Wwc+VERSP6sk/i4ZMYWttN43fIejjdGMWzy5XgTV3byPClXnrGS8rBcpk6LjgVGnuSxaHmS9+e9zhqLOpV/kfaVVBQm68SMwWTNfmjqj0c+BzbHxmAzJnBc6nQdsd1xCwS2M8ph+jWZZ40NeesjT7yRkVEdjXlzzCGPuAx50mCcvHXD8nZyDDbyZfWvvHKZdLKOZs851kny2ZF1Tx7/Ttd/t+RkWbIYd6p/dGqcyMM9LU68HKYvmPEh/nzodJ1Rlvmut071w9mwiHNuN552chw3Yz7ftznezeW9O9l+ZsMhmcZcr/XYdFv0x2q2W/NMm2u6K+V+56abbrpppRRWyhkRuPf7P8Lw6Bh+7pUXoUJFn+vqmYLVUgnVcgm1Shm1Sgm1chnVShnVchmlcgmVUhleyYXruih5PHr63CuV4HgluCUPnueB155XQokKxFJ0LNGvXIbLNCpl2CXOfCxpxaQXBnjp8BH88iUXSBUJgXkn8Pjv/wkO/usOeAP9GPvpXqz6uUtOkIGzF2lgY/hfd6B+8JAOC+sNHPjGdqx50xX6Piou9uzZo5WD9Xpd/5WLD0i6VmH1qToefeQRbLlrC57eswfDB4b1DKzT1q7VH2TcCF//lXEr93vbh82brz7hQzuZ9ujIKM47/7wZ+fmA5Ec986A8B4eHcfkVV8yEv+XKK1EpV3DLJz6u4zAef5xNwJlgxqWlw72QTBn54B0ePoDt27bj4Z07285s5D6ER7//Q5CtceQ59vReXQcMM7+hL35FK+5e9p9/84RZopS9XK7oPO++6y6db7lS1vuuVSoVnSxfCu7ectcJ5U8yYjl27twJ/oWYe+rteWoPLnvtZUask44vfO1+nPHLV6L3vJfh+WnFMsvx3Be/gsnnX8BFH/q/cPa7/s+T7iP3J3bv0nXNemVdk5uu9+FhsN08sG0bfu2d75y5928+/omZPacY9w//4A+0jL/3gQ/g3e95z0w8czIf7Ybti8qCLVvu0sye2L1bsx8eHsZf/a//ifPO/5mRrXbtk+UFLN1eTJ2ZsmQdGY91T07sEx+7+WO6fo0c/LBgnbNt/vn/+Ciuue66mXbKNNeetlbXAfsFLQvyg5kvyrd/7vMoVyo6rc1XX62zbyd/Wr9gPWf5M9FWYUVky+KTlNn0Ux53796N7du26TI+8sgjWjFB/3aObPiHj9NOW6vb7O2f/xzYNsmY+xzG69ykxTpi2hy/TN1suesu/NZ73nPCGMb4uh9v34Z9Q/vAtDdNWxk2afHYbqwc2jeEB7ZtB/NgOTecvUGXz7SrJJfkONCqXph/3vKkpWPqIF6etHPGyxqL8uaflq7xy9u+KAfHQtNWODZeetll4LgTd5SJdffoI4/q5wyfY3wO/OlHPnLCjGwzLrWrozR25nnVKozj9Xnnna/bNZXI8ecpn0ebNl2s2495piXbgqmfVnlkhfFejn1337VFj4NkxbGF/YP9hu2fbZfjpmmLcYbmPG/dMH4nx2CTf1b/KiKXSSt+ZN3w3Yg8+H5Axz8WcOxlH+Txsssu02NJVr3wnlZhRes/Lp85nw85sxjn7R9JBskxjGXJO05ktWemMdswU452763Mo2idJctu+myRekt7HzTji2kHaceseivSD9PSNX5FWRjO7cbTTo/jlNeM+ezLWe/ds20/RTlktYnZ5s/ymTJxHOc5xy3++Ezh9xOfIa3GcVOnK/FoKaVowFfcCiLwe5/fgp5qFW/6hddqa84V10HZtlF2bHj6aMGzbFhQ2oBKIwjRCEM0fB/6vMljgHoYRMZdFA23RAZalGWBRl9mjLhAIaRVaEWjLXZkwGX6msuk6X/8hefx1NNP444boyWYK6gqpKhCYFkR4AOemzbnNaawrArfhcKce85G/WH+wEMPdiF1SVII5CPAWaR8SX/62b35bpBYQmAFEeAsIc7WaeX4IUqjQ+KEgBAQAkJg8REws2lbSSbjeDYdsfKczWbZhoxPTWHDmWeAlpc91wFCG65jaeVir+ug4tioujYciwo/pZdHT9EitOdiiopFrVwMUA9C+Eppq85USysqD3nU1qAjxaLPc1hohAp+qNBQSt9PDSStRTM+bwhC2ocWJwSEwFImwFl0ZjnGUi6HyC4EhIAQEAJCoB0BPvP0zKd77zlhVj/voxKe4ZylGF/63y5NCRcCQkAICIH5JcAtYTh7mltKxB23sNDb/CS2cInHkXNAFIorsBVceNYZGBk9jhINs4QW3CDgqjMA9rSC0EYjtOBYFqJ/CiXLgu1YcG1bKwGbnkIAC35IpWOgFYZBqNAMAV8F8MNQn1thqM/LNuBZQFXPZLT1jEbmSH3i96cmccnZkWXUFVgdUmQhsCwIcM8cbtTPfYLECQEhIASEgBBY7gS4ZJcfoGY5dby8fBZec120NcjHbr45HiTnQkAICAEhsIgIcD/c2xPKRIrHrV24PymdjOPZFSYKxWw2yzZkdGIKk00fLx4YRsW1UXYdVB1XL3nu8Vw9Q7HsOPAcG45tA7aDkEuZbSoCrejcsiKFIqBnMOql0EGkSORy6CYVipzVqMJoWXTI+YtUIIZ6GbWBy1mK42PH9X6Kxk+OQkAILC0CnIVBlzSksLRKIdIKASEgBISAEMhPgFbSjTGdrLu2br0PcavmWfHEXwgIASEgBBaGwFWbWxtzpEXvuLGxhZFy8eYqCsXFWzddk+yCM9bisef24fjoMdS5b6JlY9JxUHYsjDsOSrajFY2e7cBxbVi2A1g2FBWK3FvR4dFBQCWjZaEZBmgEXNIcoOFHykS9FForFalk5NLmEGGg1YlQevlziLofYP+hIzh6+DCu+PlsIwhdAyEJCwEh0BEC/KC6/IrLO5KWJCIEhIAQEAJCYCkQ4B/RuH8ij5zJEnfa0u3WreCHqvyxLU5GzoWAEBACi4sAx29uX2FmIxrpom0rvqTH9z/84AeNtxwTBEShmACyUi7rzaaeMRj4XO4cQjV9+JZC3QI8KEzYVDRacGxHKxBhW1qxSIViqJWLFkLwnEucoZWJVBzqPRe5ryKVhkrpfRK1cjEIo30SlcKR0eM4PD6JRqOO1bUebNp4Dt76qp9ZBl0pdSDlFALLhUDyQ2q5lGuhysGXGlpKNI7GbmQ5uaEhx/kiwD3guP+bcWyHnJFFq9jihIAQiJbDUVlIwyx0tDLP5yH33eKYzT2FZRsQaSlCQAgIgcVNwPxx6P033qjHcUrLsXz9hvXYvPnqkxSNi7s08y+dWHmef+YLnuMd334M9z62C29+xbmwwgBWEMAOFWye86gCuEqB+x/aWpFow7JsNG0rmpUYQisVtcKQsxS5LyItNwNwHEcrFalQnGo2MVlv4PDYxLQBFoWyZ2N1by8cr4RjY+NwLQt/ef3bFpyJCCAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhkI+AzFDMx2lZxnJcDw5cOFp5qGCpEFChXpKsuESZS5XB1c5c9myhHobYc+AQjtenMFavg7McaZ3ZpvEWx4Fju9qICywLg7Uq+mq98EplnHNGP3wVolQuo+K5sCxLG4EZm6qj6kkTXJaNSwolBISAEBACQkAICAEhIASEgBAQAkJACCxbAqLNWbZVm12w9WsGdSCVgGXPgQMLNhWHXKLMX2CUijTBwqXOka3nXtvGawdX6aXMNArNWYu2wz0VLZRcV89S9Gm0BZG1Z1p95r6KnLlIgyzQiklbp8nrvtFxPPHMs7j/B0/hqktkyXN2jUmIEBACQkAICAEhIASEgBAQAkJACAgBISAEFg8BUSgunrqYN0l6yyWd11i9iVqlQnsrWqVIhaLNGYeupS0xU43I2Yeu48C1o+XM+pzWn10XrsMbLW35OaASUXEPRaAZKng0yKLPAwSc9UgNIhWTnJ2oqI4E1p99Fg4ePoqvPPyoKBTnrfYlIyEgBISAEBACQkAICAEhIASEgBAQAkJACMyNgCgU58ZvSd79xPMHtNx9PRXYXIKsohmEVCA6joLNfxbg2pHS0HNtlDwXrmXD5YxGx4lmG3I2ogXomYjTey5yX0WEXDrNI2c9BnpGIy07U6eoZypOU6u4DjZsPBuPPL4LP3nxMC4845QlyVOEFgJCQAgIASEgBISAEBACQkAICAEhIASEwEoiIArFlVTb02Xd9dx+nDbQj8H+fr2cOVrybMGhEtGy4Tk2XHv6x9mJrg3HivZRtO1oViJnJnJ/RSoOZ2Yg6ksVzUakkjLkzMRodmI4faRiUd82rVp0mB6A8am6Psp/QkAICAEhIASEgBAQAkJACAgBISAEhIAQEAKLm4AoFBd3/XRFuqEjR/HaC86DU/JQsm14to2S46BkARUqEB0bJduCVvZxSbNFC86Wtt5MfaBWCYZhtN9iGCIIQjQDH34Y6l8jCNAMQvgKeg9Fzlqk8RY6bfdFr3+OikbL0uKEgBDoPIG/u/NrnU90OsX3XfurXUtbEhYCQkAICAEhIASEgBAQAkJACAiBxU9AFIqLv446LiENqCjLQaVSRZnKRNdF1bZQdi19XbEtrWh0tTIRaAZctgxMUVHo8+dPH6Pz4dFxTDbq4D6KNONiWw4aVCjSIEuoQAUjd1oM+b+yUPd9+E0fR48fx7FjR7RCc3VvT8fLKQkKASEgBISAEBACQkAICAEhIASEgBAQAkJACHSegCgUO8900afY8H29vFkvX7a5X6IFi4ZWeO7YoL9tRwZZFA21UBWogshgSxiCisbQtvDsocP4wdPP4vDxUTT8QC+f5npnzlTkffzRcW/G0LKhbAeVUgmnrhpAECj01Wo4fHgYb3jlhdg4bXl60cMTAYWAEBACQkAICAEhIASEgBAQAkJACAgBIbDCCYhCcQU2gPWrV2HvCy/g5WevQ2BT0WdDeY4+hq4DODZCJ1oKTTw+ZyaGAfyAMxAjJeEzLx3E17/3GC5Yvw6XbboIfdUKGs0m6k1addb2WMDFzCHs6Gg5CKiIVBYCS6sooWwLz+3fh8OjYyuwFqTIQkAICAEhIASEgBAQAkJACAgBISAEhIAQWJoERKG4NOttTlK/+uyzcO9juzBy9Ag8WCg5NircN9GyUfUcVFwXZdfRPxpf4U/FlIBUBI5PTuHg0WNwyxX8wmsugUNDLkEILwi1QpHLpLmPYpObLoYKtu3AZhoWZ0Q6ej9GZQEbNr4cjz/1FB7d+wIu3XjmnMolNwuBpUrg3HM2Yv2GDXjgoQe7XoTVqwbwuk0XYuO600/I69joOJ57cRg/3vscjhwdOSFMLoSAEBACQkAICAEhIASEgBAQAkJACMQJiEIxTmOFnU+MjWmFYtO20HQsOLCxv95Aj+tgVbWEWsmD53mwHQeOW4LlurD1DEYHrz73HKxZvVoba+mplPX+iLarYGtDLApWEHBqI5QfQgUhQiolp/dXjKxDR7BPP2sjntv7DL79k72iUFxh7U+KuzAEuO1AUplISQb7axjs34hLLtiIbd99DE/uHVoYASVXISAEhIAQEAJCQAgIASEgBISAEFj0BEShuOirqHsChkGglyHbIa0xW6gHAZ46eAzPHxmBUiFevmYVzj9lEGcO1FAqV+GUynA9F3apBAvAGasH9PLoQKnI4rPeN5GmnKN9E7UiUnFWYgAVKq1YpKEWGmzRExc5+xFAf08Nk41G9woqKQsBIZBJYMf3n9BhF597jlYq8uLy11wsCsVMYhIgBISAEBACQkAICAEhIASEgBAQAqJQXMFtwPU8OAqw9dxBhZJl4VWn9OGC/gpG6k0MjY7hu8+M4MzBQVy47jQM9oRwfRd2swnL8wCHsxft6T0RoZc6+yH0noncR5G2nf0wMtLSbPracAutRNPqc6BCnevhw4dxcGQEV7/6whVcE1J0IbBwBH745NM682eefwG/+fa36vNK2cOZa9fghQMHF04wyVkICAEhIASEgBAQAkJACAgBISAEFi0BUSgu2qrpvmC9/QOwgwCOUnBUACcIYYU++lSIUwMf567ux5GpBn58ZATbf/IsXr72FJwz0KutQNOQi95f0aZCMVrOzCXNXNpMQyw+OGuR55FSkbMSJxp1+L4PW4U4NlnHeKOJ4ZdexPpTVuPy88/pfoElByHQgsC+oSFsvW/rTIz7t0bnf/bRP8fFmzbN+JuTL3/pTuzcuQMDAwP6NzQ0hMsvvwLXXHetiaKPTPfLd96JkZERXHPttfjLm2/Gzh07ccutt+KqqzfPxB0dGcGb3/DGmWuzn2JRuWYSKHgyNj5xwh2jY+MnXMuFEBACQkAICAEhIASEgBAQAkJACAgBQ0AUiobECjz2D67SCkSr2YQbhnDCEC74U7DDAFAKfb6P0wd68eTR49j10mHsPzaKDYP9KFOJGPpQWoFoIbQt2I6nlz7XwwABN0q0bK00HJ2YnJ6d6CMMfL3c+dTVq1F2mZPCz593NvqrpRVYA1LkxUKASrt3vO3t+LOPfnRGyfc7770BNJZCBeDtd9xxgqgf/tCHcP99W3H7HV+cUTbu3rUL777+Xdi3bwh/+MEP6vhUHL77+uv1OY2urF+/QcengvLiTRfjU5+8TSsbGaF/YOAkoyxF5TpByAIX3Cv1P2y6aOaOvftfQlLBOBMoJ0JACAgBISAEhIAQEAJCQAgIASGw4gmIQnEFNoF9R45i7eCAXq7s2B48x4VnAa4K4UHBU0ovg+ZMQs4obPpVvKbWh7NWr8aRiSnsfWkYxycmo2XLtgXFmYhKodlsQoUhzjxlEA6tOnsu+io9WNXXiyYsKNvVRl545IJn7qPIWVn3PfoEfuG8s7FuVf8KrA0p8mIgYGYQxmcMGrmGhvaZU32kIpGzE6k0jM9c5DlnJ1JJeNXmzTrs8isux9PP7tWKSd5MJWXc8dooLuP+5ryIXOaeosf3XfurJ9xCZeK/fOf7J/jJhRAQAkJACAgBISAEhIAQEAJCQAgIgTgBUSjGaayQ86deeAnnrl+PkDMSbRuO66LkWOAcQc8GSgpwLcDh/EGlEIQhfAX0ByHW+01cdNbpqPsBXjh2HM3Ah23Z6Cm58BlXQSsKA8uOZi/qI88dKIc/F6HlREZcAJxz0cX40ePfx1e++0P8/lVXrJAakGIuNgL9/QOg8i+P+/KdX9LRkspBer7+8iu0QpHLpePKxjzppsUpIlfa/bPxW9XXhzWrB2X/xNnAk3uEgBAQAkJACAgBISAEhIAQEAIrhIAoFFdIRceL2V/twao1p8DyyrBsG7ZtwXFslF0HVf2zUXYi5SLtMHP2IZcw0+AKrTQHQQg/DLHujNO1XzOMrDY3OaMxpFJxOj4Ns/AaVmSoxbIihaNlR3GgMNjfi+CiV+DpZ/bgif0H8cp1a+KiyrkQmBcCZqZgnsx279oNLl9Oc0Ypyb0YzbLntHh5/YrIlTfNZDxj5fncDWfi9FNXaUvP73jL63H39odFqZiEJddCQAgIASEgBISAEBACQkAICAEhoAnYwmHlERidnMDwgYMYGZ/E8YkpTDSaqAchmtoyc8SDDcOxLNiWpZcvu64DR/88OKUybK8MxyvB8Ty4pTKsaT+tpPTKUKUSlOsh9Dw0HRdN20Vd2ZhUFsb9EMf5a/Kn4PT04dDYBIYOHV15lSElXnIEaFxlOTlaeebvrm89BC53Nu7nX/WzPRWNnxyFgBAQAkJACAgBISAEhIAQEAJCQAiQgMxQXIHt4JJzNuCxZ4dw+po1sGs9KIUeAiuE/hc6CPhzbfgB9HJmGk7hLEPueagtOSsaXFFQFqC4h2IIhmqjz5YNqJABjBQ5znLk0ulQhQj8AKGZxUgFJn+BryP2lMUwi2Emx/knYKwp06gKjaeMjqYrDmnVuZ2jwZVOubxydSK//QcOY+O603VSnK0oTggIASEgBISAEBACQkAICAEhIASEQBoBUSimUVnmfr/86ovwnT3P4LmhIXhnroVyHYQlDw3HRd1zMOW5qDo2PMeCZTt6WTStOQcAAr1smefRfomBBb2/Ipc5+4FCM1RULcLn8mf6hdB+9G9wFiR/IeOF2qjL+PgkXto3hB7PxRsvPGeZk5fiLVYCxtry79xAIykfnRGT/klHZSGtN6c5Gmyhu/jiTWnBhf2KyFU48ZQb1q09Zcb32Oj4zLmcCAEhIASEgBAQAkJACAgBISAEhIAQiBMQhWKcxgo5v/CMU3DBmadjfHIK46Mj8G0LTdvBlOtg0nXQ4zqouC48l/sr2npWIhWKoWVpQytUJlJpGM1aVJFCkcpGbbyFikYqFLmP4nSYApozysVQL7FGs4nnhw/i+NhxvXfjK846Y4XQl2IuRgJ/f9ttoIVnWmlu56659jqtUKSyL2mYZefOHXp/xaR/uzSzwovIlZVGO/9XXXCujkJlopmdSI/dTz/b8lYu/aaV9qz9JFveLIFCQAgIASEgBISAEBACQkAICAEhsKQJiEJxSVff3IWnURbLouIvQMMPocKAuj5M0Moz1y9PL3fmkmW9MJkzFK3IknNIJSKXMvOol0T/7JxLmfVsxCCayWhZFqaaTew7dBQNvwnPsbFmYEArKY8eO4K3XHz+3AsjKQiBWRLoHxgAFWT8cUkzZxoODQ2lpqYVjzuvxZfvvFMrIM0S6N27dmlF4y23/m3qfa08qZSjcs7kb+IWkcvcU/R4xc+98qRbfvDkXr2v4kkBMY93vO3t4HLsu++9pyMWrWNJy6kQEAJCQAgIASEgBISAEBACQkAILHICzk033XTTIpdRxOsCgQd+9FO97HhNfx8c29V7JXITxMiis9LKQCoAJxo+JhtNjNcbGK/XMT41hfHJOsam6hivT2F0cgovHh7Bi0eOYv/hI9h/+Cj2HzmKl46MYnh0DIf07ziOjU/oPRRr5RIq5Qr6ensRWjYqFtBsNPDet76+C6WUJIVAPgJrT1uLLXdtAWcEPrxzB6jI4yzD2z/3eZQrFTz6yCPYfPXVM4m95cordTu+5RMf12EM5++PPvjBE5RrVLgxTYZR8XhweBgbNmzQ5zOJAahP1XUcyvD0nj0YPjCs0ykqVzzN7+1+Mn45c+6VPJy7fh1oaCnuXjp0FD/d9xK++8Mf40dP740HnXT+2k0X4oFt27iZquZUqVROiiMeQkAICAEhIASEgBAQAkJACAgBIbB8CViKU8/ErTgC//X/+6ZWEr5iw1lwoWCrEBatq9DACs9DBUUjKkGAIAy0MrAZ8BjNOAz1HorRueeVong0sDK9h2IjCDDl+9qQi+c4gG1HRl2otATNtEArFP3JMfh+gPdf9UZwKbY4ISAEOkPg7+78WmcSSknlfdf+aoqveAkBISAEhIAQEAJCQAgIASEgBITASiEgS55XSk2nlJPLkEuVCvQuiUrBDqdVfTzSorNWLFK5SMWiHykYtannkCuhI0vOQYAmlzzbDnwqHLXRFkA5NkpORe+5SJW1MfxMK9G8l3syWhZgeRWMjR/B32z9V/zFdW9Df1UsPadUlXgJASEgBISAEBACQkAICAEhIASEgBAQAkJg0RAQheKiqYr5FWRyqg6vVEK5SoWiBUspPTNR75oYRApFzkZ0VYhQG1sJ4FCxGEZWmql85MxFBNx3UWsX9TlPmQbv5TlVlFQo2npmInWJlp6tqKhMtGyUenphV6rYv+857HzqWVx1ieylOL8tQXITAkJACAgBISAEhIAQEAJCQAgIASEgBIRAMQKiUCzGa9nEDlSIdaeeiv5aHxyE8Kjg44xEvSua0kpCroZv+iF8FcLXCkSlj9E+i4E2yBIEkSEWLoH2uWKay6a5HDrgkmnA1xahIyMunJJIQy80BMMl0MzMshxY9mqoqXGMTNSXDV8piBAQAkJACAgBISAEhIAQEAJCQAgIASEgBJYrAVEoLteabVOu/UdHcNraMzBl26jaHhxboepaKFnQykUqGKlQbAT8BZhqNSI3yAAAIABJREFU+vBDWoOm4nB6H0UqGXk9va+i3j+RSkRe61mNtAKNaSVkqPdMtO1oP0UqFwPOZOR8RsfRezjuHT7URmoJFgJCIC8B2ecwLymJJwSEgBAQAkJACAgBISAEhIAQEAJFCYhCsSix5RTfAmqujapjo0Zlog1UHBs9roUyrbNwb8SQCkUXzdCbVihSYRgpCkMqFgFtLZqKQyoX9TLnINT+jelrhtFfcbaiZUfLoC36Ualo6X0XfzQ5hdesX7ec6EpZhIAQEAJCQAgIASEgBISAEBACQkAICAEhsCwJiEJxWVZr+0Kd2tuLsbFxjDUCWCULLvczdGy4tqWPFdeFy9mEevahQj2YnpWoZyRGCkXOQtSzDKdnLEZLnjljMcRkoDDph2gEkQEXKiaj2YzQSkQuodY/WGg0A4yOT7QXWmIIASEgBISAEBACQkAICAEhIASEgBAQAkJACCw4AVEoLngVLIwAq3t7MD4xgbGjh2GVHKhSCark6h/KLkLPQcl19D6InKuolzPDnl6mbEX7J2p/LlvmsmbOXAz1TEQuidZGWahE1D9urhjqeGE4rYzkLMYwxES9gf3PPK0hXHTWaQsDQ3IVAkJACAgBISAEhIAQEAJCQAgIASEgBISAEMhNQBSKuVEtr4gXnLEW9z62C+ePjMByba1A9D0XTc9B3XNRKzlwnKh5UGGorTXToIrjghaafUwvV+ZRRcueqVTUCkStYJzef9H30fCDyLDL9LLoJpWPYYCJqQZefH4fhg8O41cu3YRLN565vCBLaYSAEBACQkAICAEhIASEgBAQAkJACAgBIbAMCYhCcRlWat4iVTwXfr2OySYQ1i00LGDKsTDp2hjl8mfHgUXjKcrSswuVZcFyIqMqCtwLMVI0ck9FY5iFMxPNtR8oNINAG3XRVqJhw3ZcOLaF4aMjOHTsGMZHR/G6czfiXVe8Jq/YEk8ICAEhIASEgBAQAkJACAgBISAEhIAQEAJCYAEJiEJxAeEvZNZPvngAp/b1wbItvTy54fsIoeA3FJpWCM+2YFsWoGciUnGoAMsGbAe01KwsW89UpAJRG13h8mfYULDQ5JJnWIBjY7IRYKrRxEvHRjE+OYkgDOAgRH9vDyqOg2NBE2v6excSheQtBISAEBACQkAICAEhIASEgBAQAkJACAgBIVCAgCgUC8BaTlGPjE1gVV8N5VJZ729ohQG4y6EKAzSUrQ2mWFQiUlFIK8200awCWBZ/0exEKg+pUKyHAQ6MHEfDjwytNEKl91Rs+E30VqqwLaC3pweeXdVKRsd1tYVn+osTAkJACAgBISAEhIAQEAJCQAgIASEgBISAEFhaBEShuLTqqyPS/v327+HQ2BjWnXYqKtWaViKGYaRMDIMAUFQMBlD00/se0tgzVYparYgwoHKRikY9b1HPRvTKPbC8AJ5SKCmgVC6BBp6pjKR150keHc5gBCx6ci6jZaFWKeu9HC86a63sodiR2pVEhIAQEAJCQAgIASEgBISAEBACQkAICAEh0F0CdneTl9QXI4Ftu3+Ms047DS8/+2wMDPRh1UAfThnsx6mDg1i1ehADq1ahb9Vq9K5ajdqqVagOrkJpYFD/3L5B8Gf3DUTHWi/snl70DAygNrAKvYOr0T+wGl65F161hlK1hnK1hp6eHtRqNfTWaujvrWGwr1f/ztn4MvTXavjM9u8sRlQikxCYFYGRkRF86pO34R1ve/us7s9z04c/9CG8+Q1v1HnwKE4ICAEhMBcCHFMuveTVOPecjXps4fVSc90ee7s97s5F/uVQf91qb+T65S/diYVo0/uGhvT7wPtvvLFbxZtVuvfftxWLTaZZFWQF3bRY29IKqoJFV9SFHNu6DWMuz8Nuyybpn0hAZiieyGPZXz26d78u48s2noOe3j6ULYWSZcHVMwYVHE49VAHCMNobkUug64HCVNPXy6C5B6LeI5HRlEKol0OH+hiEoZ6NyPmHnMUYGW3hhEcF2Nx/kWucIx22bVugkRcaaan19uHfv/c93P+Dp3DVJecv+zqQAnaPAJV4o6ORMo+5XHX1ZmzYsAF8KO3etVsfN1+9Gb99ww0YGBhIFYRxR0dGsH7DhtTwdp584fvynXdi631bwfNuuT/76Ed1+lQmzlbWbsk2m3Tnyn02eco9QmCxEViofkBFy8UXb8Lll1+hx8l9+4awfv3sxsCiTDtV5vkYe7s57vL5xWcHnz9kUsQtZP2lydmpOk1Lu6if4cr2Md/PSvPHvqy8F4LTzh07tWJ1pp3dWpSoxJ8NgbnWNRXAu3fv0srp+W7HsynvbO+ZK6fZ5rsU71vIsa3bvObjed6JMkh7jShailohcSuGABWKH7t3G15z6WVYv3YtemwLVdtCxbVQti1tMKVsh1DNaIFzECo0wxBTzQATjYZWJtKPOkJabqbSkEc/VHo5M5dJ6zD6a4vPITdgBGgx2rb1j4Ze+I9LoGm8xbZdPPn9f8cr152OD1x1+YqpCylo9whwhg3d08/uPSETzlD4y5tv1n5333tP6scFPwD4ov3oDx4/4d6iF0yHD8SkDEXTaRefZeXL5QMPPdgu6qIO7xT3RV1IEU4ItCGwEP1g965deqZzt8eqrKJ3uszzMfZ2c9wtKv9C119avXa6TtPyKOrXzTprJ0tW3gvJqWg7a1dGCW9NoFN1ndWWWue+dEI7xWnplHjuki7nNrHYxylpr1H7lRmKc+/HSyqF4dExLe+q1Wv0DEEq+hzXQdkFehyg6njo9RyULKr9qCyMFIqNINQzFY3ykP5aYRgE2gCL9ldAg0rEaYWjtgAd7ZY4bRWaRlwsNFUIrZS0LPiwEVoWems92H/k6JJiKcIuPQLXXHetnvlBpeLHbr4Zt9x68p/mOXNxw4b1C1K45fxS0A7oQnJvJ5uEC4H5IpDWD7r9Qs0ZSwvp0sq8kPIstbwXuv7SeEmdplE52U84ncxkufosVF13+/nR6fpaKE7Jcqzk9/EkC7nOJrBY2mu2hPMTIgrF+eG8aHKZmGpqWY6PjaE62K+XLdODBlIcLn12qFx0ULUVaEIloAIwBOqBhZI+D+EH08pEPUPRm5m1SOMrkREWoBGG+j7fzGTUS6MtrYQEXNpkgaU4q5FzFW309g3g+X3PLRpOIsjyJcAlz1QoPpzxEc2Zi+Lmn4Bwn3/mkuPiI7AQ/YDbRCykW4gyL2R5O533QtdfWnmkTtOonOwnnE5mslx9pK7z1axwysdJYi0OAtJeo3oQheLiaI/zJsVbX3U+vvJv38fB557BKdXz4SsPPjz4lgvfsvUMwlDZUJyhaLvwqGjUlpun90uktWYATVp6thDtnaiXNkfnXO7cCBWON3wcb4awQsDWsxZDNKlEDJVWJNrTS6OVCnD04AEM7RvCa86Zn/2a5g22ZLQoCZi9Z7jvhTghIASEwEonwP1exS1dAlJ/S7fuRHIhIASEgBAQAkudgCgUl3oNFpS/v1rCL5z3MnxnzzNY1VfD2v4+WCUHVqkErnsOPQfKczHl2Si5LhzHiRSH4OzCaLYiZyLq5c7Thlt4zW0SOZPRGG1pBtPX4BJnxg9hZis2/RDNwEc9CHH08GE8/9ILWNPfi19+9YUFSyPRhUBxAtxviu7iTZuK3yx3CAEhIASEgBAQAkJACAgBISAEhIAQEAJceypupRH4xQs3aoVifWoKjZKLqcCB4zeBpoPQtWGVPDQdC57nwXNdKNtCCBsBlYO+QoBon0R/xvBKtDSaVp71/ok6nApI6H0aG9riswKP9WYTzfoUnntxGBPjY5iamsAvXvByvOdNl620apDyLhABs9/U5VecbACIRlQ42+P+rVuRNo2dsxppTZPLpfsHBsA0uH/G0NAQ9g3t0/szJo2j0BAM72M8Wk5l/gMD/fibW29NtTRNgzDc88a4ZHrGP+vI9CmjcfH7jUW4ZJi5hzKu37B+xtIrr2lVkBayL950MWjhNOlYtr+/7TbNzdzPI39kyfLwPlrcznLM//6t92lO8X0tDW+d7voNWpY/+uAHU43pJNNmWel4786dO3QZrrn2WvzOe29IRj3p2vBgAMttLN8yLfJgOP1/54YbZqyHc9kh/VvVLa00fvnOL2n5mRbbDS3rJmUy1u1YfsrMJfpMm2ziHFlGymMsmTPNP/zgB08qT5YH8+Feoqxf5sMyUJ54HuZeKuI/ddttmmcr2U3bZRymGW/7bA/cn/S3b3ivbhcsPx37BWVgf0rK3+n0THnYL9kuKKcpD+uZ+6wa1yrvdnVt0ogfyZB1yVnS5JKse6aZ1g9MGpSHsjKduAEVUzdsB3TkyrZZ9I8m3DOKjvVw+x136HO2EdY75TXpM79rrr3uhHbCcDKlleIv3PFF3a44TpJnsk51wtP/ZY25ZMFxjOUtOiaZ9IuOvXMZM0yePBbpl5SRfNkvXn/5FToZjpmzcfNRf3naWqt2zHaS53nB5+tc6z+LIeuH7Srqa6Op4465N2/7j8c3Yyr7Efs4x7c0l9X2TVzDikdaXGc6HFOT/Zp10mpcMellHfW90+mbcS3Zv+P35mkDJr555vGa7Ztl4NhkVoqYeIaFueY7GN2fffTPZ8prxuOk0TwzVjB+Mox+efkU6bdauNh/lJ9jH+sq7Zltypf1bmnGTt7Pdwu2T/6y3qEYFh/f2r2nUdSs50esGPrUcGYenXiGM1FTfpNXWv3G4yU5mTqmTLN9Hpi8eczbJtieDA/eZ96n8/RNc18nOcbLkHaeZ2yj7Ka9tXpWM067d6S51AvbhBkr2c5avX+yrPH2znHEjFXxbykjj2Fj6ovXZMM+alw8jExmnjcFvjVMu062V+Zhxkmem3f0tLHPyLPkj7TyLG5lEXjkmefV//GJ29V/37JN3fqNh9Wnvr5DffrrD6nP3/+g+sevP6D+6evb1d3feEDd860H1T3f+lf1tW0PqS3bvq2+uu3b6p+27VD/77/sUHd+69vqjm9+W33hWzvU7d/coT77zR3q778R/T75zZ3qlq/vVH/99Z3q49/4rrp56071J1/drn73i/epGz57j/rAHfepP7zzfvV7X7hHve8zX11Z8KW080Lg5Wefo/hLul0//KH6uVddov7kj/84GaSvP/YXf6HD0+5lhF/9lbepN/3iG9TQc8/N3P+773ufzuu2v/vkCf6Mx3TicXnTsWPHdB6/+Ru/MZMG7zXxeSzimEfyHuaZ5s9008Lox7LzHpaRMsbd1n++b6aMcX+eMz6Zkq1xO769YyatO//xS8Y79ci8WR9p8pIt2RhHGflr55hekgmvKWcex/KbMrfiwbC4M3VLuZOOMiU5MT7TiMc37AwPlt+Um6zozH3Jdsx0kn5JOcy16QtxnqZtJOuMMlCeeF0YGZIMyI1+jB9vE0ZuMmCYKYuRx/CO58GwTqfHNNPqIo0H2bDdtCpLvB+bsmQdmRbrl860FRM3rR8wrmm3lCHNkVeyXfE++iUZJ+9vl75hkqwT3kd54v6mXo2/abOsv1aO8cy98XiUnWFMj+2JvOIuq70wjqmzZPkN87Q6Y5vgfXFn2Mf9zDnlSsY3fSLZB7P6ZVo7ZPpGfpNX1nG+6y9PW0trx3H5WZdp7dXUsxl75lL/8fzi52l1xnZEeZJ1xvuKtH/Gp+xMK94vTP5peWe1fd5j2lI8LfqxbSTbNf3YFsx9lCGPy2pnZEF543mb9PK0gXhcphMfAwyjeBl4Tpnj8ZgG7032VfNsMXnEj1lh7fgY1sk2kNVv43ny3IyHpo7JyIx/ppyt6ppMeC/jGMe2Rz+WyfQJE2b8zbU5JsfEduODuS95ZDqGJeWIO7JiXVEGUzYTnszf+Bep3yxOTINhpuyUI+6y8o7HiZ+3ahOsP9M3eEw6017i/YN+jBtn0mmOSTni1+SSlJX5s66S7drUH++Jt1XGN473MF68/s14GG+ns62XrLQoU7K9m7qIs6Wcpi0mxwjGS+PBe7LC2Nfj9ckyxstpuCSPjGN4JsMotxmXGZY3zWQ6S+WaRjnErTACRqH4l/c/rD730OPqsw8+qj6z7d/VZ7/1HfW5bz2sbv/6Q+oL9z+ovnD/A/r3+a3b1Wfu26Y+fd929ff/vE198t5t6tZ7tqm/uWeb+vg929Sntj6o/m7rQ+qvv7ZdfeRL96k//sd71f/9hXvUf7n9HvW+z96tPnD7Per/uXOrViL+/p1fV3/wlW+pP/in7erGz21Rf/pP31hh9KW480GADxP+zADOo3lAxh8aabKYh1cyzLz0JR92TJt5JV1WOoyXFZb1EEymHb/OuifLn/dmhWX5Z91jmKQxZVpkk9el5U2/OG++DKTllcwjLe8s5sl749dpMpnwrDDmwxeMuGv1spvFMCt9psu2zBf+pDMfNvGXwGQcc83709Kg/PwZZ17a+MKVdFnlasW6VRjLnHw5ZJ6t7mkVlpZelszMx/TlOL9W6bcKy2IVfylOa8tp9Z6VD9NiW4v3EZMvOabVmQmPH9PSb1XvvJdpU9a8rOL5Jc/T8jdx0ni0C2uVXlYY80mOV1lxmX+aXEX6Zat22CpfU/b4MS1+p+uvaFtL45M11hmeSf7Gn+VLc2l5pMUzflnx2Q8ZFu+PRfm1i5+Vd1rdUV72r7Txmf7xfm3aUbtxxTCIH7PyZhzmTZnj/btIGzA8suo0XgYz7sZl43kas1Yyp4Xl4VOk3yZljF+nyRsPT5OP4VnPYqaXxY9ppbk0GbLyTbvf+LW6p1UY808+w4vUL/Nvlz7D01xa2dPi5WkTvC8rvbx9k2m0KkursDSOaWUxflmypo1t7eQyfOLjocnH1GV8XGBYVv5ZYVltnkyS9duKU1ZYUXkYP/4exbEurfyGQ/yYJoNhGB+Xi6QZT3+pnNtLfoolABVElouXQ1nmowyVkoc1fTUM1qoY7KthoK8PAwN96B0YQLW/H6W+frh9/XB6B2DX+oFaH6xaP6xqDaj2RsdKFRZ/5QqOBwrHJqdwtN5A4LqwHA/lagV9vT04fc1qrFo9iEpvDdVaD3prVfRUy6hVPHieizNW9c9HkSWPFUqAS+34u2rzZnDpDae1z9aZZUvxJZGzTWu53GeYJJfsdqp8XBZllhExTV7nyYtLwrjUbKFcsp1xmTNdmuymPcWXYrSSm0ssuPSDbTrpuMSOjss+WjmGczkGl5kkHf2Yh3FmmcnmzVcbr5kjl0YPcOlVbBnJTOAsT4aG9s3yzvTbkum1qguz5NQsx0pPcXa+XKZFx+WtxqW1BxOW58i0uDTUtKH4PewDWZbs4/GyzlvVO+8x7aEbrLJk6qb/XMeMov2S7ZB9Z65tIItJp+uvE22t28+LLBbt/E0dxMexovzaxW8nQzycbYnvK2njM5fOxft1N8YVymLyjvfvIm3A8DDpxMvH5wa3uDCuvz/aPsZcd/LYjk/RfttJ2UxafBabZ7fxW8rH5DO3m/U7G07t2kSrNIv0zVbp5AlLcsxzTzJO2tiWjJO87vY7UpH3z6Rs3bqe7bdGljzxNma+B/J+v2Sludj9l8UeilRgictPYKrRxMHj45j0A9RD7ocYIgwVwjBEoA2tWAiCQPsxjHsjMpwGV7hHYhCECFWoj4yvQAvPNkLLjuJaFsIACIMQqjl1smAWODMWQX0KfaXyyeHiIwQ6TIAfi799ww16nyHu37T56s0n7eHTLku+FGU5PihWomvFhDzmqtTjfiPc1+Qtb3ijrj/zctSOddr+l+3u6WY4P55atRGG8UU1jzPKQu43w72vko6MzF53yTBz/fDOHfo07SOG98c5m7hp+yoyESq08spu8l/IY6u6MDy4b1Wrff9mIz/HICr++KFNGeJ7g80mPd7DdKiUSmsHDE9TNObNi3ty0WXVu/a/EXqPr06zyitjJ+PNdcwo2i9Zd+w73XKdrr9OtLVuPy/mwjI5Bhfl126cLCKbaUtUwKb17Xi/7sa4QlmZB5+98bGwSBugcpaypT33brn11hNwJJ85JwTO8aIdH8N6Ls/TOYqYysikOdd3KJPOQh67Wb+zKVe7NtEqTdNe8vTNVunMZ1hybGuXN/t5Wr/lfZ14RzJjpUkrLs9CtZXZfmvEZY+fs43xvYjjN9sM04+P2/G4y+V8WSgUl0tlzFc5xuoNnVVI68xKwQJgWxZs24aNEC6Vg3AR2lQcOpGSUSsWXQShj8ClAjGET2Mr02mECgjBa0TKSSoZQWMuSisPFf1VpHzkOaBwaGwCjz/3PN5+2StB69PihEA3CfBBxY8E/uX//Tf+bqrRlVb582FAZSQfDvEHIf+6zIfFSnSGCZnGFQ+85gM17jcbPkyfG5R/+EN/oh/MrD8aeKESZSk5/oWyU8oDM8tnLkocfiTSZb00xtl24q/k8fQW+ryTdVG0LGy7NK7AceTd17+rkJI8LS899rz3ho4rP5kXPyrE5SdQtF92ux12uv460da6/bzIX1vtYxbl18lxsmhb6vS4kkWnSBvQf2RaJH9obcWnKOssNnPx5x+4yTbu+J7ZiXeoeJpy/jMCrdrEz2KdfLYY2svJUnXWp9vPpiLvn50tWXZq3fjW4Dcnv1U4s5t/nOH3C9/bl9r3Sza1E0OWxZLnE4skV+0IbNv1FCqei/6eHq3koxbQomJRAZ5to2w76PE89LglfayVPNRKLvSxXEFvqYwaj5XoV6tU0VOpoKc8/atWUOWvUka1XNG/sueBv5LroOQ48GwHa9acjuHjx/Hf7vomRicjJWc72SVcCMyFAF8iOJjz5S3tL/+t0uZ9t9/xxRkrrHzoRsuSrlv2f3nK4mKYbJ220Mx4fBEmG7LqhONLNWcP8YFP3nww53GcCfb+G2/U9Vy0rvOkXyROnheIPMq9eJ7JD5B4WN7zPDMLaX22nSsqe7v0uhmepy6oxO6W40um6Rtsl3OtR2Mpu9Py5ql35tlNVp0uU7v0OjFm5K1PtsM8bbGdzFnh3ai/ubY1lpdtv5vPiywe7fwpW3wcK8rPxM8zpraTxYTnbUuM3+lxxZQj2b+LtIEi7Zv50Qorn+88dvqZ3Y5PEdamfjp1pJKB7zkcf+j4DkV5zHOiU/ksZDrdrt/ZlK1dm2iV5kK2l1ZypYUlx7a0OHG/PP02OS7E7897bsaYvPG7HW+23xqt5OJ3i/l+Yf/u9LjWKu/5DhOF4nwTX+D89h8dxZMvHsDLzjwTtu2CswUtO5qdWHJtVFwHtZKD3pKLvrKHvlL06y+X0V+pYKBaQX+152e/nhr6qtXo19ODXv6qPeir9GiFY60yrVisVlApl1EqlVHySiiVSujt68WqNadj3+GjuPuRJxaYjGS/EgjwQcmlz3R8aeWLW15HZZb+q/HF0d5k3Mfo9VdcPudZeHnzX4zx+EIQZ0JG/LDiQzTPS0m7MsVfOKgM5gOfebRyVGa+421vx86dO/RsRr6sz2U2X6u88obx5SteluR9DMv7gmaWQMX3tkqm1+6aMyLozF+KW8Wf2Vcwg3sR2VvlM19hrerCtC3DuJMyxeuf7ZjtmW4u9UgFCMchtvlOO1Pv5iM3mX43WSXz6vZ1J8YM02by1ifbIT9K4+2ik+XsdP11oq2xrN18XsyWH+uBv/gYXJSfiZ9nTG0nZ5G2FG8/nRpXKJ8ph5GFfkXaAOMaru3Ky3ex37z+XfqdgeMiFT2dema342PKl7fftitL0XCOPSw/Z67zncmMq2TQiXeoovJ0I34363c28rZrE63SXOj20kq2tDDTB+NjW1q8uF+335GKvH/G5ermebxN5P3WaCVPPD32Y5Nm1vtUq7SWSpgoFJdKTXVIzu1PPK1TOu3001Ht60Otrx+9/f16OV5fb69WCHL2YZUzFD0XtXIJtTKNqHA2YnTso8GVqlEeRspEKhm1X7Wi4/ZUK+gxMxcrFdR6aujt78PA4CD6Vq+OfqtW49S1p6O/WsW/Pf1sh0ooyQiB1gT4omaW4vKvRXk+xvlQ5mw33ktlGe/nbzG/8PGFvtuOS8e5X59hSiadzDc5G5FLzdsx5wOb9fVHi2hpwTXXXqergi/WSWf88i6bN4xNOZPpsezmoyQZZq6NQRfuc5XW/o1MjG+Uw5xVlHTm5Siv7Mn7F+K6VV1QCc32y/bcaUfW8T9gsB7p2u0r10oOGjxg/WX91Ttej63SSQsz9U4maY7toVus0vLrpp/pS3MZM4r2y6umjRzFDYF0soydrr9OtLVuPy9my491wOcK69+4ovxM/E4optq1pXi/7sa4wjGF6VJBGR8Li7QBY4yFy/3SXLwM3AKCz3YybOeKKEaYVjs+7VjneZ62k7lVOLe+4DsUy05Z+ItvqdPq3qUSVqR+56NM7dpEKxnatZd4u26VznyFsazJsa1d3t1+Ryry/tlO1qzwot8hs/nWyMqb/uSefA/P8/3SKs3FHiYKxcVeQx2W76kXhvVy59PWnoFyTw2lWi+qtV7Uaj3o6+tDb5XLl0t6eXNPqQT+estl9HKJc7Wql0n36ZmIFfT1VLUCsk9bb6aCsYreSjVKoxzNSOSS556eGmq1PvT2DaCvfxADg6vQO7AavQODqA0OYt269Th0fKzDJZXkhEA2Af61iA9ZvixmfYzH7x4ZGdWXVCryhYEPijRFTPye2ZzzITg6MtKRtM1fGeN/KZuNTK3uYdr8YDBM4gqTVvflDWN6

100

This volume remains in the lungs after a tidal volume (VT) is expired

What is the Functional Residual Capacity (FRC)



100

This molecule has a high affinity for oxygen and is represented by a hyperbolic dissociation curve on graphs.

What is myoglobin?

 

100

The stage shown on the following graph corresponds to when surfactant molecules form micelles and are removed from the surface.


What is Stage 3?

 

100

This process in genetics is thought to cause female carriers of hemophilia (and other similarly inherited disorders) to present with symptoms.

What is skewed X-inactivation?


200

A premature infant has progressive difficulty in breathing and is diagnosed with respiratory distress syndrome. These cells are deficient in synthesizing surfactant in RDS

What are Type II Alveolar Cells?


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

200

Compared with the apex of the lung, the base of the lung has this characteristic (in regards to PCO2)

What is a higher pulmonary capillary PCO2


200

This molecule contains a ferric ion in its porphyrin ring and may be formed as a result of the excessive use of nitrates.

What is methemoglobin?


 

200

This line on the following graph is seen in patients with restrictive diseases, such as respiratory distress syndrome or pulmonary fibrosis.


What is line C?


200

These structures produce a protein that is a marker for diagnosis of chronic lung diseases like COPD and asthma.


What are Club cells, Clara cells?


300

After a 2-day-old newborn male swallows milk he becomes cyanotic. After 3 days he develops pneumonia. A tracheoesophageal fistula is suspected. This prenatal condition is most likely associated with a tracheoesophageal fistula

What is Polyhydramnios?

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lkwxw97sdPDj9W3Y4hR8l3emcbVa9G/W01K5dBpnROeEejjw4Hjl/G6FsSWB1Z0qOREPdeqtG1SHVeHHClHqOg+s7zNuLi2A/l8T7D24AUOXwjBk/wMbt6ATzs3okERvbgpSpexrF8SFnCF475XOH3hhvo5Ajnz0a+uKz0+akbbMobWDlJYX2L7bi+2n7uN+8s89Ktbk749G+Dg8QfVNocDhjc4iY+6w5F/TuN+IokfdoXoXcuV3l2a0LR4Lh0eb6pbChDyxCCBFwRumczfleYxq1VBgyHkRUngwyfwklvH/uFuyyGUy6ljd41S3MQ6IO5zaq853SbXp6ZNE6wObOXOxgP4DqxOg1SbyKgVMCuEa4uCTNzvx/AGTbE1Si8ZSBKQBCSBD4FAPNGRme3I+xDyZZoOibe82HLXlR/KJbvxlPckywIlKW1aUkmhLQtQ2uiIJrZT+vpEeDF7HkxZ4WjgnSkpsFmhqrRwWcYBnyc0aPqBroOony95LglkEQKG7QdYlKhC88KJLPtzM0e6lqOdZvSceML5Hcdw6j+VEqZ2axOieBSYSOXhjSirnaEiiA85zMprdRje3wYRfpD5EwPoOG801TUb9KTBUtqGJDCGvGBpIHuHl4Puc+HoBsbNvcA1RYzaBRt35zj/m36UUylEC26F3WHm5jss9ArCfUZPGufXzcZrwk5t5+u5J9n9Qnf1n1d4Xr9BfI0OmuR1Uk0k/Pw2+v5xjd2aKJHBTFuzmk1Xe3B4QmOK64p4eZe/Zyznq3NPdYb1x+DucxZ3n0sc7Ps1K/roOgtjuLJjLV+svMo5TfqK9KA7+ATdYb67J7269Mbt8+oU1pXDCwL3/MmnS6+kiOcTdAPl74+z7Tg+uR2V1I7G+IfnmDphA1Pu6453fYVnwFU8Y5zo2zu51onnt1g/ezVDUuThFe7+l1V/E7acZPaY/oyoba+zyKQOspfhnNq0FLcNN7ihvRzBUvddLPW4ysrpA/iijI2O40sTyATWr0PYMmsNwx/pfYl78YS1HodZ6+nHxJ+HMrF2fh05yvPfTN9fvPHQslbCH2Ttmcv0c4zWKKL3X/Dy9lFGTtzNkic663FEPmD5wX0sP3KVJbO/ZlBZdZ7eSDc9kfI0DQJxvIjORpH8mmkiqYOJmKtsnzmdP8NK06zYU/yfONGh3yd0rlE4ubzGP8Jv7ybW/+VJiGM1atkGs98jjkZf/I9BfWtTSLM7Unw4AZ7/sPvvv/B16UP3bOdYu3YvAZEJSmtGw0GjGD+0PS4Gd9mM4Lb3Lhb7enPt8TNiH1zjuM8Lqnw2jinjOlNeL46IucOp/ftVzvzwB/e56XOGm3m6MG3ZRHroLRyr2tXpz9/41W0/wUqRtKtFt4EfUUOcY4nbboITOvGb91z1JiGvCPfdyZK5GzhvV5MmBcI4c6ckfX/8mk5lbHXqB5iiQ2ryGVwR0QSdOsi+oxcIevSQBzcvcCowPx1/XcCMnmVTf6w4PJKGTiNVi1sXHbOdo0MrI8L9ObRrO39ttWHQ0obcXu7GgvU+5FLdr6KeYm1cftMvJ4L4iGt4eRzlyK59hHdfyhLdhb9NzYs+msS7nNpxn+YjnUm7JOtH0pxnXAc0IZX/IvQMe3M3YmaBHORr2IHu1lv5K/wAu70HUr+VQ4rnnxwvG0UquVJooge+YxvT1NbABytV4FeEuE+i/7d/E5xQhPpfTeGXH1rgSAiev01jypKDBCfYU73HFwwd/iVNHbNDgh+LmnRlbmg+6vyynrV9ymCh1DMvTzwO72VzeBf+Xqq/C3UkR0c0ovQIRWg19e6FOuQib+K9czEXTl7jceQzHgae5UJ0JfpMmMjYrhWM39lQZRf+YtXyzVzMVZsWdYuRIy6Ku54hQLFkPMpROjqnX7Z0k9nDqLp7GKVcchzNjmNDqaxMW3vb8qUrIq3jN6xfptgI3d3n7Nq2pHL2lySWaE9/XRur1S+OyNun2LXoGicDHvA09iGBnpeIqfYpP0wbmXonPIyr56rkjbX3Wl0E8eG+bF38B+vOW1O3SQHunXlAqU+/Y0inssnlSUQRsN2NSavCqNi8MI/9oynZoQ+fdHFNbkMUPf3+YeO6zXgF21Olti0h+7x52fgzhg3uQe1CmnFRis0JwPOf3WxefpnSQ9qTzWsT63f7qUakWhRvxoDR41LK1+prIjtTypeI5s7hNcycvpjDQbGAPdV7fkaXmnBm0RLcg7LTfN5ulqnso5HcFL1N0UGbz7c7EDEhXDy1m8U/uHE0cSibz43EVdOvNupZKvJT26LBOXfQr+dEzij9gpZueK3Q2K+X3Ng4nN4/HkwaVZziXkZ5SSDmjjcH9nlyKeghD8Nu4ut1F9uPJrJ0Vg9cdD+8G0zqJbdOHuZWi4GUs07u3xsM+k4umtZO6augGtlDXv3LKc/NClGxQW6mHL7MmKYZfXBKr01PICZgJ7MmbuBBxTo4RtwkslRbPuvdEVdt/UwpOuVZ6jIxpIpO+4RpfUHiH+G7ZRnz1l7Arl5t8t+7xJ1Svfkxzb6mRpsEIk8u4ofV3oT4nCGs8yyW1H6Gp9cl7kU85X6A0i6WodvYqUzolAu/fbvYfeQKkQmx3FP1N1szfNp4BjUsmtxXViVtrA1T6rUxNlFJNCNmmjyp/6vs0Drmz9vARbtGtK+Si+jEUnT6vLuODVWHNcreZzarzE5Pk38j2UeeZN6Yuez08CXUph9zltcjyuMEF0IfExsZnGQ72gxjyqQvaahxvGlEGPyfjv2wrsEXU3qz/av1jPgynkeTRtC3hgV+f85mMf34pXXRVP3KF/O7UW6+BXnLN6N9x7a0ad+a+iVzJ4ezdKJWF2dOA8pbvTkJxAS6M3/9c/pN6Elhwjm55A88245kf30jNrgxyTYYBPDfuCjexS8+QMzuNlTQPunPeVmAiNOX8/CY6Ke+T6cxokbvb7Th6fa3OB8vhIj1F9N6/yB6zPxbrNzjKbbt9xR/r18uOnQbpg47TFRa6C+ea9OOF098/hbNOiTLpv23osaQWaLfuNmix4CfxNiTkUmhdeVr9DD4f5KY7RetlSBElDi3fJqwUYUdJpyHLBeL93jo6aUb55W4u3+RcNGm/a2oNW6dWLH7gJg38Sd1Ooq+Y8UXe4LFa62kBBF1aYtopclLt2li7PrDYtueHWLskFHq/H8j6i27qs7/U3F83ngtQ5sBi8UiFbPDYsXCBaLbnwHipSbtuHti28Rx2rB0+FH0+2OP+Gv7JvH1gOHJ17v/Lv6++0ITSwiDzL4TTUfOFB36fpscr/1QYTNou7gYm5gU12A83WekOdblpkR9Jk4vnChqjFwqZm86LLbtP6aX/6GCTzaI0xo5QoiEe57iy+6a8jFU0G2iGDxvg5g2bapw1j4DRd5I0W//A23eEqOviNmDNHkfJTrM2iH+3n9YLJ41LTlev03ivFaWqbrFi/v7F+gwWiC2PVQK+f/fX5zPXFGjhJNwLvGN2BmWZCESo0OEn/cmMaFJJ+Hmo1vvdDglhoh93zYXLWeeFs9UReyFCN78jSg3YIcI0wSLCxUeU7qIMjVHir+uR4mkkpgo4u67i7E1q4qOUw6L+3HK1fti37Bawlmlh5NwLj1ALL/8VBU+MfqW8PhjsKhVwlnUGrRRBL5Ql2eVjBCxc0B14Vyiq5jlFaZj3+JFtM8C0bGEi2g597yI1egjhEh8clLMal9X9N8cpNZHiMTbG8QnJZxE1cleOnZMCXxfHBzbXDiX6iKmuN8Q0ep83t4wSJQp4SKaDFsgth7yE49UeXgp7h/9VXQs3UfM836g1iVePPGYLOq4fiM2XE/maJIOIlr4zG0nnEu0S/tZ6ORPJIYL75ldRZl+m0WIBlXiTbGhZyXhXGmq8HquXHwhAjdPEF/1bZf07HXDKmk9chffllLKhPLXWHw2foZwmztXuM1dINZ6P1RzMzK/GZYTRZfvRfdGFYRzieriqx0hybkxKi/JwQ0eqfLSV/wZqGND9QK+cR1Ikc4LEbh6tJjprW7bRKQ4M0N5bk6i3OAd4r7mWaSIoz6J8hATyncWCy8lt6KGggkRLjzGN1aV94WXksuTSLwrdg5W6s8XYsNtbQujSiLx0T7x/dQT4pk6wfjAzWJk18aijPJsNXU1PlBsGTlQfNa2hnAuUTVF3dDqEbZDfKXEaT9HeD3SkZH4RPi49RDOJToLN58obfB0DxIfiBNTu4gyrv8Ty88/1Km3hsu6QZ0VARmULSXedwP6iPbVnIVzicFiS0hyy67Sz8TypSknNeb66OhsKKdvX79MshGvb4gtgxuKcn1/F6fD1M9GVSbqijpj3NU2VtEzToTt+EY4l6ggOs48rrZbSfonRp8V89pXEM7N5wkfbfuq3DOynquSN9beJ8kUQmkLDoup7euKnm4ntfokPjkqfqrZWAzecFUk1drX4r77WFGr+Rxx5pnSXieKuLtbxeDSyW2WVs9STcTwjVfUtlrJ8l2xb0xzUab9r8LjvppNCvvmJMr1WyWuRCvpxovo20fFwgENhXOJhjryVZkznZ1J5StOPDo4QdQpUUl0nOwubqv0SRRxtzeK/ootbvStWLj1sPBT1T1juSmojGkPNM9DCOPLuBCqfoKPl9gwWrFJ9cW3qz2Fj49P0p9fiIiO8xFu1ZyEc7W5wkf78pHBs8zAFqlkHpwruuvaL5X68SI65IrwMXhPCWDYtijP/In3b6JjKV378FLc2fCFcC7RXEzxepIMJ80jpf/SUHRefU0kpBlG74aGjX6bpxdM91TzbEzuq6kS0fSVnESS/UoUceE3hK/3EbF5ck9RRtMW6ApMcZwgojx+FpUb/CH8Muwyp92mJ97fK0a4dhazvB8n9SPiboktg5qnbPdTyFWqpRHtk9Dkz/i+oFD3T8v1WCC8NW1a4kPhMaG1gb6mvlIJIvrSNjFv8kDRRNUuzhSHgqO1fUqR+FicmfmRqv2vPGyduByu02aq8lxLOLuOFwcfaStGsq01xoaJt6tH+rlJPo8VtzcPF7VK9xfzTt9Xt3Ovxf0dw0W5mj+KfRobqkQwun+f2awyOz0lM+p2zhj2L26Jg8uniq8auaj6YjMP3U5ub5S26d4uMby8Ef0+LfQM7EdilAjcMVF0VPXJXUSNarVEx5knxRNDfconXsJtkKbPo+nD1xf93Y7p9AOU9uO4WDj4CzH81zli5pj/ieG/H1K3OfHimfcc0bLmBL2yqVXWwIEptsFA9P/IpbQ+wb9fL2VCLD5R5jSt34o9E4dwfkL9pCGbOcswbMlENo3txZcdm9C1bRN69e3P731LqPUTXPa6SoBmAnd8CDv+1BmJZe3CytlT8F44hjUzRrN5xSSm18ljOG/5qrNj8UwS3edwd1QNamlDPWaX3yM0Y7TE/fPM3RmWNBIvVzUWTvmcrzs2pVfffiz6vAxJKyGFM/fAdZ4pabwIZN2aq+pRa2aUa9CLndM+ZUCnNgyfMIS/GmgmND1n9VoPvGPUo8/EA/avO8Uh1agyW0Z+O5gZfVvQtWNnpv/Ygc9VC9Emctr9NN7K2hEJj7hwNkqttRUdOn/M1ypmLRgw5Bs2feqiXrBSEOvvycRzmiWCbRkx8htWDu3IJ1168vv0nozIpf6yF3udSTuuJeVDy0PnQOHrNpmjc8ey98+fOdUleUpxTOhpVp9LY+0lI1mDDdU/HY3X3EGM7tmCrm0bq/I/Y1xrPtao8SwQr5vKF2TlF8MFd09WxaqH4lk4sWT6aBYP78P48cPZ1jOt4ftxhHgeZHKoMpLRjHINe7BqdGd6tW3B1yM/Z3pV9aTnCF82X9AwNlU3tYrynwECV3BfNp95bm7MX76FI55nuBalqXEGgkf4cWDvIwo42qtHTeSgWNue9M2fXT1aS1ljYQFjV4bT+Zdx9NKOSDPDsnBLho2tR+DKGSz2CkdQmHa/n+Xa9m9V34VtB37FZxWTtlk3sylF0yEzWDG2LlH/zGTi9luqr0gpNSpKGecCOl82la3RG9DCLhd4aGIAACAASURBVI4727y5qc1GAk/P72HVlWwUs0+eoq1aWFopucHhKepZwrW9/LYphJLDxjO6fenkfJYrR25sKNOiC91aVsbeEuKD9zJ50N/YjJ/AkDoOal0ssKvXgU9y7GPqH8cJV1UJ03RImU8jzp5eYNtyX7IXs8dWMzjALDu5cltB9CMinikwcuDSYyrL5gzCVUnSygrNwEiVBPv2zL/pyYwmip2uSrdhoxgxcqTKRn1WpyBmKLvAGpnfDMtJki6/f9cideaMykvqaLpX4kOucxIHCuZNuYC3bpjkYxPrQHJEeH2dQ4edaVdd07bloXKrNpQE4g79w8lQTQOpG0l9nCsfhfOFcPF2RlPU8uHasinW+LPrxK3kNVPMilC7bT0suMih8/d1dsCNJ+LcVQq1T163ycKlB3MXjqSJrhoWLnSfu5hZg+urvs9ms7JI/nqrG045LuyMs71mZJNiqu2o0rgeeZX1AE8Hadto/WjJ5wlEHlvK6BVRdJnxEwNqFNSpt8mhdI8M6qwEyKBsKfF+WzGTQTWU9j0bVikKOZAJ5UtXz+Tjt61fptiIWG5smM74Q6X5/ucvqasZ1WLmQNXG5YnYPJ8VZ/T7ANkpXKYk9jo8zGzK06hlCbjlifcNzaqOJtRz1Zo6xtp7Nan4O+yc9APrbL5m2tB6Wn3M7GrSuU8eDk9chUe40h+I4OJ+D54UKExB1ehqMyyLN+Ozfg5ks0gyciLsMLNGr+But/H8/InOyFDL4rT95mvqX1vB94tOEanYYMW+3fJn8/DyQBm+GNKNCqp0LbAp2Yz/zVvAqNrRHP7pN7bfSVojNvnZGsvOxPKVEMjO2ZuIcB7I5DHtKKnJZ7GyVFOKb5lmdO3WgspK3TOam4k6JGfSqCMzG0cqu1alXJFcQB5KVqmBq6tr0l/ltPp5GTzLDGyRSmblkuo+vq6aFtg4VsDV4D3dcPrHjzm/dRsB2R0oYKvZWcKCHNbKGnGRhIQ/14+Q+jw+jOteryhe0Jb38zL3Fu0U8NzrLxa4zeOPdXs4duoC14IjjLDb5uTKVxC70OvcVtXJ1BiSr6TVpicQceEo+x7bUbSguv9l6USbfh3Il03DPjkV7VEGZUIbTnVgbF/wJSE7ZvK/P/Pw/bQB1NG0aWb21OvSjuz/LGDh0TCdtjSlFGUck02Vrgwf1IEyyq3CZahUTGf2k5kdVZs0UC2Vka1UBcoW0GkzLYtRt6UrPD6Nd2Dy7CSTbFhGNtEkZpq8CeICN/Pj9544jx/HkLqamTVWFKpam2rhm5i8/BxJGpvSv89sVpmdHpjEPkcpWg38nA6q2TtFKVupWPLIcWU6fRFXmtW3I+7QCS5GaF8+NJBT/8/IfpjlonDVJrRr35RmDYsRHRlOwKIRfD3bg7B49Xu2JlW7BoxYugH3Cze4dt6dJdMHUD//Q7zmfcf4HUHqdyflHawRQ5asYt73oxg7axHzhrVManNe+LFu+kEqjv+SZsqLjVE/U2yDUQlmyUDvx/Ybgcau6sesGfcxHWtXoEa1YhRQaZaNPLaCBwE+bNqwlhE//kqz7t9RakVQcopRD7n7NKnAJtzxY/WtOPW9XIz45lO+qKC7hpo5lurOV3ICypElH3dtw8eqNdByULxpc74upjHuiVwJiiDJfRNH0Blf/lKX32INatJQO603G8VcK9JanXCY93WuvoKEoOtse6Yp8Hn4tF0VimjKqKUDzVqWS57M8zyQ4zeSnFIi5DJ/XVW/gGUrR5eaydNHLYuWo20Z9cth3G1OK44s81w4FNG8MMaxaclihvzpwfEbkbxUJq5ZaF6QXnHD7waXNQByVKJXw0LaFxpLh0p0baBZa0Nw7fhVVT40wZP/W9C6R2c+10yftcxPvV6tGaJRgVh2XQ5DvytqPGtFkhnZba3h0S2O7t3JxOlu9Bw4CvP/7WaXVpFn+N9TOyUTH3Hu9GPtnWItWvGpZiosuanSqjYdtHd1DsRDjh0MUk+Tzk2PFuUpqHFEWDpQv35RdeAYNl+8p86TibrpiJOH+gQq0mHQcLXDZiQjxo3k0xqGV4xUxcyVn6IFX3Bu2Qq2Bz5L6vDkbsiEme2SNsQQoZzcfIgn1s1pV0d/eHY2HGs2wpWbbHG/lGqBffNsVil3xzXLS+UefWhnFcXZTV7c0pvlrZ+TFOfPX5O8IagZltY25KvYgTYVM5hKQjzh1/25SUla1XcxsBSAJTm1nc9o/Lat53BcXbq1LI22+imKZHegZHlb4g6f4YpqoWhTdEiRE+NOLHOSu4ArvdqW11l027ioKUKZWWBllVbTZEJ+MyonKYTqnbx1XhKIfBBKtK0jDnaatkRPRopTE+uANq7gxWVPdj2+yr6F81TO8Hlu81h68BaqIpJwnHUHbqS9459FPoqWg+v3nmTwQmWOrWszPraO49bOk1x/rWnTYgi5foMEIjnlfp5QzWURwrEjeWheSdOWaBV+BwcJPH8dn86Lj1qkCObInzuJyN2MTg0Kpe0wNEbDtylbSvpvXb6MUTKNMOnWLxNsRKw/O5aewLxDD9q76E4xy0aRavWpbHGfq3cjM34uWjVf8TpeY2BNqOcm23vBC789LP3nNfW6N6W0dq0eRZGcFCnpBHFnOXVF2X4lJ/kdC8CZtSzeHqBelD8fDX4aTzt7pV6/JtRrL/seF+Xj9tXJp+k3qPNk5uhKq5o5ifj7IOfV/VRtdrEgm56dM7OpTPfPW2GVcJotxzQvP8kx0j7SZWdi+QoP5FxgHLat61LRwFqeFtod403hZqIOaWcsE+9k9CwzUZRRSVlinTs/5fs0p2Ja65hmlE7kA+48K0DJQu/DzirKvGk7lZSRXA17863qw5zycW4UPwzpmNHEWlVEi4JFKUsI9x6l81EqXVbm5MpfiAJ4sWLxXm7EKO+M5uRu8B0z2hdON2am3NTtC764wrYlB4hr2J4WKeymGdmLOFGeBxw9Fah2Wr2JdDMsrKzScOyaYWml7EGq6yg21Ya9i3oUxYUdmzhn3op+HVxS9GPNilahedWcRFwJ5rHSvzDZ3qfH0FRW6aWl3DM1PVPZZyRffT8hjtcJms5YOnHStR+vCPOczzdzb1Bj/BKWrz+Ij8cyhjWxwmfRtwyaoRkgoJ++sj5nBVr2/YFFy4dTnsccX38sg3enGK6un8eSwoMY1dFJ7Y9IICbEh4N/LWf+vBVsPXlH3f6mlPf2tiFlelnxTONS+pd1z0anxhVSrkOn1FeD67ilpWoiUWEPuKK97UijcnmN7KybkyenVXJY8xzkzWsBIUkOwsjol2rnzQtCg5NHLoQcXI7NQa3AlAcvH3M/6jWP7t7ngvaOA+WL6u7BYkYuJyeacZa1qjCxBD5UvsLlIvbBA3w18V6fpXGPs5ozvf/qOGYFad6jJs2mnEpaG048YcmWbSzZspNaVRsz9eu2tFY5KqO4FaAZVQa4OFJC54ONIrt02cJwUDWeEFT5SICC+i+jFhSyzZGyscjtSJ1y2cA/qbENCn6MQitlM2ksayWbaawtqEdAexr5gIva9fSy0axsIZTvtZqfmaWl4R28XjzmRohmXcFnTJ38I1M1kfT+J+fJRN300pGn6RHIRYHiubmTVhDranz2y0BODFzKuHZXODt1IqN7umpHVRB9l0vKTpy1KlHaQAfZrIgzyuClc6cDCU1oRUZ+FrMCZantasNe3+sERSXgklEEg3orncbxnHQ3eFPvojnWee2wTvWiJ0iIiyORklQqqXYGJoTis/8KFC9AwJY/mKeXEhU/Y5hreYpmU94wzUzQQT8hI85zN+Sn0w2NCPgWQUzJb44Mykl6arx1XgQJr+MycI6lp0AGdUAbNQr/wxH0XzSLPiV1nd+xdCgUTcdJnlzZfIxr/StQWVUGtBF1DhKNc4TZVqHtJ2X4a9URTlzrR+UqNhB9mUNP2jG2UySzDpzlckQXitlbkhh0lrNVGtE1TZk64t/XodYulKWEAYeFSWpkZIMySuyty1dGAt70vvF2KuHmedzDclKtblkKpHBgmZGtwkB23Br4pkqAKfVc+1yNtfcvCfI5xR3yUzJgK/Pd9D8alGTY8MqULarUp1y49hvF58dH8Oeonlw+8wNTx3TDVTOKhmfcunSVBMpTtbRmRKxOts3sKe1aBM5c40bIK1rZ6To8dcJpDy0pUL461djKxSvBRFHWwAgwbeC0D0wpX9Z5cbCGVB+xlJfBRCtKVnEin0qSKdwAU3RIOyeZeCdPBs8yE0UZlVQ+Gvy8mz1GhU0jUMJrXhgx8CaN2Jlw2dh2yrAoi4KOVDJ8y8BVPWe1gRBpXzLDukYfpg84zeCVo+nof56J00fS0zXjUdlpp/lmdxKCfDlwCxxLXmHrvNBUiVQYPpzqZYuqZ1Cluv0OLphqw95BPUoI5vyeQHD9lPIF9NwS2Srx1S5/vtLk/Fnm9u81yf47/01ln1H7YWIu0rEfqpGCP9ylw6aZ1FGPtrcp2YoRK0ri+M0XfL/iF5Y0q8xPDZJah9SSNbOT5hLw+Dkv0/QrCuJu72H2gpx8v6s9xZTR+vFhnFk2mW9+u0/Tn0YxZGBVxNHlzNnfm4ntHZN9NVqhb2MbtIlk2QO9GvMh5eMJHotX0e+c2umUszBjuzSkTQUHcgV50GPFFZSlqZN/glexr0ieyBFPnP7Qz+TAb3j0gvAwZXzbu/qZk9NKcZgl8uxJlF7+MpJpiX3tHmz61Z7flvzDzCCNngmcu+RB29FPObC4P23yZ5SO3n0zi6SRHXqXjTm1y53DsOPMmMgk8OTUVrqvuJq0AQo56NC0EV82cKaE9X3WTd7NfP2PcwnxpNjfxCg5ir8wirv6aaUb9w10Szc9eTMlAWtKNO5EXMEU48t0gmSncLORrNpSnDnjf2Xbj73wODaJP3/rnTRNKfYpD5WBrfrTNjUpWFiRTXl30/1Kqrln6L9memjcc2JfpdkaGYr5htfMsa3Tma+r7OfEtYcIV820ideE3bpN0YFD6FxO/UHgSRCXlVHIzTrw1UjN4ttvKDYrRDMpvxmUkw86vxnVAbXyzy6y54wz/UbrOvGUe9aUbtGe+lM9OXFjL/sv9KFynYxGgmYExI7qbVrisGq5anrtwCoViTpxAj4aQJeoYNz2ePHPuUe0bW/Llf03qd2pS8oPPRkl/67vZ2QXTJKflcuWSRlNI3A84bevcw8rylpnN9CxTiOasZdNqedPTbX3TwnyUz4T1VWNBP+4UPrdYMvCzfn+zz8pNXsykzePp+eRk/y87hc+q6AswfCSqAfKhC8D06dVeTXHUjU01vgXDc1yC3GRzw3MaDAWoAnhbF3pMbQum49fI1S44qR2yor7t7joOJAJncuoR6mbxs0EDd5TUGVaV3rP8j2p8Z8SY2Q7lUaezXIVoXol3uI9IY2EDV22LErTH5bwl7MbP/30Nz939eL45EXM6VdZZ3qioYiZeS2BJ3eucQcbmnQcyAjdzbUyU4xJaZlqw95BPQq/zcXQBChnTYb7u2TUjpvavzeJVWYHNpV9ZstPK71X3PXYxpEW/ZhcXK9vaeXMx8P7s+7AdLYdCWBUgwZpb+YW+4zHr8CqZRkc9ccCaUTH32HXzKXEfvs7XUvlBPEQrxlDGbAaPluxmO+bqTdladOYXD/6EdHeMWnmlSa+/K+dUfnBoRAPL7POUzNyLBcjvv2aGY2TppfGW14y8LXCAvuiBXHmOrdUubnHP34R9CzyllNoUpDJiX3hHNoRZ4UrN2JB08KGX1bM81MrXzYKlihCda6rR+WFcTHoOV0LatbFEzwPCsJDKyM3FYoo62OYY5svj2rKrcpZaVWS2YNqUUr/w7EqniVFqmhe0Kywr9yKGQvqMzTwGic9jvKz+92k9fme+7P4+ANadymAc/k84B+eJPV6EDdjG1FYu+PVc25eD9NqRB4HiimjE1P9Eol6EaeaNqP9GB/7gIvXNR4xcyo6FcDAN+pUKRm+EIHnXn+1Ew8KN+jJ2jG1k74MJ1jiYUil/AWprPg3VMvsxOF7O5xYHLRGRrx8qZ4irSfRJg8llNHmKtVz0q9zGz4uplxI/TN3KEsBIthjqm6pk5JX0iSQHcem3XDUuS8i/PG4X4hmVTRTZbNj79qHGVtq03TuWEasmsTnOezYNa8DhbPnQrUsWXRs0lcgbQFVJ/j6BdHKAMwKDuQzVI505KoOxSueR8eBtR15rA1WQv0YaZwrO1N5sG//ETz9oylaxZUKBYO5Zyh0zmoMWjqT5z8sYWXZMfQv+5prl/y4kv1Lln9fC3tNniytyK6oFByOspleoQzzY4IOhvRK95qym6E/h9wP4OF5hadFK1GrYl6C76WeYJ9uMundNDm/6ZQTDUOD8t42L+pRlYlxxCtTHHTWBDMoLtVFY+pAIs98T3CtU0+cDRRLM8eadGhkxwnPQLb/c5n/1WmYesqzSCAuzpJidrkMt2Mp9DLDunJjPi68lGXK9NqBdtw+kY92P9tTIKYZbay28s+Bi0Q0deDowxr0cTRsQ1Mk+T5P1COPCH+KMtO8kAFmpqnzpmVLkfK25cs0TU0LbYyNMMNCtQxBHNGxr1L2A0wTZji0KfXcZHtvgWUO5SPRQx5FxkEGjjxlJLOlfQ36zNxAvabz+fablUz5zAb7vdNoVzgb1nZKpyOG56qhUfpOQWVXT8X+laCgXVofplIiEC9iVdPqrAvl1fZdUoYw5syU8mVLlcFzWPp8OvNWujC+fzleBfjhf8WaESuHU1u7XpGp3EzRwZg8ZUaY9J6lcc8nM7TQphH/CP9D+9h/1IvLkfZUrlMR+7t3tbczPFDZtARex2mmpGcYI5MDGNNOpSPSrgHDVbuUpxNGsZbxcbwmH3a59etX+vFS3bUsiGufaWyq1wi3YeNYM3EYP9lvYK7BUT6pYmfKBWVqqzkxBIc/U43Yz7DLlilS00vkTWxYJtcji2zkVECk1WfXVd9ke68b+UM7fhP2mZiHNO1HHE8ePiBbflsDbZAZVi6uNLODP9RrexseJxhH2NGdbI2txuDeddIYWa6sd7iUOWG9WPZpJXKQSPSpFYxecZtqY1czoqnOzsqvXvDcxjqV0z/TbEMmYn3fSb11V/ZdKZzwKIwT2sEvFuTOoZn6+pLbAcE8NCDYsmRZ+mg2auAlq1f+zbIL4ao14pKCJya9VBmIa9ylXKrFJZM2tICw209JLF+DLsomDPp/rStSzBIsnMrSTbvy+zP+2OlDsGYWZ/x99u70Sx55V6A8DZyUea5mWDuXpoPGwsc9JlQ40Vpfhuq8PnWLKHESiHkWiyppi1wUK1+DT4Z8ytTyms5JPJcjYkggOy5VXJKHs7/2Y9XR+0nxgPh7Pqw6op5Wizn1mlbARaNHCkjx7Np+mIMP1Y67hKec37IfN40fjzy0rWCfcr2xFPEzOEmI5HZgsgPAMld2bQWOu3sbL82AQ91kLApSubrGpAguexxnb/AL9Ro90fh5+HJEN7zm2LoItatqpjy/5OwjS6o2apj6mbZtTOfqDli9iW4aWfL/GxB4yc29Mxl7JETV8RExYdyNSCobZjalaffDdH6sY8OTvUeTFnjNW4pqrjbgf50g1dpwKUUm3ruBb7QVzo0rUiRdZ05SPBFxnbO+MVg0qk5ZA1N1U6ae1lkMNzaOoUOXZQRXHszv65Ywbewg+rStiWYFxuSYgvgwL5bPO4JV6xaUJxT/wMfkKNuCT7rVppCuUyhPcSpWsIZAD7wCNZu+JKeU8sgUHVLGzPhM8DLwb4a17cei4Er8749VLJs+hq/6tKNm0RRz9zNOKr0QJuQ3w3KSppzMyIs5uRwcKRIVSpjiYX3rX8o6oEpOPODk9vt0bFDCsBPOrCh1OtTBggQi1u3Cy9BC4QmPCfWzwqWoneE09PW2LkvTzmXgxinOHz7MCeeGVM5phpl9bTr3Kk7c/sMc/ecETxtW15tuqZ/Qv3CeuwRVa9vB5TNcuqdtqN5IkTcvW4q4zChfb6S2EZGMtREW5CtZjpLE4HvQN3ltRCMkGBXEhHqOyfbeFqeKylYwl9nrdTvt9SMVRUUM9+4+TuofmeWmZPvvmPtTUywee3DgQoRqowWX6mWBWwTcTV48XpvHxEfc9HkALjWpXNQYx3Y8EQEXuEh+6td0Tu141yac3oGJ5Sv+Hl7LlnDAqiHty0OI/w3Cc5alVe/O1NZsYKISZwK3D7GMZ/gs02P6Du69DGDj0G50/yOUykPcWLPiV8Z89Qlta2o28zNCZq6CFHeM5GaYps9uRJx3GsRAO5UJ8hIehXLZqhhFCmjeZ0xNNIGYeyFEqGZpKRvLtON7t9HUsghm334/lJr8fn4W5HEqSzniuLnnFIHJiyi/H/EGpeTBJBv2LupRPicqOVvB+ROcT29zLkV/k+29wUx/IBdNZJ/ZWqdpP6zI51CI14+fYfCtQjUYwoLCFYul4aBT3mEOMW+6J2VG/MiA6prBSykzIMI9mD81mN4TP1H1IyEKvyNHibDuwMBPquiMlI3nkZc32VpXUW3iopvK29sG3dSy5vEH68izKFKMVloH0jPclm1k8d4jrFy4iE/X3lVvTKAH3aYcn/cri4vmcuxNvp4whUoDf6X/93PoOXA8Aw490tx9g/8WFKzfnEmO6q9Cz/3pNeRnmn+/nOnLNzFn+Samz55Hx8+Wsvex+uUtZ2l6903WKfLSdpoPX8T05esZMdyNTy5pPFI2/K9fE1zVa/eY5a/K192KoIzPg2fMXzSbagN/Y9yiJDlzFq1g0NBJ/O+IpgmK4OCMabSeuJbFOzzZfuAYmzbsYsk1zeYfNnSrqGxqoYyqaMSEaprV417y52I3Ok9fz5xFi+g8fDt/at47rSvy40cuBjzyanRPztN2wM90HDeHnoOnUmtzqPa52FVozCeV32IBXov8lKukca5ByKEdjN9wmE2b1zNw4j/s0jp5dR+jHY0+qkk9zaXYq/T67jdGLvqbaRNn01BHP02QpP8FaN6zPq1UTh3BtVNbKd1/Ev1nr1c90znL1zPu52nUnnQK1TjGN9ItpUR5ZgIBcY9z+y+TK5tSeiEhcBODVl5MbmCsilG5bhHIbkPO7GZgVpxm/duTL/Yo+88oO9Pq/mK5dfIYV61a8lWncgZG9uqGVY5fcOfQbv6JK02v3vUpZITjTz8F1fmz86ydtocnDXvzRTvNLrQGQ8LrK6z+eixnan7F8D5taVBD2Y2vKi66u49popqXovXgjuTjNHNnbOKqahFnzU3FMx/M/l/X469sTmCKDjpJGHf4GO+1Szj8uC79v2yl3vnQuJgmhTIhvxmWkzQFZ05eLIq6UMv6bRbo1lFQrw4od8SDs+wOrUN9Z72pD9po2XBs2IbmyrtP3DF2n9TdVVYdSLXYcUkqOhnuaGmT0h7koVLTZjhwkunfnqNuG83C1OpdbeN2MP6X57Ssqxk5q4347x+YOdKgc2OsErxYt+0S0SkNg0n6vXnZUsRkTvkySWFjA5tgIyxKN6R3nTwkeK5m+eFQ7cfAJFEJRPusZ9VZZcOIN/iZUM9Nt/c5KN2mN53yv+LKLDfWXInSayNeEbbvD1b5xSiNDVsGrsI3VlNYrClZRdmJOSe21krFyk6JZt3olP8eu/Zd4IkmmCrLgrib3hy4nJPGg9pR0Zj1IuPucGizB3H2H/FJkyJvOGXZlPL1nKurxzLgTBWGjehD6wa1VDu/VnfR3Yld8/xM4PYhlvEMn6Umn+n8t7WnmNKtjYvj7VbuSeSZ99/M+Ceaep9/RtuSud/sWVsUxKW2tRGbFaWTp8y8ZaCdevvk1RtHVSiLUx7tS6GJyb4gcPMUVvloZnmZYVWqMnVsIXue1KN8TEzcpODmpVsy6OPi4LeEmWv89RbwVxwgB5ix0i95Z3iTUn+TwCbasMyoR/pqWjjRtE8DLBKOsGiZZ6odUUX0OZatPJfU58/U/r2+Iu/73ET2ma1emvZD0esjGngcxzfVh2jBi2vnOR5dmW5NXLQDbJJVSyAmcBdTBv7Gw74LWDKsJrkNvTeJcE4tWcjZ9kPo52qntn/PiQiOxOaT9jTQmS4lwo+z+FBJPlE+xKb4ZYZtSJFgljz5YB15ZvmrMaxXMbUjC2LCLjNk8Q4G7rvD0+IFaWyoYJCDUm17saKLU7IzD8GtsHus9Q9iS1g0J0Mi9TqcJj63nGUZMuUzppfSvDy9wtP/EhN2nmDMzhNM8LyJ+5MQLgWr5neColOHPqzpqtFJcCvoKhN2ejNfu45dLj7/fCCzWjjoNOa5qNp3ILs6FsVZpaKSjzvMck+SM8b9IsuDIjhw/WHSOirRoZy5+gyP82cZsmIr3X7fwicbL+Op6lia4VKtNYNrq6fgWhaj53d9mVNeM3rtJe6nvBnjfhV3zSJz1i6snN6XDg5pDWU3p6qdNXYiBvfLCtvk0XM2ReqyZXQTnNOKahTyArTs05iPNM9ZRDB/404+WePN2pd2dDA4HUZxUrZlcd/Syc//xQPmu3vx0/lIChe2o7pB2WZYV+jAmh8b8pFmEfQXT1jr6a16pmN2ejPL5wHn/IO4pcrmm+hmULC8qCKgmZZkGIcI9eXQeXPKFs2nHuEpeLxiA/uC1U7w+DCuXYyi4tDO1LFVTJoVhVt/y6wB9uycvpTD2rKZQMzV7fz2eyid539P5+IZjBQT0dzZ9xvDfzpJ6YET+KZJQZ36aVjXNK8qu1QqndDQm9yMeIWICcX/pDtr1+wnUD/S8zBuXH3A6YXTmLZsI7sOncTX9yqh+k46VTxNXquTeGwKXXqMZtHO4/j6+nDWYzNuw37hQqNWVFJeIk3RQV+nDM+VHfiUjwP3uXYzgngRQ6jfSfavWY97oHpXad00NNMcrwRw65nmy4FugLSOTcgvGZWTtGSYmJe0ksldhvotY/G7/VjPUWAogql14BVBHgd4+FE9g9NqNRLMCtXmo3aFM/sc/AAAIABJREFUgHCO/uXBzRQjAASvQgLxLVUf15Q7HmmiG/ivmV5rgVWHTjTRTp/V7GprRck+bXE1aeSqZnOXZ1zxD0K7ybsB6W93yYrCHYYxtW1ersz7jlGLPAjS1CnxgmdPDH57TkOkMWUrB3lUu0kG4n9L11mUSeUrDc1Ul9+0fpliI6zK0WvqOFrmD2Tj10P48c8jBES8Ij4ikJNbZjN2px2tXN90cQ1T6rkmrPH23qxwS8bOGUj5xCPM+KgPIxfuxMvHF98zR9gydyw/XqhMp8pJn1GJ2MIq9zvqfuNLQq5d43mVT+hRJ2nBYU1aJba5MU/HoSliLvPXb6u4020K07s4ZTjiVcTcZP+v45h8ojhfuA2myRttqqQ8fVPK13PuBQaR4LWMKVOXsHHnIU76XMA/NMagzdLkNWNupuiQXkHO5HsZPEtlWZukjabSsEU5S1KzWSE4542Ptl+RpGPSFC9lQ9A7+PuH6jlo9PNhhmVOG3ITy71rt4mITyAm1J+T+zawdm/yln36sVKf56Vi/VpE+t3mUQoncuqQmXPF1HYqM6TGEnL9Nk6tq1Pird5Y77F61RFCVB5YQXzIdS7G1OXrnq6pRvmk1DqDMpEycMZnZkVp9f3PfF7xFV7T+tJr+B/s8jqHr+8ZPDfP5ZsfrtDwowpGfGTOWJSxITT12mgb9rb1KJVi1rh8MpaJbRwIXjeKgT+s5nBAOPHxEdw4uZlfxvxD0daV1YNKTLf3qcR9QBdMZp+puqdtP8wKt2HsiKe4/baPO5p+krIkSNhRfvtpOwXGTkg10k7E3ObYnz/Se+RpnH9ez4oRjSmsO4NIq3sC0WfXMml3DX4eVh87zXs+9lRp7oq59kOJIu84C+ZcocnYzpRKscO8klhm2QatYlnywGLSpEmTMl1zEcGprWc5pJ5Cmq9cbYbVKJCyI/P8Ljt3XeGSSrgFVes0pEtpdcdJdc2KghUr83Fhc3K/juXlI3CtVIbPu3Vn/qDKiEPnOKB6j89Jm1Z1qa7p9JjnooSrK92r5KO0RSI2sc+4ohTCnHb0qFaejyu6UK20HdnSlf+cgMMn2fxI/YLpUJFRLUtopzmY2xShYfPqdCqcnUIWcZhFPCNIyatKRjn6Nq1J80rFKaZZz8EsJ8VUOtlRIuEV5lFR3HgpsLErwuAWTfl1eB++aVAYjWtQ+zzMc1GyVi166OeF7DQtW5qe9WrwWd0ylC1sg0W8IEc+KwoSj1VktFafXrVd+a5PT37r70oRHceambUD9RpXo1NhS+ziX/DyQQxhWFCjVDmGdv2IxSM70bJIjpSOixTMrGjzxVesbGyLzZNwLj2Oo1iRsozq+THz/9eCWvl1hsCniKf/rNNibYZlfmfa1sxH0dcvMI+KwbZQcXo2bM78UZ1pE+fHkitJL14O5WvRt6Jmh+LsFKpcmY6lsmEb+Zh7j16Sr3AphnXvwfy+hbniflVd5nLxUbtmNNNO+7Mgd7EKdGniTM1cUCg+loiIl0RihnNhR3rWrMTAVlWo4WxPHss30U0Qc/Mcv519rH68BejVuRblc71Vz0RbVLLUQWIInktXs/O4F95Xw0gkhAuX7/H0/lXOeXvjrfd3+vA+dl9+Som2velUzhaz3Pkobn0D98WrOXw9gJN/buFa7R+YPbg2dubqFsHcFqfG7WjrcJ0Nk2azPTCEgEOrWLRf0HLSNEY0c0yxQGhimDcrNp3huaUV5iEX8dy7jnmTp7HxZhE6/DiD6V/WSG5sYvzYumgDB7x8uBP1ivjERHI7V8TJ1hLU9/afusoDZdfShFisilfAKX8hSpUW+O1cxtIFi1h3LALbck3o+nEpHmx35/K1q1yLLkKths7YWjvgVCicY9v3cvz4UQ7u2c6WTRv5c9ECFsybz8LtZwiJyoaDsxMOuSxByWuDZjQpZUPMhT2sWbeRLZu2cSS0EG1GjuOrOg5JDlAre+N1eK7kcSP/eJ0hICyGuMQXRGYrjquTssC7oV92HJyLEue/k5ULf+ePtSeJyFOOJt3aUPrBUXb7+XP12guK1q6Js8IpewGK2YdzYvc61ixayNpDN3lWpBJ17e+yLQXbSO4Lx5RyjcxvxuXkKf5bVrJx/wku3Y4gLj6OqFf5qFSxOMVMyYshHMo1s5zkFZf59XgePmntTPL4YmU/o7eoA443WD5qFFOXneaFhRlR98HR1QntCg4qfRKJ8dvB4jXbOXjCn5CoOMQ9f877vcapaU2K51Tszktu7F3MEZfefFOvkPHLIFjZYPX4Gtbtv6RdcZ1cZbfBPOwmBTr1pb6D/jRCtT4b9nHywm2exSeQEBVPvkplcchmTvZCRSgQfIa9f69gyfz1HLr1iiJVqlAgaA+LdeO8ssVZlVdNeu4qGxIXn0h8ZDaKpeKg93As8lG+aRMqWN9it9tv/L5wAQt+38HJ4HCiQq9yOfgVNoUK41CsJEVtzZMY6spX61wof/6MbRA5KeSYi+ATu9m8aiG/r/HgVnRBKtcrj0tpY+tKjKqM/vXPMdPy+ab1yxQbYaa0gxVo2roaeWLOsnXRMlYv+4PFB0KwqdyDUd80paiqE69fzxJ4ZVtKXafV9/adSm1njKznqidsor1XnF25S9aiVTMXrGMusXf1Wv7evJktRx7g0HYIEwbVxd5CGd2di/wlLLm1ZwXLDl3h9smNrLtWg2lzvqSWnaZDpaRVj4/aFeDa+l/4ddtVHgb8w9KFHpi1/J7ZI5vqvcy8Jsx7C1vOPMLc6jUhl47hvn4BU8Zu5GapDnw/dxJfVE9aDxrehF1BChltv2wp6pSb4ON7+cfDE48De9i5eRObVi3m93nzk+pGaAzZCpWktIOyjqaR3DClPXiDMq62nzs8vdXlJpawKFsqVXTAMtSTZSu3c0y/Dc6Tx4hnaZaGLaqW1L6b2VCyWmkI+Itf3XbgHxrCrUvn8Pa5wOXQWAj34/IlHy49LEWzTpXIH5t2O5qtkBPO8VfZvewPFi7YwLEIW8o1/YiPXMLZsdOb61dv88zRlYbOabW5SslXnEzxBE47Rd7ezXBW2XU9m6c9fUWo5zpW7fDgpMImMUHV5j29/YRcKjtsoGV/m3aqnE2S/dy4n5Mnlb5SIgmKnb5/Fb9XRVO26VodDRwk3GLvJC9cvvqcuqnaFf3w+vVF06YXIX9+e3LecmfJskNcv3WcNeuCqP3rZAbVsk/5bqqfJOmUCfOrpvcFbS0xz12S+q0bUDJXFBd2r2XDxs1s2XSMkEJtGP5Tf+rY67efKZVKVMr4im0cS9WWvk56xtsPG2gv9Nno2mETbJhRNjEdZkr/z9DP0p5KzZpS1S4K703L+HPFMv5YeJA7uavSe/RXNFPtIq6OaIK9z2xW4t9kn+rdI4ZXdmWp4JBD26fc7nle/V6ic88Qb9W19OyHFXYVm9Isly9/ui3D/fxlvHcvYs6ae1QYMoWJvSvrjLSL4cbOWfyw4BI5a/Vk3Pi+1C+eO816JaJ9WDJiFbl/nMyAirY67xSW5C1ZGvuTi3Hbf5Ug7z1svZqPLkN7U8fBwMALk2xDmhCy/A0zIcR7+Y6T5UnJDMCj4/T/YjNrVSyy0e+bcaxp65BlyLwO2E6z0Uc5pdLYnvlzxvFt+VTu0yyTH6lo5hGI93WjbtcFMHwb3iNdUzj5Mk+KsSklEHlyNt36LiU4nShWzWZxcGUPiv0/9AWng+WDuiUiPZjYcT/1dv5CO+2i8R+Iiq8vsajj7+T6YwH9y2hGZ38gukk1JIH/LIEYfN160nM+DNu+mRHKeq7/4k9EnmB6lwH8GaRZhsWAMlbtmHHEje4ZjWI3EFVeescExCP+j73zAIvi+AL470QsiCgqURQLAnYs2DuW2LDXxPw1zRI1tkRNj8aSGBu2qLEldsXeYwUVjaKigopiAQEFBUUBG3Ds/9vjDo5+B0czw/fp7e3Ovnnvt2/ezM5Ncft5FHuaL8G5W2anY2ezjpkWLxHttZyes4qxZONQ7FKMyMm0YHGjICAIyATybfwQsUHjwOIVUENCfL4jBOKICrjPzWfxO+lpjJJe3mXjhgvqTjygmDUN0tiZVnOP+BQEcoVA3F32zdmLxagVHLt+l7v+fvH//Lxx27+Ddcu+o29NU2Jcz+D5RLNzTq5oKjLNgIDCvClDhkfickwzNS+DG3LsspKIi4c50PQjetqJTrwcwy4yEgTyFIE33N37J5veG84yVy/uaOoa/7tcdT+Iy6YlfDPAHqOY8xz1VK0QnKe0F8rII78taDmkJ09cTuGftYX78h5O6RkX93rQZFRXbEUnXt57PkKj/E8gv8YPERsSfC+NMa4J18WBIJDPCERxZfdq2hx9i6N9DTramFHoVRjuF33Zl7BopzE9e7Wgsanox85nD/e/oe4TH86Xm8S8rztRUXt9CYUpVvYNsbKvh030dXb9XhFLs8wu/vzfQJn7VppgN2gEjT93wb3rtzhqloDIbcVifNm9+iVjf22VOGU8t3US+QsCgkAOEwjj5nlLZswbS6dK2rMTjDC1qoWD/M8mlovbV2JrmbsjB3MYTD7KToFxtT582/hH/nbvwDTHLKzlm6esloi5c4g1zwYwKyvrE+cpm4QygkBeI5Af44eIDdpeJHoytGmI4/xPIPoRFy5EAombkEw56qPViVcQx5a9mNvPJuWahPnfemHBu0DAzBI723KU1u7E07JLirrJgd3XaPhZF+qapLKujVZacZgHCBSty5CvS7F9vWeWdko1nCVvCDy4A59en/G+pdZapobLQEgSBASBfEHAFEu7qlimtiO6rL/0gpsHDnC+ST+618vsxiX5AkQ+V9IM+6FDKOWykyuR+mwelYfNjvXn0Bp/en3VAUvRzMnDD0qolv8J5LP4IWJDEpcTHXlJcIgv+Z6AUXl6TujLss61GVrFVL3rsRENq9gypbcTB2b/wOHvHalWRLQM8v2zflcNMKlNl1In+OPovSQ730lRgVw59jc/fzyZY7WnsfDTOqIzOl/4gBHFG37CJCtXVrg9zNqu6Vm2V965eTerH3Tkm17WubwWZJaNEQIEAUEgSwRKULerKfuXHtXamVDuwIsiyPMo6376gtFHa7J40f+oJdpMWSKd3Tcrijdi9ORy7FtxiuD8PsVW7kDesg3/vqPoWVF7pGh2UxTyBYH/JoF8Ez9EbEjhoGKzixRIxAlBQBD47xCQd/LaxDGPk6za7gkN+zO8VS0cBgzG0SqVXZJyCoz0Ap9dS/ht0RbOBcTvzoxRZVp8OIj+A/vRre57ohMmp56FyEcQEAQEAUMQkHcdXH0YjzPb2HUZGgwYREubpvQf4YhVrv2sriTKZy/Osxaz0f0B8eO5TLBq1YdBAwfQv1tdLNIYHW4IJEKGICAICAKCgCAgCGSOgOjIyxw3cZcgIAgIAoKAICAICAKCgCAgCAgCgoAgIAgIAoKAIJCjBHLtN8ActVJkJggIAoKAICAICAKCgCAgCAgCgoAgIAgIAoKAICAI5HMCoiMvnz9Aob4gIAgIAoKAICAICAKCgCAgCAgCgoAgIAgIAoLAf4OA6Mj7bzxnYaUgIAgIAoKAICAICAKCgCAgCAgCgoAgIAgIAoJAPicgOvLy+QMU6gsCgoAgIAgIAoKAICAICAKCgCAgCAgCgoAgIAj8NwiIjrz/xnMWVgoCgoAgIAgIAoKAICAICAKCgCAgCAgCgoAgIAjkcwKiIy+fP0ChviAgCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCgsB/g4DoyPtvPGdhpSAgCGSagERs2B08XF1wHvkpizyjMi0poxulqOtsndKHRlWssVX9q0376acJz+hGcV0QyEUCyjsujOnaSO2z3ViYmTISG4qPmwsLx33I+D1BOWNNbBh3PE6wfcEoeiz0JDZnchW5CAIGIqAk6s4FPILepC1P+HjabAx6RUlU0BWO/f0TQ/+4kvlYorzDjtFOCW2ARs75OS4pibq5jW+cNHWDNbY2TsxwD02bvPSCm1u+o0cDW3V9Yk11x99wD1emfY+4kosE3nBn+2ScNM+rgTOemor0nfLlXET8TmYtERt6kXXjOlM94X1H895jje2wPYTkqN1pvOdJ4ficukpIrJSj2uiTWUF9Eou0WSXwmF3f/k4/7+h4QfYDeTS7DZaqbzGE3rzArnOhmNRuQp/mFTDNanbifkFAEMgiASWhh6bQavQu4puRNflyZBZFpnW7FMzxGUsJcPyWlR9AREgwYU8e8bBYSYzTukecFwTyAAEju4H8cagdbj8PYNiGTCgkN/inzGGfzxXO+cTRvn0mZOh7S+ghxjcbw0H1+2HJ8cP1lZDv0ktRD/F9XoJqVqYockN7KYog3xeUrFYB01xRIDeMzq48JWKDjzJvI4z8qXDqmfwHfTwehNyp5s/zklWwMjVKnY1BzwZzeGwvxu6P76AqOb6PztJTlEkjO/ov20cntxm0+WRd6nLySTmSQk8wc/oDHKevZFBsBI+Dn/DkYRjFzNJq0cQSetyZmQEt+GVNf2IjnhAc+piHD80oYSwCRurOkNtni2A3YC4HOjsxteWnbNZWRxdf1k4vjnUjkCPlP5tjaMxdXCavhR92cnnKA27efUCA/z18Lh9n734vnutGIsNUKeJrqnek856nMKOiuSczV0n8+EWDPNluESPyUn2oOX9SenSG8VO28sXuEwyduZoV3tk36ifnrRM5CgL5lYARFt3mc9vfG5fxNbPViDh/V/7aUYjqDg1xcGiKY7fe9P9kNOMH1BWd+tlKXgg3CAFFUcxKmWROlNzgX7CcOSNbZO7+zNxl0Y1F9/y4tWscJTNzf3675/UVlg/uglPbCWzxe5sL2kfgtWw4HTo7MWLLXeJyQYN3Kkv5RWjGZVp++T6WBdPo5Piv+bjqAUu89lrJR2070mHYNvxyxNEs6brEQ/9YkmaZNMLErASpj7TIL+XoLf7HXNhtWo0GDR1waOpI194D+XjMaPrXTSPixvlzbM0JTKs3wMGhIU0cu9JrwCeMntAXe1PxupqX45fCxIxSqTpser6cly3Kq7rlRPnP7hgaR6SHC4uvVcPe2hRTq9o0cexG/0/G8tMPn+JgKPRpxtfkGaT3nmeEad2BDC24lUXnQsmL4/JEZEz+PHPpe9zLKAITPOQlQeHqUXu5pI/IVhAQBHKSQAyPLp3GI43ZI7GezjSq4sCInJpymJOm57e8Yj1Z2CA3hv7nN1BC37xIwKhGLWxKpvrGlTPqGtnQwKZk7owITMPC/Bdf3xC4ZwUHm/TD0SIXn2UaPNM9nWPx05RqDlUomUYfZ7o65vDFTJXJFOUoCk/nbthWGcfeEM3cxhw2RDs7KYTLRy6pZzJoX0j7WHp0haPnX6adQIcreacs57HnoQM7kSQfEUhR/vXVXRf/zK4Y+gKvEycJ01flTKbPVHxNkpcpNft34e3cDVyMTOMlLUn6nP2Sz1oAOQsnJ3Mzsm7OrIH3mbQ9iPccuzO6iXlOZi/yEgQEgVwl8JYnQQGAba5qITIXBASBd5RA0QaM3ufN6Fwzz4y6Y7Zwe0yuKfDOZCyF/8uqVWUYvbO6WHYhxVNVULTuKPbeG5XiSp47kakymU/KkfIpQV4voKHu1JVPgrgOhhuRo3vWIqUgkE8I5ET5z+4Y+pKwgBxY+TtT8TV1N1CYN2VI721M3enLuk9q5ql6V4zIS/2Z5fzZgha0+XgCHgfmcWBSG6oVyQc/I+Y8JZGjIPCOEojk8f20fp+KJSzAz2BrRryjAHPOrLAAbuZAGyTnDBI5CQL/ZQL5Lb6+xf/wVi507YRD8XzYhBfxM5sK23MCb+Ts8vDpGhIegl9EuimSXVQSHhJEZLKz+n3NS2U5jz0P/UCK1O88gVz0T2UETwLy2/JhJth27kKJVbvwiMyR9Rp09kADjsh7Q7DPDU573uDfK3c44BPOPVmNoqUY2syBAT3b0aWa9poPSoL/WUb5JbcBBQ0GjsNjUHHO7z/CqiNerA8GR/u6DOnXmcGNy1EkFZNiIwI5d9qDQxfvcOHGQy4VeY++NW1o27whXVvYYVlEu5ETzLZJc/jAJwaozs6/htM67BJbD13iyFV/bhWpxODOHRneow4ViygJvXmedXv+5aDnE6hiw/uO7RjepQZJZzHoa3MqRmhOPTnNx5+6sF71vRBDx37Dui5lNVeBWMLveLL72EX2nvNlXzg0rFKVbm1b86lTfayLadsKKCPwvfAv209eZvf5R1yWFNhYVqR73Zp07d2RzpWKaskWh4KAIJC7BJREv84D02FyF4LIXRAQBAQBQSA9AnH+nN4WQofvbRCtuPRAiWu5SkAZzWu9ZqFJKKNj9JqKm6v2icwFAUEgcwSkN7wMlfti8tefolw9Otit5J/Lz2jpWCbPKG+4jrzoQLbPWcf4J8l6Kl8/Y73rcda7eTH15zFMbVI6lbVRJMIfe7Nm+gW+uJa4PoKb90XcvH24OHYcS7qU11r4NY4o3xNMnnGAFc+0aorXj1l/Tv73L3aH2rJ6ck/alC2khl0A44QFgSO5eWwzS7d44pqwLt19Zvy9iu0PBrGu+lX+t+IWdzSPyecGbj63OR74GTtH1SVh0muWbNYI1+XzNb77/+Z/f97gYoK+cNn/jurfUo+unP6lK3U0nXmxTzixbAW9jzwhsc9b4l5wAIuC46jbo7MumYo0gkCeJCBF+XHu8GFcr/kRGvKIu5cvcLdEH2aunMqAauq9nsPPsnDyAva4ehJkOpR5q5rzwvUMV4Ke8io8AE/3B5h1/pLp0z6jlWWyHf9in+B1YAtrV7lwtVgTOjSrSJGYFzxwCwQq6sHkLaFeR9i8wQX3AAvqNjEj8NB53rQZwpcjB9CkXLJ8VZL383Wz/XwNGPX4A/cl3bBIyDGckxNaYztBPlGfr/ZtYnRdeXOBt4R67mHFgk1cMm9E2zLBXPCz5qPvv6BHNbP4eJsVHgn5aw7eEubjztG9Lqz2tGZU/8KcXbeJAzeeAiZYtf2Yr37Qylu+LfYJ3sf2s3vTSYp+8SNt721m7sItXCk2kd2nxmCv2lhQBzsAKeomu36fxd/BtrSr+BzvZ1VwGvoBvRtaatUROsjKKpPjE2lVZaL8pKgweRcnx9TFSHqBzy5npq0NpnZ7S556R2LtNJgP+jhQLqH+0XDU/lQS5Xeefw65cc3/MY+D78b7aM+p/DlnAHZaI7R1s19btsw/FB+3I+zbugVPu8H0L3SR9esP4BOuBKPKtBrxNT+M6YZdih0eM+PDmrzjiPL6iy8//Q33p1CyYS8GffAxozSbtyTsqGmB07K9LOqm8fQYwu+fY++yW5z1CeH5q8f4ul0jqv7/+G7mRPrWLIECfWXLe8OrbVm9hk1XTWjTsSFWRWKJeHBGNQqkuEZt1aec1pW9u7eyq+inLG8byOo5i9lyuUJiuZMi8T93lEMnr+D/5DEhd69wzrc03X9bzOyB1dU/PoZy1nkm6y7fwdM9hp4Lf6Txcw/OevoT9jKEW7JdNQYwae5kuhf14fCe/Zy48ZS4Nw/TiFGyvKks3H2KKwHlGaot79VzAlWxsBPjZ/7AiFYVkpSHMJ/zuJ08xr5tL+nnMpde5bSaf6qYt42NW9wItKpPY7MADrvG0PrTUYz4qElS382Uj0vEht3C3fUkJ/YeIrT/n6zobSX/4kj42WV8s2AHpy4HUOzT+axoEoGb+zUehkUSHnCVc77mdPzqZ6aObJX2pg6aZ6f0ZfOQ//HzOXn30B7MP78gwU7lnU0MHTiVC7LPJ7sWf3ta8VUiNtSTHcuXsuGSCc3aluHhhRCq/u8rRveort7FTk7jzbG9u9iyw5QRf7bi/ipnFm+8TDFNbJAz0YezxqZkn3H3/mXPnfqMr2mW7Ir8VUcfzxInHWJrKpqlOJVa/ETm6MXBTRvZeiaYCvXsMQs4hdubZnwydjiDm2rH+BQS40/Isc7dDdfjB3AJ7cPWP3tTTr6ShXivU5tDS52XR/9kVnR1SvCUm25HOBlSge7DxjL+43ZYJ8RYuR5Np0xqyUs8TKscJaaAxDYEVpPYfeojpLWTGTbrOM+woMGAQQwa8rl6wwmt3RqN+rLk/By6WqSzy29m/DfhOWvivByL0/vTKofaOsU+wXP7Shauv4J58yaUfngNv6of8n2q9ZaWDE1bqXZQ5mJDpuKdtn3Jn4fc3jGAn6MkymcPc6ZuIqR2U6zC7hJetQtDPuyOQzkIPDiNj8dtJUBZnhbDp/Prdx2wIhC3+TOZvuIoAUrZFz5lzPjPcLQqDEovlrXty4KgUjT9dSPrB1fDSM5Dx3aJtsW6H+vGIS5wP5OGfMs+/7eUavUFc2aPxdEKglyXM/2XVZz0f0vJhn34eOw4xjhWpACv8P7jI/rM9aZki1/YsuEj7NJxa53Ktxw/vv0LT7lOeuSU5J3i5SMfTl9+SbWBk/n9p86YeB1lz15Xbj6L4c3D1OqwzNZ7GZX/zLTXUvFPKY0Yqn6wUtQ9jq9byuK1Xph36Yh94TfEVe7Gx8nbCro7Qjop33Bn83g+/P4ozzGn/cJ9rFS1HeTmg3Z9n+waGcTXzLznKcpRu2Vxph+/zmRHR1KrgdMxJPsuSQb7i5D+/WOq1HDin9LcbcelnYdPSTv375amjP5aotuY+H8fbJL+fRWnzjFWenR4ceI1TZrUPpPcJ0kxD09JX/T/MuFe0//Nl2ZsOyqt/2up5Oikzqvbl5Ld9yekezEaA0Oknd9MTLhHpZPTN5LT5OlSw4R7NPeOkZCvTfhRstHWx2mutP7BW41ASZL0tTmZDt+ckh5ppD0+JQ1NyGuiNPRwiPqKUnpxbbv0vkbHfjOlKRuPJ2M7Vmq+8qb0UnWHUnpxYZ1UQyPLaao0Xk5/2E3aum2jNHLCLumStgma/MWnIJAPCMQ9OyvN6dZM+tjFX9JEkrj7m6QPKleR6v3iri4DkiS4tD6TAAAgAElEQVS9vicdXTVDGt7aTrKp3Ff6/dh9KVJzgxQnxTzcK42vWUWqMXK39CjhvCRJcSHSmRl9pGoOo6RVlx5LCeFDipQuL+gq2VTuKjlfjtSB1Bvp0cnfpO5V20rjN99IzDvmgXRocnupWrffJNdHbyRJipWeHPxKqla5imSj+jdW2hOcmKsU6yttnzhMGtKloWRTuV4Su+OVUOdjO1haeD5ErW+s9Mz1F6mpw1hp0221rpnlkcLS5Po2lD5edS3evrgIyc/1D2m4g41ko5239Eg69GVjtX12UpuPvpXmLFggOS9YIC1cf156ouKvox1xgdKhce2ljr//K0Wo7nstBbiMlWp8vlsKTtBVR1l6M3kt+br8KA3/qKvUUH5WQ12kQG3fkaKlRwenSI3bz5MuRMTKziTFPNghjbRN9kwT9NQcxErPzs+XulcdKW0PjFaffCP5bfpUsqncXpru/kyTUJJ0sj8xefyRNv8qko3t59Kq689V5Scu8p7kunSk1LiyjdR4xGbJ97W2Qbr6sCa/1MpItPRo93ipRmU7qdPSq1LSqkcpvXD9TRqz+4G6LMdIwbvHSjaVa0ndfz8tPYlJ1CUu0kNa2K2WZNN+oXQ5oQ2hn+wnZ36XuldtJY1c5ZFEdszlBarn2XDB5YTyk6RMthwq/fj7fJW/Ojtvli48iZGkuFDp/O99pWraPhB3V9o0sI5kU2eG5P5So3u45OWyWJr+eft4u2YfkwIiZd+I/4uL+Fea016OUS2kcX9fkUITbNb4jo3UePIRdRmR74mS7h9dI81IQ54U4y/tGdtCsrEdL+15pPElOcz4StsnDJDaVpXjTDJ/jAmSXKf3kao1mihtuf1C/SzipJhHB6UpjepJ3acflx4l6JVZH5fLzrdS/9a1JJvKDaThuwM1BKTX949Lq6YPk9rKZarb79KxgMiE2C5Jb6SHu7+S7Cs3lr5I8BP1ral9xEVKgV6HJee+dVLYGRcZKHldTnYtw/gqczguzejWTBrofDbBb+KenZR+atRGGrnppvRa1uPJQWmciq3Mt4005IfZ8f6yYLG0/vzjeHv04pyacfI5dfzt+Zfkq0yeJkbS2cf15ZSQlY6xNSG99kFG8VPDup7UdOxW6XZCOXkjPTr4vdS0ah9pxskgrTpZW3bicayvizSxb5v4OlW7XtA73sfL1LnNIUmSJpY0mH1ekmt31V9chHT/4Aype9VkMTa9MqklKzEuydJSL0eyzV99PljqVt9GsqmsXY9odHgg7Rkp18F9pT+uJW+/hEquP/2UNF6ob0vyobP/JqtvtJ9BEoFaX5KUH+34oE6jzrvGgMXS+SdqsnGPJdcfOyXWWxmV5Uz5fObiXfrPwzB+HvfogDTBobc05/xTdXy5J20f0V4rtoZKrj+0SfnM4zS+8Km06X6Cl6pAxz05JH0744wUofqmR7tETh9zWXKuX0Wyqb9AuqzVhI2/lLyOlc/qw0FuK/ws2adoR2jaAHWkDzbd1ao3ZPEPpUPfLJDcI1IESpV1mv90Lt+R16TtzlPTeKeIlSLOz5M6ynVYzXHSuutPtOKUuo1aua005egjtY5xmaz3Ui//8bbo3l5L3z/l5kIaMVTOKPqOtH1kK6nGR0ukf4M1ZVH2qWZS08kHtdoKGsLany8lr6W91e8CmneeND4T4kasFBl4TTq64MNkbQf5Gcv1vUfq19KLr5l+z1P7YculkldiM07bwFw5TjYfMysdhqY0+N8k3BeMYNLADvTt0oa+3Xsz+5tO9NKIjfDF/e4rzbdknwpqtOjHrS0Lidv5PQfaJYx7g4g7ePi/VaeP5NKeY6x4pR6aVqweW+Z9yY8D32fIJ8PZNLEeNVQpJe5cPcnfni+S5aP+alSFFfN/ZP+cH3Cb05Ge2kvSmdRi27Kp7Hf+hatzta5JDzno9VRr++Gs2py6aknOSiEc3nCOYypzzZg4biSzP+qgYjvreyc+Uf3KEMe/B//lvGredjR+Pn7c0gip0Yav5fRd2jJo4EesmNeTeppBipo04lMQyBcElDy/tJ+1NwpR0aJYwsheRVET5NE0UQGhJCzJUqQq7w/7BCfVCL0KVK9TUT1yQjZUQcHyDrRrYU7MsTNcDdOM6lUSfupPJq1+QZ/ZP/F5w/e0RrToB0gKPs6cSat50O8Hfv6gVmLeBSvRZewXtLi1mm+XnSNc0mx7fob5HbViniY7Izv6L1jOnJEtgAIUMjZKsBt59ELAAX4ZsRXTH35kdNOyan2NMG/uxAdFDjFj6WlC5diRKR4aJbQ/1fre3cmXsrolBjJ6iH28fYriVHEcyYK/JtPw+X5++XkffqoB2pZ0XXIWt7nySGBTqvcfw+SJE5kwcSLjhzTFQqGHHWFe/HPgCWWsLNRMi1Cxy0A+Kl2Y+B9c9ZClN5Mi2A2Ywcp5I+IX4zY2JukguzCuHnblWRlL3lONulBQsFI7hgwtSyEj7QpGm6d8/JRLO3biU7gsZcw0PxsbUcREHl0aTmBo4ih1MrQ/uWz5u8zfg1u7xlESMBs2nCG15VFtoDCtiuPo2aye0owXR35n6q57aMbU6+7DqeWpOWdMuZad6Gwcw709Z7kdrTWknGd4ukKvNhW0fFq+rzCW1ayx0IKrMK1J646V4Z4b5++8VgvXXbYUfoYlE1cT2v8nZnzeOIlsjaaJn/E+fst9Dq3kkzX6MGbKVyp/nTDhQ5rI62s8v8LOVZ4UrmiBmebRKgpTrLgxRD4hLEITU0piP2AUw7vXjrereg0qJozIAUXxWrTtZC0XJKztbSmTYLOCghUb0bGFKc8Oe+D7WsOtGNbvD2VYGvIoWIGm7RtCzDlOXtFac1OOI84LmKjdrlIZHEPw0cVMWRNK71+/YZBmBK8cIy078uWU5viumc1y91B1uyezPh5fdpZ81SERs+pIQRHrDgwb7kQ1+btlNepUNNXyh8KUb9aaZoRy8sT1jHe5U5hiZV8Ha3PjZPnIvm6FvUOya+nGV3kEnR97pn3HBtMvmDmmeYLfKMwb0XtwCY5PXYtraCxYdGPRXTdmty0B1KPfl1/H+8vEsQxp+h4K9OWcQn31idcE3vaBSu9RMlnrXS8f15eTKnc9Ymuq6mcQP6WHHJs9nb/9nJgxrT/VEspJYSy7DmNSa3/+nrIGd9WIylQzUJ00shvAgj8m0jZ5Er3jvSxAjzaHVn4FChmr6yM5yBbHutskls3uRqR2jE2zTGoJSnGYejmSbZ6/+ndGNJTHiBTSmn2kFqAoT4uebTHGm71n7hGtLTfiOm4xrWldLmWZSUymj//G1zd3zzvTPlFA+kdy+bl3B/eFPVJJ94bA3b8z6u8SfDvzc5paqGcyKCxo3qcrhY8s5o+TwUgZleVM+Xzm4l26z8Mgfq4k7MpJDj01p8J76rZwwSp0HupEqUKaNkQpHDo6YpL8mSvK06RLc4y4yrFLj7TeZ2MJu3iTct3qqtrTerVLUnlqGZ7Si0MBzBza0cskeTvCmHJNHWlrFIXnUU+CNNWkPHMjzIsLlm0yWEdUj/JtWpf+E4al8U5hRPH6rXhfDv+Fq1CnuoXWu0MRrJq3pikPOPLvfeJbL5mt91Iv/zJrfdpr6fqnPMckrRjKK+5smsUPx2z59ufPaKaZVaQoS702NQlzWcTqC+ktIG2C/Zjd3NW8PxQfwO+nvLnj78ddzb8UccMIU6ta2FunMpVVVaYbpH4tzfialfe8AhQr9R7mQbe5L9f7eeQvWVMgK1opKGxmAk/ucfLAHqbOcmbgsK8pMGofexPERuD9MHGyZ8Jp1UEFJg9uSXWzgiiKlKdrv+Z0SkgQyc1H6vuUIXicfZ5wpYpjC95PmD5biPLNmzAgoaPqORsuBaHpAky4SZ4g1+F9/lddbjAWwLRmI/pXTZxmUrFVS5wqFY2/VqMBvaw0gTGGS8EvtNZwyKrN2hqlfiwFXmfLTXW1W6gGfRolTk0uWKEGXaqpK9+Y+/yr6iQ1wrx0CdQTDMFnH0On7WCbxwPC3saBkZFWgEk9T3FWEMibBBQUNDGlVG0nOteWuyQM8KeMIVqprv2lAE78vYew4u3o0bKc1sukvvlEE+R+gENPK9CrWwNKaV701WIUVg6836goYVuPcum55oVf3zzk9JF47dzI8Zhm9Otom3QXpcJlsa5pRszxC9zQZ2FWbR66qFTAmIJJOqmMMLXvwSdO5VCeP8Tpe280VlPQOCEwJ5Oshx3FSlPhvddcXLmaXb4R8Y3Q4q348feu6inIeshKpkWaX3VmUpTSVmXgwnqW7/IhSuVWpWj50w/pT1eiICbFS1NzcHtqZ7R4fYb2p2lFwoUkL5nyWYXc2TSYrsYv8Njmzj1VT57hfFhh0YTegyrBnROcuZXYKSmFXuSoaTtaltLUrwkqpnPwluhYTVcj6CY7mqDjLmwLrYhTz8ZYJCuPaWWmKGhMWh5LwaIUL+PAoC411S89aUnJ6HwBCia8eCVLqzDC2LhAso7BZGnS/BrL62gdYosUxFmXYzwzaU/XphbJYl4hrBq1xoG7bD94Tb3ZTmZ9PE1Fdb6gfB2t1fbS+bYsJJR47bWfP49E07y/I7bG2o5TlPLWVSDGg3M31O1RzfNKLUe9OacmRD4XvylS8arlEpd4USXNnI+nlUvq57MhtmplJAX9i8uBAEz6vk/T5DFBUZ5GnepD6BEOXZKXcMjGvyTx3lBtjiJU7NiDHklibDbakEJ0QSxaOdE/RUdILKHuFyjWu3GKdkoSEQbz3yRSdfvy+gY7V/xDTKtudLCTlxLR/CkoXL4KNQnh5DnfLG6SoZGZ/NPw8c4wfl6AYqXLUQZ3Vi8/wJ0oOdYXoHjLr5jdTTN1Oa3OrygCb9+RFzXg3MFLiZ1fUiCnTpSgfR3NIhN6tEuSY9Phu94czOrQoW/ydoTE64A7eCtBeeYkF4I0XdTRBLldpmy76hmsI2qo8i33fhlTKI0eFU1bIslgAx0YyUl0q/cM115LV61X3uz+8wwFnAbQLUlZLET5+i2wN3rEzQfhWp3D6UqDgpZYV9D+4S6D9Ia4nMX3PKP3KlCdQB4+0fiaIZTKmozE3qusyZHHw3Bj93o+XXMzyTpuuostRsliiQ36AsVM49e1UAmI43WMulH6NJjLzzXd7oVoU7UMSVaaMilH/eqFwDsesn/AU56pxiQk1aSQSeHE+xTGFDNJLIFJrhUoQsmSRhCYWqM4qzYn1SnlN4lXISF4ai5Ee9BmgIfmW7LPV/g+ll+STKnYvA1f7/Xnl0dyj3EsbhfdVP9MS9kyc3h/Pm9jldjRl0yK+CoI5F0CckPlB84ezCYNIx9wzSMcGlenclHtlzZ984vg3rWbKKlJPVv5J7pkfwoLbB3Kw4Vb3Al8y/vm2o3TZGnT+6oM4vLhG1CpDD7bl7IwedraQ/jSoSYVCmXFluRCdfiuKE3NZjVh321u+EeAXWpbFWnJ0ceOIvUZ8uswzgz7k2+63sBjxlQmDXRIGCmDPrK0VDDMYQkchn7NJ6cn8PfXA7l+4TtmTO6Hg2YEQZqZlKLlz/vYn+Z1rQsmGdivlVSfQ0WZ6jRxMOWA5238XyixMzekD5emSY/ulN24it0nbvNp3YYURW5oe1Kx83gy6f1q83SRnWhLzcoJP3Hpgydl2uKt+Olf1Xi9lNfy05mEmFcH21Q6kRXlbWhQAi7+60uQ8n3MjTLr4/kJikbXN/hfPocfpbH22cEi58Q2YnwKa74cb0/1ChnENzmx3pw1OiT/TGtTpGzw8RRZZ2d9E0fkvetcVpbAoZ51Kp3jhbC0qYEZp7ngG4Ly/fcSR7wl19Og3w3Y5ihZjSYtSrDL3Zu7T5XYpbcWnUFtUAszq0+Pj2uyZfkxTlz/H/YOZqDqvClNl99Saado62Aw/9UWqtux0t+Tf+6BlfUNdiwMSnFTrfHjaVC9Qto/uqS4Q58Tho53hvJzBSYNBzPr838ZuWYS3b0vMXXWRAY6JJtFYlaXLh9UY8ta+Ue0odjXNYXI6xx71pUpPcKZ848H18P6UNGiIHH+HnjUbU3fhPaiHu0SfZCq0maGQykadu1EmY3rVKNKh9WtRyHCuXLsJR9/1wPn3y7i7h1Gv4rlUcQFcMajCh37ZVTfG7B8683AkDckxv/sfOdQ3r3EweCi1G9WnTJJXisUFKo1jN33hhnSqOyRlRDLsvKel/QH5exRVHepBurIU/Ls3A76r76pntJZBCfH1nzW0obKJo/Y8Ms+FuVS56Vp4YLZNAItJ2yOI+LZC+Ql9vX5U5R24MfZJtj9tZOprsHxuwfLXa3P7jLh92U84CvmtymT7Nd3fXIQaQWBd5DAq+c8lmf+p5gyqa+tb3gREpn6FBeVKM0onCxWBs/8uX4vBto5MXyiekFvfVXNlvSaaaGvef5Sh8Cvlx2FsWw3kbXbKzHvh9/Y+f0gXE9N4+/5H1JLnoqllyxDGy9PR2zPt3//TdW5v/CLyw8MPHGWnzf8ypBa8VNZs55jBvZnNgPNtNCYl7x6K/9QZkgfVmBStz0DbFax1OUk3iMdaFLED1cPW7pk2NDOyCBdZGdkS0Z5vMPXM4p5mlEGL6OJUf1+mhM+nld4P8ffyw9ohtOI8QmbZmRKO70565tLDvh4tsbWOF49D+dViuUjNBwUGBkbUwAlL6NjdR/xobk9L3xqRmwmGfGXk4qVwP79zlgvX8L2Yz6McGhKkbvn8GjoqNV5k4Y+2e6/aeSLkmd+t/DDlLbdhzFBs8h9WskNft7Q8c6Afl6wAo7frWCLjTM//bSVn/u6c/qXZcwbql7qRMXCnAadO1J27Sp151dtXpw5Az0/p8+LAJz3u3Pk4hO6dDPjxuG7NOnRh+Q/VxgcqUpgZjgUoHiDjvS1/IuV8jIdw+tS58UFDtCR7/pGcHPefo78c5WwrpaUuO6GZ5MOfJgzxmQPIr2kZhT/DfHOEUvo/ds8xJjqJoXzb/9BRrFML+55I7GBOvLCcDvgnbAum2XLgayf3IRSso3KgrgmDrTLutWlLWlYUsF61ai8aFxvh/CyS1mKaSS/CuHqbc3LowK7qhbxemiuG+wzJ2wugFmpEqp9MlWdecbWzB3RmKqpBqeClK+bON2wYOkafDTpG3oN9sfj8gVWrj/PNtW6ghE47/BkbOtOWCfpUTcYGCFIEMhGAvG7SR46fAI370gq1HWg1nsBPDREjiYlKSsPDwp9jjwbtVyq5UyXjAphYl5UNUr55Wt5JG/yMBvD60h5wn9l3ktlLSddclClKWhMYVnHgFDkZYPKGTLO6qxEagmVvHklL4VQnLIldRitorcdhbFwGMzs7U1wXDCFCWun8UkRc/YudMJSb1mp6Z+VcwoKWjRk8O+baO64iHFj1zB9iCkWB2bS1TKdNYhUu/oe4vBJd66HW2DftDYWDx6koUg69mc2pktveRkZAybmlFCNTjewDxetToe+9iyd64qb9zDqFz2Lb8uODMl0GdNCk6HsIpQoJ08XesbzyFjQ3q1VS4x+h/Jue94cO/gPrm43eF6hDo1rlyTgYWoLeegnOUdTFy5GSdktI1/xRu6oS+4/0a+RkVGrLImzHTPp4zlqmCEyM6JgERnOY56Ex2TNbzLFOTUb4n05LjpGNc04sWbJDh9Pln+2xlYFhYsVw5gYIl+9VXXUJXVFiejXL4nFlJplS+TQaDyN/QZqc8S95HnoWyj+ntZaqJo8cuJTQdE6jvSx+4MFe05zfWwtih5/RMvelTPuvDGY/+pvp7wkRwGiCAiNUPl8zjdzDBnvDOznBd/DYfBMtjVvjfOX37Bu6pf8ZLGJBd2s1KFcgYl9G3pZ/hnf+TXMnPtnStH1ZwvKRLWjs/GO+M4vx7KcfNyQwVbJFpPQq12iz7PNJAeT6jj2rsbK5fIIww8pc9+Lct1GYVYmis5dy3HgsCuXfmpGWdcXdBhcMUV1lrqGBirfqQvPobMGbq+lqrUCI9Xan2nF6FRvynsns/ieJ8XGEE0pzIsn1r65baQhmtGgDOe+b2IDtmCxxGmrMQ/u465ZJskQ1hqVo0nLxA6rwBOnOfBQ03EXTcDJ0yzVfKUMgx0ss6fSzxGbFZjY2OKkqblinhIkVaGTvJFIin8taFY+fpKx9DKKF6qZwAUxLW9L+x6DmPtx1UT6j8J5lrjMUOJ5cSQI5GkCUdzZPBmnPisJsB/Jkg0rmDllBIO7NKKCIfQuXpl6Tczh+gWuJcSUzAgugV2D6sA9fB7II/OS/cU94e7lELBrhH2FZA2nZEnT/VqiErVrmYCvK+6+aW0ilK6E7LkoPcXnvA8Y1adR9cRYnWZmetghRQXzICy+rlGY2tL1u1l839SUZwdOxm9aooesNPXJ7AUpiocPnqJaAle1wPlXLPjJEaOnrvyjvfFAcvlvfNg8ph/9lwZhP9qZdat/Y/LwD+jSqHLylGRof4o7dDshhd3GwzMKo9YNqK6aYmloHy5GjfZdqY0ve93O4X7kOW1TbHKhm64pU2Uk2wyberUw4iZuV4MNMJpH4o3vVr7sMpRlAXUYtXQtK2dNZvjgrjSqkGShj5Sq5rUzJatS38EUvG/jn8pamnEP7+AZaYxNm9qUl3tWMuvjec1unfQxo0pteSOS6xxwv0+MTvekkUhfzmmIgWKUrVyOiDvBJF1S3NA+nooC2RpbjShpa099eYmem4GprHf2lod3bhFFNVrXKavjC3oqNuh9ynBtDumhF27XX2HSqxX2Jkm7KfVWK7M3FLKj3cBGEOyK27+nOfK4QQabXKgzMpj/6qu4ESWqVKcGMdzdfw7f+GHB+grJfHqDxztD+bmSqIeBhMXKv74YYWrdlW+dJ9HYKIBDh72Sbgqk7vzizjkuHT/OGZtW2BdVJKwvG3P4OCePnOF5qwZJp0vq0S7RH3BmOZSgjmM7ynKLY5fcOHGmLJ3si4OiHC37dsIkxp0jJ49yIrweTcvo0tFiuPKtPwND3mHo9lpquhlRyroG1qTcWCS11Hn2XBbf85RPgrhuXJHyZdL5YT6HjTdMR55RaWrUkUegxP8FHtvND5uOs81lI8OmHmGvakqG5mpWP4vTsHs7PtVUhMrbfDB+DhOWbWXWrDm0X35b3cBRYNekIx/VyWiOfCb1ySGbFaXr8UW/8uo17SJYtGwu9YfN55tl25i3ahvzlq1mxJhpjDqh2aEulpAzf9P4i0VM3XSUnf+cZteB/czfkzi6w7KpLXaazsFMmi9uEwRynEDEJdbP3M+zVh/yaVfbxJ1gDaWIwoqWvdtgrHRnw85rRGY6bhWmcrt+9Cj9kL2HrvAsiRyJmLvn+ed6UdqM6ErthPVIMmFEgap0GtmdUvzLgtnbuKla8FhLTmwAh3/biHeSnUK1rmfLoUSM3ylcDodSZnBv2ugy+kkPO5S+2xix5ioJ3ZbGFbFvVh4Km1K0sAL0kGVw85W+bB+2Fk/NjuqYYF1X3gGuKGYmaVX6cUSc38rsI5E0/2QIXayLp/uSmqH9mTLqNX7H9nEkxpZBH7agnOod09A+rMC4uiODmpnyePl4vn/dhGaJQ7wypXXiTRnJLoRVq860Nw7n3IYDXIlMbb3bRGkZHz3l/PoVHH/ajI8/ex/rhN01M74zz6VQVKLdx90o9eokhy9odqbVaPmKe2dPcdO4I8N71IhfgypTPq6Rl1OfxShTSd5SO5oY1YtuZvMtgm3nD+lR+i035jiz7saLZJ3Abwk+tJS1Xmlt4KaVr76ctW5NeliYCnY1MLn1kNAkbpwZH9eTUzbHVkWVNgztVYlXu45x4VkS4yDGj3OHr2Pc7gN6ZFebPino+G+GanNIoZz7+2/O0Iaxgxsh7y2bO38mVO/YnSZGPqz8fDGv33dIf5MLjZIG81+NQN0/C9h2ZESvSuC1gt/Xeas3kdLcLxEb/A+z13gl3YlXcznFp54+nw3xzjB+/hpfl+msvfxCbaEC46r2NDWDwiVMEtd/V13VdH6dZda4izTrbKfeGE29q23Mbn749SUdm2lvdqRfuyQFZh1OZI6DZoThW7ynz+BEs7bUUG1CpNnYI4QD3/zFG1392lDlWwd7szeJodtrqWtrZNuKD5uWQOn2F6uOB8X/aJ2QVEnk5Y2s9UjcjDThUpYPjDCzeA9T4oiOUSarh/UUnqX3PCXhIUFE1qpOlRKaTpS3hPlc4JxPaDIeeuqVheSG6cijDB0Ht6Gn5kcmKYxFm/fwwbrzrH9jjpMuL3N6GGFcqQ2/f+fIIE1n3usQFh1058dzIer14BTY1XNi96TmWGp00kO+bklzyuZi1PtoGHu7V8BGpZjEvWA/5hw8w+Q9Z5h88Cqr/MP45/Zj9e68Ufh4B3Hn0R2mb95H/yUu9Ft+gkXBqnEiYFID50G1c7EhoRtdkUoQSEFA3ilSDp5Bd7kb9hYpKgjvswdZv+4wvikSZ+aEMZZOXzKjS0luLPyKr5e54q/pHJNeE/EsofsoQ+EKy45MmTeMyjudWahV4UlR19kyfy1+/aYzq0+VjKe0qHIqgElJc0yI4Ia3PxEJHYPGWHYax5zPGxB3ajp9Bkxi2Z7TeHpexsPVBecvf+VK6/epk5XOwgwt1U6gJMrvMLPH/sq5aiOYN6415jrFX33skHi6ehOHAtTDvGODuXX1BbXH9KapmVyd6SNLW3c9jjVD82/4cC8i2Qtn2HbWHvRTV+hvCLx1i5d1P2BA09JpZKCgYFFTivOKh7fuExarJCrIm7OHNrH+wI1U7snI/lRuSe+UFInfofmM/+kstsN+ZGzb9xI6Eg3rw/KmepVo3a85RtjzQXe5g9OAfxnIVlh2ZsqvvSjhtYgvJv6Jm1+kujGo5FXECz0bYPJufvJiHo+4dTeMWCmKIK+zHF63kYO+OnTqGNDsrIvSlBcL9sz6k+PBmpkVSqJu7mL+kiB6L/qW3pW0Rhrq7eNZ11I/CcWp1sgBY7xxv/Qo6bOVlFp99vcAACAASURBVMTEyNMRwvDzvkmQerfH1OMraMpAzbgTzO45mIl/7MH9sieeF06wfcEUvr9iTw97XX4szgTnVI0uQPHaTWn/zJf7T9RtOnU6/X1cX04aG7JY36QVPxUVeP/bn/nE+jC/OZ8gWNMJK73g5ual/HHfiQW/9qSigd5aUsWb/KQh2hyxT/BcM5WJayLoOONbhtTSxV+SK6LLd830al+87yXvdE68v0CV5vRtbQ423XBykDu8dfnTPHs94oQuYnVJo/GL2m9xn/kRg8YvZa/7RTw9L+DmsoCx392gVc9a6s0u0moraTLS1+flUKFvna7JK43nobEny37+kL/WniBQVU4kYgNvczWqGV8MdEj2fqfp/DLC2KkHbROmz2o6v4yxHtwFhySbHenbLtHYrMdnZjloRhgad2Cgo9b0Wc2utvr4tSHKtx4mZ2dSTV2l+ztHGv6ZnpLGNRg04xs6lvZl8xej+f7vE/iEvSU2zJez2+cyZY857ztksHFOevLTvKagaDUHHI1f4HnmWmLdoEovERsjT8OMIdzvOt5BURl09GXlPe8VgbfvU6VTAyqr66E4v52M6/4BQ7t/h4ufpv2UpiHZcsFo2rRp07IuWUHB0jZ0aVSKCtGvKfAiCrNylRjYqj2Lvu5N5xgvVtyIfwkuW7MxH9UuiQKJqLsXme+h2Uq+DIN6N6ZmMTWdlw/Ys/cG11TKGVGvaSv62GoqwAIUs6xB97Y2NCoci9nLSHyfRxOtMKVn80Z8//GHzBvSkEryCI2Ev5f4HD+Ly5P4F69SNZrwZcMy6hfpzFzLjM1J86Fsbb7uWDn+hSY9ewsUw7pxYwbULYWtURymryK4oWqAFsaxui0DmzdkSLNqVLc0paC8ioRxUaoWiKP42yj1KJ3CONaswTCnriz5qgftymZhOl8CT3EgCOQwAWMLqtpKeO1ZyZ+Ll7HhVBhmNdrSt1dVQnYd5Pqtm9yKLE/jVjaYvfRix7JN/ON+Gb8Xb4mNi+KteXVqlS0CcYG4/fkXu9wupbxmVIqajm2pZXKPfc7zWfLHYhYv2c3ZgFBeBN3kesBbTMtZUraiNRXM0hu6X5Di1s3p2bUMtzb+ym87b/LY5wh//uGKouO3zJ3oiGVBOT7FEeW1m+WbD3P2rEbXZ9zzicbKoQpmqhCmoHC58pQJuMCBratZsWgjx+69pXzd+lQpaU6Vlu1oW9WUqCv7WbdhM9u37eREUDk6T/yG4U3Lxi8tEJVJHmk94rhgzq9ywSOqAAWNgvByO8BG5xl8t8mPKt0nMf+3ITQw1/B5jvf2NWw+fIZr98OIiY3h+SO07JM7ecx0skNRvBSVTO5wcPlfHL/tw9m/t3OryXfMHdkE8wLqeK+jLDLLpHAZKlqEcmbfBtYt+4P1x+4SUb4OzaqWp0zlgtzbv5qVx25w/+xmNtxqyMx5n9E4gUVyoAqMy1XBJvYm+1Yu5Y/FmzgVZkYNx570tAtl957z3L55nwgrB1rZlKCALvYnz0L9PS74PKu3XeBlQWMKBF7F7cAGFv4yk813y+P0/WxmfdYwWcerrj4sLwcp+9dmjrhfwCc4ipi414QXqoRDFe1NPowwKxXLjUtWfDS2GRZG2vVzch9R8tasqvp+9bVD5zIpWwZgjHmtlnSsU5T7e5excNFilixcxa5z93n6PABv70CUxctRoWxFbKxMeS2XyU2HOHvlPhGxSpTPnyJVrEUVVZkvTFmbCsR472HNH0tYuv4sYSVq0LZfZ2xDTrLPy5ubt15ToUkjbMyUBLltYM2Okwm+/+JtKerULkshdRza7XY+pV0pfDOO4ja1qWIWlaIsJcjjbdp5pZCnFQ/l8tKmK13K3mbTtLns8g3E59halh2W6DhtJhPaWSWu8qkoRmm9fVzmn/z5xhCvtwXRyVm/iKVUneqULaQgLsiNlat3ckrzHLSupeHmcjChmHVt6iius3XmYnZ6P+DhPS8unr+E5/WHREtPOO91iUvXXlGtfXtqlzZOO76aFaa4dWPeb2eHSdQ1Dvy1nq0uLmw/EULZLqP5cYTaj1PwDeeRZJXU//XhnLZxKEyKIfmu47R5Z963SVgdWk8fN8NIb04FdY7T6agPacVP6xIYFa9K616OlL21hWmz9nDn8Q2O/bmKw4oOTJ0/GkdLrQ7lVDNR16faZVfjM9He+rcJrCrq3uZQgBTqyZYt5wi9+5CnLx/gdXovy36cw2FFWybMncGEjlUSd1dN4TOaMvlGVca3HDnF+ZvBxMTGERteiIqq9kBa5agshShKOatiBJzZh8vaP1iyzpV7ke9h37yquh2hBqYojjl3uFS1P1821WP3X539N17HLUfOaMXP+9x6WyFpedB+fioWcv1xLiFOPr/nxxt1zC1Q3JoWnVpiXewFV/atZ9NmF7ZvO0Vguc6M/+ljmlpo3mnSaSupYreesaFMiUzGO9m4tJ9HSbOs+rkRxUtbUPTeQVasPMbte6dZt8GfJr/9wojGFil/IDY2xfjpLUy6fUbXSomz5+SZDAWC71Kmx0e0SPJeqE+7pDgvNW3YczcJkdfvVL7CuJJcX8bXV6n7soICmSrvhTE3DuFEsY583a2K1ujDIpQqEIRbmS6Ma1FOtyW19HmnkNJ+b1DVU2t2cSqF/QXi2/fa8eitGTYOlSjgnayNoYlT6dZ7L9Kp//Vor6nKXlr+WSUd3QpQsHQtHDvVp0SUBzuWreSvlUtZ/k8gpvYD+HqsIxVU7zXahTvpcUpWYbwwrUatsgpV+2XtrpOJcUPFKv49SFGsEvXqFuTmlnks2nGFwId38bp4gcueN3kYHU3ouct4e1zncfV2dK9dmgJpxtcikNn3POU9Dkxzx274JzRLKC+R+J0+ytUynfh8cAusiubkL03xbBWSJCWM70iKW3wTBAQBQUAQEARSIRDrycLG/VjKOFwuTsRB02eXSlJxKm8QiPV0plnfxTB+J+cnOiR2zuSYehKvPVfw470uzBtgnTDyzzDZZ6dsw2gopAgChiGgJNxtFj13NWLXom5YaPeHGyYDIeWdJhCB58LF3O83hf4VNR1g77TBwjhBQBAQBLJIQCLaazk9ZxVjycah2KmmdGdRpIFuz/muQwMpLsQIAoKAICAICAKCQD4hIIVyYe8zOmpPhzGU6tkp21A6CjmCgEEIGGHecgDDnvzDMX9D7iRnEOWEkDxOQAq/zL6QhlpTLPO4wkI9QUAQEARym4D0jIt7PWgyqiu2eagTT8YiOvJy2zlE/oKAICAICAKCwDtOQAo5zwHTjrS1MPzwzeyU/Y4/FmFefiRgXIOB39fi4F//Ei7m1OTHJ5hLOscQcuosxfo0FyM5c+kJiGwFAUEgvxGQiLlziDXPBjBKax3pvGKF6MjLK09C6CEICAKCgCAgCLyTBF5x94gXNbrbY2Jw+7JTtsGVFQIFAQMQUFDUfhBflz7Kes/wDBb3NkB2QsS7QSDmLkdPW9E9WxakfzcQCSsEAUFAEEhCINafQ2v86fVVh2zcQDVJjnp9MfxP43plLxILAoKAICAICAKCwDtJIOoyq38/TKT5a7wCm/LrxwbsxstO2e/kwxBGvVMEFOY4jP4cv5kbOVV+hA4bQbxT1gtjdCYQR5TneuYcCMM8+i6Bbb5naB6bGqazKSKhICAICAI5SUDeNX3LNvz7jmJcxSI5mbPOeYmOPJ1RiYSCgCAgCPzXCci7Au5hzbF/ORsls3Bn6yIFFxv2Y7hjRbFWQ550D3kXwU0c83DnpeqRbWEx13AYMBhHq4x2gcyaQVJkCDcO/c3+5w0Z6zKJcgZcmD87ZWfNanG3IJBDBIxt6ffL2BzKTGSTPwkoiQzx4Z+1Lryo+xVbvqlg4I2G8icVobUgIAgIAhkSUJSg1pBvqZVhwtxLIHatzT32ImdBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUBnAmKNPJ1RiYSCgCAgCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCgkDuERAdebnHXuQsCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCgoAgIAjoTEB05OmMSiQUBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEARyj4DoyMs99iJnQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUFAZwKiI09nVCKhICAICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCgCCQewRER17usRc5CwKCgCAgCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCOhMQHXk6oxIJBQFBQBAQBFIn8JawOxdxc5nPF05L8IxNPVXOnn3Dne2TcWpgi20Va2wbOOeQXm8J8znFducJ9Bi7jxCDGq0k9NDXVJftUf3rxkLPKIPmkOeFxYZxx+ME2xeMosdCT/KEq+V5aDmhYDb5vfQCn53TGKApxyq/t6VR148YMXIJZ8OVOWFcxnlIL7i55Tt6aOlZ3fE33HNMv7wYgzPGJlJkTEB5x4UxXRulEvNzq47LWGeRQhB4pwjEhuLj5sLCcR8yfk+QYU2TIrhz+jJBMZJh5eorTYoiyPMo636cwLKM2pXKO+wY7UQjdVu0kbNoi+mL21DpCxpKkJAjCAgCgkD2EniO92Zn5q7YwbmAV0BV+i37i1ndKpF6IHuO9/ZNnAgK5ebuQ4Q37UfLCnZ0GNYbe1PxG4bhnlUwh8f2Yuz+0HiR5uMYYTjhWZBUBLsBcznQ2YmpLT9lcxYk6X6r/GI1i7l7L+Pp7sPzjo6636pTSiMsus3ntv9UPH4fwODlOt307iQKPcT4ZmM4qO67KTl++Ltjm8oSJVFB/jwvWQUrU6Nctk0fXbLL71/jt2M60+878t2arkSEPOZFdBRP/EMID3vA3VfleM8stznJjymW0OPOzAxowS9r+hMb8YTg0Mc8fGhGCWNFDjxHXWKwPs8zB1ROkUUUns4DGbjoAVZNOtGhWSWKq9HFPXJn1XZPYqhK+8+6Uau4Vv0d/RjPg/u57rSWf7+pjq9c5wf4c3bFDq7EGGPVcTC9a5dIlptE9FMfTh105XZ4N+afX0CvcnIrQt1m8LnKnrXHCcKcBgMG0bJ8oZT3h13j0NbTBFlOYvepMdhnoxsa2Q3kj0PtcPt5AMM2aKuSG3Wcdv7ZcCx3Jvi+oGS1CpjmRNHJBhOEyHeMgNxpNWUO+3yucM4njvbtDWnfW4IPr2ATH/BjJuoKKeohvs9LUM3KFL2KS/JylqRtVZMv+2Zgo5Ed/Zfto5PbDNp8si6DxOJydhJI/f03O3MUsgUBQUAQyBSBktgP/oV1PbuzeNAnLLlxn53jp2NXeT6f1y6RSiVWEvsBY7AniL03vPH7cAwTHEwzlbO4KT0ClnRd4sFdZ08WNu7H0vSS5sI1hYkZpXKsppNfrGawsvUeRjSbyMlss7cABQtl45tjtumdRcEW3Vh0z4/5ns4067s4i8Ly2u0Sr71W8lGfOdxqPIt/Ng/GWqu/Ime11VeXbPL7yMtsnHMZ27nf4eBQJmcR6JNbnD/H1pzA9INhODhY6XOngdJmFIP1fZ4GUisTYowcp7HhrwFU1HorjfWEzds9eU5tnEaMV3e6aYRH4VnIixEYY4S6zpdv2LiDK+GmVOs+jAm9U3smEuMGrmBATx+NINDcH7KHm6qOvHK0TLPdEM2H9cfT8ddocmQgjaIoZqVMtHRNPMzZOi4xX8MfReC1bCQD5vrQ8NcdbBxsS66FQMMbJyTmVwJyp9WC5bTa8xWtJrgb0AqJmPu7mXmmPtN+TWtAQjrZvb7C8sFDWXCjKdOP/8Fg68LpJNa+lEo5U7WtvPlY9WOKdtr0jo0wMSuRxkCK9O4T1wxJQMRIQ9IUsgQBQSDbCShMa9K6YzVKmhtDzAnmTlmDR45NX8p28zLOINaThQ2ssR22x8DTNjPOWqQQBASB7CZgSjWHKpRM0pHhTKMqDoww9JSeDE3JTV0kXnm5sTPUhNJmRTLU1FAJYj31Zy09usLR8y8NpUI2ykn5PLMxMz1FvyHiqRKHTg5Yafl+xkKMKVW2XMbJUqRQUMS2Lk2Kp7ig44lClK/jgLWOqUUyPQgY2dDApmQqP87qIUOdNDPlWf9csu+OPK2/aItm7cHH+rF3zhmafNoKC71iXtJsjWrUwqZkJn6tNmA5S6qR+JaTBDLx5HNSPZGXICAICALJCUTy+L4dU5YMwHX8zxy7sYyxU6uyc0EvKhZMqzYshXlxEe6SkxTfBQFBIK8QUFC07ij23huVBxTKC7ooiQh9Qn5YAVL5JIjrgEMeeHKpq5AXnmfqmiWefcOLEBMa9LDQswPHiCImJbErWwK9xygXLk5p88IUMkqr3ZCoXWpHRuYWVMoXHpqa9nnxnBl1x2zh9pi8qJvQSRAwJAEl4e6bWF3+Q7ZXS32kbYa5FW3A6H3ejM4wYfIEopwlJ5Kfv4sRefn56QndBYH/JAEl0a8lCtv24ufZQ6mEkmf7pjFp5VWi0lwrtiQl35WOvLAAbob/Jx+8MFoQ+A8SiCUswI/necLynNQllsjnz3LY6szYpyQ8JIjIHNb03cvOgpbfLuCzhvoOkTOiTKuxzOhkpVMHoBQVxPU7YfGb5BjVZfTpuXS10LULUCI27B7Xg6JQNTXK9WbllYk4iN8I86g7ZqY85yVT8rj+oi2aeWeJ8+Pwipt06V4XfSNe5jMVd76LBERH3rv4VIVNgsB/gkBhLDuOZd6EJhjxgsvzZ7Do7OP4BvZ/wn5hpCAgCAgC7yqBWCLDc7ojLzMsJZTRMeSRvXMzY0AeuacwZWytKZPmqPq01FRQsIw1tmV0Wx9K6budYSuvZLLjVUmY+woWX3quU6dhWhqL84KAIPDfJhB3z53tDxxoUUN04/23PSHr1ovfkbLOUEgQBASB3CKgMMdhzCxm3fqUb/+5wl/j51Fnzwx6VdRlTSWJ2FBPdixfyoZLJjRrW4aHF0Ko+r+vGN2jerId0+S0XhzctJGtZ4KpUM8es4BTuL1pxidjhzO4qaV6wddQzjpPZeHuU1wJKM/QhT/S+LkHZz39CXv1nMDLF7hbohPjZ/7AiFYVki4SK0Xif+4oh05ewf/JY0LuXuGcb2m6/7aY2QOrk8Ki4xNpVWUiYESFybs4OaYuRuhqk5Ionz3MmbqJkNpNsQq7S3jVLgz5sDsO5TJ6IdKw+IvVG65i4tiBZlZFiInw41QEYKbtDHJab47t3cWWHaaM+LMV91c5s3jjZYol6Cxv+vgErwPb2LjFjUCr+jQ2C+CwawytPx3FiI+aUC75y52+6bVVysqxFInf8Q0sWriJq+at6Va3GJFxVenxSX+apMYt/C7n9yznytlbPA2P4LGvB1ci6zD4x6lM6Vsrkz6WhgHhx5jSZAS7YuTrFjgt28uibpbqxG8J9dzDigWbuGTeiLZlgrngZ81H339Bj2pmmX8p1clns1AmeEuo1xE2r17DpqsmtOnYEKsisUQ8OKN6Ec+wCRzlxebvv+OXfTdRVurIJ2PHMmFAXeK3vNHs9PkSq/Y/s2rVIOyMNL6tSzmfybrLd/B0j6Gndjl/GcItt2tE1RjApLmT6V7Uh8N79nPixlPi3jzE0/0BZp2/ZPq0z2hlqVXWYkPxcXfD9fgBXEL7sPXP3iRd+SuckxNaYztBfqT1+WrfJkbXTT4l5y2BB6fx8bitBCjL02L4dH79rgNWBOI2fybTVxwlQGlBgwGfMmb8ZzhaFQalF8va9mVBUCma/rqR9YOrYZRVXfTy+zT8OY3TUlQgV8/tY/l3zpyMG4PLRa0RUbFP8D62n92bTlL0ix9pe28zcxdu4UqxieqdRXWNe7qwTq6g1j1GfVlyfk78SK/YJ3huX8nC9Vcwb96E0g+v4Vf1Q74f0w275DsT65xW46e6xGA5vqbhW+FnWTh5AXtcPQkyHcq8Vc154XqGK0FPeRUekLavAlLUPY7/PZ/fnA8TIPdimjem37CeNJQussJ5HwHKHlq7wSZnlVvfJaJfv8S4fOlMjoKRR4k+l/fESPonvcBn1//ZOw+oqI4ujv9WQBQBRcWugCD2hgWjxl6xxB41n6bYorFEo8bEqImaxBLBGDWxRpOgBo0ldkVFRYMFjNgRG6iooKggKgvMd96yC8uyC7sLWOLjHM7Omzdz753/3Lkzb9r14euVUVRvVZr7Z+Jw6dSfvt09MvddGXImE38tiF07Ajh9/S53o8JTMe86jSVzelOpgHlHfjOwMKavTLnB9s+GMm5TGMnFmvHRDzOZ1LI83NzHvK9nsdw/nGSHBvT4cDijR7akXD7JbCyiVdcfuOXQjul+P9K/UqYRSpoYIv4aR3fu5MDpa0TfuU24ahzUnZlLp9HbXeOATNrteJHAA/vZt2UH0b2W8EuakxKpHzjAlk3r2FjwQ35uHsnyOQtYG1zWgB1MY60OaLVNbdtpDDa6pPQ+Z9e/JhN7ZDGfe2/gYHAEhT6cxy8NHxMQeJpbMXHERvzL0TAH2oybyrRhTSmtO97BgPxS/5htv27kGCxTuYy1lYDBsaixY+Zc7ktV9skYnUsttMqWrV7IgpWhOHRoQ03rZ6Q4efG+vrEnSmKvHmXL4oscuXCHhwl3CZP6+zr/44uZY+lRVZ/jPV1wn3HliD9XWg+mio2mjT/kjO+3TJq6gUvJFWk1aASjxnanpq203yqZ6B0TaTpiI1ToyswVs+ldSUHMhSAC9u/l7z+f0NNvbroToCztEVm0M42ct9m7eDaJ1R1A5d37IHfLdOKjT0cysI2rzrhVk0f3V9I7Y7+vdPNqntXjv9/9CIxwpFZDeyJ3BPGs2QBGDuudPubOQT+m4fRa/wr5T0ZARkBG4LVCIFJsHjRebI5SqqVOEcrbu8WU5pWEq5OzcO/9izgdl6RVIt300ispj7+Y4dVI9PE5Iu4pU1TpUx7sF1PqNxPDfM+Lp2kUNGlrC89R68SlNNrPxO3tXwrPit3FjP03Rao08eLqnhVixqBWwtWpmug8a6+ISEsvhFBeF5tHNRaubmPE5tuJaRxESrQImt1DuA/0E5GpogiREi58+9QQrjVmiMAnUuRTEeb3lRjyXkdRz8lZuGqnTZXe6DKl3N4mPvXoJuYE3RcqdsorYv3QVmLIpsh0mQyEUu4FiJletUWDoStE8L1n6amUwcKnjrNwreMtgjVVc2+7GF3RWVUvrk7NxIDJs4SPt7fw8V4gfgu6q+Z9UxyY3l241x8r1l56lBqnqp/tYmL92qLzdH9xW10/KmZKU9PrkStdahNCCeKq3xjRwO19Mf+f2+r6ThS3N40RVep/KXbc1sIiapMYItWR1w8iUBujlAci2Ke3cHXqJnyCH2nxNkXHpGxxIti7o3B16ih8guPUdOLEuaWjxMfLjqfpc+qLZ+L2/u9FZ7f+Yn7QHbXcSeLBgW+Ep8co4XtJk19LHGOCRumsRMjMNiGU4t7h2aJzxaZimE6ZlMHeqjZQzztYXR7DAqfc3yMmVnUWro3miGOqdqSV9kmQmDN8rbiq0i9T6iBWhPotENMNtPOUx/+IOa0ke9RYjF51SkSn6W+KUN7YIIa5uYoGE3aLe5q2LoRICvMTY3s0E+6S3gzaJKIkMZPCxPqxg8WADvWEq1Nt8b7fdXX70CpDpmC0ODC5mXB16iEWndaq25QbYvOwBsLV6UPhe1VLVyVreG+HmDTjsHispmW2LCbrfSbhVREpcZEiNDhQ+I6XytFYjP41QAQHB6f+h0aKOH22RtwWO0ZK5ZPsTSXR7L1JYo7K1niL+b8FqbDO0u6Zg3UG+1Y3s/1U26oqvReIII0dSLkrDnzVTjQYukaEPdVSABPSmmSDDemWhPTTK2LPshliyNuSrvYQs/deFXFpIqUI5a0tYkxVZ1Fl2CZxOy1eUpjbYs/EVsK1YncxfftldZ6n4qrvUOHuVEk0H7lAbNgbqmOH9Ne1MbGa9u7qNEqr388ip0Y/nLTqJCVORIYGivWTO4ps7YZGj9Ps6zMRHXZKHDuwVkzv0VSnnhPF7e0TRYNWP4hjj6Vxh6aNZydrkngQNE90rjhMrI/UjAWeiWu+HwpXp1ZieuADnQLqs/nqJJryave90itT+spHB8RXkp1ss0iEPk+v7JTbm8THbs7CtY+vuJYeLREX97Z/J2YG3teRM+NjyoMjYo5Xowy2K+Wqr+jr5CxqfxMonqQll8Y3k0Svt6sJV+16E0ni3vZxqXZRattNBoqvZs9LHUf4rBHH7mkGG2mEUgPZtWdTsNEhnfHRmP41RTy96i+WTR8smqvGBbPF3og4LVv+TNzaNE7UdGogPt50IzU+O/mFMXyFEBlslIExWMYCqZ6ytJVGj0WNGTPnfl9qvM4JIRIvi/XDmooq7/0k/olS94uqvrKR8JywXWvsqRRRm0aljutnH8pg21Lijov5XtWEa6v5IjghQyPRg6wUJfVVTUW3Xy+KZO0UKXfEnglNVeO62UGx2m+EELHi2OyvhO9V9ZeJpB+f9hbNVeNrbVuTnT0y1M4kdhob007MDkofn6bEXRY7vuku3J2a6nwbCaGxzRltqmYsZcz3lU4x0x7V+l2xuRiz5lx6v6S8IXZMaCXcvb4XBzRjbnP7sTRer3dAPlr7Wk/DysLLCMgIgALL0q2ZMG8U1S0g+fg8Pp1zkGiD9+VJOxSusfnrL/jd9mNmfvIWjuoVUIVDfbr1L4z/tJUciE5KBVfcYu+s6ay61okZX/fCPW0XhTWlOw5m/NvXWTVxBYEqz7mFcGk7kMGdqwPWlK5chfJp6QHLsni2qgfKo+w/FZNeeQ9P8deyEKzLO2KvWaBTWFPIzgri7hHzWNryUIBKvWew9IehqZeqW1mRYeHW6DIlE3NqPzvuO1C2RKHU3ViWzrQf2Imi+bO5K0jc4+CCmfx6rwvfzhyIh6PWjqL00qSHJJf24QHMal4YqE3PkZ/x6dixfDp2sff/EgAAIABJREFUFAM8S6BASdSeBUxcEU237z7n3bTdYVKdtmHkxLcIWzGLnwOj1UemTU2fLkrOQgJlmB9fTgrAdfLnjGik2YFpRanaDakT/SffLDuR+bhWaVdctTFSOFCr2VsU4Qyb/rmefhzPJB3TVxLBs/MbWPawL98NapCmz0g7NCO28c3QddhO/ooRniXVu0AtcHirE30L7GDGwkNZtxV97KQ4o3RWSmhemxCxh/lp7HKie01hRoYyGRJIf7yiaD269nWHqAMEnHmklSiFuFNHedC5Gc5SQzKpDopQs/dwhhho5wq7ajRvJ/mzLIxLTTet44IKLMvXp01jWx7sPE7Y03QjZVGpN96LxtJcS0IsKtHL+2fmDGsM5CO/lYURuyeL4tGmBTacYcvhKyRq6CnK0LDDW1jwL3tP3ta6giCJmBPnKeWVfldPjmUxVu81sun8KmzLUdOjNlXKFErFsFY9PDw8Uv9rllPvqNTJRGk6/nSEgLntAVsq9/qECSpbM5YxAzxxVGRj98zBWrJvVy4TOL+LrjDAMyI3zWb4qsJMmjkIT40dUDjyVveOWO9ewKL9Uep6MCGtqTZY2rOtT7ckiQtUpO3gD+ik2hVVlso1ymvttlBgWcaDlo0dUO49zL8x6YeHky9uY96fkbiMnMx4Lzd1ngKUr1IFO2xxb92dnm1qatkhPfC8kKh4wrYtZ76PD/PnL2OD/yGOX9Dqd7OV4Q5H1i5ivs9i/th2gKOnLhIZ/VwnVwz/7jzAg+KlKaHq6xVYVmjJgIEls3GicZ+TG/7ignVJittr+l3JcYe0Qy2WyOicekE2sa+0r0HrHhXg8j4OX0znrShVjw6tisHJw5y8mWZNQNzj5LFidPRw0MFD+zGZhye3svJcfso7qscagKKgjWpHZHxENNIm/tS/1PHNT+NaayLUvxY4es3jYuAcmkoxVbrzycRxqeOIT/vR0NHAwbIs27OJ2OhIlP5obP+qoIBLawYP6YS7lLm0OzXK22rZcmvKNHqbRkSzf99ZVBqapfzG8pU252c3BksvTXooG1uZ3Vj0pfalpuhcApd9v2XyXjcmTf2IRppTFYqS1G5WlRi/H1l+TPdCamtKu7tksG0K26q83cYJrgQQdPlpOoyGQklRXAp8ToUS9mSYhFE40uidDhQnjC0Bl0jQzh93lr0PGtPWWb3zVdIPH2/GttRtf9nZI0PtTJuZBfmt0iVT2LrR8csf+Lb9c/ynzGPjNV0bqJ3XxO8rnayaRxHlz5zxy7nRczJT+2qdXrGsQIdRH9P44nImLT5KrDSEMrMf0/B63X/Ta+p1L4ksv4yAjMAbjIAFdvUGM3/WOxRFScRv05i6IRzVKcNMqAiehm5lye5E3urVAjcrzcyZlLAgZVycQXmco+dSr5cXN//Bb1sENj3a4llUM+BWE1WUoX67OhC9mx0n72fiZDgiiaeJ6R9GWBbErrgH73aoauaRH1PKlI9CxUpRnECW/7yNy/GSHPmwazKOWWlHMfVLLm4eZPWacGy7dKCJoQG0blaFBVZag4IMr8VNjvjt5YFNKzp66norzE+5+m/jQTjrt59Ovezf1PQZmOXk4RGnNv3JiXxtGdipElZapBRla9GqdkFizkVwP31eRiuFvmAyTxKT0iZTcqpjIu4kv/5pw4hRb+Ggrc7EEfrXH/grG9GzjVsGubEuiUtVe5T+xzgXl6JPyKzjcqyzuuS120QiN/39+DO6PJ26NsAxQ5l082X37EDd9m0oqTs4FncI3Aqd3y6l+qDKaR1klCIfloYmxTXtIW2CPmPOnD/lw96jJe/YKLmy+QiXEjVKGU/kpcskE8vR7Se5qYkWkRzcV5hWNbI9qJxz0cio97lAUIeEAkur/Dpxmkfz7Z6Ggkm/T8/x1y+7UDb1onUl7SPQCqzLOFOVO+w/GpY6+W9CWrNssEmC60mcrCQxWaMwSURfOkM4LrRtXImCmZJbUtCQ7mdKm9cRtrh3HqxePJIWkCYwbkAjE5iWokm/T7Tyj+fj7uV18hekWLnicOw3ft54Qe1wqyhNpkzOxomGJTZ2xajavxXV7fLgU8zkvtLAAsDT21wKfQjJx9gedCtDn7WvpCc1CmZlnBVY2thStHon2lfXPY+sA2M2jwpLKwy17GyyZn5tMjaZSaTG5H7/mvw0MX2BzxBbU/t1TZ9jkJ7ui5zZypfbl5qgcwln2LTkMPk69cYrg43OT5k6jalpcZvzN2LTdF4XpczPz0lMMmIsFXuHa4+L41JKt8/Nh13dNvQoDXc3H+JsgpbNPXwYukgLUpm5Zowx1x5lpJLpydKJ1r1aY5X8D+sPXsdwKU35FsnERR2RyM3Abey4X5Z3vOpSVKfMinIetK1fkJh1ezj5UOs7yhA5TXyGfkwT+fr/GljKeP0LJpdARkBG4E1DoCAuvabxy60o+s0/zt5JX7O88kI+rqWLwzOuBx/lGsVwubCBH310B9EujBxTk8plpZWvFOKunCU4uTAetV30TLLlp7RrFew5xLGwOyS3LYHOVJ8uc/3Pdk2Z8o9qvVn/+2xjTSmTApt6/fl20D8MWzGezmdOMu3bsfTxKJHxzr5MPLWwqFpOzwdcpgzZR8Td4PTxWGhQAzc9HzOKMq7ULQwn/gnjZnJbHJ6YmN6sytAjdnIEJ7eGgcf/qFpcp9vMX4MhW84wRE8246K0cDVHx0Q0x389hvPHQzLfqZR8k+Cd56BCcS6sX8h8XYGqD2CkR1XK5tcZKemm0/ecY53VR1QT95grp8+TTFWqOmnuUNK8M/VXgU3ddrxXaRneG/w5NaIBTezyIe4Ec7h0M6ao9C6HdWCqSHmd3r4WHfq6s3altLtmIDVr2YJqRb8jE7vEMmfXcc7GdKe8oyUp149zvNbb9DBHB/K6HLlK31y7Z54QyddD2HUFyrmcY8P8m5mIVBszhrqVy6omJ4xPq6WnuWWDM0mWXUQ+bIo4YEPGXRvS7t9kpZIUXKjhkrNJm+wkMP+9BfaOJSh4zVwK1pQopzuRVxiPgZ/xwaFPWfVZH84e+4IZE3pmv1udojSZ+jdbzRUlu3ym9q0W+bCv15bejr6slhYAhtSiZn6Rumv5gzF0+sGbPYcvENPLBUfFc64fvkyttp2ymVyTFggnc2R7dsK+4PcmY2NAvrzsXw2wVEXnOd+c2EotG2XOeCarchv1znidSw4/yfaogtRpVJniGYZACvJXG8ymK4ON4mhyouREnhqaf7KpTsf/1WbpXH92nxpEwyZFQdzm6OGidJyqu/tOH2dz7ZE+WtpxFhSp6oEn6/gn+Ar3P6iMo/brtLAp3yJpmXQC6eO/2m7SaR6dP4Ujbh5l4NhFLkc+p62D9kKZTto34FHni+QNKLFcRBkBGYH/LgKS84uRs5hz9QM++/sI80YvwG1tf53yPuR6qDSSb0SnoWPSL4jVSZX6mETCw1gSDB5rU2BhZUW+PN9polc4rUhTypR6xLfFF7+w1tWHKVPWMbVHIIe+WcwPA2tqHa3SIq8KpmSDhW56I54THnJXOj+ge0xYk9XCivzSPOuTRJTS4qSp6TV0cvobfZV/byZDFRty4/7xjOJkh2tWOhbH5XWzWLffmtEdlKDtPEFi8uA6Z68ooWUnhozVdZ6QUYpX6+kZj+7EAfmxynB+3Ewp87vydreaeM/dw67gYTRpYcf1A6FUbNdaPSGdkzowU6Y8zabehbhymep47eBa1Xkkreh3HUT3RxH4bA1k94l7dPCy59zOcBp26Z7xiE+eyvYSiVuWxXS7Z468yTy4dpFr2NJc2hGWdmm/PlrJRBudNomHWfZH+ujndlw+7D278XGtnRy+eBfhoTkimEjUlauUHTyCblUy79PLbSnMo6eggNPbDFY6mqnv+ShUphrV0b5SQroGohWTVq2i4txv+MZvMn32HWHq798xoJoxF9+bV5Jsc5nTV9rVoH0vd1b/rF4AqPlYtWu5y5fdeXxuDdt3HuDklHZ0LHyRXcGV6NzPsIOLbOV7mQnMwUafvC+rf30RfM22la9LX5pE9NVL3MKKyjbWWsec9VX0i4wrROW3W+M6dy7rd4YypkkLbK//w2HXpnyf5e5XjYx5Z480u2Kz3jVq4reIRuwMv9mN/zQnHozcAZmB9n/vQXcryn+vhHKJZARkBN4sBCxd6PrN9wyrbgvXf2Py16s58UB7+csCywLS4ci73IvVf/g2HTAF1oUKYYWSuITnerbYp3rBS8KWSiULm7cbT8Us1QvhzlVzmPjB+wydPJdla3Zy8lY2d1GkCWpKmdSZLEvg0X8mf/ov4v3qD/GfNpIpO2/qKaOGiWYnxnOiHz7JYmu9Jr0Rv9aFKCJVRVwCzzSnCLSzJT4lTrqq0L0kqlPNpqbXppWTsEV+Ckq7+wzJmRPa5ETHkkjMb4Pjw618M3YxgZp7HTXyWFphLfXyEdGornDUxOfKb051NishClBYdezkAQ9VCpBVWmPe2VK9XRdqEsEW/7M8TpQ+RKvQvopmJTcndWAM/xedRoFNzWa8Uzol9Xjtc/WKvocjxRu0pL3VHXbv+peYhEvsv1uP5uVy7dDaiy6o6fxMtnums5BySEd88xFPRPTjbI/KGZ82D2ywOcUrWIehS2bjsecXVgTfQxl/kzNH9hFk/RHLJjUz4viXOUxzJ0++cs15v0X59Ik8Ec2Z/WeI0df/ZGJpgUOToYxporsXRYGlYz36z/Zl1+JBVH24g+kDvmNXVDbjC8nL8s5VzJkwmIGDv2DusnXsOnkjE1ezIszqKwtTo0VLSqrv13yu3rXsYV+K+h2aYqWUFgDuknD2GHdbv0W5DLuYDEkpeZ7cxerZE/jwfx/z1ZylrNl1kluGkr+IeLOw0SNYnvavevhpol4UX7Ns5avQlxqjcwos8lthYXBsrwE7D35tilDSJplEpb4Dqgry12hN/9o2JGw8QMjjx6rFtkbtM17pkrVUZtqjrImSEveQaOkG2gqO2BtMa8a3SCZa+bFxkBaD4nmid+uikqdx0rdRKUo4aF90k4nQGxEhT+S9EdUsF1JG4M1CQOHgyfA542hqlcyD3X+wLkTtuEIFgz3O1aWL6M+yLfCqgXv0NHhZUMStJnWI59z5yMzODHjOrcsXicedt2uUNHNVT/AsbB0jOwxkcUQNhi9cydJvJzCkf0fql9Ve+dfIpO/XlDIlE38rkpgk6cvFAluXjkzyGU8Diwh27AxNvWhZHwvpHj3XGtSzSOB8QCi3jPrw0UsoPbJIRep42MKZS1zXc09byq3LhMRZ4dqsOmWkjwZT06dzylmoqDM1XK0yX/idM6rq3DnRMQeq9/wc7xldKHxuKeO+Ws9l7RnRwhWoXs0Gwg4QGJbh6uQcSp4bOpuVCPa41q6GBecJ+FfjECCr9Nm/y+fWnPdaOJCwcR+HDh/V+RDNSR1kz/ulpLCpTItu7nD5KCf9/VUr+jULKlA4NqTbuxVQ7vRn/+7DPGxaV+dY0UuR9gUwNdfumSOaBYWdK1MFJeFbjxKm2k5siI4pafPABhsSy2C8ICkqkGXz92HVrjVVucmZsPsUqNyavj0bUio3dtAa5J37L1LCtzP1M38itNf6TGEj4rl14z6qEYbCDhevcXhPaYHF/QPs0nZopUvz2QXWfNKTXgtvUnOED6uXf8+EIX3pUN9JN6V5z2b1lVoLAHuO4O8v7VquSkEscWzaiV420gLAXnbvi6dJI2PGO/FcXjOBTt2XElFzGD/9/gszJw6lf4f6lDWvVLmTyyxs9LDOs/5VDy/tqDznmxNb+bL7UmN1zoKiLlVwIZ6QPSHpd8Zq45xX4UIlqFAulvCodFcvGVjlc6HV/5phkRDAvkOHTFtsM9ceZRBA30Mit/49xnkq0KVZZTRLoJlTmvItkjl3akxhKtWtDFzhwg3pZIbOX8o9woPvQKX61Cz7Bi1C6sCgeZQn8jRIyL8yAjIC/yEELLCt3o8Zc3tRNFOpCuDWvh9dij3n3BwfVp97pLML7TlROxayMjRelVPh3IyB71QgYeNejmXY2Qcor3F051msWvalSw1z7/K6T9Bvv+B/vxHvf9QWF20vt5lkNxRhSpmeEuY3nZXBGg+eCqwq1sTTHqwL22Q4NKTLTVHOk25tHUk+vIGNIaZcAqxLSf2sqEDL970omrCfncc0nmk1aRO4cuQg563aMKRLldS7eExNryGV018LZ1r0b4JF8j4WLw0gSjUJmk5UxJ1g6YoTGb2Mpb/ONpQzHbOlUr/pLJ/YiEe7v2Pc3P3p8uWrSLthnSnKP3jP+pPzKscmWuIkRbDz+z84k+YQQetdlsHc0NmsGOSnXNP2tLKK5ejv2zgVZ+5XthYPRTmadGuGVcKffP3VnUwfojmrAy0+r0xQs7vmCN+OPkH6ir76UnvlJiZ/94Q2jXSdzLwyBchlQcy3e+YIks+tDUPfqQChvzB79Rm1EwQNJWkybBezVoSqvAqbkjbXbbBGJGN/E8/x68cTOVZ/CGP6d6BJPcmbcG0qFTe06PScmAvHOHohOnWyy1g+LyTdcyJOHOJMofxk8HllCu/kMNYPXklI2sX0NrjUkjxAF8TextBukRQeB61j1u443vpgAB1c7MxcBMxCUHP7Ss0CwOm5jNvnnr5rWe3VVvn3TGY/bUgjXcdf+kR5fJLfZm7lQdN+fNhR491YX8IXHGcuNrpi5ln/qstI5znP+ebMVr7UvtQEnbNwa0o/z8IkB/zKMv+bOvYpmbjgP1h5PNXpnU4N5OzRogSVGtpw6dYDA7u1NeOfCPymLCTGlMU2s+xR9sURscdYvWgfNBxIv0bFsshgyreIITLWOLXsSZdit9iy4xQPMmwaECjDg9h1tiDNhnak+n/+bl9DGKXHyxN56VjIIRkBGYH/FAIFKP/OeLwH18105FVRug0TfxhM1ZR9zOran7GLNhMYHELIsX2s957Il6dq0qWmemJOUZa2k6bygctOvvfZlz5JIh5xfs1CFl3thPd3XSlvtjWVvNcVAm5zMTyGJBHPzdAj7Fz9B9vDUicTM1SLals+cO4CVx6nT3CYVCZu8evKfUSqJqQESZGX+De+ER/38chiyzygKI/X5xNoWySYn4Z+wc8BV9M+UEXCYx5ob3zMILShBytKtxvNnEGObP52Cf5RmqPEycSf38i8n27S7cdJdKug+Ug0Nb0hvgJl2Gr6udany+if2Bn2WGcyVzefDZX6TmRa+5JE/P4Zg7/4FX/pwzQphstH/Phuwm7KtquZxSqlLj2d55zqmKIItYbOZsmgSoSt+Jwvlh4nWlW3GrzqknJwOt17j2fx5kOEhARz/IAfPiO/49TbbamhGgwlcHnVh1Su+w6fzt+p9masI2fao4k6m5bP+ICidHsmfvcOhUN/5OOxSwi4Fqeuo2QSHj/SGXQbQ9eKUk3a0d4qBetuXjTR/RDNaR0YI4JZaTTHKR9z7sx1HmcY1GZFULO7xgKrTl20js9qvNpa4dK/Ax56nMwYpmquLIYpvtg32dm9XCyfRp+qPydw5nu8O2YhWwJPEBJyjAA/b0Z9cY6mXaupFyjUfYxRaXPbBptYA0+iuHz+Dv8smsnMpWvYsvcIISHnuam7SKAmm3LtL0Z37svAzl/gd01j303kaXZyQ1diqAmK25zc8y9UKYtjThwjxaxn5fZrapv0jMiLF3lSqy+9PQ198CqwLGiLHQncuniVmKRk4m+e4cgOX37bds7s0mbMqLH9xvatmtyaBYBSdOzTROv4rMarbU36dpYmKo34kzybF7aAm+GExzxHqI5gb+e31TsJMyJ7zpMYas/mYqMrkYaOMf2rbl5jnrOTP6/4SrJlZysBA2NRNLYvz8bMWWBnis5ZVeHdGZ/TplgYaz4ewZer9nEh5jlJMWEcWT+XiZsdaOuhx9lCFuyNe1WE6o0bEBt6lXsG+nNFqYZ07ViK5AKt6dKkhGkT/Sbbo6yklq5QOcGKSV+yKq4D02a+S7VsLoo27VtEP28NDae/fJivNckq4s+ydt5KrvWczrfdndOvSNBP5o2Itfj666+/fiNKKhdSRkBG4DVH4CFn1q9g7Z5Ajh4J5nJsDFdCLvGsfDWc7Q347VHYUt7DHcuT57Dr2JYqtprZNkvsXBrQtmUlbOJPs+3X31jn58f6fXco2WEEXw1thKOF5gIYBfnsKvL2Oy0oeXEtX3+7mct3z7F3yTJ2Klozbd4IWqQ5GUiVcc3Ow5y+GoMyScmj50WpUb0k+XnOzYDfWbFhv867CpR3LYvyzGZWLPqJhb8dIaZwFZr3bI/bnf38HXqG8xefUrZhfVylcloXp7xjNIf//p3Vixfx295wHpepQSOXotgbVSYL7Io5UvDKdn5ZupdLVw6x+vfrNPz+G4Y2yO4ScAUWDlVo0a4GBa9uZcG8+fz8448s2niMG/djuHX6HJHJdpQsX4pyrmWwf3qGDYt92RUYzLVHz0lKieW2KIeHs9Yl4PnscW7WkQ4lL+H79Vw2hkVyYe9KFu8UtPl6Jp+2LJfRm67R6VOID93Ez2t2cuToee4kKklOTsCqgqQvKUQd28JfR05w8fRRdh4rSrv+9XDUqIe+lmLpSI2WLajt8IigP5eyavlSFi7awzW72vQbP4SWai/HKp6+Ozhy6iqPk5JJfm6Pq4cz9gq1PL7bCTofhTIphaTY/JRXvTNBx1IiCVjyK5sCgrgQFY8y5Smx+SvgUbEczvWqUfjKHn7/bTV/7VNS3cuTCoUK49ykJc0r2hJ/aiurf1/D+j//Yt/NUrQf+zlDPEumTnSLKI6v28iRk6GEBu3hmENb+tUzpA/WlDRaZ+NV7da0NiG1FyscqjWhTY2CXN2ymPk/LuCn+cvYePQq9x9GcOZMJMl2pShbsjyu5ewzTdbrq0JFIQcK3LtC6W4DaFxS90iGCXVgsC2XJL+h+pF0Pj5Upz2kYOdaHWf7fKm6qq03j5IoWqMyJfPnw7pUGYpHHGPbuuX88uMf7L3ynDK16hi2e5rCW9lidf8iNl4f0bGClgMCa1vyRYVTvMt7enDQ6KmWDmcrSy2KX9/Kz9ryG6X3GkF1fjNhmEDUI3uVHbW8GcDSFRs5mKlNZ9azh7ehnKp9SfSNsXsK07BW1ecadgceTbPpD69cS+uT8tm50LhdE1wKPeLU37/hu8aP9X8eJLJUe8ZMeR9PR40OSrpnfFqTbLCFMKxbibr2OZ7nDpWpVrIAqOtgY8BJte1Wv3N2wrlUNAc3buPQof3s2bqR9X+uYdXiBSyYn9oXRD7KT0lXZ0oWkvrlOK4d2sO/xdsxqH9jyhXMysjq14PNhwJVNjOFJJJSHnD1nq26T9VJr26XKzcdSLX5KYncDrnArUeRnDsRRFCQzv/R/ezcFMId5w581LUKtqjHGLsPp9pvklGmJHD73OW0OtXliKIQxZwsubJ1OUv3nuPqkTX8frEeM3/4iAYOBsYlKLAq5Yxr0nn+XrqQRQt8ORhjT5UWXelaKZpNm4O4dP4qj8t50NRVYzckPTuW0eY72/HEYB9nCUb3ldqlUmBV1JL7+/LTYXwHKlinj4Osiyq4HWBPlzFNKJk2PtLOqxO2cqSimyB081KWLFjM7wdjsK/SnB7vVOTOxu2cvXiei3FlaNDUFXuFobGTI4lSGbVty8P7iKzGfWliZNGeiziYNu5Io6kTkDDOtn/NyqYqSJFs2vK/OKgZM2Rrb+vgLMmfLV/pmjHdPkfPGEynSMbZSrIYixbGwugxs6FxsZl9abFSJuicAsti1WjRrg6F44+zYfFSfl26kJ93RWJbszefjWpBWdVVAbq6mcxz+4rqcaz63Y6jOm1Ta4ybCV9pgjaJsJlHKdKvJa76bKKiECULRhFQuhOfNimVeXyTqV7V9rlUsWzskW5ZtL9RkogJ2cKfRy8QfiuW+BunObxtCVO+3kO+1iOZNWc4bSpoDtWm0lm7+6Ce8awp31eZwFFHSDTeomvH4lz84zu+/+s8dy/sZsmiAyjaTGLu2BaU1lzjYAiLrPox6d1/5E8hhDAwH/wfKaFcDBkBGQEZARkBGQF9CCRdYnX/d/m5xkL2Tm1q3C4DfXT+M3GCpMu/8V7bNdTwXcuUJpkPpv9niioXREZARsAMBJKJPTKXnu8tISKL3FYt57BnRe8c7FTPgrj8SkZARkBG4HVGQNwjYOpwNr/1Ez5eZUzbcfc6l1uWPdcRMGFpLNd5ywRlBGQEZARkBGQEXhoCIu42V2I7MG2IpzyJp6qFFOJuRfDwndEMbixP4r00xZQZywi8qgikhPP3nC04Dv+FvWfDCb9+LfX/2hkCtm5g9eIv6FHVFuWBw4TcM/muhVe11LJcMgIyAjICuYeAwpEmA7pyz+8g13XuXM49JjKlNwEBeSLvTahluYwyAjICMgIyAhkRELGc+m0nBaaNpUNpQ5eSZ8zyX38ScSH89mchpnzVntKaE1X/9ULL5ZMRkBEwHoF7FwgqNZ4fPmuX0TGTwpZyNevRxOsjxg1rCaXLU9o+JxfPGS+SnFJGQEZARuD1QkCBlXt3JjX4h1WBuo7eXq+SyNK+XATkibyXi7/MXUZARkBGQEbghSPwnCj/lfgVGcDoJiXlYw0S/kk38f9xJw6jBtHE0dDdTi+8omSGMgIyAq8SAvalqeRWimKa+4l0ZBPx59m26TT1PupALRt5NUAHHvlRRkBGQEZAjYA9NQcOoKjfX5yKS3dcJ8

300

This patient has the greatest alveolar ventilation: 



Who is Patient B?

VA = (VT - VD) x RR

Patient B = VA = (600 - 150) x 8 = 3600 mL/min


Patient A = VA = (500 - 150) x 10 = 3500 mL/min

Patient C = VA = (400 - 150) x 13 = 3250 mL/min

Patient D = VA = (300 - 150) x 18 = 2700 mL/min

300

This molecule is formed from a missense mutation of glutamate to lysine, can lead to mild hemolysis in patients, has a lower solubility than HbA and tends to crystallize in RBCs.

What is hemoglobin C?


300

This is the lung volume at which the inwardly directed lung recoil is exactly balanced by the outwardly directed chest wall recoil and the sum of the passive recoil forces is zero.

What is the functional residual capacity? 

300

This cancer originates from bronchiolar and alveolar epithelium, results in a glandular type of tumor and is characterized by a peripheral mass on histological slides.


What is adenocarcinoma?


400

A 15-year-old male is admitted to the hospital with cough and severe dyspnea. Physical examination reveals expiratory wheezes, and a diagnosis is made of acute asthma. The expiratory wheezes are characteristic signs of bronchospasm of the smooth muscle of the bronchial airways. This nerve could be blocked to result in relaxation of the smooth muscle

What is the vagus nerve?


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LhGlxqWTSjUPDvb0gJPnbpmYG3Fpd61beXbqA/6rbv8UX576yyWVSR97zMjdwiX/OW/3HHhEfQpyiFkWZhabDLqniam7nu4kL3H/4qH/vFjjulVEMyJl2TRozfxp7fKibUax2vSd/wZHNElz/dQ9FKLeOSWB5hfEfOFzia6upN2uSz/7++5beZSNiW0WGKQO+Ri/vTI7Vx8VD+Kc8NYlom5efwGhmli2SHCBXtxyi//xT9+PNpPmq9ny0su5r83/5m3y2tJt0F3Mc0QoTbcQ6E9SGyrP9Fmn3F884iu5GvxUqVY/Ojt/H1eOdVtiCyt306z2+5i/v3zX/Ho/DVU+2KbTY/jf83Dj9/F5ccPpnN+BLvePaCVZ30v+AVd9D1Z2I8jz/s9j708kwduvJ5Lxu9DYY78vt0sbzkgBISAEBACQmA3JiCC2248uTI0ISAEdlECqoyJV5zJ4MIgVM6rfZc/3/wYS2uT25WPqcVRelvb+tMtj/neVi3llWqxzV3ioOGLPIUHXcxFx3clLxuv6FUv5L2PYmScespG3igmnTSQvEjgMeSsnMnUNytJtioABQNNz5/BrMXZcFKzgCMnnkSvvGiT3lq68uLKaVN4ozxOWhmER4xj4pBDOXPCUApyQlp+oeq1KTy3Mt4o3HSXgAokeOdvf2H2ymzuNSOXA354Gz87eS865bZeEVJ7XXU6/Bpuuvwwv4KsLzglPubRf73I+liqVT8fr2wCl5+xD8W5vjpJ7Xt/5bbHF1HZZJjtTmKWmMsDf3mRFZXB/WjkHsDlt/6UkweVkdtqRVAD0+7EYVf/kcsO60ahvy49Ep/8l3+9uI7aZL11uZO6v9s363XmlO9/k31L8/2Qbi/2Pg/c8QRfbqqlqWDsbePhse7Z27l75mLKs2Jr3rAfMPnu73P0gFJyWgrz3Wwo+GyKlI3kzBt+w8VH1K2DzSfIhhAQAkJACAgBIbCHEBDBbQ+ZaBmmEBACuw4BlXEIjbqMy0/olhWKXNY/fzt3zFlHvI0iUFtHoxx3K1sbnr+DO2evJdYWd5u2GvpfnWeWMHzYACKhrAeJt4ny8szmYgFBt6IcNOlkBuVn8105q5k17Q0qkulWBSBIM2/aTBbVJH0vK7P4GCae0JO85hLuuUt59pm32aSLEhhRDjxlPHvlF7D/xHGMLMjxvb5UzVtMmbaEWMMEb/8rgg3t1rzCf5/9nKqE47OxepzKlRcdTNm2hCCbuQz93sWc1KswmyvQYe3sabxcnqA1vclxbA695Aec0DN7rbuBmXfdzZzVNQ28Fht2un3f1bz6GM9+XkncF20teky8gosO7poVz9pmy8wdynkXn0Svwqww66xlzrRX2JhItmHNtc3GHnuW/kw7+CIuPaE3JX7sukv5i5O5Z/ZKqpI7+DNC5iP+87fnWLpJhzXrdI378b0br+SYfqWth8lvNSEGlm1jmXVeqVudIDuEgBAQAkJACAiB3ZyACG67+QTL8ISAENgFCXgunt2bM6+7kANLctFOMyq9hEf/+BfmVSTaN3yuOVs3/ZX5le1s63+E2rKszYGWGDbhkKmjWxs8IiMmcsp+dUUEXNbOns7rm5Kth/il32P6i0uoTWnfGZPS0RM5vlvOlqIMDayA8/mzTJ1XTSKjMHIO4pRT+pMbtbAHTuSUgwqDMGKV4L1nnuWL2K7HP/72LF5dHcMfLhZ9TzmT0dkQz0ZDbfGtVXYCE47pRm5WmPQ2zuWNBbWkWxF5PVdh9f4mV59/IJ38nIaK9NLHuOVv89gYa6q6a4vd2I6DCd6Z9Yof8ut7S1l9GXfmaLrkNZ1/rnkDFmXHj+eYbvlZ0dFj47tvsEBXehUnt+axteGI8j/TevGNK7/HQV0K/WIcKr2MJ277O++tr9khvql3n2TKwo3U+D98mJSOuZDvHdqN4q87h2AbOMgpQkAICAEhIASEwK5PQAS3XX+OpIdCQAjsbgQ8Dw+D6MhLue7MgRT4ooRHbN5fufm/i6jdUS+N+rxasvXoImra01Z9u1/bdpzPP1tGyskGk5m96d9f51hqpLiFhjBxXF1YJ7jrXmTqK5tItqJ+pN7NhpPq5q0uHHfqGMpysgUZthpjhg+nPMvCqgSOMsgbNZ6T63LH2X05ZfwhFOfowhiK1AdTeebjGMmdkLdvq261eUeGz+a+x9pEOgjNs8oYddRICqPbUczDyGfUqKHk113rruHjhStJZrLz1EyfPF1h14gy4qJrOGPvYnJ0FLAXY/4Dt/LfL6tItHx5M61uw+7MZ8x9fx2JVOApZZUdylEjCok2WWK15XaN/EMZNTR/87Xumk9YuCpJemePoeVudfyjSlcyNogMv4CrTh9MaV4Qfhz74EFuf+xzKmLbe1Ol+WD2qyytTvjebVhljJ50En2LcrehSm7HxysjEAJCQAgIASEgBNqPgAhu7cdSWhICQkAItI2AylaiNEs54ZqrOL57vu+lgVvOzDvuYOZanf+rbU21elZLtu68nZlrYu1nq9XOtP8JzqL/8q9Za4iltUBiEBp8HCfsk0t4qxzlIQafOp4DCqJBMn93A3OmvUR5sqW8YinenT6LJbGUL0BZ3cYy6ehOmwWUrUaTeo+np31KTdJBGQUcdspJ9M6NZr+sW/QaN4HDSnKyHjmfMPXpeVTr0NOtGvpf7ajh88+Wk8qKYoY9iKHDcgn5FSm2tU8mxYMH0zMSyo7fY8WSJaScIFS1udaU5/k8jNKxXHnF8ZtDMt2NL3L3nTNZVbMT8hzW70zNZ3y2PElGxxNiYA8aytC8cLBm6p/Xlm2zmEGDexIJZauNeitYsiSFUz+/YFvakXMaEtCfaXqPUcKYH17OCX2Kg3BPdyNz7r2bF1ZUkdieyFJ3Be/P/4pYKlijZt4BHDWqEzmtVpZt2D15JwSEgBAQAkJACAiBOgIiuNWRkFchIASEwNdEQCnQT5RBqN/Z3HDJgZT6CekVma8e46Y/zaUim0NrR7uklNraVp5Ofq9tPc7Nf55LRbxlEaTNfVBreeuhe7nz1lu45Zamn7fedi9Pf7CJ1A6LDg7l7z/IFef9ihlfVaP1NsPuwcSrLuDA4lx0eYLGD3vABCYcUhSEdeKx8aVpvLS+YUXTBtek5jL9xaXE/PhKi94nTOKI0kAwa3Be9k38raeZsajWL4ZgFh7B+BN7kVfvy7rV7WQm6Oq0vrdUhsXTn2ZudYJ2TtvXVNfats9dwfLVKTJZscIs7UO/4pAf8ty2BhqeZffsRfeQReBs6FG5YQMJNyuWNDw1+04R/KfFlBD9zvoRFx3cmXwt+KkMy5+8lb+8s7EN1U6bbLxNO92VK1iTymST75uU9ulHcchqpkBGa03a9OzVnXBdyLNXyYYNCVxfzGvtWjneLIG6zzQtsPc9g2svOISuheHgM23509zxt3dYX92W/IyNLDiL+XJpgkz2hjQH7M+QknCz4eONrpa3QkAICAEhIASEgBDYisBWPgBbnSE7hIAQEAJCoJ0J1PNpMnIYfukNfOvxD/jzB5tIuHE++NtNPPytkfxgaAnRrHNMu3Qga+vsxxfypw82Zm3dzH/OGskPhukKfDtoxVnCc3f+hheMRuGcDZo16TS/mHfvO52ehc2FZm65QK15g3/c7VIWzVbIVA7xjSv5YsHrvPbeUsprk2Q8hWF35rBr7+OPZw2muJ7ItaUlwA/rHMUfX3qWmnQar+IVps5ez+m9C4k2cU3i7em8uCybz8zqx4mTDqW4LkSyQcP6TQ2vTXmBZbVJXExKjprA8T0a5XqzunDihKPpMn0V1akkmeXP8dRrP+fY0woI7wo5otyNlFfoghPB+jRKy+ikxaaWpnMrDlt2mKUlvlgVXK5wYtXUtCi4bblWbxnRYVx0/bd4YsH9vL8+hhtfyIO3PcKZB/yAA8rydkqYn7uxnIqMDln0e0BJ59ItglnD7rXhnUlpSREhK/vbpnKIVdeisnybbsDl479fzITnctGpCJt7GLnDuPC233HW/p3I3dH7tjkju/D+zZ+gRpShF1zLWU8t4L65q6lx4nz4j9t59PSRXHZwdwq24V+53qY1rKvJEPwWYBDp2ovuEbuZdZbgixce4fmPNhDPZD2WG/MyTKLdD2bCpCPoXxRppp3GF8l7ISAEhIAQEAJCYHcisA3/FNmdhi1jEQJCQAjsOgTMkjFce804pl3+GEuq07ibXuKu25/j1HtPp3+B9txov4e2dc01JzPth4+zuCoV2Lrjed/WgB22pXAdJ+sd1FyfTRLxVOB119wp9fY7S1/gnj/MxNgs4mmPPYUOPdTCkDJM8vofx0W//D03nDGCLvnhFryRLHqMm8gRf5jF2uo0Ka+S16a9yJoze1MYzWl0XYJ3pr/IV9lwUnuvcZx6cBHR5sIrK+bw9MyVxHTuL7MToyeOoVtO40T7Bp3GTuSYrs+wvCpJ0lnDzCkvU37SWRRGou06z/UQtn1TJUkksx6R+qpIlKhpbH+/jCjhsIE/dVohSWd8b77NYkmrPTMpOfYqrho3nSse/ZxNSZdNL0/mrucmcM+ZezcvrLbabvMnqESChF5f2VOi0Zx6a6/565o7YkQihI2AoW41k9EhxHWtN3WVR9XyD3h/RSt3vbmUvgt+xKl7l5Kb08q5TZnZjfaZJcdwxRUnM+PKR/h4Qxy34lXunfw84yd/i307Nb6vmx+4itUS2ywIG+QW5BMyzabXf+od/vnrG7l//lpqW8rJZxTxUs3L/O38femS14KC2ny35IgQEAJCQAgIASHQgQmI4NaBJ0+6LgSEwO5CwKbXGT/i0ofmcOOcNcScDCueuJn7v3scNx7bhTxdxrTdHtrWj7n034Gt2kyGldrWOWP49bFdyWtOUGqLfbsnR509gWElkWbDEA0jQr+TjqPELx7QhkaVi9NcDnTDptuxv+Cff7uKo7SXmt3Ml+N6ZqwuJzLxqDKeW1VNKuVR+cZUZq39Fv2Kc4I8UHXnxt9i+uzlQTipYbPvuFMZWRBtZlweG2ZN4aU1cT+01ewyhvHHdiUnW6Gzrkn9apSMYeKYHjz5VSXJhMuGF5/mxXWncm5htKH9+hd9bdtayKxnzI97rvd+mze9oL06fckO+bnQtmk12z05/bqLeXjOjcxaUU06s5Knbvsz3xlzI8f1DCpUbnO3WrygoRzm7SgDneB/sz0DO6T/2dUKAaVoza5hFlBcEsZsXBxks609acOmxzeu4aJHXuLGF5ZSkcqwasod/PXsMdx4Qp+2VxjV1U/rYfP0zVC3duvtDzZdMhnHF1BbrgNSzYb1VTiublkEt60wyg4hIASEgBAQArs5ARHcdvMJluEJASHQMQgYkaFcfMM5PDbvHuaVx3ETH/H3m//Ntw+6nGEldYn322csRmQIF/3kHB57/x7ez9p68Jb/8O2DLmN4ac72hz4ZfTnh6hu5cv/SFsUjw7Kx2xinaPc8irMnDKMkYoMTY9Pyj3jztXl8VZXGVQ7rXvkjF37f5p9/v4ajeuS2ntzeKuP4iaPp+uxKqlJJvKo3mfbCar7Tv5icnC1fiONvzWDO8iCc1AgNZdykIVsqbjaeBm8tzz39CusTKTwsuo+ZwOjOOTQZJWoUMvrUsfR+bDFViQTupleY8vxKTu9T2MB+YxNfz/swkUg9j7ZknJj2Itxe4+mYX8wiuN7AzM0jz2pdFG1oziC8/4X86DtP8P7kuayrdUh8/E9ue/hbHHj5AXTxK1Q2vGKH3oUj6EDnOkksGY/73pTb22Y6Fie1Ocm/SU5eHmaLa99myMX389tvDKSk3npsaF+z7M6+Q7tRGG54ZE99Z4T343vXfZsn37+bt1ZXk0l8wr/ueJgzD/ohh3QvoE3/2M3JIZr1RtRKW6KmlnR27urWw2a+kYP41jVXEV6wltpGFW5UzYfMePJNllbp8PIduH82G5MNISAEhIAQEAJCoKMSaNO/QTrq4KTfQkAICIGOQ8Cg6KiruG78M1z6yJdUpVwqXrmbO2acxr1n9KfADkSArXkLJr8AACAASURBVL74bdcAs7YmPMulD39BZdbWnc9N4t7TB1AQ2iI4bFvzBqb2YgqFWsw/tS1tGn2P56obr2RIaa7vH6KUR2rlq9x7/ZXcNEP3Pcmq2b/j4p/25bnJZ7BXUeMwzsbWDErGTuK4Hk/xVVWShFfD29OeZ9W5AyjJCWxAnDdnzGG5H05qEBk5non75BNt5m9Md/k0nnlzE3H9xdvqyrGnHE6BBZl0urFx/334kHGM6f1vvqxIEHereH3KdL76zgCKc3K3X+xs0tI27jSLKS6wMLXuqJ17Kjey0XGDfGbbsfDc9evZmKnzGjIoKutMTnMhei111SjkiCuuZvzUH/CfT3TuwQpevfdunps4mbMGldCempNZXEzBZk9JRdXGjWTqKqe21Mcmj7lsWF+O42T9powiyjrntiK4GRT0Gsahh4+ka35LydkMjB0J922yvx15p0Hh4Zdx5fhpfPbQh6yPu1S8fj/3PDeRyd/al07R1j8/rU5d6ZRjB0U+lCKzZiWrkw6DmvRNK2LEWdcx9Iyt5Wj3y3tZPHsey6uTSH2MjrympO9CQAgIASEgBHacwJaf83e8LWlBCAgBISAEdoSA3Z3TfnQZR5YFnloqs5Inbv8L71Ym8KMqN+cx2xEj2Wvt7ky6/gcc2aW+rb8ytzJez9Z2qCzt0LUGTRgWdp2IFwoRDkco6H8c1//9X/zs2J5+BUvlJln22G+5/aV1xBp5mzRoK/vGKDyGiWN7keuHfCpq35nGc8sTfnVR/5T4G8zYHE4a5aAJ49k7L9qMl4zL4mef4Z3KeFBt1F3Dfy8cQp+uJRQXFzf97D6ByR9sJO7nflLE3nmGqYtjW+w31emvY5/VnW5dQpsFIW/TKlZVOtstGjhLl7Iy7WST0Jv06tefqJ0tfrGN47G7TeLaS4+iq59nUJFZ+RR3PjCXjbUZv6X2ujWsbt3oUq+y6qZVq6jMaD+l7Xk4LF26ipSTvd7sRb/+UexWwrYNTEyztef2iuLbM46mr2n86dBiBGZTTdTLlacPb8nT2NTJbdhnd2Pi1ZdwdI+iwLs0s4opk//O2+XV+NJ3a4sk3I8BvaKEsiH8zrKP+ahS53ps2rZp2cGPC/oHhgZPXWjkfz8/Tfda9goBISAEhIAQEAJfJwER3L5O2mJLCAgBIdAiAYPwvudzw3lDKfJLhnokPniA2x9bRG3S3Rzm1mITbT4Y2PrJecMobmSrpt1ttblTbTvRMLGLD+TyX1/MASW5vhDmpRbx2H1PsNivEtpaM/kcNelE+uUFoboq/i7TZywlngqyn8den8GclXH/i7aReygTThlAXnPlYp1PeGbqfKoSTlaUUbjpJEmdfL+5ZzKFU69SpUrOY+ozn1KbaC5ZXWvjaafjZhkD+3cmYgf/NFDOl3zyWYJMZnvkJpcvF37MxqQuEgBYZew7tC/RcEteWy2Mwwixz/eu59zhpeRrQcRL8OGDd/HYl5XEXS39NJZ/WmirhUNm2UD6dQ4TIFA4iz7hs0RQ7KGFy5o+5H7Jwk/KSaYDxcYq24ehfSJsL4Kmjfyv9hqEwmG/gq1PXsWJxdyGOQBb6ZqXSJCsF7IciUR2UKgyCA3+Ltd+dwRlhSEMPBIf/pPJj39BRa3T+gqxBzJs/85Ew9n1H3uPV95YTyLRjOLWyvjksBAQAkJACAgBISAERHCTNSAEhIAQ2JUIGAWM+uGPOK1/Ab4DlruRWXffy8sbUnjtoylsGa22dfn1nDagkKj+28DdyIuT7+Pl9Slc/b697W2x3A5bJrkHns+FY7uR5ydL86h89R/8e14ViTYIRDmjJnHSwDwiWv9RCd6bMYMlMZ1zKcbr0+ewMq7zsRkUHD6BcX3yaE5vyyx4hqkfVZN0FJi5dBs0jOEjRjJyZGvPIfQpDmfD11J8+OwzfFCbIPDXagc829VEiGEj9yMvnPVCc9cx9/WPiae3Qwh0F/PSS59SmwqESLPgQA4bWUCkFe+ulrpt5B/KZdeexoDiQCh1N83mvvtfZm28DWJKSw3XPxYayoh98wln++mum8sbH8dJbsfEuItf4uVPa4O1gUn+AYcxojBKeJe+r+rDaGnbpKS4CMvMCqhqLatWpnD0fdDGh7t6NesyWQ9KI0TnrmWErO0UZOtsGvkcfOlVTNqrlFzdlLuJl+7/Ey+tjpFplXsehxwzii550aC8gbeJlx+fyqLqWOD1W2dDXoWAEBACQkAICAEh0EYCIri1EZScJgSEgBD4ugjYXcfzo8uPoVue9tJQpBc/ym3/WkQ847W7CKZtXa9t5W+xdftDi4in29ujbifQs3py2oWnMiA/66mW+pTHHnqFjYmsV1VLJqMHcuq4weT7idkUyXkzmL4oTrLiVaa/tIq4jiMzizhy4sn0ym0uL1yKd6dM5/PqpB82aZWN5w9TZ/HqW2/xVqvPN/jHJcMo9b0LIf3FVJ55r4ZkG0JiWxrWjh0zKT3yaL8aa6A3OSya8TTvVCbY1m4l3n2EJ+ZXEvPFT5OiI0/i2K45gYi83Z206TLuWi47pieFWo1WaZY8ficPfVHTfuG4ZilHHj2Swmg40JudxTw35W2q4qltDCtN8O6jTzK/IhaEGuu1dNJouuZkxZztZrCrXGjSeUA/OoXtQJxyVzD/veUksl6irffSZc3781kaTwdiltWHffYpItwOaqTd5WSu/v5oehVr1or00ie4+z+fUxXEcLfYteIxp3Fiv8JArENR/cbfuP/FFVSJl1uL3OSgEBACQkAICAEh0DQBEdya5iJ7hYAQEAL/OwJGiL3OvYHzRxSTqxP1e9W885c/8fqmbJ6w9uyZtvVdbaukga3XNm27yNKe3WpbWwYFR36b0/YryBY0cFg97T9MXxVrNu/SlnYjjJh0CvvnB7nZVGoBM6Z9zroXn+Wl1UE4qVlyDBOP706O72q45crNW/HXefq5xdT6IoNF59HjOKZrEQXRCDo8ruVnIYdNOIEB+ZGgUEJmKdOffpOKuhDMzUa+3g2r9zgmHtGZ3KzwkVn6GHc+9BGV8W3wckt/6lfYXbgpHuRvs3oz8ZyT6FHnObQDQzJCAznnx99jRKc8vyKtVz2Xv//1NTbUbKsg1lwnLHqPm8ARnXOzVWYzLH38bh76uILYNiF4kFv/vZDyWCD+Wr0ncM5JPclvtvJoc/3ZdfdHRxzMiNIofgSmyrDgmSdZUKkre7ahz5nPmfLMXCprg3mzeh7GkfvmEd0BD8jNVo0QA759HecdUEahXsdeDe8++DdeW19NqpW+GQVHc/45h9K1SNeq1ZruMh779W956tPybM7FzVZkQwgIASEgBISAEBACrRIQwa1VRHKCEBACQuDrJ2DkHcJlPzqDAQWBR0xm9Qs8936c9HaEtrXWeyPvYH5w/ekNbD3/fox0G0IzW2t7px8PD+OsMw6mOEd76IFbMYf/PP65n/OuNduh/SZyyvB8ckL+N2sWPvc4f3/8eVbEdDipRdmxpzK2a7RZr6zql5/hha9qA+8qq4xjTj6KTnWeUa0ZB6IHj+f4gXXVTx1WvTCFV//XQqfVi9Mu+SaDi4LceLhVvHHbddz60nJqsrnIWhyau4aZv/4ht8z+iio/27xJybGX8f3R3cj3Q39bvLoNBw1yD7qU6765Vzb3oMPqWS8wrzYZeJK1oYXWTrF6TuKib+5DUV5QltateoPbr7+NOcuq2yDkgrtmFr+58hZe/KoqON8sYfQPvs/obgVZEa+1HnSQ4yXHMeHYnhT48daK9Kf/4vd/eps1NelWvAFTfP7QH/jLO+up0uqcEWLwxG8yqjS/3fgYuQdy8dWns3dpni9oO2teZOa86qCScIt4w+xz3k+44KBuFPmis0dqyZPccMkveGzBBrZFd27RjBwUAkJACAgBISAE9ggCIrjtEdMsgxQCQqDjETDpfNK1XHlcd/J9L40M6YzXyhfZ7R1lYOuqsT2+Blvb28fmrgsx8JtncnRZbpAbS8V475GHea8q0boAYw9i4ikHUhANwmkzHz7A3dNXUK2FIqsLx506ms45gafL1tY3MXvKLFb54pyuCXAM447qRDTrGbb1+U3siRzAhBP3Ji8SCDvO2llMmb2BRHNlEZtoov13GRQddRU/PXMfiv0kWAqnYi53XXAmV9z3EstqMjSXQj6x8mUmX3wa509+nRU12rPLwCobyw03fpchnbICXnt02OzECVdfwdheRX7uQS+TIVMv+f4OmzCKOOrKGzhzn1Ly/Bx/DhVz7+bCs67gvtlLqW5WeEyw8uV7uOQb5zP51eXBeYZF2XE/4cbvDqFz3vZVaN3h8eysBowSTrz0XA7uWhDce24l79xxCef/9kk+2JDIVqdtZDyzjrf/dDnn/fJZvihP+HkSre4TuOKCgynzK9A2On+735p0Ov4KLh/bmxLtVehlyOjPz1Y83LQ5o+AQrrj5xxy/V2mQ21Jl2DT/H1w+6TSumvw8n29KNV+51y3nwzc/ZHU83fw52z0muVAICAEhIASEgBDoaASCf+V3tF5Lf4WAEBACewABIzSAb//kIh5+7Q+8tj7W9BfYduKgbZ39kwt9W6+u205bzrv8fvTe3G6aGK0kKDdyRnD1I49w9aGdg1DWHRiH1X08Z594M88/WEMq6ZFe9DT/nn0Nh52RR1GLXlU2/SeM55BbXmNGbYa0E6MmGzZo9TyBU4/uRE4zApq3fiZTXl5LzBdfLMqOGcdRnbY1IX6E4aecyD73L2BTzMFxy5kz5QVWn3YBhdGcIDfWDnDZ7kvt7oy/8S6uX3ouf5i1zBeO0uXz+fdPJjLjz4cwesyRHDxkID075WG7CSrWLuGT915l1uz3WLoxRsrRwrCBWXQAl91zBxcd2CWoLLrdHWp8oUGo/1lcf8GjvP6Hl1hZ3YacfY2baOW93f0U/t9d17H03D8wc2kVaS/NxgX/4YZJz/Hng0cz5siDGbJXT19EcxMVrF3yCe+9+iJz3l9CeW22Cq1hUjjyB0y+4yIO7FqALq66az4c3r/pBPa/2/KrhDbbRyOXYT/8F49cfThdCrVbqEF0yKX8/rq3WPyraXyxKYmbXMkrd13AmKcnc8yYYzl8xF706BTFi21i1Wfv89rs2bz52RqqExl0oV4jujff+d2v+MagzmTTGTZrflsPGKF+nHnt+fz39T8w+6vKtoW6+kZMCoZexD1/juNd+n/M+HwTCTdDfNVb/OOG03jstr048PCjOfyAQfTu3oXiiEusfCWLP53Pmy+/zoJlG4Lx6bYMg3A47L9ua//lfCEgBISAEBACQqDjExDBrePPoYxACAiB3ZaAQe4B3+cX503lW/e8S3nczXq4GX51wPb9/m6QO/L7/Py8qXw0+V021LdlWBjNKGimWa8XKk28YhPxtsyHNY8Fi5I4Byl2WIkwSjju7Ans9fhS5iXjuM4aZjz2PKnx50Mk2mJv7D4TmHDYTbz0TA3pzcmnLPqcMInDi6N+nrCtG/BY89wzvLo+QaC3lXHMuCO3KZy0rs3I8PGcuO99zNsYo9bRlVaf5YVV36JfcQ65/zMfdAOr9DCue/ARin/yQ3796HzWJhzcdJwNn7/KU4veYIppoP9Dr0il8DwX18t6EGmhafAkbrjjZn4wuh9FzZV4rYOwPa9GLiMu+Snfnf4Rd7+1htq66piGhWm1AzjDonTUtfz94SJuuOI3PDpvDXHHJR3fwBevPcXiN6cE4tRmBB6e6+JlPe0Ms5BBp/6EO27+Acf2L262yu32DL1drjHrM1Kk45VsavXGNVmw8EvS6YMBLbgBZh5DL76XB5wwl/3+aT4qT+BmklQseYepX73HdH+dBKcqz8uuE+1mZmCVjOC8m+7jd2fsR1muFRSpCE5tpz8NcoZfxE/OmcFHd79RT5it+/ys99nV2KIZpuzwq3nw6b247ae/5N7nPmVjwsVJJ6le/TGvPPUZr08x6n0uKvT4XNfDq3OjM0zy+k/g9ON6UdjeamLj/sp7ISAEhIAQEAJCYJckUP9fXLtkB6VTQkAICIFdlYBZ2Iv+3YuI2BZhvd0jD8tq6kucSVHPvnTJD2NbOXTu35fOYS1itWFkOv/Tr/7MrecfxYDiCJZpEu40gtMnHUJBpKkQNZOiXv3oUhDGtrfD1i//wq0XHM3AzbaG+7YKm7Rl0/vwMYzsnk9Yh95tw8MI92FA7/DWvMxCevXrRlHUxgoX0rt/D/JDrTVukDvqXC4+YQCdc7XgYmFsXA2e23qPrG6M/95ZHNinlIhlYlghCnofywXnHEZJbpAXbutGXNat3+TPn2FF6DT8LM4eU9asN9zW19fbExrKN84eTT/tLWYaWGoDa9Y4TXTdpKR3f8oKI9h2hJIB/egettrsBWcWBGs1unmt5m/Nvl63MEzszgdx4Z9eYNajf+DisYPopNeA8nCdDJl0mnQ6RVq/ZjI4rvZqsynsfyTf+X+PMGf2P7jm+AEUR1sRUsxCevbp4q9lO6cz/fuUBfNQvy/NbJvFR/Oz+27mwmMHURq1Mc0wnYZ9g1MPKd6+uWhkxzBtOh90Ifc/P4tH/+8Sjh/cmahtoDwXJ5MJxp7SHNJkMg6udtmyC+l3xLf51cOzmf2PazlhYAnRJj8Tthgzi3rRr3sxdXPTr2cBoVau2XL19m3ZvUZx7MgeFOrPobY2YUTo3a83dqjhb7VmuIxRl/+N6c/ex3WTRtI9L4TZYJ1kGTmakdboenHoWb/gPzOncce5B2crJLfUCZPCHn3oWhD1P9M69e1DWcQOio20dJk+ZhZz1A2T+eNFY9inUw62//k5lEkTDqE0r7lw8aBRPf8Fe0/g5/+ZzexHbuKyU4Zlx6bwXIdM3Rrw74UMGcf1vfasnK7sN/pbXH/3s7z5+oNcekhX8hsia63XclwICAEhIASEgBDYTQgYStX9FLebjEiGIQSEgBD4uggol3QqjePHRhnYoSjhZuLGlJsmlXaCMCorRCQcor5zWMtd9nDTGdKuG+Qg0mJIOEK4mS/lX6ctnRsplXJwt/mvEpNQJNKEsKBwtZCjBRxlYNghoiG7DeKkwkmnyPjhjGCYIaKRUBuuA+Vq8WTLGAzDwo6ECbUwQV4mRcoJ5kPbCkdCNDMdLU+t9hFz0qQywdrQQlco3BSXhudpMSCw2Ua5JLtWtSikjGCthuzAR621DiotLjhpKpfN48033mHBJ4tZvnYj1fE02DnklXSj94DBjBh1NEeM7EtpToSQrcMTW2tZH28431YoQjhktl0E8lxf+AgEPz3v28ilLV3UfXQyOOlKls1/izffmc8ni5ezZmM18ZRGkEdJ114M2GcEhx51BAf060ROJIStBdy2tL/V3Gh+bby2Le03eY6Hk0qT8YXSJk9ocqcZivg/MDT1Y4HyHJxMmurl83n1lTd5/6MvWLG2ghqfUT6devRj8NBDOfrYUQzqkk9O2MZq2yIh+EzTgpby7+2wFtya6kSTvVa4mfRmQcwXk8NhQm2dH7TA5uI4DrF1n/L+W2/z/kdfsnTlOipqkjhWlLyCYrr22Yt9h4zgoENGMKBTLpGQja3F/zYtgiY7LjuFgBAQAkJACAiBDk5ABLcOPoHSfSEgBISAEBACXwcBpXTYpA6ZC0JHg9/rgrA6wzQwTQsdYrz76gvZsEEdOuuHjqqsAB4wMA3TD2c193SFRXu3bV4njRiZZrBOOuoi0feAHxqrgtBRFQjYejiGYWKYpu+FvKcvga/j80hsCAEhIASEgBDoCAREcOsIsyR9FAJCQAgIASEgBISAEBACQkAICAEhIASEgBDoMAQkh1uHmSrpqBAQAkJACAgBISAEhIAQEAJCQAgIASEgBIRARyAggltHmCXpoxAQAkJACAgBISAEhIAQEAJCQAgIASEgBIRAhyEggluHmSrpqBAQAkJACAgBISAEhIAQEAJCQAgIASEgBIRARyAggltHmCXpoxAQAkJACAgBISAEhIAQEAJCQAgIASEgBIRAhyEggluHmSrpqBAQAkJACAgBISAEhIAQEAJCQAgIASEgBIRARyBgd4ROSh+FgBAQAkJACAgBISAEhIAQEAJC4OsloLLmjLoN/b7+NuAZDspw/DNNLP9VeQbKUxgeGIaBoxRxF0zLxDZN9JdQUwXHTd2e8gADZZugDHx7yt/0zRkGwT4XPNPDs3U39DUmphFsK+Whz1NKt21huqZ/jmG7KNIYlu6LjUI/LRRGtrfZQcqLEBACQqCdCRhK6Y8keQgBISAEhIAQEAJCQAgIASEgBISAENhCoO6LYgPBTR/efEBvKzZ/pTQN/1DGc32RzUOhfA3NxPMUyjAwDQNbi2Ke519rK+XvwzBJazHNMLA8X4ULRDhDB2UptDCnr8P1fPHNsHwFDc9zgw4b2rbyhT6lhTj/uN7j6qYxCGwb6A4FgV5aoJOHEBACQmBnERDBbWeRlXaFgBAQAkJACAgBISAEhIAQEAIdmUCdsFZPY6vbVadV+e+VFrR8fcwfbcbJ+EKX1rYcLYgpRcgwMLTXm3+ugZfJ4KZSeJk0Sp/veWSU6zcUtK1d3AIPOb1Te7IZhokZsgnn5WFFwnhaRjNtX/DzDBPX0xIfWKalnd9QykDv9zCxtJCnn8qX3LbMSt1AtuyRLSEgBIRAuxCQkNJ2wSiNCAEhIASEgBAQAkJACAgBISAEdiMCdcpa3ZAM/CDOut11OpUO7AyCOxWW9lbzXOxUAjdWQ7qmmkxNLU5VDclNVdRs2EBF+Ubi8TheOoVKp8FxUJ6LDglN4fhhpaatvdcCbzYy+rjCMC1M28YJWZi5UcxwGCucQ05BAaWdu1DYqTOhomIihYWYeVHsvAhGNA/sKMo0fe86Ha6qFb86j7xG0lvdSOVVCAgBIdAuBMTDrV0wSiNCQAgIASEgBISAEBACQkAI7G4E6oSZ3W1cbRpPnbKWPVlrVVpYy7iOH56p9TCdsc3QGYq0Z1k6RWrTetZ++RlrP/uE2MqVWLVxoq4iZJrkFESwbJNoOORraTqXm74+GglrZzQ/NFRnVdPeaxlDkclkIO0Q8iBkWmSUh6NDQ10H5bg4riLtuKQdj5TjURmLE09lMGwLlZeL2amEsv570WvwEAq698bML8AzDRxLYYWDcFTbsPyxtImHnNRmAjpvnzyEgBDwPx8lh5ssBCEgBISAEBACQkAICAEhIASEgBCoR6CR4Ob6xQnAcTN+MQQtVbnpDHYqTfXHC/nkjZdZu+xLiqImxdEw3UuKKQhFiFgR33stY6dJe2nSySTr1q4llUzQq08fijqVgudSvmoNNZVxkkpR0K2M7r16YqYcqlauYdO6cjzbosvAPnTqVIxKpajYsJ7yimry8vLp1LUHdlGhL/wlYglSKY9kwqWiOsb6yhrMwhJ6DR9B/1GjiHQpxYmEUKZNxLQxg2DYegOXTSEgBIRA+xAQD7f24SitCAEhIASEgBAQAkJACAgBISAEdh8CjQS3Og83z3UxXA9TFy/wTD6bPpWat16hLC9E567F2CGPTLKWNWvWsGFdObm5heTm5WO4CaorKkjEY4Rtm7z8PN+rzbYtf18m7VCYW4qZn0sqahFLxnGr41g1SXJMGyM3SjwEeXk5RCyT9evWYdohXKU91sJ06lJGKpOhsrKKdMqlR+8B9Nl7MF51DRlP8f7iZeT0H8iBp55GqEdPCOUQtrTgJg8hIASEwM4hIDncdg5XaVUICAEhIASEgBAQAkJACAgBIbDbEVCOg6lDMT0DlXL4/MMP2K9zHt26l+Imq/HrFVgKJ53GSblUp2LEK1OYXsavNFoQLiYcCRGxw0RCIeKJBJbnErINIsoibIbJz88nN5qD44Yw0yG8RJqonUNp5yI8z6N8zQaMhEVOfhTTtLCURXxNFalUiqhpEM7LJb9THhhxTLeS0kiEQwZ25e2vPqdq1TI6F5ViFkTwOyThj7vdGpUBCYFdhYAIbrvKTEg/hIAQEAJCQAgIASEgBISAEBACuxoBXSzU8ND1P3WRAcu0/WRuLi6W6eEkavhixSIyiTJKi4sozCvAMHPo22cvCvOr8ByD3GguIdtmzYrlVFVV4hkerumScDwswwIrQiKZxHWTRMIWqQ0p0srF9BShsC43apF20xixWhzPwMovYN9hw8kJh/3w0mQ8TiwW86uTFhQWQEEuTsQgU1Xta2rr163nqzXrSNU4mI6LYdlYysTwiyjsasClP0JACOwuBERw211mUsYhBISAEBACQkAICAEhIASEgBBoLwI6Z1tdWKneMDytvGFhkbYUnm1jeXEKvDSFYZuKFWsoX7YG0wqRX1BIYVEheQX52GGTkGUTsUL0yulHfk0loXCI/KJCXF2d1PXIpDIkde61mhp0hdKi3ByKunQm4aT9Agm2YZJKJf0CB3Y0SjgS9QsuuKmUrqJAXkEOObkRMhkHLQ2maqqoWF5JzcZqX8izbIMe/fvhmVVEQyHMcAhTsre110qRdoSAEGiGgAhuzYCR3UJACAgBISAEhIAQEAJCQAjs2QT26CqlgK+3Zf/QLHRFUv2qjOxTKT8PWzQaprRrJ79yaCLlkExnWLtxAzUrluC6ad+7LTcUJRqJkFeQR4QcUhUOoUiYcDQHKxomPxKmqLQE5WZQpkE6kwbl+VVHdXXUSJ4OETXwXI+a6ko/ZDWdShKvrSUVj5NMJkikk5gh7TFnkhOOUlRQSFmP3uTm5REuKGBteS2uYaD0U49L/1EnKu7ZS71dRy9VStsVpzTWgQmI4NaBJ0+6LgSEgBAQAkJACAgBISAEhMDOIyDCAQRFPA00C/8//1VrX9l9poGjXNJksLWAZtvklOQRjkYwQyZ2yCZeG8OJpTCUiWsoYukUmUSM2NoYbiqDcjK+p5ttBV9PdfhqynXANAmHw5imiefnjjNQXqCQhUIWkXAIHd8aKghjFpoU5RUTyoloXQ6VSBNRYayIwgt7uJaHsg0MoEhb1AAAIABJREFUExzlYVvBGKRI6c67f6RlIbCnExDBbU9fATJ+ISAEhIAQEAJCQAgIASEgBITAthAwtpysULg63NQG13LRQZ2m5WKE/dRrWBGbPCsfNxQmJ1cLcTm4GFi2jZvJ4CQSpOMx32OtoKjYF+2SySSJlM7p5pKXn49tZ4U41yVRU0syFscwDaywheOliTtxinr0oOt+/XHSMcxMgpUfLyJdWUvIjuAaDoZyybgOXtbDTXvNSYXSLfMoW0JACLQ/AfmMaX+m0qIQEAJCQAgIASEgBISAEBACQmC3JKA9zPTTU57vmWZZpu+J5pkKLbe5Ko1nOCjDxbJNPyebZ+CLcjrc0zXBsw08y4CQjUMQpup5DhnDw4jYELZ1ujgM0/RDWLUXmhb2tOebtuspx/dss7Sbmm3i2ZCJgJFnYeRCxkqR8GpRtoNrZnANN2jPsnyHNtMwfS+43XKCZFBCQAjsMgTEw22XmQrpiBAQAkJACAgBISAEhIAQEAK7EgHJ4bYlkZufu03ncdO1Sn0BzATXw3U8P7daNtVbkOMtmxjN8IUty69vqgwHz9RhojauaYJlY+LiKg+XDPq4a3p4IRMvTSDI4eFXR9CFSj3wDIWnxTPl+m36Mpyh9wehqspUeJanZT/td4ejFK5SfqEH1wv6bmXDVvU60yKe5HBr/ztOQrHbn6m02DEJiODWMedNei0EhIAQEAJCQAgIASEgBITATiYgwkEzOdy095l+ai83T4eQ2hie9krTwaJB2jcttlmG9iizMJQuVKDwdHyV9nDTed8MD9PwUDoc1RfwPIywhVWQB+m078lmZvPEaWNaTFO+25uLoYU7nYzND23VryYq27jS4pvn+UKbcjyU0t5sli/YaTc3nQ/O8INa9eV6EDt5EUnzQkAI7LEERHDbY6deBi4EhIAQEAJCQAgIASEgBIRASwTEw21rDzdd2bPO2y0oX6AFrEBU86t+6uRoKiiwYBoWJpYvlOlztUeZL7yhCNkhX/zSGpqr3KzoFhzHUBi2icro0FGllT1/muqqo3p4GH6AqfZQM/xiDIGzWp34psNewXO1Z5zvkwdKu8kF/cqWKBUPt5YW/w4cE6F6B+DJpbsVARHcdqvplMEIASEgBISAEBACQkAICAEh0F4E9mThIBDI8MNHfTVMu7RpnzBTVycNCGsdzPA93JRfgMAvROBXMa0TyLTG5ctsaI83P3caJlpfsy0TW4eWau818H3OPN2Ao0M/wdShptl8bQrbP0d7uHmWLi+qZTwj6JxShDyF6WnvOtf3jHN0jjfTwNNed7qag6kIKZ1XzsR1Q1jK8vcFQxIXt/a6X6QdISAEGhIQwa0hD3knBISAEBACQkAICAEhIASEgBAQAnUE6utRejv73CJGKj+0VHuc1R32PeB8/zG/zIEvuvlinQ7p1KKdUpBxfQv+NbqYgavDQg2U46JchedqGU6HhAbiXaC4GX6+NmUYmH6oqB/Xiu0Lblqt055yOiecA5aJ55l4WqQzHExXv4KntFSne6sFOr83dSOVVyEgBIRAuxKQKqXtilMaEwJCQAgIASEgBISAEBACQkAI7EEE/LoDQZipVtz8QgS+OpZl4OdhIwhD9Tw/n5sWvHSlU/3QXm/6Kk+7t+miDKEQlqULLWSFtkYo/UIMWWnPDxCty/Pmt62yOdq0E5yxOfRVN6WU5x+zbZvNYqFW++QhBISAENhJBMTDbSeBlWaFgBAQAkJACAgBISAEhIAQ6NgENntXdexhbFfvtdzlP33dKwgL9f+sy+GmJTHf+8xXs3xBSxvS53jZc+ob1ue6novp514zyWQyYOlw0mzlUz+8VDegMHRhAx0SqnOw1dnLCnt+sQZfcAsEOV880+d4gTecvlYf8b3Y9D4v6KenveBMAysUhKdqgc/0Y2KDdur3VbZ3jMBmQXPHmpGrhUCHJyCCW4efQhmAEBACQkAICAEhIASEgBAQAjuDwJ4uHNSFiPryVV0ON1/s0qnXdGhoIGz57LO6lRa69F4tlOntukqjWljT/9d5pek32rtNP/WlWjDTIlgqFiOVTPrX6RDQujnQnm36Gt+u7osW+/x8cTqvnC6IEIhzgdOazjOn+6BFuCCsVYeWBj3y3fCCXtZ5x+2MxSNtCgEhsMcTEMFtj18CAkAICAEhIASEgBAQAkJACAiBpggEHlxNHdn99/kiWOBw5gtdgSfalgqlvsDlOIGgpmU0w/A927TApp++Z5kOGdVimC/A6ZdsDKdu3N/Uilqw2xfNsiGmui3Xreed5nqYulhCneCmvd8yQQ91+/rpaWHNc1GmFvIMPywV5aA923RfAhkwsKs93TCD9vbkOd5Zq1jPnzyEgBBAl2yRhxAQAkJACAgBISAEhIAQEAJCQAg0JrCnCwebRaqsoOb7p/leYYF4pnUVzUgXMdDylxbEtOOZ792W9T7zhbqsqOYf9C+t13LWyyzYoyuLZgsl1AlxvhHfNW6zd1swL0Hoqu/lVifwqKzAp6/VoprvzOYF12W97oLzdWCrPxr/WON5l/dCQAgIgfYgIEUT2oOitCEEhIAQEAJCQAgIASEgBISAENjNCTTrt1S/kqgvunn48aZZHtoDTYeEurowgn74EaGBh1ognmULHPjFE1xfdPPrh2bFuDoRr07w0+1pUc/3XPOFuUCo07njDO0JpxS27xGHX+3Ud6jLtoWf003nb9NeedkOyosQEAJCYCcQEMFtJ0CVJoWAEBACQkAICAEhIASEgBAQAh2dgK9HBbrYVkPxPdpUnWLlu7X5BRD8UFOtq/kqV/BqYmIpA8NVmEqhgznRPmZ1ed70Mc/wjylXVzL1CAJRsxnhdFu6yIF/fuBdpz3nPM8JdD0t4PlCmq56Gnjc+VVKdYEG5foKXzrjYuoKpSHbF/R0CKo8hIAQEAI7k4CElO5MutK2EBACQkAICAEhIASEgBAQAh2WwJ6e3ysQ3LLClLKDMExD4Rp1xQh07jRd9CDr0ebrbroQgg1KP3ULgdAWdSBsKUIuGJa+HmxDYSvthaZzvoHlZAh5ji/E+QKaC6arsMxA9XPJaGUNx1K4lkMYB1uZpFE4aXDTBqGMh2VbWGELzBiWVYjrgutFccIWKmphhCwMw0b5/fOlww67RnfFju/podi74pxIn/43BERw+99wF6tCQAgIASEgBISAEBACQkAI7OIE9mThIIgS1UKadlYz8bJ52gwtthlahHPxt1FoHzLP9Pfg6FxpOnzUNHAN/GfGhEzIxA1ZuCEDR7/XMl0IMhGTVNQi6RiEQoa/L+1BOhTodWbYxHeJ0+3r4giujaciuIaDpyyUsnGVh+tp0c7KVmCwsCwDEweTDIYffhp4vvlxpH56t6DQwy6+BKV7QkAIdGACIrh14MmTrgsBISAEhIAQEAJCQAgIASEgBHYKAS2Wae80LaBh+KJaEEDqYfi+blpm008Hzwiqg+owUg8dDur6MpynXP+98jxsDyLKIOQoX/PSIaNhLXw5QTM68jOUUUQyCst/as83yAmc2tCucI4LjmPhuDaGa4MXPLWHnaNt+dGjpq6cQNi2MHXOODeD5fdH1UsrVxcKu1PISaNCQAgIAZ+ACG6yEISAEBACQkAICAEhIASEgBAQAkKgCQLaKyzYrV90ZKehwFJadNPqms6r5mEpHdqppTZ84cv0HPyncrGU6wtwnvaKM/8/e+cBHkW19+F32vZNg1AChF4FO4gKKipiw34VrxVUvOq1oSLWe/WzYm/XriACIiiCBRRp0juhl9Ah9PTtU77nzCaQQBBUEJRZyLOzM2dOec/M7sxv/iVpGSfM5mRJpEUwsUU5SUeSxVoDyTTsGG4IBc6Ov2agCNlPNCfaMg1cIs6bYaCaOoqlJC3ZzDiSEUXGhSyZSIpqW+eZoj57COVCYTK4nMis6shuVUy5s8oh4BA4aAScpAkHDaVTkUPAIeAQcAg4BBwCDgGHgEPAIeAQ+BsREBZiuoEs4qKJGGtC6NItZFsLEwqYbC8rpmWLcIppohgGLklCFVZttihm2KKcKUvokoShJN1TdXv3pOupLsvEFbFNwVIVEsJFFAlRxhCpRFUFXaRkkECRLCQzhiYbKFLyT7V0JCMmgrghCbFPCHQuD4akIilaMqOpsNMTqp1wL7UzOjix2/5GR6ozFIfAEUnAsXA7IqfF6ZRDwCHgEHAIOAQcAg4Bh4BDwCHgEDh8BIT1l4h9JpkWkkheYIlIbhJWwsKShZOmiYqKqXqRPCnEUbAUETVNWLK5UCQPiupFlr1ELN3ODKpZXiTTiyIrtsWabY2GkbRIE8IaPixL/IncCDKmmcDQ3ciK225PCG4JKUJCc5FAtwU8YSlXgkJEdqPjxpJ8oKVguuIYmp+ESN4gq0i2RV2ZVZuttTn2bYfv6HJadggcHQQcwe3omGdnlA4Bh4BDwCHgEHAIOAQcAg4Bh4BD4DcREEkjxJ8lWbY7pylEK0UjrgjhSyVGCQVuPyEzSoYrSDQRJ2romFEFjxDVEnFkDaLROCUlIdxu4eoZwRTKmSThdmlEIxH0eIR4LIrLq+P2xEnEYuixOIZh4i21ULRIUnATSpyewIhGEDZwPp8HTdeIGS5MLYhV5CErPRVdVVC1YhKqj6ipJS3dyh1Iy3W2pGfpb+LhFHYIOAQcAr+FgCO4/RZaTlmHgEPAIeAQcAg4BBwCDgGHgEPAIXAUEBB6lPgTkdlEvLMYFqFQiOXLVjBv/Wo2FeWTVhKnaMtOXN4EDTNT0PwePP4gsqpheP0Igc7l8eBWFGH/hqJ5bOs4O+upcENVZFRDRxIJDywDXehwIuGBZSEis8m7BD+RnsGyBTjiuu2uqiiwckUuq1dtRHMH8Qb8LFsZxVi9Aq9ayEm1AuiqHyUOUQNcphiPnZ40GYjOHl25+nYUTKgzRIeAQ+BPJ+AIbn86cqdBh4BDwCHgEHAIOAQcAg4Bh4BDwCFwhBNI+nXastv2wmIm5yxm3uLlmKaFr0Yqtepmo+4swWjclK07NlPDV5OUlCClVjJJQUlEt+OlKXGLWDSKIslomoinJqEbFvF4ApHQQPiWKrIQwix0SURXSyZU0FQN8WeWR1wT8d8sE0tkOUVCU2W2lyYwvaloaTUI1MoipUYGlmZSunMlczcsJbHFom5qCj7Vhybptlsslmy7ylqWSOAgBDdHdDvCj0Snew6BvywBR3D7y06d03GHgEPAIeAQcAg4BBwCDgGHgEPAIXBoCAgZSiRJ2Lp1J19+N4bNcZnUOo1xKxal2zeybd0alHCYDJ+PYxo2JFXTCFoGHhW8qmwnN3CrGoqiEHeLOGwKPp/PtisTIpeqiYQGCoqa/BOuqwjhTZaRFdUuL2LFiTJivSWJmG4WRixBIhrDiMU4sWYqkUicrYUlLN+0mhVrl+PJqEF2s2b465zIxurrWLhqAUHDIkgC1ZbzkiKbZRlYQnyzY8cdGoZOrQ4Bh8DRTcAR3I7u+XdG7xBwCDgEHAIOAYeAQ8Ah4BBwCDgE9iIg7MhMWWHq/BwKEya169VHVVRWzJ5CLTVO63Q/GelufIqJosTQ1ISdqVSOm6i6jKKqKJYbydKQXR5MlxdJEUKbhktzIasysiyjuDR7nS2yqUlJTNieiTBvdsw4VQhzqp2QQXTS0OPoURkrClLUgqhMfS+0rZ1BfijGvMUrWThhLU07XUjDlifgc8lsWDSWui41mVQBGdO2kXMs2/aadGeFQ8AhcFAJOILbQcXpVOYQcAg4BBwCDgGHgEPAIeAQcAj8XQhYwq3yKH2JkeuKzPrCYiyv1/a8lBIRtHAh6R6TxNqNtguomh5ECbhR3S7bas2laCApSLgwTReWrqIqmh13TcXEI0Q3xUKWJRQhukkSsrA8E3HcEpZt4SZiuyHJWIqU/JOF+GbYFm6qHsNtxFCMKOhhErEwhEopKCzBr3k4OTuNtUX5FBYWkZ6ZTWaduqyebxGWLVAULEmxhTy5LEadnRL1KJ3jQzVsx2rwUJF16v2rEXAEt7/ajDn9dQg4BBwCDgGHgEPAIeAQcAg4BP4UAke7cGCaJoqqsWNnHsG06rgUGc3jY9OOdXhS3MTdGmHNiyr7SSCj6BAzZTv2miJpoGjIshDeZGRLR7NA0kGRNRTJRDKE4KYj6zLIiu1KiqVgGcIKTbHjukmGiOtm2PHgJNPCFYshhxKQsDDiEDdkClEo9PrYFo6Qu2kzhS6Nxqlpdqy47YVFbC8uJZSeikstE/IkxZbbRCy4o32O/5QTyWnEIXCUEnAEt6N04p1hOwQcAg4Bh4BDwCHgEHAIOAQcAg6BXyOgWpDqcaFHwixauIjmzZvT4KR26AX1WZm7jIUFxQSLS6iXalAzLUiq303Q5UIWYpoUxytisplxZFkFyWNblhmSbItzIlabiO8m4rSZshDcZJLpFiQ7fpusqfZ6U2QqFdZwiophGBiah4RiEjMUCgyD1dvzWZG3jdwdBYQUlbQ6jWiQ3cR2Y523cAGhgg2kZ2QQsww0zYVpycimYbuzOmLbr82+s80h4BD4owQcwe2PEnT2/8sQMEq3sGZTiEDdhtT0iQCph67ria1z+P7rn5i1eidGMIvW51zNVe3r2Cb0otX9bT90PXNqPvQEDEJb1rIx5CerQQ0CinyYcl8l+7GprB/+w9aPQ0/8sLVgFJO3dgvRYB3qV/clM6wdts44DTsEHAIOAYeAQ+DgEhCXyqok4ZWhdrVqFBsay1evx+1WyaqZQVaHC4jpBvGiIrbt2M76/O2wtQC3lcCjWvhVldSAj4Dfhz/gR00k8PtduAwLzRIOpzIqGi7ZhUgYKlkiZpxwLlWwYhax0jAJwySe0CmNhonHdbbv3MnWnfmEYjHCkTixuIWluNH8aQQaNqR6SnWipsWqdTsIFa4is2Zd2p5yClumbEEv2Ill3wCICG7iTzjNilEK51Ln5RBwCDgEDj4BR3A7+EyP3BqLVzNt6mKKq59AxxPq4FMOoeJ0xFGI8P0DZ3Lrl1up0/MbJj3VkYBHmJIf/Fds0QfcdO3jjFpVTFQXVw8yrpE7qP/zk5yW5kHfz/ZD06uDP06nxn0QiIyi9zm3MTivJj2GjuHpszLxHY5vWtGPc3vyxaYadP/yJ57qVAP/4ejHPjD9HVZHvu9D5zuHsKn6zSwf+xQ1qwX+DsNyxuAQcAg4BBwCFQgczTHcBAbDMnF7vBgJk6w6dciwFHbs2MbaDdtYk7cTlz+FOnWyqVarMbU1kSRBx4iGiJUWk4iGWVdaSjQSxQzraJRiJAoQDqLCYs20TBTNhaYqdjuSsHwzdExRwg6dl3T3NC0wDBPN5bat3HQ1iJqWia+mjwCK7a4aieoUFpUS2raKuGGSEnTRqkVT6tRrTDAosV0VFnYk28ZCFg2I/3ZDR2+cvgqH+kFddCwHDypOp7K/MAHn9utAJi82g1f/eS+fLC7Eyjiem55/k/s7ZqIJE+k9XvHJz3DJvUPY3uwOJn16Gz6PtkeJw/Uxwdy3bubyl+ZSop5F3xlD6NnIj7b3EA5XBw95u7FwCeFQiNJwvCwd+SFo0tzO8Jf6MmpFPmbzq/nvg1fRQtlEzuZs6roVpP1tPwRdOjxVmsTDMXB7cB1KYdeMk2zGxaFspjLD/Y0tRrgkTChUSlg8dT1s13BxwiWhI6Aflen9rT7FI5SUhgh5QmUX7H+r0TmDcQg4BBwCDgFh/3QoXSKOcMLiEsaSk+6fsstl99YtK7TIboimNCQSjbFlZyH5m9axMVpsx0cL+LykBoMEg0EC1euR5vKgiuykqPZvpZ7QbYMyw7IwLSG9WSQSui2+iQyolpRc3qWDmcmbFcswiUZixKIRpJAQ9Eoo2JJPNBrDMBIoqoIvxUudeqmkpKXg1TRS/OloiogRB6ZlJMU2yc69WmbhJhI7SGKSj/CZcLrnEHAI/FUJOILbAcycuWM+4yfksLwwhslqnr6nDieOe55O1VwilGell7F5GTnLlpMfWWVn0am08bB+kFAsg2g0QsQtsgId1s4c3sYPpQASm8XEqduJGhlc2us57vxHXfyaxUWmhOpSkSP72X54yRyk1g1Wf3AN5z05jkjHl5n26fXUC7gOvlulsYYPrjmPJ8eH6dh3Kp/ekE3AdagvmAzWfNCNLv8ZR6hDX6Z8cj31g+6DP7aDMhOH8kA/KB38G1RSxthB/TeYS2cIDgGHgEOgagJHs4Wb+HkzLJGUwCCaiOHHwOVWkdyanXW0eiCFzBo10dwi62eCULiESGmIgoIC1q9ZS1w3iMSEGJbMWmrJGprbjcvlRtM0ZGHZZpoIRUxYvAkTNFPXsQzdtmiLRWO2G6meSCRjt+kGpm7gkRR8qoY/kEr1GgG8fiHqyciahKKJZAsmlqKg+HyYioUiy3gkD25LQTVjQAhJqgZoZQ9GnR/yqo/+37/2aBaqfz81Z8+/IwFHcDuQWbUM+0vfwoffG6F08Sc889H1tO91HAGtsnJlWab9tEZk9DmyXiqt7xvMuI4rKM1ozcnZvqPKuu3PmguzKI/NRQlMuR71G6Xidok06Ltb39/23SX/yksW0cJ8iopLKCkoInaoTLysCIX5hZQUl5BfFCsTuA+14GYREWnmi4spzi8ibj+ZTUb/+CvPmNN3h4BDwCHgEHAIOASqJnC0CweyBaoi4/OoiNseE4OELCMSGaAoBLxuvD63LXSlplezH0LKsoIQyYRLiaLI6LpOOBwlHI2Q0A1isZjtZhrTE8QScVtos4RMZli43CKymxvhXiqny7Y4J6zXZEVcUFvoCYOkRqfYFnPi3suShDGBjG7qwiTPTsSguFRKonFqpaRixCO4JTeSoaAoEpJqocsSsqSgSCJradVz76x1CDgEHAJ/lMARJbgZ4UIKEx7SUjx/onvYb0CoHs8/rilhyIDFTH3reb66uj/XNfCi/s4vaTNeTH5BFDmQQbpfPeTf9UqgHsd3qIMlyfsO7m1EKCoIQSCNFM/++2QmSikq0vGmpeLZLwiTWHE+xYaP9DTB7UDB6YQKSpGCqXhV2/C78qSZsaT4oaWQfsiOnWTfi+IaKekpu5IfVO4IWLEoMVtrdeP2VBZjRdn9ba9c3+/lBXqogFIpSKpXrdpK3mZWjOFLJ21fZSp3ZtcnI1JIQUwjLdW3zzkUT4PtZ4UHJLYZRIoKCBEgLcW9zzp3dWDXQrKN3/RM0oxTUlBIRPKTkb7v/u9qoqqF8gbLx1hVmSrWGeECCmIu0tIOtF0x/wUUG97feL5U0fihXGVEKCyMoaWm4qvq/NyjbTNeQmFIIpjqr9Itf4/i+/lYxiihEkxNwX0A7e+uUBx3hcTUFFJ8mu1usntb1UtGuIhi00eq/8DKV12Ls9Yh4BBwCDgEHAJ/IQKWiQiQY8XiaJJFNBEnGirF4/GBW7VdNYUHjUdy4RJWa4qM2+XCcmuEw2Hbck3VFIIpAdwuL/GYju41MFMtdMNAN3R7H3H5LDKQSopiu5fGYzF000SWJFtMU0QMNiG4EUW4lwp3nUQ8jiSJQGwmlmna4p4obxg6ki7jDfiIhUMoVoRYJGwLe7pwbZVc6LhQLBEjzkmZ8Bc6Gp2uOgT+cgT2VgQOwxDMndN559Yzad6gIY2ys2l5zp18Oq8AEW/+yHrJNL35fi6t68ba8i0vvjqRgoSIB/AbXmYB8754ipvPbUODrGwaNW1Cwzq1aXjC+dz6wkiWlxjsd9jGOkY+fRs33ng7fcdsIipsvfd8mdsZ//o93HzjLfT9eTtxw0JfPJA+PXtw29PDWRXRK/U7tnYUL93amTYNhWVWI7Jr16XpKZfR67N5FCb27FGIld+/xO0XnECjrHo0aFSfWllNOPnCO3jlp9WExY9ghZe+fSb9Hr2WM1vWJSu7EY0bZFG32elc/cgA5m5PIAKh7n7pLBrwILfefDcfzCqhcMFn/LtTSxo2akCd7FN5bFwhMQPMwsWMfO0Bup1zHA1q1Sa7URMaZdehfutO3PDMCFaUioCrf/BlFrJ45Gs80O0cjmtQi9rZjWjSKJs69VvT6Yb/Y8SKkl3HqLn9R1647UZuuLs/OaVxDDFHT/Tghn9249obnuSr2cN55tZ9bx++NkyijIO+fRb9H/snZ7WqyOs0/tHnM2Zvi9um/RVHpi/+nN63defu92dSVLCAAfecQ6tGjWlQpx6nPvozJVG9rLjO9ln9eey6s2hVN4tsUSarLs1O+wd9PpvNtvgex7K+mIEP96T73e8zozjCznkDePiqdjTJbkjj+vXIbn0+d304g62x8v0MNn33DLfddAO9hyylNG6gLxnE/TdfT7duZRzWhNh1OMXW8uMrPelyXCPqNWhMo+za1Gl6Cpfe9ymzd8b2GueuMRub+O6Zntx0Q2+GLCkhbugsGdSL7jdcS7du13LDE19RGhFPS8tfJgU5X/LMLV04vlFd+1hp0rAOtRuewHk9nmP4kkL7/CgvXfW7GNuz9LzpBh76YjElYmxLB/FA9xu41h7bEwxbXUp8r4MuTt7kd7m36wk0tI99wa0Ld30wnc3RyudgebvG9tkMeOIGOh1Tjzr1G9rnS51mp3FV737M3BJDr3S+lO/1G94jc/n04dvpftszfLumij4nFjHwkdvpfst/GLa8pExAFvUbLBn0CLf3uJv3phcS3jGPzx+5mvZN69OoUX3qZbemy53vM21ztIo+GuT98h73XdaOptn1aVi/DrUbteW8y/7BNdd0Sx4f1/WiX04RUWM/YzGLWPrdm/S+rjMnNKpNljgeG2ZTp8ExdLruKb6uYj6NJYN59F+3cPd70ygI7WD+wEe5pn0zGjRsRP169Wl93h28NzWPSFVwzUJyBj/BPzs2p269+jSok0XTU7vxn68WUxDda8L303lns0PAIeAQcAg4BP5aBMTNYpP69QkXFZG3Zi2KruOWscU3MxFPxm3ze3GpCi6Xis/rQbHvMA2JrbgOAAAgAElEQVTbmkzVJNxeF6qmIikakircSn24vQHcvgAurx+XL4DHF7DXaT4viteN6vfiDQZQPG4kl4YI5SbiycmaiqwpKMIwQJOQNWHRJqGpEqowVjN1PCJum66TKC6kcNNalsycRGTnJjRZCHoylqRiSiKLfBUP8v9a0+P01iHgEDjCCRx+CzdjLZ//+wYe+2YNxdHkjXvJLx9zz7U6aePe5JLaR5K1mwnVLuHBOwcx5vFxrBjwLO/f1IGHTwzYJtb7nWt9LcPu68a9A3LYHkqAP5M6NTzEtuexceFYPls2hZ8nPs6ggb1on6HtO0G15KV0+U988/VWvt95LFec1pPGfq2ShZy5+VvefrkfP+zM4PqrZExLwlg2hsHDhrKzTjrX3XcRDbyqHYPO3DqSB668jf6Li3HVP5kOp9RGK17Hwjlj+ODlplx6SSs6pLnL4tWVMvv1G7ju/8awtiiKVTaGyLaN5Iz5mMUzcuGXr7m7ZRCXDInVQ7n3n/cyMGcnZrVWtDvzNNISeSyYOY+Rr93B5Gm5DPzyUc7IdJdZNSZYPnYIQ4eWsrNpcyYMeooRa+Kk1kjF2L6ODTt0TD2XD7pfzGNj8ijR/dRu2pQ26SqlG5exbMVkhjw7jwXbBvJD3y5kHYCVXtXzZpD7QXcufmwMeSU6/tpNadImHa10I8uWrWDykOeYt2A7n3//IufX8cLWHH4cOZxp+RE7XoVFPovHjmSpMOLTjqHeOQaTvhnOvKKqt9e/vRcX1PPBumHcd/19DJy3HSOjFW1tXptZNHMe375+B1Om5TJgyKOcWdOzy7IysXwcXw4bStH2xjSd+AXPjFxNLFiDFHkH6zbssM3zIcHqYfdz/X2fM2+7QUartpx5WhqJzYuYOe9bXr9jCtNyBzDk0TOpWc4ssZxxXw5jaOFWmp2wgPufHkTONsueC3dkM9uWjeWj+1ewzfqWj29uRYrLJG/2D4z8ei754Ti6UFK3zuPHkTlJxFpr6ve8jwuz/WjmVr7rfQ09+y2gQK3HSad1prarhA2L5jL2o1dpcvHFtNpXdk8zj9mjRjB8Tj6huAisK5r5kd3N1OeNBy8Er2hWZ93wB7n+vv7M2VxCHD/VszLxxneyedMixn++nGljJ9Knf396dahpW1BWfTyY5M35gZHD57AzVD62+fw4ckHZ2I4h+7Z7uTA7QDKksP0omNzB/+LSnyaxphjSaqTh3im4jeOjXivZao7go5tbk1bBEjKx5mseuPE+BszZip7ekpM7tifd2MLimfP5/s27mDo9l36DH6VT1u93CTdDi/jpi6GM3NGAGtffztn1Ava5umvc+nLGfTGMoVszCVx5B+c3CtoX1hBnxfhhfDV0B5sbH8eCB59jyLwtGKmZpLrDbN62jHEfP8CKbSYjPuxO63RP2XeGydZRfeh2+8fM3mqQeWx7OmW7KVgyk6k/LiBWLnIpdfFf8SBXtty3BakQ/VZ/3JPLHh/FuoI4vtpNaNw6HVc4j+XLcpky9AXmLdxGvxEvcFGDIOUh/eIrJjDs66Fsz2vIsQse4oUh89msB8lMcxPeso3l4z/hwZXbML/5kO5tMvDucgMvYsYrN3FT37GsLoggB2pSMxhj6/xv6NtjNjPa+SnYr0K4i6yz4BBwCDgEHAJ/QQJHcww3MV0SFtl1a3HxeecwYvQ4Fs6aSbBaDTIyM+3kBC7ZRJNSbLFNWLcJkzHhhiublm3JbhpCeFPQhWCmaUiy8L6QSOg6umWC5rLFNBHLzVRk4rqI2xZFhOfxeb1oUrJ8PBqz3VRNPUFCjyPLJpKlowr3VvEvoWPoBpaRIBSLU1pSROnOrcTyN6BGt9OhdiaB0iiqS0IWmbZMvSwhhnQYE1z9BU+IA+zy0e6KfYCYnGJHAYHDbuFmrPqafj+up6RMbBPMLSNOae5Q+v2wA70q663DNTF2Nh03rW59lJta+lBKZvDO81+wLla1pUrlbuos/+BeHug/ly3RmnR+chhzli9jwfyFLF+9kO+f7Up9JcaGsc9y32szKN7bVGZ3dXImnS8+nVTJoHDySEZtiu9hUWKSN/pbpuZH0GudS9dT/ck4YqZBIpEgIWIf7LKS0Vkx8E2GLC1AOeUxRk78liGf9WfQ8HHMzZlA//9cTgufukv8i816jV7P/8TqIpU2PT9hypKl5MxfyMrVOfzw+i20TY0Ripa5E+or+LBXbz6ft4PgOc/x3ZTxjBg8gM+HjWHmLx9zfTOZ/Gmv8fBbs2yLofIBimCpeqKUX954iuFbm3L7wKnk5Cwmd/l0XrooA49qIgWbc/497zB6/nIWTB3Hj6N/YvL8HEY9dibVpBBLBrzLiI3RXVZj5XX/lndTCtL8/Ht4Z/R8li2YyvjRo/lp8nxyRj3OmdUlQksG8O7IjcQSFmqrnvQbN4kpI3tzmhAntZbc1u9nfpk6nRnTv6b3tb0YPHHf2x88JQW3tYKPHujN53O3ETjnWb6dMs7mNXDYT8yY9DE3ttAomP46fd6eSZEw8yt/mTq6nqD0lzf5v+FbaHzbACbnzGdx7nKmv9yVoFdFX/ExDz78OXO3BTj7mZFMHjeCwQMGMuynGUz6+EZaaAVMf70Pb88ssi0Ik1WbiExSesk4+vb6lNVZ1/LGT/NZlLOI3EU/8HinWqix9Xz3+sfMKI4ikr2feN8XjJ80hSH3nESaW8HVthdfjZvEtOmCw1c8dEoqHgX0FYN5+8sl7JTa8sjwcYwcMoDPBg1n7Jz5TBjwFFe1DuLaJXqUD7TsXTuR+waPZ9KUIdxzcjoexUXbXsMY+8s0pk+fwfSvHiI16LELi3E/8FB/Zm0Kk3nOY3wxYwlLF+SwcMUqFn7/Alc0cZPYNJ4XH3zDFkvLtZ89WrSD6p5472DGibHdezIZHjG2+xk29pddY+vdPh1vxUcYRh7jv/yZHY3+meS2IMntiXNqo8XX8/2bHzO9OEKivDFjJZ/07sPns7fiP+tpvvllLCO/+JyBQ39i+i8fc1MrD4Uz3+Sxd2ZQECm3Wizf+Te8W2XzKi5Md30PVNx/9/aklfHuQqaRQNdLGP/yg/RfWZOrXx3N3IULWJS7mFFPnksdV5wN37/FJzOKiJQPLDKTd58fyLytJsfdN5gxPwxl0OdfMGrKj7x8SQN8iotmN7/LqImjee6imvjLVbKKXaqwLM7LZufdxRvfz2FJzjQm/PgjP02aR87oJzm3tkZk6SA++HY94YrWZ+IcSeiUjH+Fh/qvpMY/XmbU3IXkLMpl0Q//oXNdN/GNP/DWJ9MJhcs7DvF5H/DkWxNZkw/NrvsfY+ctYMHS1Sz88VX+2ayUKZMWE4r9gbmoMC5n0SHgEHAIOASOTAJCODh6/8ScWHg9Ltq0bkmT7HpkpqYgx2JsXrOGhbNnM2ncz0yZMIFFs+exbsUqtm/cTMG2HXYIj3g4iiVitoUjREMh4rEICSNOzBD3LgaxRJSYHiUUDRGOhe1tlh4HPYGViGNEIpixKHoohBWNYEWjEIujiKymoTCxwkIKNm+mYPMmtqxbQ+7iRSyZN5dlOfPZsmY1bj1CihmmtjtOphbFTwSXlEDkXdUkA8UUop3QCI/mOT40Yz8yz2anVw6BP59AxdvDP7914aS0fSs74mYl90a7I0aI7dsKsaw6h6VfVTeavPGUU07n/j6X83WPQaz74SVe+bkrb1xYA5d4WrKvV3gi7/1vIlsi0Oxfb/P+/eeRFXAl4wYFmnLu/e/z5oZOXP3BUub1/5Tx97blkurlVmV7VipRvcsVnFNjBAM3TmPEDxvocVdzNK2sfTOP0d9OoygB9S/8B6cFNdsaavdtZMX6DHKX5RLRJRq3P4tj0oP43Umlw+s9iUsvtew028mai/jxowHML4jiPqU3bz59FSdUE/GogEAzzu75Gqdfn4BA0mIm8stHfDBxM5GU8+n78i20r5dWZikD3hZX8d8HvmH0nd+w4KuvmNOrLWe5lQpZXw0KClQuev1/PH5+C9K9ClJKAEv8INKE7u9/zY2yZseKSJqtizH56PjvWzj742kM3bKAeUtjGA0C8LuOcoUm3d/n6xtlNJdmpxQvp+breBe3nP0x07/czMK5SzGMhuBKJbvlsWR5fyEgCxN1D9WbHMtxxwuBSWRegmot06mzz+0S0Ykf8+HEPMLBLrzQtwfts9MpN37yNr+SJ3uNYPRdX7Pwq6+Ze39bOnm8FYZmYRTmo174Gm8/dgEt7XlJJWjHpogw6ZMPmZgXItjlOfrecirZu6yPvDS/8kl6jRjNXV8v5Kuv59K7bSc8FZQjywwjt36E/p8/yJn1kuMhpRO9Hrmab2b/j4WrpzJ1TZyO6T48qfVocWwtzJoB251ACtSi+bHH0TjoxjbcF1moxHm/ejmrhLBRvx1ntKpGasCbnHuvlxO7XoKlqL8Sx1EhtV4L2tQyqeVX7Iskf63mHHtcE1IEMPFU1Y4PGGbSh+8zYVMJZpPbeP1/93NBdln/CdDknHt457VN5F77Hjk5n/PZ+H/T7nLvPjOdKmJsbcrHJiH5k2NrkuKpNLby40S8B09+gM8+f4gzs1Pxiu+HlE7c//A1jJj9DgtWTWPamihnVPOjKRCZ8ikfT9xEaaAzT7/Qg1MbZOAr+07xNr+CJ+7/lh///RULvx7O3HvbcY5PtWOqVGzvT1m2TMLyMTzc7zMeOqt+MgYgKZx1/8NcPWI27+SsYtq0NSTOqI4YWGLZOCasKCaech49bj2V7GopyePa24bre1zIu2M/YMXkBcSfusYWaX/9KZBCo5veZsh1kn1eiiDOZd96+E6/g+5n92Pa4PUsmrcMXW8Ku+0N7RsGMyxzTO9P6P/Q2TRIT8bfTD3rPnpfPZI578xj9fTpGIkzbYEVIkwd8iXzd4awmv+L5/97NSfXT7e/w1I63MZbQ7PwX3M7H8/ZTkUH5j9lDpxGHAIOAYeAQ+BPI3B0W7hZdoy0eCKGpmpUS08jEtFxeYJ2rLWEoVNcWkgkHCGvYB3rlq/GsEw8Ph++YMD+rfb6fPhTxLIHU3XbLqVC4DIsi1gihiTLGLYlgJX8TReJD0zdTmYQD4WIRWJYItZbPG7HbAuHwkRE8oV4jJLiIvR4wr5mVBUJr8dLqttNamYm/kCAam6ZyOYYrpIwaqIU2RQhZ8R9p4Uk4r4JCztLtpM7/GkH1FHSkJhj5+UQcAj8TiniYIJzNTuOVqkqS8J7WFsoWbQ+rg6ynSL6YLZ4EOqSNGpf1od7Pv2RPj+vYuBz73HzmY/SNkWEFK36FZ/zI2PXhzGU47m6e0dq+MvENru4hOKqzlnXdaXpZyvI2TKJCTkRLjzLLZL/VPmS0jtzRecshvVfw4xvf2D9rY1pLgKVAuamUXw3vZiE1JSLr2hHUNzN7/MlkVkjA0XayMpRg5jwrxO5uEGZiCbJ2PFJy/eNzWLsL5uJGi5Ou/xqWqfsdmsU4UYVzYMvNWlZJFwYF4wdz7qwjr9LVy6q56/stia7qNX+FJq5RrJ1TQ4LdiToKCzDyr+bLYlgh3v577UtSBNim+iDLbaJBRmX11feqwrvEkqwDlkZKtLmEgoLdDt70e9NPSS7vFTZihKkblY6qpxHSWHBrjZEOnNxvCaHIEQ22Q7yKpcrCL+6XfCawFrBq/PFtmuiiI+x62Xzakdz90i2rM1hwfYEZwjBoEIZKdiBe/5zLa3KhAQxbvu3LrGQsePXEtb9nHvxhWQHKgu5sqsW7ds1xz1yC2tzFmAaZ1Dpq0GpzxUP3sFpdcrFKjEXCiknn8wxfo0loa1s2hJPWk3aYpecbNcmURbo1hYhd40GqXomGYrE2twf+WLi7Zx0SWOCdsZfCbnSQbd7n4pLInOVnT6+7HixM1mV8d5VLj6PMePXEUooHHvljXSsGayU7EJSXFQ7oxsXNRvA0tlbmTJpAYmLa4BrH+dx2diSYp5opcIc72q0woKSvYubLbbZuwhuJ9HKr7G4ZBt5WxLJ7KqKzqJxE1kbiuPtdCEX1A8mBbry6mQXNU9pS3PPCPLWLWDBjjhnZoqkA+UF/sx3hezLe/Gv0+qViW32wFCCJ3PiMX60xcVs3bQF047lqGAV5FMkTOWqZVE3oO0+x5Hx1KxJuipjigcvZpll7H6GIovvmSqmSFICZNVOR1PWUVJUaAdP3rMqJfsy7v/X6dTbdY6IQznIySe2wu9aSOHWTfZFvb1fYjnTpm8kHJdodeEVtM1Musnbo1U0fPUv5j93ncPwu79my54NOZ8dAg4Bh4BD4G9D4GgWDoSpgch/JeKelZYWEwkVE/B6SE0RgptImGCSmepHkTVMXcI0hZBmUlRaQjgSIVQUYlveNkLRCCIJgqhLZCFVFQVZVeykCIKvKQlhT+xvYlo6kmWhKiqG8MyJxTESOiJbqlvEf9M0vC43KV4PNTJr2dfeIhOqqFxch7tcGsFgAMvlIyXop3SzeDhuousWpqRgSMmkCZZwbbXENatk32P8bQ5YZyAOAYfAEUXgd9n+HNQRVL+MR/oMYcbDP7CuPJC/5Kbx1f/h/jODtuXHQW3vIFUmuZvT47EefD7tFebO+R/Pf3Etg3sIi4qqXiY7lyxlk3ATrXEsJzcoDyZasayE95jjbPfNhaFNrFoVwToz1b6pr1hq17KUQqcrz6PuFx+SO2Mk363rSeOWGi7ZYOOo75hWnEBq2ZWrTvQl3Ul37bjngosTru1Oh34P89OSj7mpUw6X3HQrt958JR0apFS4OQZz+0pytyUw5Tq0PKYmrt2mZXtWCpSyYvl64qaFsmo4T9wzc28LwOgK1kZ1TCOfbTsMrEaw28RNJrPV8TQQ2QOrqD25KsKmuRMYPy2H5Wu3UFAqUo1vY1aeCLjvKntats+dD3hDZNNcJk6Yxvxla9lSWEokrrNtVh5R3cIlnsjt9rg74Dr3LljKyjJe8upvePKeWbgrqmlih+gK2yrMMArYvtPYK96EXL0lxzXwoe1SLctaKV3Jig1xDFNi1Tf/4d5Z7kpCXbLqVYQTBkbBdqzd/sZlFcj2xZGy55MqdyopXhnJihOJWHv1p2znKt9cx3fjxg6fsWT0Uj7tcS4LLr6RW269mSs7NiRV3W21VOXOB7jSzF/Ksk0xDDJpc1IDvFWoU5K3FW2a+9HmFZC3enWZSHSADeyvmKTsm5tHRiZWgVspK1eut+OZWatH8t/75u7d3+hKckvj6EYBO8T5IuL17/vk2F/v/sB2CUVz730+4yI16EWRLOLC7aPsxJBr1aSaKmNtW8uaogRGTRFoWTRvUrBsGRtFUo/ataipyQeUKbS845G8+fwycRrzl65hc0Ep0XiCbXM2EIqbqEYVVtPi21TWcGtlAn55RcIOLjUFr1DG41HbEs7elFjDqg0iSUUazds0wrvnfpKKz+cqE5crVOYsOgQcAg4Bh4BD4G9EQLh+hqNhhg4bxvKlaznpxFPxe70E/AFk4eYigc8bQE9IxOMidI1OZkYGwtUhYRrERMw107BjrKmmYWcUjdrim4Wui1i8pm3tJsSyeCKBqYCsKGiqimRauFTNtmKTDNMW7UQ8OPFLLlxB7dhwum5fD4l6JFW2BbmA34/kTSOBRGFUpigvn/SaKaiI3203hshQioZl1/Q3mixnKA4Bh8ARR+DwC26Sjza392dU4/589OUkVoWCNDvrn9x6/Rk08qtl1kJHHDf7Tjd42r08ctVQbvhsNaNffpWfL32Ts6oUX0zy8wuTPyZp1cjQyq2g9hiXO520oIy0LUEoFN6PgCEROOMqLmwwgLeXzuLb79ZwR9NjcCmbGP39dEqEVc8lV9DGp+3WsPZorvyjq2VPPvxcp0/vvgybN5MhL85l+DvP0+7Kf/PfJ2/n9Kyk5ZlZVEiJCPokBUlP38/cGMUUFokMpCaRZWMYtLLMFKm8UfvdxBApK1OqkZkiXAMrbbQtxPZYtatALHc4T93/BJ9MWktxTLfFtaTJv4UhfrwruZLt2u23LcRyGf7U/TzxySTWFsfQxU28lZQRLEO3M5S6Do7aBoJXcZJXeNnPDP5VXhlUD+7NS6RH3219tXuoRnEhxSKbrhll+c+Dya0KqojvJ6Yio3rScmz37vteEhaHwoNT5IMVjyxtFlVVXkUVrhbc+v5n6I/2pu/Qucwa2pd5I97lxbaXc+cTT3D7GXXx7ik4VlHNr60y85OWVZacRrV0cYFVVd9cpKUFbfdXEVtkPyfdrzV34NuEpZwtigqxtuwLwyjZNf+h5WMZUvUkYQhLsUAG1as4Xw68A4eqZNKaURwR5cMSLalNL+KStm8zc8w43vjvZ7R68RY61PNQtHAwT7w6ms0hiWYXXMyxfncFF+lf6WNsFSOffZAnP57IqgIRC6bCeSlitRkQ3NfuVR0CQogTcyL2KT+MhRwYKqYkZmBK6aSlab9JDNxX8856h4BDwCHgEHAI/NUICOu1hUtXsakwSsyfxrRly6lfu5jWzRrRKCsbRXOREgzicanEYkJwS2AYyUR4cT1BOBy27wdikTiSpJGIJbcLsSwRT9jCmfj9lbGIxCLEjChul8u+RtJjCVRFs6/z47E4MY/bvoaShUiXiKNqGuGYCYqKbhj2g/7icCnrd+6gML8AS5epUbsxjTo3I3f+GITUVl0YA5g6lpnAUIRlnS3f/dWmxemvQ8Ah8BchcPgFNyFdudJodt4dPHt2TzubpqyK2Fx7WyEccUyVGlz08P2c/cMDjFo9mBc/uo1TGtoPevboqoRt6izu5+IxxO9ClbqcFSces7AkBa/Xs1+xUfK158qLGvPRioXMHvktuXc255h84U5aQkI7kUuvaLG3lcwePbM/ym5qd7yL98f+g7tHDeTjT/ozdPxKJn3ah6sWbWfIiCc4o5orKYDZooVOYn9BiyQF1Q7uplDn6ncZ2vsUgu4q5lSScKfWoW7NPVxOq+pn+bqSSTxz8528PWsHVv3z+Ned19OlXXNqp7pRjQW83q0n/VaUF/697yVMeuZm7nx7Fjus+px3+x1cd347WtROw60aLHy9Gz37/+FGdndOUnfxyrr6HYY+dCopnn3xyqJOzfLMkbur2NeSpCrY1mlKFv9450t6t0/FY89N5T3EE7/UrDqk+N2VN+zz0z7Ui32Wr7hBxl3rdO54dwxX3fUjgz75hP5fjmfF5P480m0x2wZ+zROdfi1raMW6ql4Wrg62rZwVJ/YrSUhEDBAhEMkeb1Unb9WVH+y14nyxRTiZrKveZPBDp5Phq0LUFudLiph/kcnzYHfiENUn+8lI86EQI/erPlz84/OkByBSVExJWCf9tId44e72VPNVzrRcdW9KmPLCbdz91lTy9Hqce9vtXHd+e1rWSbOTqSx66wbu6LeEg5HGQFaTFnfCgjMWL7fXq7pXzlqHgEPAIeAQ+PsSOJpjuNnPoUyL/MJiMjJr0bpdc4qKSynN38HcxYuZPX+e7RpaIzOTBtl1yKxendS0FDxer23lL7wW4vGgLcAl4oadrCkRF9lEdTxuN9FIDJeqEg2H7ZujaNRNPBFL3geaEtFIFMOwUFWVmK4TjsVJmCaGsJqzdMJ6nO2FBRQUFRGKRG0LfM3jIbNGTVo2rE96tZr402qjJwrZsWwmRrQUxVSRDBXZEtfZSVeBo3mOD9WZW/WD7kPVmlOvQ+DIJXBECG4Cj6y6cB8xvTnQCZNwN7mRR3sOYPILs5j53kuM7J10rassRSjUqJWJJtJWb13LurCJVYW3qLFpNetKDCw5i/oNfAdgaeTl5CsupsV7S5g771u+y70L/7TvmFGSwNX2Mi5vUjnG16+NSsSz8gbrcNIV99Pm4p7c+8MT3NTzQ+bOfJ//ff8vTr0uC0+NmlQTQcqNLWzcFMO0zVgqj3RXG3I6NTJ9yHIhpTGV7GbNqVUhEP+ucrZ1SXnMr4pr971cMu4zBi3MJ+w5g+cG9eOONun4hBui6EqikHSX+AEV/nZ/4FUyjs8GLSQ/7OGM5wbx6R1tSPeJQP52IxSmJ63+KuQK/QONiRMgjRrVfchSPqGoRnazZtSuKlDV7+Alp9Ug0ycj7wwRU7Np2jwLfxUxsITaJOKi7WNG/9j4qtpbuFx6gmSdeBn3tr6QW+8ZxX973MEHs2bx4Xvf0/PUG6gfcP3u/ig1alLdLSObW1m3PoRhVCeZ4aNCZ4xNrF5fTMKUqVW/vu3CUGHrn7co5j/ThyJbhGIa9Zo2pV7QXeXY7fh1f2CSRIw823jQihGLCddkcTn9ByrcD6XQxHd4c8xGlPa9eK2LSc6cReTmlSIf15ATz+1G93+eRbPqByi4l0xk4JAFbCt10+G//fnorhOpERRx4ZLnZVGGxx7bwRDc8FajWlBF3pxP3qZS+4L/UHLaD0Zns0PAIeAQcAgcJgJHu3BgWRLxqE4smqC4JILXn0KNGjXwKpad3KCwpIRYNMr6rTtYuHwF0WgMXU/g0ly43S4CwSDVq1fH7/fjC/jsRAUiuYGumETiYYIuP4YmLM1kLFPG5w9i6AaRUJTSeMxOyBCJRtmWn8/2ggKiegIRJla4gwYCQTs5Qt1mWbbI5/X6UVUXmtuN5ZOIYmGYEYxIMWYijmJIyKaGJES3MsHNvoQ4TMeW06xDwCHw9yfwl5O4jrgpkQO0+/cjXD3kWj7JHclrnzUhpu8dPyjl+ONp5vqW6aUzGTNhJ9denVVm0VQ+IoO1o38kJ6pjZbSjw3Fe282tfOu+3t3HX0XX1m+xYMZ8vhsxAW3qNIoTXjpecSn1Pb8W/6yqGkXAehce1UXzS/rQvd8gFowuYu3qLSTM2nhS2nBsIxffzyli+vhplFx+IR4RX6FCVcJ9MeRLJah6OPa45riHbKZkziRmlnbjYp+8l95RYdcDXDTYsW49hXEDuVlbOjQO4nOrFdxmjWQQ+gOsbV/FjB3r2FAYx5Cb0bZDY1J87krxBA1z7zneV10Htj7JyxUuWEgAACAASURBVDMkj6K5k5hZ0o2u/oPBC/Acy7HNPQzZVMjcyTMp7daVgPtArIkOrOd7l0padIrjQqR0j5UFw694nFTcR5JVXB4VV7OuPHTTAL5Y8AOF69awJW5Qr2JYv4o7iWVJSWZCxSIej+0tsQaP47imHkZsLWDWzxPZce21BNyVBTxj3U/8vCBM3Eyn7WnHomr7+0oU7qBlT0PF2ISL9UF5eWjdpjkebQM7501mVnE3slJkXPuC9kfa9KaS6lWQzW2sWyuEyLKknHadcVYMGc7M0ihVZzX+rQ0brJ49mw2lBpnHns2V/+rIbR5xQS1c02UUO/ixesDumsbO9WwU56XUgJNPa0xqwFPhvEwGWz5YM4LWgpaNPWi5RSycPp2C7g1I81YQQRNr+Hb0fEKxgyLv/VawTnmHgEPAIeAQcAj8KQQUWUZPmCiqm1A4TtRUCEUiBL0aXp8bX0YmNfwBgh7Njs8mYrGJTKKhcJiSkhIKCwvJ21GIvmUHlmQQDpfa4ppIiBCNitipkp3oSIRFMUXMNs1tXyPIVvKaS1U1FFVB8njJbJSBJ+BHc/twubx25tREXMS3NTANi+JoHNOI2g9Q44VRErKJqoNVuAV3PITbFNc/4uJKxrTt24QF+5/4sPlPmTGnEYeAQ+BIInBYQm4fSQAORl+U6ufTu1cXampxls9bTLGIs7THS215GZedFERjGyOee4oRq0PoFe4Mi3M+4JHXJ1EQl2l69c10yaiYzW+Pyip+dLXiyq7H41V15n/+KB9NLkQPdODyi+pV6TZYcVd72djEuIFDmbVZJBrYvVVOrGVdnoi/4KJGreqo4vGP1obLurbGp1lsGPoCb0zeRnTXTgbbZ/yPWzpfzPOTi4gbCg26Xkb7NBdsGsbzL00gL5qM57C7FSCylXV5pb9BJFNIq5aBW1gLbs5lZbEItlpWo7mDSS89y5DVYTseWaV2fuMHJa0a6bZ11GZyVxaj726EHZNe4tkvV9nB2X9jtb9SXKH+xZdwis3rK154ZTybypOIVNzrN/MSilUDLr7kFJJVv8DLEzYRrnjwldUf2bqOvFKRHapig79nWSIjIw1FljBWL2FxadKFYHdNBnkTBjNsVh6Riv2QE6xfvxndsHBl1qK6CKK/e6e9l6QMqqUJscZgzeLFlOp6ZVdttTmXdD2RVLfE9u/68sw3Kymq6FpasoBPnniTidsi0PhKru9cHU8ymv/ebe1aI8aWiqJIGGuWsKTUqHQe7yr2mxcUGlzUlVPS3UibhvPSq+PZWJrYW0SMbGV9XukfSwiiteKYpl5UpYTJX3zJ0pIoSUvNGKu+7s2tT3zHquL43m3/5jGJHSRq1BEWlSa5/e/h+rt688SzfXnljbd594OP6DfwK0bPXEOhiDF4APUraRll5+UWcnOLSez6rjXZMeVVXvhyBUXRg2R3qmRz9jnHEvTIbP/hHd6btoVQoqyXsVUMf6QHvYcupfBgtXcA43eKOAQcAg4Bh4BD4M8mIAzhdd20Y50JkUqEvhEZw+OmREkkQVE4TmE4SmksQUy4geoWmi9Ieo1aNGnRihPbnkLb0zrQ7vQzOKn9mZx6RhdO7diZ0ztdQKcul9L+jM60P6sLJ3c8l/adzufEs7pwXMdzOfaMzrQ+7Sxan3oGzU5qT/YxJ5BRvwlysBoRSya/NMSW/AJ2loQoKC4hv7DQFgJLQiE25+WxITeX9Qvms3LqL2zOmUGaGcJNDL9IyCZbmLJpC4D7CPTzZ2N22nMIOAT+pgT2Z87xNx32QR6W5KLhdY/xrwET+b+p+WU3r3u0obXi1v/eyYir+jJ9WX9uO2cug887g2NqeyjdMJdxP01m+bYwntZ38eKDZ5Bmu0XuUUeVHzWaXn4pbfvOYNyaZaw2Ia3LlVyQpR2YNZmxjG9fvJMBfV7g9IsupEObugQTW5j/3ecMXhzCzLqG6y6ogWbH/HJx7O19uG7YdXy4aCavXHM20y88j3b1fZTkTmb0z/PZGGrGA+6kWY7W6CaevHs485/5hTlvX8s5cy/livNOolE1F4miLaxaOIvJv8xg82lvMO+jq6nurWwtV+VwgZROXelU81uGrv+OJ7r3YcfNnWig5DF7+Kf0G5dPsIYPZf2+9j7A9Smd6NqpJt8OXc93T3Tn4R03c3YDhbw5w/m03zjyAzXw/eFGKvdF8Hri7m+Y/8xE5r59HefOvZTLO59I4+pum9fqRYLXTDa3f5VZH15DTf+BWqmpNLrxce7+Zj7/N2Ee71zXmXmXXE7nkxpT3Z2gaMtqFs2azC8zN9P+1Vl8eE1N/PsVnir3vfInmfSTT6KFZzRTtnzFoze7mN02jaKVxZzw+Mv0aO1m2XcvcfdnvXnulAu5sGMb6gZ1ti74gUFf5FCk1+Kqa7tQc39WeHI6J53UAs+oHWz5+jG6u2fTNq2YlcUn8Mmr3QkGPLTo8Th3fLuQFycv5/M7ujD/y850bF0Hb2gjORPGMHn5VkKuVtz+TC/OyvSVZc+sPJrKn8rG5h7Nji1f82h3F7PbpVMsxvbYS3Rvk4qn8g4H/ElteAOP/nsE8/9vHPPevZHz5nfl8s4n0bi6B714K2L+p0yaSV67vkz/oBtZ+3A53W+DSn26Xn0mb0z9mjWTn+Xay3O46PRsrNW/8MPYhZQ2uZguqT8wJne/NR1AAZkaVz7J0+MXcfegxUwa+hFT5XIXcimZrEB1U63NlTz2+gvcdGK1X39QEDyTC8+qxcjBqxj19G08WnATZzdys3XeCPp/Npbt3gx8SviAxLv9d16l6T/v4LJ+s/h00TzeuvkSFl90Dm0yIqz4ZRQTFu0kvd0pNJ41g/WHwhJx/x10SjgEHAIOAYeAQ+DQE5AkEok40VgUf2rZNb5LQyR/93g8yC4PLreK5vKgKnIy8ygSiqRgWDK6aWKi2MnG4gkJw5DtxArRWNyOD60bGpYEpmVg6tiZTmOJBIrIzJUQ5mmmXWdCFw8iLdsbwUoYmHGdWCRiu7PGY1HCJaWI90goTCRUis8NWSleVExaNcxC2bADORJF86mILE2WnCiLFCHG9FcJjHvop9tpwSHgEDi4BBzB7UB4uoOkBoSAlWZby1R1byX7T+Dulx9jzo3/xw+5ITKaN98jBptM2umPMPBzDw89+Bojl87n+wELGSUqs4QFUJBmXZ/khb7306We78DEsrK+a40u57ou/2PGV6sJqQ25/NoLqOnaW7ySfEECqkJxIIC3/HdFPZ5L/tGO718dy+hPF/GjuBm2LAzDxNf0Up55sy+X1fXs6o+ceT7Pf/4/5Lsf5eMpuUwcsobJkvgtNFEyT+a6p1/h7hMCuOz6g7Tt9RmDfY/xcN+hzJ00iNenDkm6j1mW/cOqpLfisg4t7IyUSa4S/pQAqlJMwO/DjiO/xxwpta/iudcXsOWet5k06UMem/6JbQmlVD+Zm19/h87z7+CmD3YQ9IlMnuWzJeEP+lHlIgIBbyU32D2qT35UanPVc6+zYMs9vD1pEh89Np1PhbmVUp2Tb36NdzrncMfNH7Aj4KuUXVVyBwn4FOSEMK0X2Q8r1/6r2+Ugbe/vzyDf4/Tp+yVzJg3ijT15pbXi0tNbJGPWlVUt+VPwqwouf3Je92jSLiUH23Jfv4F4H3+El4bOZtLgN5j6pZ1SwI6lYRkKaa0u5fQWPlS5rAbJTzCgohQE7DHtORbwE/SryFqQYKAia9Ba3cIjt42mx5vTWTv+M978RQLlWGo9aGCicdzFV9H2h1cYM6Yfi8eI4PQWlnAH8DWh61Ov8eIVDQi4ftW+zfaDbNWjD7eO7sGb09Yy/rO3SDZTk0SZ5aWcehq9+/fH3edhXv9mETmjBrLoRzE+cYxbBJpcwCPPvUivCxoR3G97SeBayx7Jsb0xjfUTBvDWpOTYavYqs9KSfUlumuBWLi5VPA78BPwKihoo41a2TQ5w8j2fMMD7BI++9CWzJn/Bm9OGVj5f0lpyyWkt8Wt7n98VW7CXZTF/GooWwO+t2A+V7G7P88rSbdz77iQ2TP+KD2aJY8FDdpfefPLiZazpM5Vf1gcIeCvOq4wvGEBTNPwBcW7u6YIh2XFUVEUlkOLfde5Fc8fzzeR1hKjHhQ89wKXN/Mh6nGiklJ0b5jNm2DfMmD2Ah++pSfNvH6VDpn/f2UqVWlz+1Css3Hwvb02YyidPzqC/OF6Vapx4w4sMOG8pvW7/kM1BcV7uPhNkfxC/pqD5A/gUIfRVpiUFAvY5pAaC9sV/+VY180Keeu9piu96iqELFvPTgGX8LI5VtRan3/YufbuX8vLlC9kaCFRqr3x/590h4BBwCDgEHAJ/dQJC99JNIY5hC16JaMSOORvwuLA0074GVyXVFsVUWcPvEzFpxTWcENcMFJfLTnog4q6FwgZx3cSUokimENksoachKTKq4iEULiVmJBAJreJCbNN1VAvi0ai9LpGI2W6o4aIS4pEopSXFGHrczmoqkjB43RrpaUE8NauRGvRTM5jK+qXzMQ2dSKyUiOIl4VIwZdm+x1AOkj3/X32Onf47BBwCh46AZDlpWfZP10oQLo2QsBS8AR+uckFijz0tI04kHCVhWsial4CvcrwoUdzSRfDPfFbPmsz0xWvZEbLwVMvmmFM6cHKT6gS9yaDfe1S9n48miUiISFyYRsu4vAG8VVko6RFKwnEs2Y3f7ykTsyz0WITSLUuZPmUOy/MKiCmpZLVoR8f2zagV9OPeM6OlmSAaKWD9nElMWbCW7TE31Rsex+kdjqNemh9vJes8CyMeJVK4gflTp5GzajNFcRlfWi3qtziOk45tSPVg5X30SAnhuIXs9uH3VC0sWHqU0u0rmT5hKos2lqLVPIaO55xG00w/LjNi7695A7aLYPm99YHUWwm0pRMt3c7K6ROYumgjpVpNjulwDqc2yyTgMvl/9s4DXo6q/N/P9O23p/cQElpAekdAQKRKURT9qaAoKEVsKAgWRP82EFEURekdQboU6RBaQgglnRTSb8q9d+vU/+c9e28aKQQSCHIWbnZ3ZvbMOc/M7sx8532/b0VYynZOOSsu4BOfsvhfJRapbAZvdcVwffNFCPKrVJfNZtwzY3hl+lw6aiapht4MGbUDO23/dl6o7RqQmC6Z7ApxdJWxyJskUicsy2aP45kxrzB9bgc1M0VD7yGM2mEnth/aSj6bxl3e55BKV5kgMXEz9f2gh2W9beEj/mcGTianIpNWzE8Iqx3MfOkRHn1xOouDHIN2OoBD9tyCJs+CqEalawETn3ualybNYWnVIt9vJLvstTuj+hbWut3fPqaQasdMXnrkMV6c3k6QHcROBxzC3iOacHrGkUTUqiWWTH+Jp597lRkLi8ReMwO32Y29dh5Or4KMrS4+vq39NU5YMbbHXpxOe5BVYzt4zxE0q0q8741bz/Z/+dnneGXaXJbVDLX9l39fCjkyq3zH1thJIKRSlPTqNW0/GUORea89yaNj3mB+LcugHT/OATsOpjnnEVdLVEPjbdtdPlP2Y0w3Q9azV+z33V3omW/0fC+SOVz3pQM48/ZZ9Pvqrdz1kwPon69HZsqhJ4kjyi/8gsOOuZgXukZz3uN3872dW8n03BBY09CSkFqpnSnPPc6zE2bTabex1V4HsOeWvcl73d9LO00uvdL3Un4vyj6x+o549RT5ldvumW84KjJyZbFOfterHbMZ98QTvDS1nSg/kNH77MdOQ1rJpRJqpSqh4ZLPelp0W5mpfq0JaAKawP8IgY/ypZIYKYhRzp+vuoZlvo2db0OO8Y25HHnxNzZtEtMiXyhQSNs4cnPLceoFmRKIolDZxsTifWyYlAMpDlVTXq5REmM7DkEY0lUqEsp5as0n9MuUupbRuWgxxaVLCIplEt8nUYUYbFKuh+dmSKcySsjDSFSwgETZiZ2J6zm4rovh5jBxmf76CxjV6eS63mRkro3hHzuY4Z88Arsxg02EYUolsfXd5P0f2Znfx2GsfC71Pq5Wr0oT2OwIaMHtA9kkCXEUqSiyune4mMzXDxIfSHdkpSpcO+quPCpepTb2OkWIFWOQg7FhWliWtXbz8yRWd7lUsYGkO5XMks9siNCxGh1pM5TowLoBu5QMX4sWutoHN+StjDNU0VBiqlqv8LhCVtqQljZoWRVlGLJReXV3IJGIyrBeXCKRKCUxr5dtsfHhkUQhYVQvMGFYtko1WEEvIQ5ljGJYq3YideK04d1IVHl5aUfuplr2mr9LIu7InVYx5JXbtIZlrdafDdpC6xnbhrX1tqU34fZfeV1JHCpfFkXubdtn5SXf5evag5y18+e4YnKeE254ikuO6E9htUoQ0eRLOGy/H/PfxVvzo6fv5fs7rkdwU11Z+ffn/fhevrN97F1S0h/TBDQBTUAT0AQ2SwJyfhAmCX/657V0BBahnSPX2ErWS5HxHDxHbm4ZZFJpWhpzpF23fm4vJ3NJ3RdYTrukOIIfx5SjmK5KWYlycr4mp/B+GCjvtZqkrVar1DqXMHvaFJJqlQbXJWNa5DyPjOciwp0t1xumR5yYKr3UsAx85eObUA19arUqyzo76PIBN8fA3i30z/tMe+p2RmYaGLnjAYw66DDchgymESPnp1KISz80AU1AE9gUBHRK6aagut42peqOjbk5/bYbctDakLs7GzgGVZHQ3LgOCdKms5HbfNu2k3E67/+2MkQ4cjYur+6xGYaF7bw/O5+cxKx9VSKUbGgl3bdtoG6Rbf2sRBS2N+KXbt1jW1M/N2DaJtz+K/dChHXHXXnKRn5tNNAg6cbxfJ67/0lm7X8MWzd5K4Tx0iRu+8ONjO2oYm69L/sMTPHOMns38PfnPQ9r030f33PXdAOagCagCWgCmsAmJCCFw6RCqRlEKk0ziGNCSRc1HSwvpbzcVFZBnODYcnNVbubKzU1L3ej0owQ75RGHEVYQ4rqesvaQm6Qi6MUROLZH4MdEvtzedoiChF4NrQxobqLBc7DEusY0qcmN3Fhu4idUqhWKxSJLu7roKJUISPCyWTKFPIWBgxnS1kJD777k3AacBfOYEjZihAaxUcE0ahhJSnnHrbgRvAkh6qY1AU3gI0tAC24f2U2vB64JaAKawCYm4O7A8V/cmxtev4/J132NAx67mB22G06fBpeocx6TX3mZSW8tpVrYje9ceBq7NG+Yf+Um7r1uXhPQBDQBTUAT+MgTME2DXCHDwq4FWEEZUdgqQQU75eARYZo2kSmRaiHVIMCTG7umiG4QGwahkSiRTLIqJCKOOKHm+4TVoO6bGkYQxVgxWIlBbNr0GziMRW/NpqtjJgXPVl5ukp5aC0MVcWd7aSwp1pDycJrbGDx0BJlsDjeTIZ3OYtoWhiV2KwZdpTJuRxdmFGHEEQY1VZ00Mmxiw8QxDJ1Q+pHfyzUATWDTEdCC26Zjq1vWBDQBTeAjTsBj66/+jX/1+weXX3U7D495g6fue5lQ3fj2aOg3kr2++G2+etqXOXib3u+gUMZHHKceviagCWgCmoAm8D4TiJOQbbcczvgJr+DHEel8K16+GfE49X2TlHimpaVSGNTiQCosgGsr+xwpkCARcjX5q4o/W4hjO+RSaZVK6vshRhyL2RvEsRLkbM+h0NjMoCFDydomthET+jWVumo4UnPUVBF2pWpAIB5xUYyRGFSDkI5lJYylZWWVYiQV7IxNCpvK1PFkjCKeRMolESQWPiYiAkrOx4bk+LzP+PXqNAFN4ENOQHu4fcg3oO6+JqAJaAKbNwHx6gvwfZ8glAIvnRSrCU42T8az1Ym367krquNu3oPRvdMENAFNQBPQBD4yBMRlN4oCqnHIiy+/ykOPP0N7R4WmXgPo03cAubxYR+TxUh6uY5NJe2TTHpb4qvk1qjUf20uRWBadxTJRmChxy/VSVP0axWKpu06oQVUVUzAoR6HydiMKsEUciyNMSVO16gJZpeZT6W5bVUMVL+AwJpFIuUDEuUD57CZhSLG8RBXX2jbVSf9wLs2dEX13PYyhn/wcUXOe2IK02OqIWqgfmoAmoAlsAgI6wm0TQNVNagKagCagCfQQEK8+l5T8yaR8niZ5loIdPYvoZ01AE9AENAFNQBPY7AjIcVqiv7zYYJdttqFfSx8uu/wfLJg4mSUz3iKdLtDc1ExjWwtNvVpobW0iDlL1QlySvmlaVEplVclUiWNOrIS1ajmoF80ywTRNVcDLwVWFnOwowQ98RHWTiLo4CkhqsYqgw3RUempQqRLXSlimhQhrcRAS1nyqXUWqxTJ+tQaBSTZv0+yVGD3SwZzVib3Uxq46mJF4QIeEVDHIAFKpVD80AU1AE9j4BLTgtvGZfuRbjIrzeXNOifyAofTKyEF0UyGJKM5/kzmlPAOG9iIjfhGbalW6XU1AE9g4BLTQtnE46lY0AU1AE9AENIFNTUAsICTpUjzWEouWXAMDWlrxGy1SXo7EsCiXqyyYMZvpU6cQRD4Z1yafz5HNZ8lkcpiuh5tO46TSBIkUPUiwVGVQkyAUUc7EtCyiOFbpoXGQEJYrRGFNRdchMXDi7ZYkqrCCRMyHtS78Ugd+rYpfqRIFAbZhkM9lac1lsPNpUmaOdN6i1PUW2UxM4EileqmeaiI1HSwps2D4GKQ3NUXdviagCXyECWjBbZNs/C6mP/s0r3e1scPeH6O/iE6bZD2bY6MV7v3ux/naLQsZcModPPHTvcl6m6giZuU+vvfxr3Hzwv6c8q+H+ck+TaQ20ao2R9K6T5qAJqAJaAKagCagCWgCmsCmIiA1Q8V3NTJtFZk2Z/58giimsaGJfL4J18tQq4U46TRhHFGplIhDn8CvUitWmbdgCaVaTYlsfhQTJ5FKIbUsB9tx6r5slo1p2yqiTdYnxQ0i3yeOQ3y/SiwpprHMsTASC8e0cR2DTMomZ6exGrKk0ilcx8K2LSzLxLVtcukc6YLHGxMzzF1YpGC2Ukk6aHFCEiNW1VBNpFT7R+cqbVPtJ7pdTUATWDsBLbitnc27nhOMu5QvH/NbxhUdPv7/xnDz14aScT46P+a1UgfFri46S37dg+Fdk1zfB6sUO4sUuzop+VJYXD80AU1AE9AENAFNQBPQBDSBjUcgST6655gy8sQ06QwqPPjfx3n1ldeU+NW3oUChqZFMOodfi1SFUENFoNUwiIlCEcwiakEodUwpi+9atar82PyaT01EuCgiTgx1rSDRa3GCEsyMJATxdrUN1QZJjIWFY3nq2bU9DBMkRbUW1JBwNdt11DTHszEsQ3m+uSkTO2tSo8Cz4+eyZVMaN+mkj1chdmok5CCRVFIT8arTj41LwNh0KU4bt6O6NU1gExPQgtsmAGyY9VDocilW5aY3wSo27yaXH7OWv9jk/X3/1rTJh6JXoAloApqAJqAJaAKagCawmRD4qAsHSRIzcdo0ps6ZS9uwESyYv5AZixcTex7ZlmYamrP0amnCSRIltEm1USVSGglBEIIUTOgqqnTR0PcxDSiVSoSSpmqYJLEIdDFBGOI4NiK4hYGPaRoEga+sacIgxLNdglpIHCeYlotUQDWsRBVsiEwR7OS9SblSYfGyJRQrHVSNBDfdTN9t9mX668/QvxJgEiGdkGqnUt3UeN8saRJiSZs1pAcSrxdjRTI+Ax+b2LCwjARLxmeaOvBuM/n+625oAu+VgBbc3ivBNXze3vZMbvzv3kwutbDtzgNJf4Si29aAQ0/SBDQBTUAT0AQ0AU1AE9AENIEPIQEpmrBk8SJyhUaGjNyGlv7DmTltChMmT2LCG69jOR6D+vdjYFsjra3NNDY2UigUyKRdFbVmGBaZvIebcli6tJNsNkPHsk6iIMS1LWrVGpZhUC6WsCW1NA4Q3zYR7YIgUGJcGIoAV182JqEWGoTlkI5iF+XOhZQqFcqqcmkNw7Jpbmtl4Fbb09S7P+lcDrPSwdxpE4kSAycyMRNJYa17P7+vOUhJTBhDZIjY52P5HVI1gsQsEIrIlojYpsMIPoRfE91lTWCtBLTgtlY072GGlWfQx/ZhQCIhzWvxb4sqdCwtQa6RQmr9xajjoEhHR0i6sYGUvb5DQ0ytcwmdUYamxgzrXXyloYalpRSNPA1p++3FDuIanUs68N0GmvIe1vq6sVK77+Zl0LWYTiNPc9Z9e182sMG41smSzohMUyNpe9MXV1gnR+rbpyNwKDQWSG1qkBvISi+uCWgCmoAmoAloApqAJqAJCAFJt+zs7CLwQ0qlMtlcAx/baSfi6iiMOKarVFbebdPnzOG1KZOpVKoqak0ix/L5PH369sWxbFKZtBLgGvIFVSDBtixSjksUhqRTaXzbBccmDAykMEJHxzKq1SqlcglJQ5XosI4Osa0pUg4jQsPEcmxyhQaaBvSnTyFPNpfH8TxczyOdyhDGBpGkrkrUnaQ4GomKaOvJIE2kesL76OFmJBFWHGAnsGzWa6SCdpVmG+cHkW4bjmk7WKou7PvbL72nawKawKYjoAW3dbGNZnLXLy7k9qkW2/7fBZyxfx+81cWReBGP/uFnXD2uwjZf+hVnfbwFJ3md6390MQ+1D+Do837AEUPTy0Wv2oz7ufTC33Ptg+OY3RGQWBnattydI0+7gPM/P5oGW+4j9TxKTLn3z/z2shv4z0szWFpLMFOtbLHLwXzurO9x6v5DSK/Un3DR81x38SX8887HeHVeiTAxyfTamn2PO5UfnH0CO7TYKoy7p/Xw1Ws555JHqO32LS463uWO887k57eMpz1MMerU63nkgn1JlSdy9z+v5MZ7HuG5V99iWTUkNhwKA0ez/2fP4sdnfYrhOVsdGnra3dDnYMK1/OgPjxHvcwY/+2xfXrvxt/z6r7fz5OTF1BKP1q0/wUnnXshZBw8hs0Hq4SJeuP4SLvnnHTz26jyKQYKZ6cXW+xzLN845mxO2b8VZiV/lpSs57/In6Rr2GX787YMZIKLjSoORfp576SMs7n8kfzznCDKpegnxYmoWCwAAIABJREFU8LXr+NElj1DZ5TR+cbzHvy/4NhfePI6FQYpR37iWh87fj5xb5PV7ruLKG+/hkTETmL2sqk4CnMIARu9/AmeedyaHbZFnlc2/0rr1S01AE9AENAFNQBPQBDQBTeD9JiC3qf1qTUWcLWpfjN1VpjGboTGbIpVKkSk04noujNoSW/zTTItKpaKELj/wKRaLVEpl2rvKlEoVps6aq9I+ozBSwpykizq2hTwbhqm83VR0WxSQ8lK4rkc6ncLzMjQMaKFN/N1SHobrqOqmkppqmJYS2sTIrSbFG4KIZaXFhLUQL5UiFVexLEu1r9I1k1jpbOIbJymuK5/vb0q+Il5aFiS1IvMmvkBjZQ5BtQz9tmdAvhUz17IpV6/b1gQ0gQ+AgBbc1gXdSFOc9B/u+NdC7l2yPcfu9TWGribCxPPu5rLfXs19S1r44mfEdNOAYCIP3XArty7tT/MXvs1hg9NSe5p4wV1897hTuPq1DpxBO7PXrn1wOmcxYeyDXPG7ERx11Nbs3eB2i1dFXrzki3zh5w8zo7NCkmmjX1uK8sLZvPyfK3ltzDSMJ//Ft0ZmcUwIpt/KWSeexfXj24mat2bXfYfTEMxlwnNj+ffFp/L0s9O47pYfsk+ruzwyLZj0CDffeivFxSMZ9dh1/OTfb+IXelEIFzFjdjtxMIUrvnI45z40j2KUoe8WI9i20aI4ZyITJz7JTReNY0L79dz7q4Pp+w6i9NaGOpz8CDffdjth1xYMevg2fn33GyyJsrS2ZPDnL+TN527lwi9MZP4/7+D/HTZQRaitra3l04Pp3PbtL3DWdS+zKGpi6132ZffGgHkTnmfcXZdw2jNjmHbtzfxw37ZuETWmOOF+brz1PjpG9Ocr3zyQfmlbNtvyRzjxYW649TaW9Gvk9985FLoFt2DSf7nltlvpaN+CkY/fxM/vmkY110bBWFznGEdM+9vJHHneg7zVGZLpswVbbNOIXZrDpImTefKmixg3YRHX3v0rPtl/hTi7fMX6hSagCWgCmoAmoAloApqAJvABEBCPsThKMMV7LIyw3LqoJoUOiuUyTgoMx1bpoJFlYrkuhUy2fk2UJLRIlVEgihKiGIIgVhVPkzhSkW6BH9Qj4mRs4memqplKaF2iRD7TslSBBCmyIJ5uErEWhgF+1SeMqtSCAEN5nknQgmQX2Vi2g0NMINVOTQPblAqp9dII0hf1Z8gq6tPeD8FN1onpEsWBZJGCXyQddWFHFfykQiz9BeVrJ/lR70efPoDdSa9SE/jIEdCC27o2udnGJw7bi8IdtzHvyX9z35wv8Y3h9vJoNfEXmHv/XTy9pEzY57McsXtW3bUgiQiDADmARHH9hxxCJl9/KTe9vgRz1/O566ZvMrrgYcqP65LXeHhMxMi0tfzHtfbCJXznlw8yrcNh+1P+weU/OpwtCzZG9S2evfkP/Pz3b1CsdrcdTubvZ3+fa8ctovCJi7j+spP4WFtKmXFWZ9zJ9044jeuf+T0/uOwgHjx3dxrc7ii6OFTeCMUnLuGn5YgRp17HFefsz0C7iyXVZjLeHMiN4JAzfsRXv3gkO/bPYJsGSbiEF37/ZT7/myd49ZrLuev0/Th5mM27tqpT/ajRfvdF/Ci2GX78L7jqvBPZuU+K6vQ7Of8rZ3LNq6/wj5/+mWP3/Sl7N0mVonU9QiZf+R2+f+1YFuYP5BfXXsbJO/UiJaJndQb//sHnOO26Z7j4nMv4xAPnskd3e0kU4st2C6RqkjosrrqSbl5iALvK7OUcL+VnlYjhp1zDX885gMFuiSW1JnIpm/nk2OLgb/H9r3yRo3YaQMYR74aQJS9cwklf+DWPv3otf7n7W+x/8hbYrj7Ergpev9MENAFNQBPQBDQBTeCDIaAKAHwwq/7A16rOhhOpe2ATRb5SqpTgJVVFDUP5pVmOg2E7UuxTiV22qiIqIp2kciZSGgApvCDXRGFikVgWbsZRolkchFimRKqZhGGo/nw5Hw9DJcbJlU4SRJgixEl1UxHQpN1aRVVDlYILEkXnOCks21D9NBMTv1rF9Cwl4MkYbMcRyzbVR3X1ZJlK/LOsum/aGs76Nzp7WYdUbA1MBxVeoeoixLi2QU2EP9MkNuXSXDqa8GG3cvuoFxvZ6DuQbvBDS2Dl/MUP7SA2XccN2g45hgPbHMziM/z7vrfwo5V+kuO53H/3s3QEBoM/dRx75leNiFq1XxFTJ06lLMvuvj/btDSQz2bIZnM0DtiZo47ejV5uj+DWwYN/v4axS6t4u36bP/7sOD7Wv5mGQoFCr1Ec+PVLeGDs3Zw9uh7dVnn67/z18blU8p/k3N98ld0HNVPobrtlq+P56dmH0GqXGX/r7YwtB1KbZ6VHQrR0CdYnfsKfzjuUrdqaaGgeyJC+OUx7BCf99Q7+fv6X2G9kLxoLeXK5HPnGgex3+skc0OJB13heeqNKtGqjK7X/zl9G1YThJ/+NWy/5OvuPaKOpoUCf7T/HRT8/gWFpg8qr/+K2F8oE61tX5WmuvOJx5pbzHPKj33DyHoNpLmTJZLPkWrbiuAvO5pBWh8r42/jX2NL623tHQ+jmeMD5XHbep9i6t1RtGsCQPjkVWr/FVy7n9r9dwJf3H0WvpgL5XI5cvpGB+32Tk/ZvxTO6eGXsG+qu3TtanV5IE9AENAFNQBPQBDQBTWCTExDh4KP9p2oY1CuOiqpmWColtFKtKsN/23VxJfXTEX9nAzFqs01LVRV1JdLMtJQvmcRsSW1O23JVxJxcO9iOp9oLI1TV0WK5SkUi18II3w+olKvUagGVik+lWpMCqMoHTlJBRTFLoggjBjNJsBKDRAQ8DJzEIPLrKapqBzHqXm6SsipRdNJNJcApX7f3b/uKZ5yKqpM8VsuqW8lJ0QTD6O6PSG3vX3825X69yb+YegWawIeEgBbc1rOhjOaDOOagfrhmmTF33cfsWj0sWj4Wz7mfe8Z0EpgjOOLY3cg764q7Mmhta8IyIqY8cAOPz62xXLszLBynR2wDai/w8OPzqEUuOx/zGbZtWDnN0MR20+SaGshacuAKeOXhR5lRjsjucQSHD87SE8CmhmZ69N1zN7Z0LKI3x/Fye6gOVCsP28jvxZk/+TxbN6a7003rByK5DeRmsmRSLpYcGJY/DKzCQPo3W5hJF8uWRurgsXz2u3qRYA44ngvO/STDmuuRdNKMYTq0HnA4+/V1saJZjH1xNpHEo6/jEUx4hEdnlAmzu3PEYYPJeSvv5iZe3z3YbaS09yYvSwru8g2xjkbfwSzhePoFn2frpp7t1cNRIsgzZDMp3NWKaBhWgYH9m7DNhK6lSzcCx3fQUb2IJqAJaAKagCagCWgCmoAm8A4IJCKg2Tae6+G6rvJVk0wPEcBKlSpd5bIqbmAlMWnHwTVNDPFji0LMOMYhwTUMPJkeRVSKJZIoIe2mVDEFlREUdkfDJQm1apmgViUOAuLAV39R4GMmKlaOOAwwLYPITJRfW2yAaZuiA5IYkpgZESXSXj0jxbQtvJSnougs266nn3bHkakiCu+AwcZZJFHZR1biY0qsmyHRf4lc7CDptWYSYhv1ZTbO+nQrmoAmsDkQ0Cml69sKRgP7H3sw/W/8G9PH/Jt7Zn2NM0Y5OEbEW/ffzbOdIeZWR3DcjiISrasxlx0/9xX2vuoHPPjalXzpgFc46ksnc/L/HcteQ/LLfdWkhXjRFKYuDIjN/my1bR/cVcSu1ddRZPKkmfhyMJx2J+ef8QLuSoUA1NLVScyshcTRUha1RyTDeo4y9bbMtm342NDsOvpfYc7Yx3js2fFMmrmAZaUqfrCA5+eJaOipEPHVe/Vu3htelnxq1cIO0o6RGsWWgxzM6VXmznyLJN66HhO+lpUUJ09iVi0isaZz5wVn8qK3kpipPlNl0psVwjhiyaJ2kmT4qkDW0u76JputW7HDkOwqhRhW/0xl7jgef/RZxk+awfxlJap+wIIX5lENE1y5XbdSAOXqn9XvNQFNQBPQBDQBTUAT0AQ+2gTkVFH+5Fa4KrKpcIhws/JJZD0tUZZS/tLIzeoEI5GLlZVvoq+B5fLZ9fak2qgEgoWBj5fEKqXTdRxsx0Ci28I4UZ5saWI808AUUUuaVR2N6/5scay6Z2KSSLGEKKYahETE1Go1bMdWnm1pL4URJ5TLFURkq/u4iWebBAzUo8NUVJbKBE2wXAupfxCq6qOySjHrifHjoF6cIInU+XVQrpB2HWzPJjalYqn8SbScpMaCiIWJKHaKTjfHbv+YxBBHtfqjxyiozvTtJHuW6158laf6logwYx+DqLvNuL6F4hCpYGoigR091y3rvLBcpW39RhPQBDZfAlpwW++2McjvexyfGnItf570PHfdM4NvbLE1jjmHB+4ZQ1dosf2Rx7JdZv2VOt2tT+Fv1wWc8/3fcPvLY7jxl2O540+/Ytdjv8UF532NPftJKDbEHcvoFO83I09To1TUWUcno06WdQTESUxx4oNcP3XFQWH5p5KYMIih0ExrvudHfPlcdWdlbZpebeod/PTb5/PPp2bQWev2U1DHoYQokPRUb6WG3uvLtQzUKtCYEw5yAC6u6p/2tlVGdC7rQIYbV6R4xdRVKrPWF0/U3bGIAi2tBZUm8LZm3s0ECZlf27GxNpU7f/4dzv/Hk7zZUUUqKvX4xCVRoNJaXa22vRvq+jOagCagCWgCmoAmoAlsMgKbm4ebSGfKXF+8yeo6GhhKukI5polwpMK+ZJpNkNiYpqRcVjFxIHZVPmViidgj596rn393C07in4YUOkgYOmwAEyY9gu/79O4/DNuW82ebyDDxPEdFlAWRSRDGRFGgPNPq7ZpUajUcJdA5GBLJZVvUar6K7rJcR82r1mpqcfGDM00Xx02QNFOJUlP+yhIBJ25wptl9rp3gmOLLlmB5ItaZYq2NbdhKgLMNhyiuYkc+pfkV4mXzGRh34KZjaqkSkV2EpIE4sSmGETmjSJikhCi2iHEixFW7lOta6DRgmRbVahEv5RJ3e9XJubwp61OVTi0VILG2y4CendNIDBw7BZL6Ks9YuFaEFQVKaIwTKcBnIcvVFcueT374nkUY1Q9NQBOQXxX9WC8BI7sHxx02jCunvMYL/76baadtydbt93P3mC5CZ0eOOnYr0usOb6uvw0zRb99v8ddHjudb99/AP/5xNbc+NpXH//EDjn91ITfdeR77tLgq1Ln+ExUSyhF1XQ/DwlIRbRb9P/NnbvneruTdNaS2Sih3Q38G9s2oqqbranL5vK4nufDLp3HZC+0kgw/m66edyME7b0nfhhRW9AqXfO7rXDNl+dKb7kVcoxbKwd9QpcHX/ftdN0wVfla/4/nTLd9jt8KaiiwYGF4D/Qf2JaNycNedpvreBtfFU784iW/+8TkWxoM46JRTOfHgXRnZr4GUFfHKHz7PN66Z/N5WoT+tCWgCmoAmoAloApqAJrDRCWx+woEIZT1iWf1Gu3iAiXuZJF1KnJREsilvM9NWkVuSYlkXg5RDmPIMk9RLSWust9AjjnQ/i9eZEuLkOWLbbUbR2VHkvv88TvuCdlr7DCTb1EimIU+hpZFcyiMwTSK5g29aKk5LJUxK6mkY4icJpp0QJCZWysOxTVUYIZGIOFdErnp6pYhXfhIpfzNHxK3EFk2KMA7UzXKxuJErgigMlUAl20all0rVUj9QQqOkwEp10kp5GaXOhRjlJQxxu9h3ZIa5Mx1MPIzExZKGkgRb1hfXqHZ1qlRW8Z/LFRqZ8/rzKlU1KgymT+9Wpr02juFbDCLbkFXXauLcvWxpGcfJkc41inPcem/iC20lZxpm3b8OifmLVEppPXpOvNxUNYW3yaAbfcfWDWoCmsD7QkALbu8Ic5pdjj2CkX95g5fH3sXdU04j88zdPNcV4u52NJ/eIrWOdMxVV2BYHpnCQHY+5tuMPvxrnHHv+Xz5G39n3Ji/8ud7v8Hun+9Lqq0XLeL1FS3grTm+MgjtPkqu2pi8Mxvp3ZbBNDoo+i5DRm1F79SaN6sYha5brFq1+a7/XsP1ryymnNqXi264ilO3bSTtWPWIsWAZza4cotVhY9UPbux34Qymzw6IY5Pe/fujDE/Xug6Tpt6tZCyDpSUfd/BIRvXJrLmCqhyklwMxcZx6CHxSq1HbmPpb16Nce8MrtJdS7HPh9fzztNE0Z5xuX7yAjuZ6ZOP6akGsdch6hiagCWgCmoAmoAloAprAJiGwuUW4ybm3Q6gKEIgoVhfbTCLD604cRWXMWLFJFMiNaDBsVSugnqIpUWsmBIbIc2F39IXEuom4JjftJV9TUNbFN/nXs2x2GL0d48a9QfviIu1zZjNv1kxi06DQkKOlVystra20tbWRLxRIpdOoCwbDIEgCyuLJVjFITI8wlnoHkSoqJmzDOFYBeVLRVISyRMq7STdkeiAFFGqYhviboc7nVaqpZAJFUqE0wC+WqFWrVCsVSl1d6tmv1UgZCS5FhvQL2X1rl2ZjEaX5CW6YwwgymK6kytaU4CXZuF3z32TZnGk4mSZS22xH6a1XsaKQwnbNWKFNbck0kqVVkoqEuCUYTpYls9pp6TsKM5NSIlySrCHoYfleWU+JlUsMM5EgArdeQEFSZZXfnFIAMUR1/B9wmdn8hOrlG0K/0ATeVwJrVmbe1y58OFbm7XAcR2x7KROeH8c9dz2O+9SzdIZp9v300Qzxur0K3vFQDCzHI+14bHX0OXzl6huY8J9lvDl9PmHcBxq2Y/Qwl/vGLuPZ/z5L8dOfImWv+gMedS6jlG0gb6UZvf1IvFvmU3zpSV4ofpZPpU11UHrH3VnjghHtM2eyzI8xR+7KPlsUyKbkrlDPI1alvnvebYzneP4YHn5pKfsd0Kc7aq/eqhRBeHKWT2j0ZYedB6NKeK9jhanttmekdwtzO8fy5AtFPnt4Vt39WsdH1Kx0Q6MS6pYsfJMZpZh9muonLGqmP4mb/vU85SBcXzNvmx+1z2TWMp/YHMGu+2xBQ1ZMYlcsFsXKMnXFBP1KE9AENAFNQBPQBDQBTWCzILB5CgdGXZiRqpfiWyYWbki0VowZVbDDGiQOlpGRbFMivxMcHywXYovEdJWeVvc8E0lNbqLXnyXmSolv3ffU61Mh5TpkUy52WwuW6anrgDiOqFS66JwzlwUzZxFEkjJqk85myDfkSWUyuKkUjuuqax/TzuC4qXokmGEgnxfBzTRNVdRACiL4fqU+3Q/q9jU1nyQKiao+JZlfrVIuVQn9gGqlrIQ5I4lxHUnPtCikXbItjeRtD5sibnoaprUM2+4inRK/NgNDUm5lvFLAQIot4BIW26nMm0p22GisoIxbXUJYrdGU9ygunUNzJsDz52PWikS1MgFpyvNr9B80ApXHWq9/sFyoXNPOK/GFEoEnERBS1bVHzBXxUMYggQASu9j9/5qa+AhPiykvms28LpeWAW0U3PXbOX2EYemhb0YEtOD2TjeGtw3HHbEDv3/pGcZd+0MWz+0gyh3CMYcPxJNbLut7RHN49OZnyR9wBDv29pb7ipnBLGbOE18Cl159WuvltJ3tOPqIbfjDhOeYfduv+MMJu3Dufr1JqdTRiEXP/ZXvnXEj/X59Dxfs3cCQI45i918/w0Nv3cZFvz2ej/3sEwxIrebVVlnAzKVZBvbNrhTVta5OWzQ2Nys/gnj+VKZ0RezSUL9ZRdzOk7+5kFumlwnizLoa2aB5Sell/nTKSTRc+Xe+s1+/+ngrb/CPX13Da8UAa8in+PTueVbTHt+2DmvI4Ry52695+qG3uP1Xv+P4HX/KJwZmVhMhKyyYuZTswD5kpWoS4Gy9DVt6NnOWPckNN0/kmDN2oFHSTWvTuO17J3HevTMoBeKssGEPq7GFJk9C++czdUoX4a49Sl5M+5O/5aJbplHyY9Ib1qxeWhPQBDQBTUAT0AQ0AU3gI0agnpYo6Yv19FCRi6QaqJVEVJe+ReeMCbj+UmqxR8uI3QmKXUybOIZcSwOpVCP5bD/SA0Zie6L7OMSxrQQwSfoQT2hDzouVHhWriDh5vWjxYu6//2GmT5vGqFHbUyg0S5galjiOGb0JVaECsYU2qEo6p1+lWC5TKS9hcU2KrYlfcUwQWURhfR2mURfZRNezLPFq7hbgogpR5BNJpdNY7OlkHQYirziWScr1yFgOnpfBTGfIpVOkPJfQr+E54qcs0WMOGTdHYoVMnD6VcdVFFIalMDzxtOsgNqoYRlZF9Ml5fWg4WJGPk/hKLOxcvIisa0M6g5NKs3DpmzQ3pbGtMkZ5KVatTCUoEfoWhmWD6apU0LpoubYd0lDCqAhqlmEifnUSp6j+k8oPUaii9kxLtvA7uLZc22o2s+nFWeN48Y3FZEbsyHaDmki/k+vmNY2h+igXnXAGV4+3OOLyW7jg8JH0Tv/vcFrTkPW0/w0CWnB7x9vRYctjjmaXXz/PY9PfYFoMjQcfy6H95O7RO2gkmshdvzqN6374K/Y67DD22bY/2WA+4++9jhtfK5P0+wwnfrINR/0IeYz++g858bYv8PfXnuO3nz2AMZ86mF0GZeia+iQPPPwys4tb8t1U/YDoDP8yPz79Tl6+8Ale+uPn+MTYo/n0QTsyrMUl6JjPtAkv8PQTzzNvz0sY+/fjaV1LyunqoyjsfwT797qb2966hx9/5RwWf/njDDbn8uId/+SqRxaT653FmrX6p979eyPbTG7Jo1x0/Md56JOHsvtAmPXUPdz/0izKRl+O/v7p7NPoriacrWF9znC+9OPTuXP8hTzx0mV8/qBxHPXpg9hxWAte0MH86a/ywlNP8Py8Pbj4xb9xfFtahahbQ4/ms/tdzDN3zeGJnx3PUS8fwZ4DQqY+dg8PTyix5ZGH0njXA0xdwyrXOamwH4d/vDd33zqTey84iR8u+TIfH2Ix76U7ueqqR2jP9iKzMUGuszN6piagCWgCmoAmoAloAprAh5dAj4NbgmlEKtLNFt+voII/dwqlSU+SS5VZWDUpDBqAWVtKZe7LUGpicVdI37ZRpBsHYYlQpAos1LNIlXWYRH8psa2e3qiqeSYw4bXXWdzZgZfN0VmrkjGgV+9etOTzGJGPbVuqgIKkt0rVUcu21bNEcBXLJTW/XPXpLFWpSsGEKELSPmW+ZHqIl5qkWUo6aRxXVCEG1/VIgliyN3GsejRTWAuxRZyzXEzLIoxCpGKqdDlJp5XoJm8kiyiVzRKl0iS5rVhUNnnlzTkMa3AJwkVELMEwG1Vkm5RPlTTPSPXbUZ9rnzeXuOLTNHAwhiNiXgk3JXF/EUlYUxVby1XINQzE9PL4hoPkASl0a9mxhKgEt8WSL2RamLZTL4wgBRqkCqv8RRGyWTa3R3XsFZz546sY8+ZSfFXYT2x5LNxME32GjWbPw07gC0fvwmDx+V6588FrXPP9k/j1Q9Mo7fh97vjbN9l9SNO7NJGvUe4s0tlpUqpGiuXKq1r365ig4pO4rhJt38ml+7rb03M1gXdOYDP8Sr/zzr/fSzrDP82Jn/wTz98+g3JqKJ/+/KH0dleLJJNOmVkKORuzK0c23X2XyN6eI47bmXsv/i/3X/kq/xGPNjmsBBHpLY7i55f+mqMHpJaLSVavQ/nltZdhnn4uVz47mcdunMaTYhQaR1itO3Pi737Ht3boKYBQYLezr+aGzLmc85vbGPf49Vzy9E31KDp1IIuwm7biqL1GkVqpjKaRyZOzLTpzOdKr/DrWyVr9juOXl4xn/hl/4ukn/sqPnr2y7u7QshNfuvgyPvHyN/jSFYvJZ8QcouenyyBbyGJbHeSymRWT38HGMnsfzW/+X3/uPP8S7r/9CsZIrSU5+GRHccx5f+TiE0eQVwUOuhszsuSzNmZHjlx6RbKrhMUXdv02V1+X5twf/pbbxj7BDZc8zc2qFKv4JMREViNbHbknI9PWCsHUHsyJv7mY1xeeyV/HzODpWy7nOWHuDeKT5/yJXx81hbMf/S8zc9lVTFGFY9a2cLNZ0lI6ffWxWv049he/Z/z8M/nTU09yxblj+IeyyWhhx//7Hdcf9Arf/MoVtOc2jNfqq9HvNQFNQBPQBDQBTUAT0AQ2LoGetL+N2+rGaE0sSbpNh2MR3lBVQN2ohOMvwQhSKmXSjss4YQd2ZIOqhtmBYQYYhtikBCo9VAQgSWtUZ9OWVN6UV3KlYhEkMUuLJXoNGMSQrZqZMm0W4ydNIuO+SVtTI/1amunVu4XGlhYKBaleCq5tEfihilyrlMqk0yk6u4os6SpSk1TRMFTn457jEEWxSh0V37I4CpXg5oiAF0VUK1JZ1VJ+b5EfUClX6wKb4xEbUhU1xLZtJbwViyXKYUC5WqHWXiNMZmNkG2kbsj1N3giWjLuZwU0JYbWMEVewTBH77LqfXBLglztIbBcn5REVl1KuBTRl2wijiErXUqyUqfhJ/8PIoBoYNPTui2mluqPb1u29JoJbT3qyaIzS76qIV2asru8kvdYU7OLptjF2j43WRsKyic8zZvyrvDavtFrfDF575Xkev/cGrrn5LP5wybc4YHgzgkqN1TSJwwqVconqhrvyvG0EdS4bSidm9g3f5ISf3cWskd/ljstO4mMDG1YVBt+2Jj1BE9h4BIxk8z2KbLxRbrSWYvxykYofqx9WL5Mn7bxNXlEHr0pnmVpiksrmSKmotfoPfNf8Nxjz9EtMmruMmlWg/6hd2Xv3kfQpZLuXW6mzsRxYljDrpS

400

A young, healthy individual agrees to spend 5 hours a day in a hyperbaric chamber as a subject in a controlled study. The pressure in the chamber is 1,047 mmHg. End-tidal air demonstrates a PCO2 of 40 mmHg. Under these conditions, the alveolar PO2 (in mmHg) will be approximately (assume R = 1.0):

What is PAO2 = 170 mmHg?


PAO2 = PIO2 – (PACO2 / R)

PAO2 = (Patm – PH2O) FIO2 – (PACO2 / R)

PAO2 = (Patm – 47) FIO2 – (PACO2 / R)

PAO2 = (1047 - 47) 0.21 – (40/1)

PAO2 = (1000) 0.21 – 40

PAO2 = 210 – 40

PAO2 = 170 mmHg

400

This condition presents in infancy/childhood with mild-moderate microcytic hypochromic hemolytic anemia and hepatosplenomegaly and is due to a deletion in three of the four a-globin alleles.

What is Hemoglobin H (HbH) disease?


400

This phenomenon is caused by the collapse of lung tissue with loss of volume and is particularly due to the tendency of smaller alveoli to collapse.

What is atelectasis?


 

400

The diffusing capacity of a gas is the volume of gas that will diffuse through a membrane each minute for a pressure difference of 1 mm Hg. This gas is often used to estimate the O2- diffusing capacity of the lungs

What is Carbon Monoxide (CO)?


500

A 65-year-old male with a long-standing history of congestive heart failure comes to the emergency room complaining of shortness of breath. He says that while he normally has some dyspnea on exertion, it has become worse recently and is forcing him to sleep upright in a chair. Although formerly he could walk three blocks without becoming short of breath, he now finds himself unable to take more than a few steps without resting. 

Concerned about a large volume pleural effusion, the ER attending physician decides to admit the patient and orders a therapeutic thoracentesis. He notes this landmark as an appropriate target site for the thoracocentesis tube

(3 possible answers)

  • What is between Rib 8 & Rib 10, MAL?

  • What is between Rib 6 & Rib 8, MCL?

  • What is between T10 & T12, Paravertebral?


500

A 43-year-old white woman arrives at an outpatient clinic with a chief complaint of shortness of breath and cough. She has had these symptoms for over a year and feels they are slowly getting worse. The cough is nonproductive and occurs throughout the day. She reports getting short of breath climbing stairs and walking her dog. Over the past year she has also noticed a 10-lb weight loss. She currently takes no medications and has no allergies. She has no notable past medical history. Her mother died at the age of 50 from “lung problems.” She does not drink alcohol or smoke. She used to exercise regularly but now finds it difficult, as she gets short of breath easily. A posteroanterior (PA) chest radiograph shows diffuse nodular shadow and reduced lung volumes. A video-assisted lung biopsy shows patchy interstitial fibrosis on microscopic examination. This spirometry measurement is most likely increased in this patient

What is the FEV1/FVC ratio



500

Patients with this condition have very low or absent HbA levels, high HbA2 and HBF levels and present with severe hemolytic anemia due to excessive precipitation of a-globin chains.

What is B-thalassemia major, “Cooley’s Anemia” or “Mediterranean Anemia”?

  • Homozygotes or compound heterozygotes for Bo or B+ genes → two severe mutations

  • Very low/absent HbA levels

  • High HbA2 and HBF

    • compensatory  

500

At this state of lung volume, the surfactant spread density increases in order to counter surface tension and to ensure that the alveoli are not completely collapsed.

What is the residual volume/deflated state?

 

500

A 55-year-old man has a pulmonary embolism that completely blocks the blood flow to his right lung. This point on the V/Q line of the O2-CO2 diagram best corresponds to the alveolar gas of his right lung


What is Point E?

 

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