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<p>- <strong>Μορφοποίηση</strong> κελιών ώστε να εμφανίζουν <strong>αριθμούς</strong> με ορισμένο πλήθος <strong>δεκαδικών</strong> ψηφίων <img style="float: right; padding: 4px;" src="data:image/png;base64,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" alt="" /></p>
<ul>
<ul>
<li>Επιλέξτε ένα κελί ή μια περιοχή κελιών</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Αριθμός, κάντε κλικ στο κουμπί Αύξηση δεκαδικών ψηφίων ή Μείωση δεκαδικών ψηφίων</li>
<li>Κάθε κλικ θα αυξάνει ή θα μειώνει τον αριθμό των δεκαδικών ψηφίων κατά ένα</li>
</ul>
</ul>
<p>- <strong>Μορφοποίηση</strong> κελιών ώστε να εμφανίζουν <strong>αριθμούς</strong> με ή χωρίς <strong>σύμβολο</strong> <strong>διαχωριστικού</strong> χιλιάδων</p>
<ul>
<ul>
<li>Επιλέξτε ένα κελί ή μια περιοχή κελιών</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Αριθμός, κάντε κλικ στο κουμπί Στυλ διαχωριστικού χιλιάδων/υποδιαστολής προκειμένου να χρησιμοποιήσετε ή όχι την τελεία ως διαχωριστικό χιλιάδων</li>
</ul>
</ul>
<p>- <strong>Μορφοποίηση</strong> κελιών έτσι ώστε να εμφανίζουν κάποιο στυλ <strong>ημερομηνίας</strong></p>
<ul>
<ul>
<li>Επιλέξτε ένα κελί ή μια περιοχή κελιών</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Κελιά, κάντε κλικ στο βέλος Μορφοποίηση</li>
<li>Επιλέξτε Μορφοποίηση κελιών… <img style="float: right; padding: 4px;" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZQAAAFFCAYAAADLpxsqAAAgAElEQVR4Aey9Z1RV2bbvu9v78Nr9+D6899q7755773nnnrPP3rWrdtWu2rt25WQZqkyYE2BAEFGiIllyzjmZELMCIqggiCIKkiRJjhLMktda5N9rYy6WhZYBqtBCa9LaZM055phj9PHvfYz/7CPM8Yfw0BrCQuRDxkC2AdkGZBuQbeCX24Dgkj8IAP195UPGQLYB2QZkG5Bt4JfbgOASiVAC/GqQDxkD2QZkG5BtQLaBX2oDMqHIRCq/SMg2INuAbAPTYgMyociGNC2G9EvfaOTn5Ldh2QbeHhuQCUUmFJlQZBuQbWAG2EBwYAMhQU0EBzYS4Ff7WnQS6F9HUED9z/IS4UKeqZL9CwilmgD/BsLD2gkJqJUG7QP8qvH3qyM0tJ2woAYCfKunnOFUBXxR/MCAJkKDX60c/n41BAW1EhXWSpB/DeL6WTL5+9USEtSsxuo5cZ71nBz2bDxlXGRcfk82EOhfi5tLPnY2GdLvsxr56cZDkIaHWxHenqUSkWnSl0jGvw5X5zwC/KdGbM8llED/egK8cti25RD2rlWEBoqE6wjxr8TWNB4z6zwCAuoJ/I0aT6EAT6dMduy4jH/gzxlWA86v+60lOKAWl51xrNl4CA+feun652nWEepXhrVVKjaOZYQE1D2TdH7+nNxoyJjINvB7twFBHl6eJXzxxTree/d7/vV/foCJ8fEnGvlXgVF4aBvbjOL558fL8XQvIjS4BUEmYSG3WL7MkTmzjQgLbplSW/ZcQgkKasbXaS//8b//D75Ye4jg0HZCgm4R4BzHf/yX/8L7C+MICO0gLKSViLB2woObCBQejG8twcHqsLBg4bpVSZ5OaHATQQGNhIW2ExF6iyApbg3BwbfUz4c0S+QUHNwmXYs01Ueb9NYvvKWw8bCQwDqCA+pxNotktUE6IeGthI6nEyrIxbeawIBGybvSpBEa1EhwsPBohGzqNH/yNuoJCW4myE/IfovQoHqCAluICOsgMrQFt10xfP73FawzuiDFE2QbIpW3huCgFsJCWghyusTqZXZsd64iKvQWIQH10r1g/xoCpPjNBPn/th7dqzBKOU2ZEGQb+HU2IBpxL48b2FilERrczEcfLmL2LEOpgX+1XV+iV6WR1avc+eSTFXi63yAq4g4rVrjw6WercHcrlNrZqej3BYTShNfuI3z73z/g3a92Y+vaQGRoIzs3G/Pf/p+Pmb/4EMFRd3C1OsGmDWEY78omMKiV0JB6nHeKsHDMba8THNxOqF8RlhYZuLpfw8wwBoPtyfgGthMe0oi73Wn0NoRhZJFBUFALDuZ7MdiyHwO9KPQN9rHFYD82TpWEB5ZiZhDBpo3R7PaoIzSwAocd53D1qcTT7hoOu06waVMsNs5lhAQ2E+Sdj8nmSDZtimGrYTyW1tm421/DyuIgepvjcPasIURy52oJ8LmBw65MfAIacbY8gblVHl4uZzHQi2SbRSZBkUoCLNz57AcvPPxuEehdiMOuLHz86nFzuICV/XX8favx9SwnOKAKB7sLOLoV4Wydgod3AwFeBTjYXMDTp55AQTC/kVcn5ytjL9vAzLQBQSqR4bex3HmGf/v/PmKr4QGpC/1V60vkGx7SyurVHnz37WaWL3Piq6/X4+VRMk5oU8PrhYTiabeXuR9vZf6sLazbepEw/8ssmbedBbMMWLT0MC52sXz9/iJmzTXk7x+sYtOOagJcD/Ldx/P5btYGPvxQD2OnKux0bflyljeb1+3ioz/N5W9/W8xSvUv4Oh9i9t8W8PUcYz7+cDkrNiWxTmsNf/l/3+GdD1fw/r++x7+9o4uZczFmyzfx4Qe6zPliHp9+44uzTyYL3tNhq0MGK/42n/c/M2D2x9/wp0/d8QqtZ9uyNbz717V89/H3/Nf/ay7axlF898e5fPK9EV/+5VP+Mf8AgWEtBAc04ed+nNnv6qO3LZrZX65Gx+Qsm+as44N/6rJi0ykCI25jtcaWP/1pKebezfjv3svXf97MLo9iVn0zh3kbMggLa1F7SQHFrJm7kXkr9qCtpYPW9hJCnfbwzd8XsN35NmGBU1PQqzYoOX1ZH7IN/PY2IAbAPd2L+eMfP5O6m9TdT1Mbv/ilehReivBMPvjgB/7wv/0BR4cr0rUYM59qmi8hlFhmfbCD7RYRLFwYjPEmO5ZsiMZAaweLl8agt8iYb384QOwxsF23gR91Itm6xJzZC2KJjhvBZMlyZq10ZcnHhuiYZ2GyzJhFK1LwsAph/kIzNizfzRdfBxFxFNz0TflqngMeoY1s+nozG3dcZttCY5ZqXyQ6LItv/rgSg92N7A+vZPm3P7DeMpUlH25gq30GSz9cgJZBPnsCUvjqnY0YWx/nu7/oYOJ9mxifVOZ/tQEzx7PM+uMitji3ErgrmE/eM8EuoI2wwCYCvE7z/b99zn/7y1zWmeWxL6aZXXoBfP+5KYY25UR6p7J0znYWLtjBD+vPqUnzvW1YOCXz4/vrMHNvxdfuIMtm+eAReRubdVbMnRWImXEkC+eH42gfy5d/N8Het40Q2UOZspFO1ajl+L99AynrYGo6EI36bvtLfPjhQmk8Rcz2eh0YSmMmwbekbq7vZ22Rur+++FJbGqwXpDZVGV5MKLbRfP2XLVh7V2Mwezb/9S/r2elWhsmSbczXimHLcmO++DaYkL2dbF+sx1KDOAy19Jk1J4bQfd0YzV/Nj+ui0J61gR83xrN9+U60lhxmx6ZdfLXADsN1u/n0E2f89/aya7Uxc5dGELynjjWfrGG1UTKbZuuxYGUq4WFXmP3nhWhblBLhc5mFX6zDaHcqi/6qy9bdF1n5kfAqigj2TWbue3oYWycz9/1lbLSrJMQpji8/WIqhdTLz39XB1L0FT8sQvv3AFBtfQSjNBHqe5NN/+47PZ23kh3kheLgl89U72qzfVUBU+C126bsxe1kUrvYnWfC1BTvtj/D9u0ZYuqYx970F6O9uwHObJf/jX5ZiF9iOxVJ9PpkVhb/nORb+uJ5Zs8xYbHCBcGlMaWqGNlWFyvFlfGUbePNsQD2OUoL+5hhp7OL1zPKqlaYGr1juzGefrZZmewlPZfUqD/75yQpcXa4THDC1qcMvJBQv+wPM/Yc59gEdOBt68e0cD3xj2zBbZsbCZUfx9Uxl/j/n8+HfF/DJV244BTZgvsKQP/3LP/non4t4/2MLrF1a8Hc7zJyPZvPv//IO/+Nf/sFf/7aRTdblhPqksfRLLT74aDH/+GQXFo71REYXo/vtDvR3FmC9cQd/fe8HtjvX4Whoz0d/nsff31vAwrUpBIXXovP193w814B5Hxuz2aKIYJ8kZv9FF1O3ehyNHfn7f8zmo3e/4se1Kfh6pbLgI0PM3Zvw3BnENx+YYesnCKURP/dEFvzdBGuPKvRmb2K2VjirF67jL+8v5tM5O/lxlg46ljXs989h5QpzNpqks+wfH/HtqhiMtC34y59/5J//0GPO4m188tcF/PUDPfRty4mNrEd/5Wb+8aUN7r4tBE9xCp7cMLx5DYOsM1lnv8QGxNoTV+dc/vrXOey0SP5F4xdTzVea5bX1IJ98snLcK2qWZnmFh7aycoXr9M7ykoTzrcTHsxyxxiLQr44gvxoCA2rx8yrDx6uS4KAm/DzzcbDLwt2rhujYBrb8sJEvv3TH1rkAd88KggIaCA5qJtg/D+3vVvP51144+TQSFqxewOPvVcRuu4u4ulcQHNRIoF8Vvl4V+PnWEehXjpvTFTy9xGyEOtwdL+Fgfw0/kaZ/A37eBbg45+LpUYG/vyCGo3z978vZuruOyJB63HdfwsHhKn4BTQT5V+HjUUZgcBPOpt589mdDrP3ax7ugKqV7/v4NBPqU4OZWQaBfKc72WdjvvoaHWzEBYgGQfw0+3jfx8anG1yMXF9cSAv2rcXG4hKNzmTQgL55xdi2TyiKeCfQuxdu7iiB/eSrxVA1eji83zr8fGxBr/aqktR++3hWIZRGvuuxqr+gGPl7lhEiLKdX2JsKFh+TuWjDlBZbP9VDUhamVEpbWmvjXSuwlwsW02aAAdYEDReMe2CjFCw6qwWlnAjt3XiUopBUxvVedTj2RMQ1s19rODwsOEBB+R2qcpbTGnw+esHYjMKBOPRvKv15KWz0zSqzcbJRcNM1MKSnvgAa1jP71+HvnYrHluDSDKyhAE79xfGaVuiwi3NslE7Otp/HwaxhfR/NTOQMDRNlE/uq8xWCZAFez3kaALZQtpiULmcW1Wi4xg+unc3W5NVhpcJAbCA0u8q9sC7IN/NwGRHvzOshEg72GPDTXml8hwy/pdnsJofy8wJoMn/UrPvss1nFI60+eWkUvSMDHvRAPt7Ipr758Vl7PDBNrVUJvIa39eMHUXLHCPiy0RVoL88x0XvCsHH9qNiHjJeMl28DvxwamlVBeZjhqj0J+W38ZTvL9308FlHUt6/ptsoHXSihvE3ByWeSGQLYB2QZkG3jSBmRCkbu3Xvngn1zpnqx0Mh4yHm+rDUiEEhJUg4dbFZ7u8iFjINuAbAOyDcg2MHUbEBwiuOQPe2LqSE5qISlBPmQMZBuQbUC2AdkGpm4DgkMEl/wh4VQTo6N9qFS98iFjINuAbAOyDcg2MGUbEBwiuOQPJ080oVT20N3dLR8yBrINyDYg24BsA1O2AcEhgktkQpGNZ8rGI798yC9fsg3INjDRBl5IKL29vbxJx8SCyeeyocs2INuAbAOv1waeSyhdXV10dHTQ3t4+44+2tjZu374tvWH39PQgHzIGsg3INqCxAZlUXh+pPJNQhCIePHiAaKj7+vpm/CG8qFu3bnHv3j0ePXrEw4cPZ+wx0+X7LbATmPwecHkTyvgmyDgVG+3s7JS7cl9jd/5zCeX+/fuI4035Ex5KU1MTra2tM/pobGyUyG+my/m65BMvLUJv4hDnryvf152PeOERun/d+U41v7fJPgXmzc3NMqHMFEIRb/xvyp8gFPF2JbwVjas7036FbKKCi7emmSzn68RNeMBCd+IQ568z79eZl+hCFg3c68xzqnlp7HOm16OplEtgLrCXu71eT7fXCz2UN41QhCssjO1XG8/4OMyvTuepNwMhmyAUUWGnRc6n0p9ueactvRfgKRoxDaGI82nLU8JGPY4wvWn+soopXiJE4zYlWV6A25TSmaSdaOxz2urRJPOdalmEnD09k9ODTCiTw2mqOnhe/NdKKAMqJcMvc3kGuym5dp7qRy+L+OR90Sg9XRG6untQqIYYHh6WjqEBJT3dL39b6entpavz5fGeB+rzwjUV9rmE0tOHamhcVpWCnldUIZ8n3ysL7+ni0aNn92W/jFC6uoQOBx/rUOhyUMLm5fp5VXr8JTi9kFC6uunpUzA0bqcqRZ9EPD1dXXR2ddL1muxAY59P1yNR3q6ubvp/oR5+CV7PfUa8MPb0TLp+yoTyphCK6iY+2005dKP7yZb9WVfDfVw95szaNWtZs9Wd0nuDz4qlDhvr4XpmDr3Pj/HMOz8jlJ5eejvvU3Ujh4wLaaQkJ3Mht4z7Xf309WpmwKjBVr/xCM+mB0VfL8WZ8USdvsHQgGL8jfLnXo/mGfXvuNLG3yif9/akqbDPJBTxbNcdyq5mcS4lmYy8Sh6JaduaNCc0Kpq8H1e6iV6Z5lzz2939hDf0xLOatKXfp8rwjPykZ6Xwp/HTGK0mXINXD0pFP4Vn9uB5ppAhlQZPTfxuqevv+R5KD719nTRXFJF+PpXk5GRSz1+gqKqZzt6+x9hocNCUTRBxv0JJw/VTBB+9Ql+/YvyNtucnkn5c9p9k0TyvSU80XD87f1bYOMbi+cfxJ+Anwl5EKL19vTy800TuxXRSklO5XtnK4KiS4tR49h/K4MHAEH2P38ifkcfjsqjxf0KGCTJpytfT/Yw0xssgPOifE4rQQxctlcVc0OjhXDqFlU109jzZTflT3k/bQrdEBI9leEpmzcuT5v5P6ajtVwrv7Wewu43Tx/eSdO0WwwP9j7sQJ8afeC4Tyk/2PRGXV3X+iz2UB1dOYGehg1VsKWNSEz9GVdZRnJ2diT1dKIU9rMrnWm4tHSVnsdvhSlv/AJneO3CKPk9rVRlXs2ukJxtyLlFQph6vuZEYi7OLG2fym8eJQ0X2Hj9cQg7T2vdMLpECnyaUnt5+hhV3iTX9kX9+NZ9t5hY4RCTS0T3E0NAAKqVCapB6+5QolQr6FEpUyn76enpoKLxEYct9BgZU9Pf1oVAopHARR9Hfi0hbpVJKDdWASkV/b6/0vPDA+vr6UQ2oJNJ6WmmiUjyvy6tPMcCDplS03/k7yzdvxznqLPdVQwivSjSIkrzd3fT2C3n7pQZzYGCA/p4e+lVK+vtEI9GLUsTv6UWhEjKIStwnhfV299CvUKHo70OhHEDIKpVNqWJAPCNItrcfpfLn+Ym8hQxS+UR+SiUKRf84fv0oJY9BeBIi/X4U4r6QR3hcKhXNRQXUdPcyqBSE8qRn8WIPRcHwWAu+y+byzUIdTM1MWLfwaxau8aJxEEYG1WUQjZHARSOnpMc+Ba2lV8ira0c1MEBvzzh2/X2P9dff3z9uB2oPQdhBvyjnwKCkU6mc/b10S16SGtefY91Nn0IlEadCwlIlNf5PexXPJ5QeBlFRfMKdWe98zSZjK/aeL2cUFQ21ZVTevItyQIVS1U93V5dkZ0KHQh9KhWjM+1AKGxRlEfj39dIr7in76BZehaQLYbMi7KfySfp5ivQ09vlzQlEwTCuBq3/g6/namJiZoqP1DT+ucKNWKfTwlN7Fi5lSHSbsqb9XbQsT5RSyi7qiHBiQsBMvTsI+RbjGPqUw5QRsRf26f5vS65epvNfH4MC4PauEPSvofcq2RP2TCeVNIJTRbs6cPMKVwkoSo1wo7IahhhS2rFxB6N79mBqac7Ssg/LD7lhZHiIvLYrv3p3DBl1dln73DvohR7m8PwizrQclMjhloo9bbDl3yxMwNjTiyN5gdLc4cu3+CLdzw9Fbv4X4s9k8UE2eUIQx9aoG6arPxs8zmqI7witSkRRowMJ58/hxwRKcIi/R8TAHuxVarFikQ0x2MwOD9cS7RZOSchwrve1cbH9ARpw7h7OvkxEdyr5TZaj6q/E10WH5Ei2+X7CAHVHHSdsXh6+tDStXLWGxeRB1d/qkyj2RVDQV9lkeimiUOioTMVu0ixtKdTn72q7isHkVK5YswungZbpGRulpTMNq7RK0Nlri5+fBicJCEty8Scpto7+zlAirQHJbqoi39+JC1SO6WnMIsgzmZvcgdRdCWaW1Ep0du4ncG0N4mBvrF//ID/MWYmAZxy1lLZHm61mhtQjHuMt0jozS25iOxbrlrNBayKyFy/E9VcClA06sWb8R97hz3LhylmDXw9wZ7Cdzjx2LtJahvd2T/HuDjA51kOBnytJVm7FzcSTsUAKNDwQB//SG/DJCGRypx3e1HvuzOiRQbl2KxVTbh6p7rYSYLGGToQEJBffou3UJS52lrNRahk/iDQaG75EUEE78vgiCw/fTrByh7LQHgXEX6O5qJHjnepYv1WJHcBK3h0YZvJuHh8FKtNaY4u3twpHcXM4GBhCfWoVqqJl9Nt5crKkmwd2bhJwW+nsqiNzlzbU2BXeKDqG3aAXLjO0JCvYhpew+w8onx4NeTCgKcve7YW60F7W/r+SMnyk6BoaEJmdTeP4kId4JPBwe5HJMMHFJueSePkB41EX6B+9ywNmQJUuWMnfBj2z02Me5w9FERmTQO9xPqp83cak1qLpK8DJchdZqUzy9nNiTdkMipYnetMY+n0UoQ2ONBKzbRGx6q6SH9msHMF7hRuPQIFcO7mbh4mWsNXQl97aKseFusuKcWaq1FN0dwZR2DTOqama/81ZJznkLfmSNhQ+edmtZOHceCxavI/x0MbUF+9FZvJK15g4EhwWT09zDzRRfli9YitaiH5ija8vp9NPEesTRrByk4owvS7VWordrN8GREVxt7GNQ8ZNtyYTyeslE4P2LPJTh2zlsX/AJth5h6Cyfj/vFNu5fi8Zs817J2IpD7XAJPk9eYgTurqe4mhzFNv1o7j96yKVAY+yDj5F9LIrd1klS/HN2lkSeLiAj2AEHn2tS2JGtRuzNKOKY1Q4CEuqksBf9e9pDEYUT/b5izCYjXJ/NIedQKh5RXXONQN1VbLc/xu3uh8TbaWMVmUZ1ViyrdDwou1+Mw1xtDue1kn/GDxtzG4ztPci/d5fjFltwCc8gY+9utE38qavIxmiTBQmlVRyzXMP3awNoaMxm25ylhKc3MPC4y0ytWE2FfR6h3K5KwnSBGdm3BfkpOO+zBW2zcBrK09isbc75qkaO2m7EIeYihWf9+f7zxaQ0VhCwTJuws00ounIwn2XA2bpCXOZrc7joIV2NpzH63pis6mJcdddwMLeR486rmLPGiuzaOhJdt6O9yo2qB93kxO5ii0049WXp6K8z41xlA4dtNrDV6ySNRcdZre1AXustsiJ8MTKwIamwgfLUYLas9qa4JhMjrVUkFtdw2N0Mi5AMaq4eYPtma3JvVmC95GP0PFPoHh6Z0H3zsi4vBYMjDfit2Uj4mSrGGKE8JQQTXV8q2muI3LaNHW57qO/rJHG3LnoOh2i8kYDuWhuudlQRuHojUYlpBFrZc/pmC5l+xtiGJpJzzJN1G52oqryOpd424nNrSQ80Y4fXccquHWbRZ99yoLSC/YZ6uMYUMkQNDnN1OXqjiOBVOoScrkPZl8eO7/U4U15BiOEaQs5Vkh65la9nbybvjpKB/icbtpcRSl6cO8abQ7k1BMODt0n2csJomyPpVbfIj3dji3YwDxglYddWnMJSSA13xNLmCLlnI9DWtaKk/AZOpqaEnC/iYqg1xtsP0YeSPXob8Im7wtkQSyzcj1KWdwytz74gJLNR8jg1XU2ivmjs89mE0kSg9kZCEioYYZTKtAhMdHy5UZ+NsdZyjuXXcMLbAmO/NDpq0zHdsIm0kmqibbdjvzeHirRQ1ursoriiBBdzUxz3ZFJXexnHhUvYHZvDvfYiHHVXsze7niSvdXy/3I7SujzMl69kX3YF52N2s9H+BA0Vx9j6gyU5VXk4aGtzoqiJA1YLmavjQaNiBKXwyid4XrKH8iQeE7F5Fee/iFBKz3qhpWNHZEQYgTYGWIXtJTdjL1uW21Hb0U64wWacT+RTdjoAs+17qK+7iJ6uPtdu1hJtZ0lIeg01KR6s0HKgqb0Jz7VamO0poCo9BGOrQG7VFGNpYMm5ukaS7C1xCE6ns+8F4y4gzRR6uiL0KIcY7qjA3c+D662KcT7q4pCZEZ4xpUAHbovWsO96L4yVYP79FlJr83HXMiC5WgEDNWz66iMs9+cDSg6ZGxN8JIuTLs64RRQAY+zXM2XPxeuc2G2Be+hVxrhP0JqNRJytQfWLCWUIeMAhcwNcI0ukvP2XbWDf2XM4LtvKAeES3r3AWj0v6geaCFy9nphL90GRh9mPxmS1luO5dCOnKgcZaU3BaLE12QXJ6M22pgGoOumNjsMpCY+8vc7sMD0qEe8xUz0cQtRlDVi5gb2Zlwlev4P92XeBdtwWm3Cm+AYn/ALwCjpC9b1eqs4FY64fQWFpIuZLnRAxa4+6YWIYwun9fmwxPg4ME2FljltCOTAodcVojPnlHsrThBKKqa4P+Tey8bfyYt+ZQhTcI1pvI4EnRDfpHZzm6XL4RiFh67dwMPcBNaf9sff3w93ajfTqO2QFW2Jlf04qf/yWzQTEJRO0xQSfxBYYLWHzRnuud7ZxyFgfr/hqoAn7BZtJqr5JxPqNRF24DUNF7FhoSkZxJiZzjLnaA505MawwjuLB6CB9T3W/TJpQRmHoQRmxTl74RyTQ1N3PjaPubNOPYQBIttmO+/5MLkS74+KdyIUDIVhZJ0tlOe9ghc/eC1zY44TFrgQpbJ+hAREnLxBqaIrnSaH9cgw2WXGh4RGDyv4nGt+pEorQQ86N05hr2dMGNCd6s1UvmOzLBzBa6SF5WzeibNlpvY/U/SHssjotyZTuuAtHn4uM8YhQHX32Zd1nuO0cOt/s4KZIJyVAss97rWlsn+9EC/Dw2kEsdAPJr0pm10o3cvIS2PSDI7eBgv2ubHQ7wxDDiIkMGtsSvzKhzHhCGePqSS/Ot6hHThhtJjbpFOdP7EPno69ZoaODseNBOgZHGGq5hI2+ARltj7h62I0Vq9aw3eMoD0ehLiGQ+e/8k9VmlgRHhOLqHEfb6AMSPUzRXrsKp7grCAoZasvBWGcFOsYB3Lz7/EGUpz0Uqc+4r5FQ3UXMXbaTvUcPs+/oBe6oekl20GOFri0VD4bI3m/K+q27iXYyYZXVAdr7m3D94XtsD1znXlMyi/74PiZhGZKxnrHXQ3dbAJlpMWxeZ0BMmAerN9qQ1drGUVM9dnlkMEgHfqs3EnmudoqEMkDHzRNs/tqAix3Cr+rihLU2S1daEhfuxJJFO8m63Uaqoy7L9Bzwc7BDZ5kRceU5+K3+kUUbndkf6cqcz7QITT+H/cLvWW3mxx5/a779YiUHsjJwX7eAre6heOjrs3abE9c6+qk85cOyWetIq++i4WIIGzduZU+AA8s3O5P/oIe8eBu011uyz9eSZduDqO2owGnRcswC9nE6u5jC1GjWz9Fhb9IeNn6+AM+YOHauWov1weu0lMejO3cpLgEh7Fy6FqPAeBp7FFPq8hoarcNt4QoCEkRTM0ppoi8GK9y5fOkk675fzZ5zKVytLePAthWs2uhEXIAVWit2U9jZSswGLQzdkrhz+yKr/vlPtjsm088Y2cEmaM3VZ3+sP2sWGHKiuoXcKDO0Vpng7e7GpkWbCLuezT7T1cxZbEHc/kAWffEDLgln8Vu/kEW6juyP9mDuZwsJPJtFhNFStG0C8DExZs16CxKr2xlQ9v80AeCFg/I9DKHgaqw9m9b40jwGIw+KMPteC+uYQ6TklnD1sCvf/20+QRrWCAwAACAASURBVHEHsFi9gFU2sSTFOKO9ahdpOYmYausQEBrMpg3bOVRyi/x9Vnzz8TKiD+3DYOE8Nnke42zEDpat2oa3hzubFuvgnppHt1LMevypwXkRoQzTgKfWCnyOlTHKGBUpgWxe4kJu5Vk2fzIH16g4rNesxTzqGt0PS3AyWo6jfzjGegYEZDTwsCaZbWvW4h8agt4GI6IuCZroJGrjIjbYRNPyoBbv1T+w2TkET0ND1hk5ktlQSpjFGkydwnAx0cM05gr3mi6g/8UiYtJOY79sIabeYbhu2IS2uQdXO7oYEGNeE8okE8pP+p2Iy6s6/0UeivSa8dS/+nNhWGyOYrKzfQv3e2Cz8zgvGBaZkEM3Uf4uRGao+28n3Hh8+jSh9Pb103m7ikMBjjg57sbO1gYbnziq7w9wryqDIF9nLtf2MtjfyGE3e2ztfLja8JDBgUGKzu0lOiYSNxcvjqecwN/Nk/MVd7lXk0lYQDjljx5x/Vg4Nra2HM68ycCQirL0VLKuNTI42ojHkrWEpkzNQ+np7eNhewXnj52n/qGSMR5ybIcRS+ZrY+Pkxum8epSDg6g6SvB3ssM//hyVpTc4k3sOr+VrWK27Hee9SWSePs2ptOPYLFiO7tadeB1MIePkUU5fruJW5XnsbW05nVPKtYsXSC/rQHG/mgOBuzme08LQaDeZe/ywsbUjMbeO/sFBBlTtJAe5YWPrTFppG4ODQzTkHcPZ3hab8ESabjWSciCAmD1B6H68iK12TvhHJ9OmGGZI+ZCsE6HY2ntRXFnDmTPnKWt7OD6BQG3oL/ZQeulX3OFqQjLXK9ulwf+2ylzOJV3jXm8XGQedsbNx4HD+NQ5s2czyZZuwc/IirbSVoYFBarKPEBp1nNqOXKy+X09KfT/QR7qfLVpfLcPS2ZVDaSX0Dg0x/LCWGF97nMOPU3OzgtRr6YRt0WOllh52kUfJPJtKQtopXNdos3adEY57Esg8fZJjZ29wp/kqjna2HDyfx41rl0i6Wo1CNVlCEdNxe2kqzubcmTzu9atQKgeourwfBzs73I+fI/OAH6s+XoCZfyhJaemcPHiGopvX2R/kz9XWB1RmHMbW1pbIU7kMMExWkB1LPluMZVAMZ9POc/jgWdru1XMgwB6nsKNUV5ZyNOUKd8VMuQmN7/MJpZd+5V2uJSWTW96GQqWkvfo66al5VJUls/Fv89hi64hveCKtfUMMDiqou5rEblsb/PancUcxxOBQH2Vp8ZKc4SdzeDQwhEo1QN21I/gGBlJ+e4j7FedxsLPl5KVirl/OJK2sjc7W6/jb2uLge5C6rkEGe+5ydp83xzLKqC1Kkez5fF45VzLSyChrVU9GmFAmmVDeUEIZ7HvE3dudjDxu4l98oup6wL27PeMzxF4cV3SZ3H90n07V6HMjPk0o0myi3v6n5Bmlv6eLXqXoUoKBfjELSoEm1UFFrzTuIspwOzcWF5+DPBgZ4sbJIIzMQ6gbUHtlip5eBsYfGh1SSrNvlEPDEhmpBhvYu9OOo9mN6pk5E4xbU2GfNYYi5BVe1fDoMP09vQyNPCTV15XoE6KbCMaGFFI+3f3jFDw6hFIlJG1nj4U9p4vVVD4s5BqpI8zYgSwxFYoxhkZHGR5Q0K9UrwIaHlQxODSEKG93r0LSwbCqj66uXtTIwIjorpO6D/ofrx0aVvVLq44VmsKPDUkzdYR8D26ewc0sXOr6gBEJ567uXobGcVIplQwPD6Ho7XliXcWLCUWMg/UyMDLCgKQbMctpgOGRAcSstaFxJxlBvrt3E3++UcJqRCPnoDrz3nuFRJjHUvaoh5GRXq7s9SMw7JLaNkZUUjdJV6+mS3QEpWQfnZx02s3BNHWaw5Jh3+HATjsS89WfJBoaGWVkSEmfQt0dOypmDw4OosFp4lvg87u81GN9fWKNx8iAWpauLpSPCzdGaVIkXm5JCDpkZJhRoXvFgKQ3VV8vSg3II0MMjfaQs9+fgJCs8fKp4/f1qfUsdKNUqhgZUj3hnQhZNfb5dNexuPdYD0pRR7roVaik/DvKknE3DUE9J3Nc713dKAbHWwJhI91diPVEyuFxhY0MSjOyRDqKcR0pervoU6ntU8waGxgcZFDRR2+/6OgTf2MoersRNiViiRl+igF1fDETUtiz2kaebEBlQnkSj4k2+SrOp81DGdf6b/Yjvoz8rIrwS0ETDUCPtF6lV3qjfvTwIZ1dk1OOWFA3cfaMRgZRYYWBP5tQnkxbTChQp/Pk4K4mrYm/z8pPCptAZhPjv5rzHmlNyVTTFoQidCcOcT7V56X4j7F6EsOJaQldimsJV7FGSVw/1d8+Mb6YcvszXJ8VNkmMhT21tLRMvXzC5noEtkL+J8cHnpBXI4eQcTLl08Sf8Kuxz6nVo1+m92fKPkGW6bovMJc/vfL8evFrcBb28vTzbw2h3L17V6qw4gOD03KMf7ZfSqu9nY6O9kmnq/7k/7PlEB+rE2tRJiPji9KZ+Pyz4klh04XFpNJRb3MwUa7JnotKL47Jxn9WvGdhMDGeuP/4eqJuX1C2Z6X5rLDH6b4gLaFzofvJxP1ZnEnK+/i5qcafIPdU7FOdXzvtU6gbj2WckOerDPvFmL8m+V5l2V9l2uLFWNSFp0nlrSGUsbExRkZGZvwxOjqKON4EWV+XjL8HTN6UMr4pck7WNt+28ky23K86nlhULV6S3loP5Tfra5MzlhGQEZAR+J0hIAhLeEAyofzOFC8XV0ZARkBGYLoREB9plQllulGV05MRkBGQEfgdIiATyu9Q6XKRZQRkBGQEXgUCMqG8ClTlNGUEZARkBH6HCMiE8jtUulxkGQEZARmBV4HAW0Uow/3tFJS1THKV/auAU05TRkBGQEbg94vAtBJKV0MOB4NT6R7tYW+kG2lVk9i1cRqx7644R1zGDZlQphFTOSkZARkBGYHJIjCthNKRdwCLtU6ciN/PzpgzdCphuLORhEMHOVtYx907rVQUXibx1CkSEo5z5mIhLU13aKu4Tnz8YVLLWum7V09VbZNECt2t5dQ0q7+P1JafSfyhwxQ2do6XbZCyzCQOHjpK5W31zlO3iopovCe+aTVMSdoJDiVl09zeQmtrC5UNzXQqxz8gNVl05HgyAjICMgIyApNGYFoJ5eHNZHTe/Qpjz5N0iq8JjtznuOt6Nu30YKv2PFYbWbH31EHMF37NJx+vIPZ4BnE2W5mvZYynhwWzFppwPuMEjlZe1PZDQfh6doZk8rAhB0v9dbjambHGxJ/K3lFac0JYsVQbDxtD1lrto224jwP6W4g8d4vm/EiMNhphvdMMrR/mEXfqFNvc/clp0XzicNL4yBFlBGQEZARkBCaJwLQSSndtErP/j/+TL40jUY7BWMt5tizZjfAx2s/5sN7mpPSl0/qTQTg7pEkipljps8NfbN40RuRafY6X3udypBdHCgpJ8PLkZEEj2RF22HpnS/EPGBqxL6eKFBdz3PdXSc8FrN1KUk0tR813cjj9OntMdhBxWXS31WC4cRfX2lTSvubSF3cnCYwcTUZARkBGQEZgaghMK6HcLjiMpbY1Ia4uOMQVM/joEoazDcjvVJHmvJ01jsck6Ur2uWJhckQ6T9q5Ha9osftgD2HahhwrUqJsPMWGVWuxsNvLA7GT4MHdmDgeYkTxEA8DU05WNnPWxRCHkAIYaGHHPD2SWho5tM2EA+kFHLQwwCWulHtVZ1m22Ji89hYy8wpp75G7vKZmHnJsGQEZARmBySMwrYQyeOsysR5iy00VQa7WnK1uJyd2J3O0VuEfdIDQ4DBSa/pR1JxFf/E8jpa1kRXoTfQxseteF6Hahhy53gOjReh/Ope4HPWg/mhfPaEW2qxZsZht/in0jo1ywdmYOZ/PZt2qJewMOk/X2BBFe63ZaOZNSV4iGxb/gLaJO8f3HyI8KgjjoCgK2tX7JEweHjmmjICMgIyAjMBkEZhWQjl0KB4fbx8CgoLx83ThemGZ1CXV0/lIvUHT6DCq8c10BpU9KIZGGJO+sis22GnHZ6kuB652gqoYJy1XRIfW479BJY8edaJ+fJATFkbY+Z7j4aPuxxthicF4Rb96QyRpk6zxDY5UygGGR8UGpfKfjICMgIyAjMCrQmBaCeXMmRT27dvHnj172LdvP7U1NVOQW0VjUSltYjR/pJu6wgaev1P8KLcry6lv7ZlC+nJUGQEZARkBGYFXicC0EsqrFFROW0ZARkBGQEZgZiMwrYRy7XoRZ85mcC79knw8B4PzFy4x2SM5NZ3yiic6/ma2NcnSyQjICPyuEZg2QhE7Ix46mkh9QzNtHXem/WjvuIM4XkXary3N9tvcam2n5VbbSw8Rr+hGGYlnzk+rgaoUnbTefr1fMJjWAsiJyQjICMxYBKaVUJLOpElb2M7Y0s4AwZQKBYr+/pceg4Mq7ty9z9m0rKlJPdRO6sEEqjufPUW6+lI8+7Nbp5amHFtGQEZARmASCEwroSQmn0elGpCyHVZ2UnezlIL8Yprv909ClBdEGWziZFwqTQ/Vab8g5oy+Jby4np6en22P+fR2meK6v7+PtvbbUyYURVEcG7UW4JR4W43F2AAtNSXk36ika2CEe7VVNN1u52G3esqDsuse3Qolis5HdPUIfEfpuXef3vHP1LTeLKKwqhWFspeuvjcb/xltHLJwMgJvAQKvgFAGJVhuJngy+2+z0TPcydHcX/lGrGjgemUL6pTfXNSfRyjPIpmXEYomra6uLqSjuxdQcCH+IAdiI/C08aVDrO7JPYHePC2M7f25+bCZaCMH9scF4eS2h0ejcDloPb5nskhxc8Q7shDoI3KjEUcLurlXug/9ZatZu34zG7RXsDf/PoMqJZ2dneo8NXnLvzIesg3MGBsQL6Rib/ff4u+VEUrBPndsbZLGyzRKVpQ1BibGhB05QfyeKCoUMNKSycH4eCqqSjkSmkzTvSqOByfR0HQNXwcPiu7c53JQLAEBjmzR08XtZBEjb/BiEg0JTPRINGSi+dXcexmhDA4OSns3i+d6e3vp7e2H+0VERcdSd7ubhP1eXKjq5VF9BZE7bfGOzmaYZryWbedC4x2Ou7qQfquJUw52nCiuJNXNBq/IIomUojeYkJhbSsy2bewrUkJvJquXm1D4EIYGVPR0d4/nKfKVDxkD2QZmkg20t7ejUKjX471uUnllhFIU54nVziPja0nuc8bdETNrfy7X1RMf4EhI+m2Ulfsw22LLpdyz7FrtQUlbPju+XMY2h63sSy6if6gJs8++wWL/NRouhrBi/i5uio8Jv6F/TxNKf38/zc3NFBUVSW83wignSygDAwM8eCA+TPPTX8W5ODwCr0gBXdfOcTTlHGejw9ntmTLehVWPm9ZWMjvgQV4kWwyNsXeNk761lua0hV3SN9W6cVy6gYSyckJ09Nmb38tIYwpL1thT+9u89PxUQPlMRkBG4KUIPHr06C0nlN5ajviEELInhdaBMe5lx+EfGEvSoVB2BlygvSYJ203hNHaVYfDhf/D5AmtKpa/WN+K21IiMduDRZayWWFGi/lL9S0GdiREmEoogj9bWVrKyskhPT39MKhpP5WUeiiCU+/fVn/ZXl3WUI86LeH/eWrYaGmK4dh5fbHQmPfEQm7UWY2zswNnqWxwzWYKhZzIPHl1i9fvfceDyPenxNBcjPvvrdxja7Wabri5mwamUnPNl/txlbDVzxs/BBd9z4ptr8p+MgIzATEbg4cOHbx+hXI92YLvhfrWH0lWEyfdrCDp/kYvF9Yz03MTGcjUrdRy40TeMsi4ZgzkbOJx5DNPFO0g5n4SRYwQtDytwnqvL6fpRRu9kYLnUhtK3gFAEmdy9e5eMjAwKCgpoamqSSKWkpIS+vj7JS5k6oUD37TpulhaRn59PflEJlY33GWGQ9rob5OeX0N49wlD3LWob2nhwKwvbRS40SjVjmFM7tmFiHsX1iga6ux7R2iLIaoT68iIqb91ndFjJrduavWhmcnWSZZMR+H0j8JYRinom0O3SHDIvVDweSK/NisHW2hrHg1mITzQ25pwg+VqdWvNDnaTEehGfcoGLyfl0oyQ7IY7rzS0UJJ6nvmsMVdt5TOfv5MZbQihtbW3k5eVJA9xKpZL6+noKCwulMQnR7fVLCGUq1Wiwu4UrSYWoP14zSk1WOrmlam9lKunIcWUEZARmFgJvJaFMN8T9HVfwMvKj+i0ZQxH9nELxmnET0dUlurCmMobyZJfXdCMupycjICPwJiIgE8qktDbG2OgbPMVLfHd5wjoUQSCa8RINiWjI5XV4KJOCXI4kIyAj8MYh8BYTygh9Xf0TPi//Yt2M9j+kvq6e+4oXb9U7fLeCc+dSaXvDur8mEoqGRJ73+6q7vF6sCfmujICMwJuKwFtLKINVh9m0ypg0MUvrJX9Dj+qIdt7MBj1tNpiE0dD9fFIZ6Gyn9Eb9S1KcebdlQpl5OpElkhF42xB4awml9KAfOx1tiDyp+WLuHY76WmG4RZ+wlApJj6UJx8kqbqDwoDeWrvH09D8i2nAdwZmllCQncv7KLUDJxdiDXG8UA/4dxNmZY7LNgoQbd9S2oKomyFAfq4hkembwWgmZUN62qiuXR0Zg5iHwVhLKaG8FEXHJtFUXEhHuS+PwGI3Jzqzd5EBBdgqGm23J6rhL0i4TAg9kkeBlwadfLGbdOm3mfPxvuF0oIHGXGc5hBdL2wL6LdDhU2EXRYWuMnfdQdC6GdVu8qRsY4FKoASYuByir72BoBg+zyIQy8yqfLJGMwNuGwFtJKO1ZQcz7+mt2mhvz98+Xk9TaSV6oPc5++ZL+juhvIfZSKaed7Yg9nU+KlyNOoep7iVZ6hGcWkOxkjd8B4d0oCV27nZT6Bg5u2UJ0pvj8ejceC7dyrroEj6XbOS8cmRn+JxPKDFeQLJ6MwFuAwNtFKIMjMNLJfn8TTPxPcT4tjaMuBjglpZAeas2GDR5czT7N5kVGJDe3c8F1O2aup6nMPcAqXSMyU4+zZfNucu51kea8CS1tL67mJKP97Tw8zzZSdNyB7fYRXE0MZa1RMI39rew12Ip99DmaH8zsUXqZUN6C2ioXQUZghiPwVhHKgCAU1UMunY1DGvIQ4PdUcuRKLud8nVj21UK2bttK9NlySS2Pyk7j5uhH3aCS7Fg3jIy2EnWuUkyyJcXWlEXfaLHNLZykE4eJjruMggcc223Otq3mJJepPz0y0JCBsdE69K330Phw5i5UkQllhtdEWTwZgbcAgbeKUDT7oTxLLzlhbvhHqru1nnX/ybBBzrjYEXVqfDX9kzefcdWKi3cwVxpnrpciE8oz1CYHyQjICEwrAr8bQhkdHGBgQHx4ZXJ/QyoVksczmeijwygGB2f05+1lQpmMIuU4MgIyAr8GgbeSUMZGhxgY1ky5GmNkePJE8mvA/GXPjtFWc53Mi692bYtMKL9MO/JTMgIyApNH4C0jFPW+ivWp/nz1+WZKpJ1mWwjdYkdmw8ztjnpQe4WCX7mx5MtULhPKyxCS78sIyAj8WgTeSkIpPeLPone+weZwIUM04bZQnzN1IzDWygF7C3ZYuJPbLlbDd5J16DS1nWOM9tZz/nAm7X13yDqUQtsgjN65jtcOC3bs2IGlrT8Xiou5fCKN1gEYuFNG6lExUA/3biRhYbGDoGMp5OZfI+V4OLaWu9i1y5LQw2lcSUunrPku1VkZFFd2cDPzAEfSC7lVVUfOsWO4e+zCOuAwt9Rbrf9anT7zeZlQngmLHCgjICMwjQi8lYRSHO+Lg3kwAcHuZFWVE6pryoVbQ+QdMGO7QyRno53QtjrM/eFaHGfrkFw/ynD7WbbPseT6nWLsZhty9c5dDu5ahYnXYU4EmfDt+kCqb13C8nsDcnqg+0YcWxc5U3O/hsDt2gQeT8NJ9yuWbPMk7XoWnmsXsmSlC9fL6gjboE/sxRJO77Zim4E5ux13ktbQwc2jTnzx8UYSsk5jtngJHkfVK/inUb+Pk5IJ5TEU8omMgIzAK0LgrSQUsQWwg2MSzS0FBPnbYbLUmiu36wldpccp6UssddjMNebK3WoCV2/nYgfwMAvr5S6UPCzHfYUt128V47jIHim6ohC39aHUKcpxXWLBjSFQVZ/CZkMABddPY7Q2VFLPjSOemITkSud5IU54BhZK53FbTDiUW0+mrzF//u9/wi5Cvftgebwb5ubHpTgZjua4hl2Vzl/FP5lQXgWqcpoyAjICExF4KwnlesxujLcdAQZJct3Ee//6AxmPlGQEbsEqLJXy8+Gs2xZFx2ATjvPm4Xgwl7Izfsz+biuZ9YXs/nE9iVV17NuxCe/DVyk47o3urkPcV5Vh+tUPBKQWkxtnz5wF1lwrT8d8kS4nrxUTukmHjZ5H6R6A3CArDLdF80AxxqEtengfS+ew3VZsrCLwdfflVFkrFfHumBodQkwfSLEzwzMqb6JupvV8OgllaGiI9vZ2aefHe/fuIR8yBrINyDYgbEBs3ie2CP8t/oaHh6X8n/6KulLZw8kTTfxB/BMXIoJmEygh9NN/orFMTD6PSqUelG+8nMShg1elHRvHbuXhZO9NodhBVlWOj74OG7VNOFMtBixacZm9kPnL12Hqt58DAQHEZ5RzNmYX3vFXuP+gCOd1umzYYM2l9hEYrmDHJ7NZqLsB69B49vgEkFLcRHFKAOt0N5B0IZdTx45ztX0UVWMmNtt1Sa2D1qw97Pbw4FDsMXKK73CrNIGIk6lUXEnj2KFcxhjltLUx7hFq7+bp8k3H9XQSipBndHQUoUD5kDGQbUC2AY0NjIz8dl/IFTIIQptGQpkqM1bjvdqMi5OcYTXcnY/jCiuKpn3wfJBkh534xE524eXUKWa6CWXqEshPyAjICMgIvDoEZgChDNHzsBPV4zUrLyns6CDdD7oYGH1JvCnfHkPZ3UVvn9rDmvLjk3hAJpRJgCRHkRGQEXhjEZgBhPKqsBuipiif0ps/7557VTm+LF2ZUF6GkHxfRkBG4E1G4JUSykjLOay2OZPX9VtApORm/iUqZw6fPLGn/NN9jE9fv2wL4OciOtJLx4MeJuvwPTcd+YaMgIyAjMAUEXilhNJwwgsDgy0EHK4d31d+lJKkvTi7uJBachtVZw2Xs65ICxO7669wrfQmrVXlXL2i/iBk3aXjuLi44O7pSdC+0yQe9sPD2xtPdx8SL10n/2Iubb1dlF+4QuujbgpTDnKpupW24iryz5/Cxc2VwDMFPH8z4Smi9SujT6eHMtRdS7ybC54+3ni4uXIqp0GSrvvqSSJTs6XJEL9SXPlxGQEZARmBKSHw6gil9ybO/pFcOHsCLzd3WsS+i8XxbNtiyMFof9Ybe3GtKg9fK3sutSqoOWqJpW80F/YHYWl+lI6mbLatW0VwZCw6q5ag636UCynhbPz0M9ZsD+Na2WXsFhhyrqWOyLVbcPTYjZ2VHfmt90m22sC3i3Zx5EgQC75dR/LN38RF+pkippNQhvvbuXg0nJV//SebbEM5n1VAx90u+u7eo+POLbpHBunpaKOxpZHqymoaW5pobruHNP9jqI+6qkoab4uNytR/o/2d1FZW86C7nz6FkuFpH6PS5CT/ygjICLytCLwyQunI3IuT936GVL34O7lzoeUB14J2Ye99TcLykL4+URltVCeFE56UwomQQI5m11OWGISr8wmuJO3F2ipVilscEUhodJF0ftLUnIOXeqS95d2XmHLpbjt7dObyv/78JfFZ6gYyydoIx/Ab0p4q0es2s+/y+N7zv7EWp5NQ1EVRsWeTKSk1Q7ReCmTptybUjUHVuQgcIlK4GGPJx3/6mKXay/nsTx9iGJiEYriX9GhjVqxcz4r1OznbqoSRR8S76LJY25RzGafY4hFG1QPNhz1/Y9Dk7GUEZATeGASmn1AGh2Gsj8MBDngfU3dd3Yiyx+fEFW6eDcPYOojWuhIsN5txolTJWO8V9JcvQt84kvtjUB3vhplxNKU3zmC+2ZaK+kbCrU1wPXITGGa//nrc9hUyMHIL1wUbOVFRQpDuGlxdonBwi6Gqu5tky224hokV8r2ErdtCfM7dGaGQ6SeUu4Rqi/I9AipxXGhCThcMNWfjax7AzYdFuK5worK/Hp8V5uQrQNWQiskaC8Qs7ZuHXLFwO0tjWSKmBk60C5RGH1FU3Ujvq5vsNiN0IQshIyAjMP0ITDuhDIi+EtU9Th/25fqDcYFbL+J9PJuR0S5OuBuzbs1KnA7moF6xUofd3EXsyxarHkHRkIXNZn3Sb93jWrw7q9asZZv7YTrGu2CqTnuxeZsZZV2jXAmzwCY4nH0+cZTf6SXnpB/7s69z/eBejp8Vn6LvIlQQytWZMTIv3vnF4tCnB+CfdT25Qfm7hKzV56AglLGbWC3U5bJw3u5kYmlgwbX66zgtt6XgTgluS3dQPADKmiS2r7RBqEaMcVnuPkFeciTm206qlTXWT8ud+6hm8m4D42Yl/8gIyAjMLASmlVASktMYUvVLnoS6mKJV0gyJi+b06W4U4c1UELrahfJe8Wl7TVzx9NOd+CKtia2cZjWoJk1NfE24uL5F+JqNHM1pG39Wk4bmV+SnOZ/4K8JfdO/puBOvJ55PTGMIxobpnlZC6WOfgTmnigXmQ6QGGbBguQFb1izDI66Kvq6rOK7ypkHxgMAVs9gRe5nRwUecCtjMuvVGrNE15VRjJ8p7BdisWYm+dRTNVRdY7xRIpdzlNbNqqiyNjMAbgMC0EkrqhSvUFlzANvIM3jGJeMecwjvmJN6xCXjFJuEVcwqf2FN470nEJzZBuu8Ve5Sdu6NwjDwxfp0g3RfPesUmjscV6Yhrkc7EZ9X31eknjt87+TieV+wxLB2CsQ46Pi7LKbxiEtgdmaiWZTxNtZya9NVy/ZTfk9c/xRX5iXsnJ8gm5FMf6njjssQkYhdxhrvVeagGB6fFQ1GpVGRlXeDEgYOcOpNGW1sHDHZSdefaogAAIABJREFUmJ1FVm4RvcL4hvu539YpUXNnazll1a0SpY/13uXa5SzyK6VOLslM77eUscfDEnPfFNruP2QKG2u+AWYuiygjICPwOhCYVkJJz7jMtewsPnW7wX+EDvPH4GH+EjrEu6HD/GfQMH8OGebd8WsRpj5G+FssvB/2rHuaOOo0fnpGE/6s34lx1Wl/EDGizkvkHzXMplPDfBj+k2w/T1ekMTGdifk8Hf709c/j/jF8mK9ccqkuK2R4aGBaCKWzs5MdO3ay08qKnRZmXLly5VfbS1fTNY7mNv/qdOQEZARkBH6fCEwroaRlZJOfc5Ev3EpYfA5Cr8Ln4fBuFHgVg9FR+PcQeDcSPoyGP4fBX6PhvXD4XyHwn+HwUTT8JUx9/cdw+Fs0fBTzU5iI82GM+pl3In66J/IQ6Yg0RVri2fcj4c8T4v9nKHx2EtzS4fMYENcirogj0hIyvYrj3ViY55lLXXkBQ9NEKL9Pc5VLLSMgIzCTEZhmQrlMfk4Wn7iUsj4HLtyEjwPgX0Ph2C1wPAmLEmDpQTUprD8Ds2Phx0RwuwI7T8N7EbAsGXyugkUS/D1CTRIrUtRhYuz43VBYcAq0j8EHEbAqGRYfgB9Pgs4Z8L0KOxLhu6Ow6RR8GAHzT8Kaw7A4AXSOwTvhoHMevHNgXQKsOQ5/F+T1Co73BKF45VFXUThthDI0PExpeSWFRSXcuCEfMgayDbytNlBUXEJ+USkFkzyuF9ygulZMSnr9f9NOKNdzsvjUtZRVmVDTCamVcKoaah+CWTxENUJQCrwfC+c7wOQguN2E9HLYJUjgBFxqhZB8SKsH00Pw+VE43wB+BZBZA2tiwL4UEvLgnUDY3wIeCeBVBTeawS0PSlthZwacvwnfRoBNCRzJAqcSOHwFFiSCmAgWVQx5D+HwRXh/3EuZblJ5FYRy7/4DYvcf4Wp+CdnXS7kiHzIGsg28dTYg6va1Ag2ZlEyKVPLyi9l78BhDQ2KC0Ov9m2ZCyaYgJ5NPXW6w9hJcqoMNR2DxcUgRDfxhCKoBjyR4LxpOtYDRIdh0AU6Ww4p9oJsJ6RXwHx5geQP2XQSLXEguhP/uCZ5VEJoKNgVwIBv+FADhdeB0EjwrIC4L/iUA4pvB5hj4lIPxUQioBL9k9XMRl8BZEEsm/N8BcKgObE7CX8a73F4FofzgeW1au7xu37lLzuVLhJbCrMOgdRIWjx9ap9TXiyZen1LfnximiS/CFp4A8Ss9Ox5X3P/ZvfG4Ir64L+Jr4i3W5HtCnZ7mvpBNPmQMZBuYug18ewj2lAtSGGVocJDhoaGXHiL2mbMXGBh4/YvJpp1QxBjKpy4l6F6B9JvwaRD8+//P3ntHZZXle5+zZs38N2vetd75b96Zee+9vfquG/r27XSrq0N1V3XlZMKIYkRUUBFRgiiSBERFyVkBAQEFJOecc84555zjZ9Z5HlDK0mqriucphf2sdThh77P3Pp+9Od+z0287yZu8DALAqRH8U+HdICjoAd2nEN4Juj7wL45wLAXS6uE9N3BoBK8YOBgPCZXw3n3wboBrQaBfAKnl8F8PILIbbofCzWrwSIJ/d4CHLWDwCLbHQXITBJXDV05gWAI+GWCYB7FF8EUwpPWDRbC8D0bqQ1GEoGx0H0pvXz/pyUkYpsL/tJX3B0n9R//iIG/O+7m9nKfUhLi2/Zuj3O3ZuRP8+2o/1Dtr/VJOcv+SuErbL13gv9zhl1L/lJM8TKlf6zdS/5QUnqO8X0zyK4Ur7SV3qflQcpPCX4tP7AULUQa+Xxn4f+7IuwNYmkIaiDM6Ovp3t5mZGZ5Gxm8GQZH6UJJ516KCrxLBuQDecYafu8PNSjj8EO40Q8sQBFfCvRq4kwx6uZDQAvez4HAyVI5DXAsElsFnHvCPrmBZAZHt8DAXfnkPzhdD+yRE1MKdKnDKght5cCUGfu4MTwZA/wn87IG8BnIhDP5vO9ieCOENoPYUPJohqR4uZoBdpryj/l/dQepEl23S8Yvn3+W25v+Fe37uBZ9Y5W1oDWVNUK6lwT84wu5AuJ4Jh/zhPU/YFQ6PV5sMJVH4F3s4mAgp1fBnd/g3B/gsDKxTwLkEYpohugT+5i4XCsnNKh3uSMLbCJHF8FcX+Dga0tshtxEO+cE790EvBx6XwF/t4P1gOe+kVrCJkwuRIkR6o0VfhLfxH1KC6Y9n+jM7sM4CSVAkMXnZJOgXr20iQUknJz2Zj00T2GGVwnbLFHZaJbPTOoVtVql8YZ5CaH4yZ1xTULFM4WvLFHZZp7LNMoU9Nsl8bZbMzbAUXBNS+coshZ2WqXxllcIOy2S2WaWw1yaVHZapfHg9hQepKZgEpbDdIkV2/46bqbI4d1gl87VVCpp3UnFySOHzG/J4pLQ8S5Pk1zKF7VbJ7LmZwlcWKbI0SmmR0iqleddqundK16yka3I/sueR0rTqV+ZvzU26d22zSnkWhuT3U5M46srzWVjYmHko6wXlfzjC5Ux5n5V3KnzkDUZZUDIkr6VJYvJrb3Bugq5GeM8d/tlFLgT28fBLR/iNH8S0gsYD+JkzXM4G5zTY4yevcTxogitPwbMadIPhVBYEZsKXwfCoAdIb4SN7+PARbHsAX0RAXANsd5WP8hMvlx//chEMtx7DVwnK5OQk0lw0ab9pBSU0Kpm5nmo6mqrpbq6mu6manuYqelqq6WquobupipmhKoobq+lqqpKdd0n+muXnHQ1VzPRW09hVTW1dlTyMZnkY0r2dTVI41XQ2VjE3UEVFazUtDdL9VbLrkpsUn7TPzqxmXBa2/FzyI7lJcUnhSOdrYcrul9KzmhZZmlf9StfWn68/ftFt7f6XXZfSzGgL41PT3yoALxYI6fzvmV55Jijp8D9vw854CCgB22T4nR38f3fhTg1cCYJ/cQWjdLiQDEG58AdX+J0vOBbDTldQSYCIZnBIgXed5G5OxbDXFf6HHfzhMTytAPVoeFICH7vBO6EQWwL/6QB/8IfAWvhytbnt/3UE7RwIzpGH9ysFNCOKl+vWe7luxTx/UVCkWsr09DRDQ0N4e3vT09MjE5b1tZdNU0MJfRrD3MKaKRTlji54G2KTyIyPjW24oEhze971hN+4yvf/5Srvy3Csg4sP4UQWNHTCnWKo6AbtYPgiFjyT5P1Gv/OAP0sj8Krhsh98GSd3+1cH+DAE7peCui/8MhAiyuATN3g3TC4ov3WCTx5DcC18Ic0lcoczaeCVA++7wH+4ihffVnwRimfemHL/oqBMTU0xMTHBrVu3+OSTT2TrRUl9K5LIrH2Ybh5BCY9lbn6RlbkhcpPCqeptwkNHg2PHjnHO8SlTy1tbbDbS2vD6GorUAS+Jya9XN+mfWeocd5eaqR7J5+xcSwaLEmjqgTNPwSYPjvjLR9t95COfsyMZh9YJlrupPYRf+8LTOrgcDn/0ktdc/Bvg6mPQzwf3ZPiFPXwWAhEN8OE9UEuC6Ar40hc+8IZ33eWTRcULZmNeMILj1uK4XlAkwZDExMbGBhUVFXx9fTlw4AAmJiay/pW15q/NJSgLi8xP9JCZHIOXzQX0b/pTXV2Ng4UGho5psorEXH8djwP8CE0oWbU4LLUGFfPIP4CcujY6u9oYl+wqbrKfIgTFKA3+yQ5+5frNTRIU/Ww46Qf/bAf/aAv/+AAs4mBnJHhkwbuO8As/8KqUD1RwiIMd4eCeBe84wHtP4GkjBFdDRB3oPoZ3JfGoh8gS+MxLPrrsfX+wzII/OoBmFsTUw5MaCJVG0XnJrRC8mD5x/s38EjwEj5eVgX+4B5aZ8k55yVL5wMAAGhoaREZGsrS0REpKiuyDvaOj41ktZVMJyuys3Cg9c5VcvHaLvB65KkzWJHLjnD3dU32466pw8NxVtI6d4l5GB8tTddy7cIAz+hYc3f4Hjl33on81mM2kKYoQlGvpINVQXvblKpmi+c/1TU6u8M8OsD0Y9jxancjpKjdR80tnudu2VTfJAoFU65GESXKTRopJBV6a/PmL1W0tbKlm9AvJxI2b3F12j4v8HjHC6+V587L8EtcEqxfLgPSxuDbKS6qhDA4OUlBQgCQaUm1lbm6OwsJC+vr6ZOeSn80pKKMlaOlZk9cpn63ZXxmNpWEgHUMZXNymi2RQfjzLDZ2znhQk+3FO875MO2JsddB3l6/OuJnERHqWjRaUmLgkBqahaQRaR9dtY9C2bvuG2yg0DEHd0HP/LaPQNwc9ky9xG4GWtW01Dtn5+vhGQQpDikfaf8P/2PN41tIhpW3tWLZfTev6a9/wMwYD89A1/sJ9L6Rh/f3f+/glvNYYrg9rfbpe5r7erzhWYH5tZN6/wWFJ/9tDMzAzLR82LNVSJBFZ6y+R9tL5+nWWNqegMEOetzuO0rAgZkn2ceNJ6SArfbGc+1yTqgWo8TXlhLYvFYUPObnXgt7JKe4dPcSlgNzNpiWy59loQYmMTdogTsNk56bTPKz8mbWv9QBLPaRkZ9I3ubbWzWvdJTwJApuGwNTq6FBJOP7etjkFZaEPT9ND/HHPDTq7Sjn58Qecd4ylb7CQs7/9M18fUGW3ygUim8dYWurCRXc/n+86zH1XX6zs3Cnqmd00hWHtQTZaUKLWBGVphrbeZpLD0ukerCTIXJfd277kyy93cu66N393AeTFSbIyUmjfwH6r5bkxGovCMNdxomL8uU2h4icWnL0bvG75tAl8DE6hafNcHKfLQzihqkFix2qCpvpJycqULRG9xnJD90tTZDw0RlV1P6fN/RhaXGa+NhaN/SrsOKpPbtsMc5ODFMU8wNwogAFpqZnBKu5cUuXAXlXcYhq/sTTchqZNBCYIrK70KjV3ScOFv2sbHh7epE1eK0tMjI0xPjnD4tICk5PjjI1PM9oazdm/aZHSOcDo1Lo32PIsw4PDsgWgFufmmF/afCPCFCYos508emjFJ3/5lDtPntI5OkykqRZaF3zoG51kpCULDycH/OLyqciJwsnJGWcne3zDSllmggSPu9g9jKe2roTq7mlY6iPM9R537t6nYQIWe0vxdnbA2dUJJ/enFFc305ydyX0vWxz8Exh6ScVmob+ce2ZqfP7bC+SNyPN5bqCFG3vf4Rfn768TlGFsPvwdP/uNBiWT0rtjhqT7Z/in//57QppWZGkJcbDFPjiV+rpi6gYWYLaNR/Z3sbULoHMBplsy8XB0xNnVETffWMoqSigrky8e1pUfg62tLSEZ9c9eTPUJQdy1f0Dd0Ooqn9MtlFY0MzTShcupc4Tm5ONmchX32BoKH13ByD2SzvoMjLR2sefTm0ghT3SXUdo4RFdxMHqHrlIjKk/P+IqDjSfQ3Nws6yspKSnhVVtRURE1NTWyeSmbwvRKaHgszzrlX8F0cbqXipwqZO+OV/jZrJcVJijSYseR3uhcOIu7X50MX47Dda5bJMiOM25fRe2QNs6haaTF+6P9xft88NEpHsdWkPvkGlrnTLG8fp7P3/+IgLox8rzOs/uoIS7G51G3CaG8OoO7Ogd5798+5fbDWJIemPLxO6rY+dhx+NNt3AqVx/ntfOvF5Ygl2QOLsDRCnL8DccFenLwvT5fc/yDep05y5IwevrGtzE204OWpw4mv9UltGafA+yJnLt7GVP8En368k+iOSZLuHGOfhjl2elqcdY6hqiIeC/Vd/OmX23F7nEKozWUMjOMY6y3B+Owhbt6+xbGTekQ0zTLbEs2Fw3uwdAmiaWRt2ejVlI+UYWhoQ2paONdsbamQVqXujOKIpSdD0vfNdBk3D9vRtO5Ba2PdOGvuy+gLQa3zIg4FgR9NoKmpifz8fCTReNUmddZLI2qlGfRbRlB+NNm/F8DcCG3tTYyuq/z8vVuU5a5IQZmZnGV5aZGpEWl9eciwu8Y181iWWKAy9Skm500Izu6QuZW4WmBpmw/MYbNHk0e10uV8jp+0oZ1+XNTUCSiRPrlbMPzyJCnDsNIey9XDd5kGWp9YonFSPogi3UKX6/fSZeF++08j9w5ZUTI1S6b9ST46dgn3m7r8SfUy+e2yRYqBftzO6OHm6YWzmz0hIY/xjY/G6YQ+8SV5mO3RJmEIGI5D7YwzQ3RgvfMEMVI1YaUQna+0KQMmi/wx0vCSP5/zdSzt4imIckL3QoDsWqq5Ljfvp5HkYo7RrcRvJXW8Jx/Lmzd5kNvH0nAOhrdsqJBQdkahZuGBVDGa78/mhpodzbK7Z6lK9+GitS+Vo6J68i2g4sKGEpAERRKM4uLiV27SaK9NKCjy9o/+yjiuaWmhtbrpXHGidkzxzVjTnaWEhca8kV+MihSUF0tvyi099IxjgVGsVE7hnNTAzMycrKkp3VYfHb3HzC3O4XZsP+aBpdTGerJt+0XKFrpwPbIX26etjNeFsf8THUrmYKrmMVpf6dEwt0C13w0unPaRhRVnoou1c7a8qXLpxc/0emx2m5I3OkJ5ZAC3b9/GTGsn//zxcRKkxXJkvz7u7jtJYG4DEU6WnDprQsNUO7d2nCa6ugo71f3YJTRSEXCbrw+Y0LjQjM1OFTwzBxnMvc+ebcZIixb3prlzRsWcvvkl8h2NMDB5Sl1BMNrnTejo6cHhkg6uSeWkOJihZxzKxNw6EZhswMbiOveT65mfnWF+pgGTc4YEFHdSHXaHG17RSKV6tjuN63tuI8lyR/ETtIwdKe2clI2y+dajv5gh4lwQ+BEEtrygFN6/xv5tBsRnZZGV5cuRd/cSVi/9Wy5Sl55AbEIOq03rsDRGQVI8cYkpZKbl0DIsTUKZpCAhjvjMqmeTHxfHukiLjyUxOY2MnDIqSrNJTU8nPS2J7OI2WXY1pMXyJCSBgWnFi9f3LR/KFJTiRy64eEpmSpepDrmF6q59HNS9R+MUTJWHcGr/dp5ULjJZHcKBbTs4c9WJqEeBuCbF4XJCjS++2InqjsM4xTfIOpyXJ9q4qf4Z5qG51CSH4ngnhmVWiDHVx94+DN/7Nnjn9b6ApIOAa16UDa7rZOnPxPRxzjp/wwRftyK6coq5mijuhUhDxvvx1bcis2uRsbwHbP9KBV1LL576+eOREsedPSp8uXMv+3eo45PTJRO2xb5yjNW+wDa+neHKaM6pnSK9d4A4p8vs2buHMxYB9C7DwmAxV47vReWEOUU98lrSYmsC6qq7OH70KAcPHuFBbi9j5XGoq+5BRcucyj75AJHZwVLuGwcxDBQ9MuarnQc5dvgQh/VsqJZqUeInCCiIgBAUbyuMDENWO1/bsNmrRXwrdObbc0TlEDqHDnDeI4t55klzO8u2HSfR3P8h//yxFunNI+SFGHDogCbHDxzlZmIbrAzidWU/uw+fY99X7/GbI+Y8cDdm33u/4/d/3Mk972zaKv3RUlVDX+MgJ2+HM/x8cJGCsvn7BatMQflWypaXWFxcktUk5G4rPLeEs7yaT7Cy3MO9/ep4JLaxuO4jfi285eX1tZAFokz1uHTWFJPLplRNKEjEV56ne2W5Hott6gQWDbG4PimrCVx+9lArz551afHFgjBDsLMpxn7la48ltZ8hLQ4kbc9qG8tLz7is8/j8cEViKt2zxIqCHv15ZOJoKxPY8oJS5GOF/qWA1c73Wm7s1iaxsx2P40fxLZX+wcvR3q5HfmsJV3ecJ0+qlAxnY64bSN9SLde2naBgEVbqAtE8bEtFdTzn91kwKn2/ZgRifSNGVr6Kncyxuiv1B4D/mSPci5am5vdhtPMUUY1Sr+qb8/tJBeW1MSzQ09DEwMSLL+GXBbDCaFcbTfUttDeNPnuBv8znxl2bpauumeGZH/MGX2Ggr4P20XU1p41LoAhJENhwAlteUAofWHBJx29VUGow26FJfEcfD88dwSVjCCYyObX7KhUjLdw5cIbY7mVWmp+irmpN83gLNw4cJnkQJgq9OHnKhZbefAz3G9A0Dy3ht9E45ydrikm7qY+xpdxGWMjlY1g9qYPFenT2nCep7c2y3/J2CMqG/y+IAAUBQeBHEtjyglL6yJbrVx8jH3NUz+3DuiS3w2jTI05+tQ21r3dj+rSKFZapTb7LoY92c2DbQe6myvtCKuIs2f/lflR2neB+idRqPUmCpx4qOw6ionqex/VjsixqjXVk9+ef8bRqjonuOC7s2cmRXdu5/CCTN60bRZGCMjs+QFawN24PsmUdyDI4y0O43DaQWShYK88VKcGEPrnPhSNHOaRpREbz5ptAuvasYi8IbBYCW1hQ5LWCxbkZpqfnVptBlpiZmGJ+tU1+tKOZhuZu1jeqDLY20djWv67ZZInelkaaO9f3ds7T2dxIW69cTOSFZZ6BnlaGp+UN6pM97TQ0tTP3Y1pEFFQKFSkoNQku7P3wYzTPBsmG9kqPMJTszq9/+ztM4yTLabDcm4KJqSPl3cMM9vcSYKLLpdtp65gr6MFFsIKAIPCjCGx5QflR9DbpzYoUFAlZe0owlrpBSHWOmfZMQp0dsHG7y72MfhnRqiAXvJOrWZltwcH8ImeuuVFYM7hJaYvHEgQ2DwEhKK+VlzM0tbUxsEWM/ilaUBriArA2eMr0UjOmhz/jyl1PjC+rc8Qlm8nJdnzdHMjsXobFCapL8whxssPJO5bVyt1r5ZjwJAgIAsonsOUFpacsk5TUJpbme3gc+oiYEC/sfUIYXD8UdaIT38BHlI28ge1TCigzihaU+mhfzC8+Zni+Ca+rVzAyuswXH/2B9w39qc6Pw803knHZAFn5wzU+sUXXxJXh9XmigOcWQQoCgsCPI7CFBUU+FDPP/TqGF+8T8siVi17RVJelYWZxk8SKtT6RFdoKssgqaWR6YZLRKalHZZHWimLyi0qprqiibWCE8cFhZiSnpRmGeofl/S6LE1QU5lPTPcbs9CgTb9ZgrleWHEULSmtGOE43op71oUgJSY7yxj+/kUw/a4IrJJALZARYcfCgKioHNImv2YpW1V6ZRcJBEHgjCWx5QSkPtEPtb/uxdIhnrZU+1/k6Jo6SORDoyXbgxJ5DHDp+iuNq+wmomqAt0Zrtn+3h5J6P+PlfDhOSk8SdwzrEtSyz1JuE/h5jahdmyPU4x84Dp1FV243GRSPyB9+OGo6iBUUK//nEPvn/xcrKMgtzHSSH5yKfF77C3PQEIyMjTMyKeRhv5NtDJEoQeIHAlheU2rCb/Ox//z857VcsRzPZzSPbgxy8Fg8zndgf08C3fAGGYti314D60WasD5ziceMiLJZy/bw3AzRzc5cmcW2w3J/Mlb0m5NVmc3mfrsxAX9OTK+zT9nk+TPaFTHjTThUtKG/a84r0CAKCwMYQ2PKCUuJ3k/PHL3JZ04TIphkmmmJwfJBEnJcneR0lWO85gW/pDAs1oew4aEEPAziqnSWkQRKUQrR2XKFsvB7LnQcJbQTanqC28zqlzWlofnKRFqDAwZBD5qEbk2NKCEUIihIgiygEgU1IoKGhgdzcXJnFYcnq8Mu2vLw8KisrN5v5enkzSpHvTSxMo6iviEJN/TjGRkaENy0yUvqQe9FVNIWa8/Enu9G8aM4tY3PsU2ppLnDlyBe70VDZg35AGYt0YfLRB3ywXQ0dIyMOqxzHPamAkBvH+HT/cW4Y3eS66U0iqtca1d7skqRIQVmYnaIqMRz/4KLnqweujPPI6yYx1WuWfaExL4qoiIcYnD7NKQNrirqezwaqSgqnom+cweoMHrjGI832WR5rwdPsNKdP6RBRutb/9WZzFqkTBDYbgYGBAdra2ujo6Hjl1t7eTnd39+ZcsXFuYpShEcmW1gq9rdXUNfXIOtRXlucYGpV60ReoKyuipnOI5cVp2nul8UfQXVlEflENclNNtVz92wHuPk6npGWAif5uugZnYGmU0sIC+qcXmRodonfs7eiVV6SgVMU5svMv73NKM/BZp/x4jg+/+s//5HqsfB0UBrMwu36X/KZOmhvq8dDT4tKddPnExsFsbli4kJYego7aJ3z9kTWS7eCxthziU/LJeHKXS+o2NL4d3VWb7X0inmeLE5DWiZ+YmGBycvI7N8nP5lxTfkMKwAAZwTG0bpKBSIoUFMncbX2cv2xioyTjC72FhNndxsTuJnfT5Gbl60Nd8IwrY2W+kwd2puiauZNTLndrDHXFPSpfZl13siMdi0P2snVG1rJxsOARZw2cGHiJhd81P2IvCAgCiiEwNTXF6OgoY2Njf3cTgqKYPPjBoU6PTzA+tvGWihUqKEBjvHxi4+xyB3fO7sLCPYCbJtqc9i5iZrYLP1cH0joWYX6YnJRo7t+x4/7jXBbmh/BzdSStVW7Xa7IzA/NngrJMX1k4usZ2JLWsrbL4g9GKGwUBQeAHENjygjLWXsz9u7extrLC82mWzBzID+D4E9wyQUqYP/GFG98vo2hBqY95yI3LIQzN13FX6wznzmvy0V9+x58ueVNdmIy7d4hscag1qD1RDuibu1NeW4j7g8fP3CbaUzHZfxdpld3BxhSu3XajbGDtLrEXBAQBZRPYwoKy2in/4Bo7Pz5LwNOnJOaV0tXVRWd3B81NLXT2dNI7NM7CwgLTk6vWbucnaGlqpK29g67uAfp722nr6qKjvYXugVEW5paYHe+joamVYZnlx2Wm1wxOLi8wPTGNfML3ssyoZFOnZKEYZsaGWZA5LDMzNcH80hKzk1MsLMv3ktPs2CDDk7Mszi6xNN5BdlYalcMbvyi9ogWlOfkJttfCVi08y4t89BMXvLIayQ+2wb9YYr1AZqANR44cRmWvBjFF3SQFWvKoUG4XWrprsiuHO5qeSF3wWV46vP+ZKqfUj3Pyqh110oI04icICAJKJbDlBaXskSUHt1/AP+QpJU2N+Bsd5p3/+DM79n7NO//6DtefZFCbGoSJri+TC6P4mxzmaxVVPvzbH/jLSUscbU7x6X/9lj++vwdb/wjcdPU5c/4cR/Z9ztcXvRmaa8fuiC4Jrcss9aVirGZOwxI0JFrJzd6raOBX1U/O/YvciGqWplLipHeE8No63E4akdoLWgxuAAAgAElEQVTZgp+uCaEJcdw8q0ZgUSOpttacOnqWkxoHeP+AIVXrl67dgOKjaEFZXlxgbnZhnfXgFRbm55iaaiU2KIVhWf/HCpPDvbS0tNI9NMbySg+xAUnfML+ysrzI3PS8LJyFqVF6utppaWmhtauPWWGmZQNKgghCEPh+BLa8oFQEWbLj/YPcuH2PmIIOBurDMDh8j9r+Qox3GcnmkXTFO3JZ053igjDOHLFgbAny/By55ZbFCvNEGepw6341MI3V9q+5FtwCi8Vof3qW9L467uw+Q2zLCkv9SejvvEbpYAvWh46QOCAtzPUADQ1nquoT0Nf1Y4wGjHcfJ6GtBtu950nsasVLbR/vffQRzpG1stwN01PjoH4UMM6t3Wq4p7+4Rvr3KwQv+la0oLwYnzgXBASBzUFgywtKwX1LzC1SnuXmQMFDLh60obg1HSMVU6QVOjpi7Lly0Z/aqnj0jznIvohrfS3R0QuX3Rd66Tz3HjbJXvAOqmd4UjQJi2UY79Anp78ea5UjRErrcXWHc2zHdWonmjDfdYJ8aWpFXRCnDtyiY3oUH6sLOLq7oG38iOGVRqxULpEzMoCX+pd8/tlJ7j4okY1uijTUwfZ+hWwxL+fDZ/DNFILyLAPFgSAgCPxkBLa8oFQEmvPRrz/n/KVLmD+IoDQ9DJOTbnSMt2D48V+5nVDPaG00xz7cQXBpOV4m6hzROM/BI9oEVMk7xHMcLrBdRYPCvl6cD57EL2cU5qU16PXIG2nB8tMP+GTfKYyMDdn9xSHuZ3eQG3GFQ/s1OaF6FKs4qakL8iPN+dvnx8jrnpaL06FtXHRy5sZRPWJzq3GwuohHdhGR13SxdC6S+XFUO/1WCcrK8hIdhelExFQ8n9jINLGhHqQ1Pl+QrKkwk67eZoLsr6KrZ0Nh3yIMlXD30iUuG5iSUi+fDyRx6yvLorS1n6WZTqJ842iTdXfNk+J7nUuXLuGX1fqT/YOJiAWBrURgCwuKfJLh3HgPhRkpxMbEkFJUw8jYJINd8hdbd20uZY2SaCzSUJJJ0/ACy5M9pMTFklW+OglPMjA81UVBbipdk3MMtbUzPLXE4ng2On/TIr2/DqtP92PuFUZKRRv9LfXUy8KfojAxjvjMymc2vlam+mlt71rttIfRzgqKyqtoa+lmfAFm+xpo6OpjpLub3gFJdHqw2XEI95TuDS2zimzykiY27vjTX1DXDGRtwPN0SSC/+o9/fz6xcbQYW+tbuN+15JLePR7Y6aF304PeiX5Ks/IIuX2Bw5p+ciOSy2143LThcXwst4x286d/PUP+xDJLIxVEhEUTG+WGjqoBeX1iYsqGFhIRmCDwEgJbXlBewmRDLi3NtBLpFkbzRB/J94NpUMjUiDFSfR6R3/T8a30jEq9IQVmcn6Hs6QNu6AbJBGV5qJLwO5boWZthm9ojS35bzAMCggKwvnuDwHppwFcxl27corR7nPxoL0ys7QlKrJH5nSiJwdndn775Jaany7HZb05u/wysrPbKz1Rw+YwBBSNCUDaibIgwBIHvIiAE5bvoyNwWGZ9Y+5b+u543hQdFCooEqDnhEVb6Ycwt9+J+5TC2D8NwuHWFi4FVLCz08cjTk5ySMtycrxHRLglKBWctbclqHKE4KRjHuw64P4hlehFyAh3wTpevRQ8t3D1oQY4kKMDcUCm3LSywS6hf17y2KbJIPIQg8EYS2PKCMtJWS2V1PyyPk5mZSMf4N41AjVRGYPc4543MPEUlStGCUh/rh5V+KMNzVZgfOsAx9RO8/8df8Y6OF9Ul6Xj4PGFmeQ4XEwOcs6dgMA0j81s0rJlC681E7/RFirp68XWwp+GZ3jdwe58ZuYOLLE634ehkR3jl834ZRfES4QoCgoCcwBYWlNUVGz1MMLocQEqiD8et3GibgIW5UQYHBplZXGaitZaW4QmWl5ZYWpKLzdLiIsuywwXGhocYGZ9kdm51EaiVFST3NVmaHB5kSAHmURRZgBUtKI0Jj7DWe7xuYuMyIQ9tcUptpDjsNt45UvvgCu3poWiq7UdV7SRPMprpLQ7i1KlTqO7agW1wI7WZTtwJkw+llvNowu6wNcUT0Jdhx1/+tosL589yRteY9OZnqqNIdCJsQWBLE9jyglIacA9NFU0srZ/QvAhLA+UYq37GSU0dUtt7iDS/SWRJI4l21rg8qgIm8NY2IrZ+guL7Juw5cAxTt4d43r6Kb+kETFdx7+pZ8oahO9eeg1/sZofKaQKrN7afQ5GlVtGCsjg7xfjo9DPRlcRjemqc4bFGInyikAZ0rf16mispq26RWYBeGOmkuLiYsuoG5pgmxT+Ump71QrHIxNA48yuwODlIQ00FJcXFFJdXMzglZjquMRV7QUBRBLa8oNSG2fCz//W/obP6pTvRVYfvFSOuWQUxxDgP1M/wIL2cMONLWLmVyIbq2u/TILCoi+rEJxhpGhNS0EFj5gP0LBKYmitAf88pMjs6sD1+iIjWWfrSXTiq4SQzEaKojNzIcBUtKBuZVhGWICAIvDkEtryglD26yTGVQ5w+ZUXBGIzlh2F8yY3Cun7ZxEGPE+cILm4lxvwCZh7SyKIpLPdqEFFaS5CFLW4hOQxKi6IMlnDHxBBvHze0zcMYma3A8CsNZAsLNz3m1C7Tb5hZf3OKwLdTIgTl20zEFUFAEPj7BLa8oOR7mmFs+IS8FB9UdSxJTwhB4+udWNjeJqSkjeir6pw2vYPrFS0+fG8v5ndtOLxNhStu4bjrn+HIOWNsPMPpm58k8sEFPvxKk+JB+cJccR6aHFU3QPvYMYxDKv9+brwhPhQtKCP1paRm1MuaseSPPE92yhMKpA6s1d9AYx5ZaZHcMzfH0sWflnUthr21pdTUFuB925wb9n40y9ahWaIo2hMLcytia9ZWfpyhND6D6m75QjVNGT6Ym5vjlVAhsziwFpfYCwKCwMYQ2MKCIh8yNN7dTEOjZK92hpKcNNpHpmkqCMHfz5+MxjHmB6pJTUvASescp04Y4xedQXNDLQXFbYyO1hEVGIBfRBYjS7A81EB5XdvzvoHZfhIC/QmIyOFtWntLkYJSHe/Mrj//hRPrJjbOV4fx2//4V4xjVieLTlRwy8Sa+PwiEqOiuH7iMIZOeXKuk9XcuWpCQPQTAvz9uX1JE2uHRGqrk9A9pI2t43XO6ZlRPzhBkL06v//HnQTkD8BiG7FPHuHn74X2fi2iSoWd+415hYhQBIHnBLa8oDxH8d1HRQEPiM7eWJtZ3x3jT+eqSEGZmxwmK8AFC90g+RLAY41E3zbl7HUjbq/O+O+Kc8MhJIel5VGSIwO4ZetBTIbcPE13nDv2wclMrQ6ja4l05JqVN6FBtzCNkFZGGcfhph7+ZTOMDTXhpH6dJxntsLKwWiuZx1H7HP6FWyMvf7pSJGLeigSEoGxwri/NLbAkH1O8wSErLzhFCor0FC1JgVjphTK3Msijm5q4Po7Gw8mCK08bWVoeJMjVicTGGZjpJPi+HWbX7xGWVAsrYwS7OpFQK2//6i5+ynljRwpahoi7r4dDjnR9hLv25jikS81eCzzSvkFwaosc3soQT+/boOsaT//s2sBu5XEVMQkCm53AlheU2ZE20mIieBwcTHxe1TdWbFye7iU7+ikhIbHUD64usPVdJWKmFl/3MJqHVuekfJffN9hN0YLSEOuPtcFThufKMdj+JQfUDvOXd3/Jb897UFuWjed9X7rXWUqZSnVD97ojNY1VeHj60CuNgaiKx8I1gNXVgEn0uMZF3wZgGHuzy0S1SAFM8PCsOUHp0nT7aWIfu+IQIw39Fj9BQBBQBIEtLCjyl36Zvymfv7sH05vWeISlM/nsw3WRojA7ju49g4GxGT4JklGpl/yWl1YnOQKjdeRVtzwzevgS32/FJUULijRT3lzn0bp+pSn83G9wJ76O8qh7eGVItYtFCiNcuXhRB7W9xwhIaiIz2hbvTGnm+wT2hvv5ap8Whvp6WPgk0lueg7GGOqe0jmPlEot8wcYxHmqZ8Th3iOX+eLZ//gXaFw3Qv2xASJHcbthbkSEikYLAW0JgywtKiZ8lp4/akF9VQ9/oHMMNCdzR80SyMdyf7cJ7//QBDpk1TC0sM1YTy92rD6nrKcXd2Juy8iiMtK+S39NLmKEFhiaXObZvG9ouybzNLSqKFpS5iRH6u0fXjbRaYXR4gJ7BesI8ntAh0/plehqKSUxMJLu8nrnlHkJdg+iQjaVYpLexhIz0FJl7VoW8SWu4rYTkpAx6n811XGKkq4+xmWVWZoapLMwgOTmJxMRk6nrepmESb8nbRCRzyxPY8oJS+diST377GWe0L+GXVE93dTDnd5nTOjtCjt91tE6c5uCegzxIaWOwLgidfdaUdxdx8d1POXjxNOG5bSwuN3PhvY8xedrAZGUAap/rUvbspfb2lTFFC8p3EVle19T1TX/Lz2uC33QQZ4KAIPCGEFgvKJOTk4yNjT3bpPPx8fFn5zMzMzyNjGduzWyVEp9hcXGRzs7OZ2lZS+fMzDiPg1v4X6Q/0onkICV6YGCA/n5pcuI3f9LLMjQ8ltlZeZNXwX2rb6zY2Jfng94xF6rq4zm57RKyD+J8f3T13aioieTaCRdax8o4/ftf8OnOa2S1S+G0YKlylmRpkNFgCvq7DCkVgiID39vXT1Rs0jczQZwJAoLApiSwJigjIyOyd7AkGqOjo0xPTzM4OIh0/fnLexMKSonvNT77gyq3HBy4H5lNe0U8pz9UwSctHuvjRzC45YDBkeOYPC5kqDeVMx/uxjnMm4u7rpJekMjpyzeo6i7D4oujhDcts9ybyOVdhqKGsvrv8jJBmetuprC47dlCYrBEZXEyVT3SomHPf4MN+UQklz1bgIyVaYpTYslvGn7uSRwJAoLAG0NAEhTpg76vr48bN27Q2NjI0tISHR0dsknF7e3tSH4kUdlkNRT5xMaJ7kqCPF1xsLfHKzyLidl5CqN9yagdZLK3HFcHezwfZ8jnTKxMkxvtR0xmAaW5dUyxSHVmLJXdfTRkF9I9ucJ0ezTnPtWh+Jvvxjcmw18nIYps8qpN8mDf+x+grvV8xcal5hje/dW/PV+xcTWRWXZH+G//2/ukSLNGgfmeJD74v/4PjrnJDNqwMDlCb/+ITJgWF+QWJaVrPb39zL+y6ex1CAg/goAg8EMIrAmKVCs5c+YMZ8+epbKyEj09PY4ePSprNdrUgvJDoH3XPdN9Bbgae9Ak16vv8vrGuilSUCaHOoj1sMVMN1gu0tOdxN++zvHLutxKkdoMn/9yXc34+jcfYBQiDQeG2mRzPvuLCnZ+lcyOV2KlsRuVPae5cO449vF1TPdloH1gGwd3f4m2Yyzj66wWPw9VHAkCgoCiCEhisdbEJQnJiRMn2LdvH4cPH6aoqEhWK9mkTV5v8Rt/rTS8ugd7zccP2itSUKQEtacEY3U5hHnGiHLR58HTeHy9bmMW1cTS0iKzMzPMLiyS4WjOFV0bbG3tqOxoI8DfEcdLBrj6Z5PgYspVx1TmpxrR2rGDgJpBMux00LaOg/lurh7R4nGxZFJH/AQBQUBZBNYERRINqeO7vLxcVkvJy8uTNX2ticmmbfKan+ynLC+LlORkkpPTKKhoYvItWDqjpyaeh4Gl6/ohNq7IKFpQGuL8uWkYzvBcKdoff4DKATX++u5/8LtzLpRmR3BWVRWdh3Ek2VtgYxVCTJIfV7V1Ca6pItr0Gs4PEwm4ZoDZfWlxrW7OH71M1vQ4SRYXuOklr83c3XUIl5S1pYE3jo0ISRAQBF5NYL2gSDUVqZ+kp6dH1im/Xkw2oaDIR3lVBlvw0a8/RVNbG21tNf766z3EtL75bSXjLfmU9Cqmo0DRglIX7cP1c/5MsMLK0hLzc/243TPASDK9sq6GknJLnys3EhjtzkNLw5Aq5oi5egErr0Ja8rzY99UOzhqYcv20HrdSkgmxOsf2L45gekWT/cdtKH0d6wav/t8QLoKAIPA9CawXlDUBka6tHa/fb7JOebmgFD6w5KpR+Cq2Hm7v0SKmeYnZlhi09u5GVUUdv+I+mftEexy6O/eyf995IhqnZNeaUlw5tHM/e1W28YXaVfI7R6lPuIfKvoNom1rhGRBE58wiuf6mqOw9wAk9J1oXVxguicDZJlxm6qXqiRcP/EthZZ5Yez3279/HZac4+oZr8HW8R90cTFYG4v7wEeXFZfhcvYGukQYHD+uSUP/c5Pv3zPtXele0oMwM99HW2L+udrXCQG877SPfbIYc7WymuVWaNT9H79CwbAj3SGsjrV0S+xXKMiN4kpDL1OwUFXW1BOhpo37cmMDgUGr7X8NUzisJCAdBQBD4IQSkuSbS0GCpdvL3tpmZ6c03D6XIxwr9SwGrZkBqubH7PEmdAzy6dABDrxw68305pH6H9tkxfC+rcie8koZ4Rw6f96J3uAajAwd4mN1IfvBN1I3D6evN5MpxTZLrenhw8TP26fnT25nOuT1HSK5pI/imHsYP82hM9+Ccqp1sXfWMm5cxtkmhpTAIbe3rNDTWYal9Ee+0MsKdrPFOaaA12Ykrxi4UZnjz8TsnyGlv55HuMS5Yxq17Mf+QIvDtezZSUHp6+4iOS/52JAq4Uh0RTFK+ZONA/AQBQeCnILCysszi4gJLi4t/d5PSFxYRt7kmNn5bUC6Q2NmA8+HThEtN9NSj/5EW6X21WG07QapkJGomC52vDMltzsNopwWy+ktjJFeOOVFa8phTex1keZnrZY6ebwlTrSFc3HdbtqBUe5AVupf9KM7y4/JJN7m/OwZYeaZT8Pguly+Hya4lXD3HjfuVjFSFY3nPFnurmzzJG6A71wt9DU8WgAL7axibRcmOZTdt0J+NFJThkVE8HgQQEZ1AZEyiArck4lNzSEpJU2Aciky/CFux5UPwVQZfaRJzVGzya23SLHmfgCeyzvoNenW9djAKmymf53aNs2ceIG84qsLoE3XiOltxP7yNU1fdeXjjIvtOOdO5vEiyy2m09OxxNz7PydvxzK4Mct9AjUvmHtgaaKLjlcfUWBEG27dx1dET6+MnOXv7ATlFjzj53g7s/fwxUD2GVXgFPaX3+fJXn+PwKBgT9d3sOu9NQ3MKhmdP4ObmjLqGHqFVkr2pNvT3f8j+o55IZhHbou5yau9dWY0q564RxhbRb7SgSOI0NjZB/8AQA4NiEwxEGRBlQF4G+gcGmZyUdx28thJskEcFCIq8vb6vuoDMjLrVl/Iw+ZFpdEx34rBHlcNnLmNq5kzF4Gon/UwbfhZmmFndp3HVtuDCcBVuZmaY3QukS6o2SC/9wjDMzcwoqO+kKDeH+GgfNN7dwQVzUxz80mR9AR2JHqj+bjuXbO8SkZ5D9KMo2laWaEkNxszMDP+k6tWVH3uw3X0E31z5ENjRtnLSE8pl6U2xvoyBcfgbLSgblP8iGEFAEBAENoyAwgTl5SkcwO/KDdbWZXq5n9e/Olkfyx1DX1l/ydpdbZmPuHsj4vlywWsO39r38/j6AwpX10Vf75zv64Cze+a6tdnXu/7w441s8vrhqRB3CgKCgCCgGAJKFhTFPMTbEurbICj9VflkF9ZueO3s5Xk0R1VlMTVtm8Xk/Si5haV0D61WqV/+0OKqILBpCQhBUWLWbqSgzA+VYHX0ADu++JKde1S5F1K4bh2UH/5QXTV5FBR0/egRbqMt8RgeOYDq/mOEFL5CMGaGSYt/QkH3jx+KXJMRiF9M8w9/8BfuXJrv4IHpSQ6p7sHcJ5+FlWcrxL3gc93paCPhMdE0T7wwg3dxgDA3NwpHFDO/aV0KxKEg8JMSEIKiRPwbKSgrS3OM9Fdw/Ys93HlcytjUPMuTbQQ72mN/PwZpma2a+FDcPd1wtHfEzdOdoIQ8Bob7Kc+uYmR6gPLMSiZnB0kND6N5DPorI3F2dSE6v01GpSsvGgc7D8p61s1jWeglwssBOwdfmqdgtCGb4MAkJDvFw81FpNb3wsoQbpe1CK7qoz/Lhwunb9I4MkR5erFsxcfZ/kZK8uoZGe2iOK1U1vc121mMp4Mdjs6uuPlE0jQwSmmSFy7ObpT1jdFRUkxtq3zN+/IwH+y9Quhc06mlMfxvnMYjKp1Hni7yZ3aKoBfoK0nE3t6eiLxWFhf7ifZ0x83VGUdnF9zdXciok69BWRkdgJ29A1n10vwcyHK6xg3vRKaG6zBVO0NMywJjTWmye4OSy2V+esuTsLe3w9nVjfthqdRXV1BaJF+UrLskDns7FxKLKqhvLsHH3RbHyHr6uqrJaxZWnWUAxZ9NR0AIihKzdCMFRZ7sIZwPn8E/WxpYsEi4w0lO69pgrn0Gw6AcSsOt+OvP3+eytSGf/Pz3mEcU0lkaivZOU4o7c7ny1XkcPYzQu+pA6/gkgRfUOa5zlaCsRmbbs7hychdGtt5U9Mknq0rm8NNcNNl9RB/na+dQt4mguSGcQ7/eRUzXIkOlAZw768vQZB7qv/2AA5qn0FD7ig93HyG1ogCDz88ivYp7kp04f/geJbUxXNxuQtN4F47aO9G8YsvlE1/xV003WuvyMdu3m4vGNynu7+Ph6ZPYPmlnoDKIU6qq3PUNRzYPE1iersb+rA1P8xJxuHSQP//LR5h5xNLVlobxeTWsbWw4ceYakfXVOB/6jE++PMkljd289/v9pDSMMVDoh6a6Bs43DTlwwYGm0SE81A/w8XY1NE5p8MHv/x3P0kFSrPQ4pH4Jz5hiptsz0VXbibGVLQdUPkPNLorcgJvonn1IX08xVpoHuX7LmWOf/ZqzzmHkJQTjbBZEZKQDF6TJtuInCGxCAkJQlJipGy8ofTgcOsXDrGFYLkf/i9PIDNB3hHNulyW1o+VYH7SkYb6Nu6oGlC3CTHUwlw7epma4knO/+jm//kqLOmncNMNkBnhx5dJdCgdnqPS3Qscg6AU6/dw7cAz/Yml0XitXvtYme7gNZ9XzRDUsw2IzDjp6pFSkofu5FlF1TVSnenBO7RzptYWY771CPTCU483VM26U1ydy7fAtCquSubjHRjZke7IoFJurYYwPtBJibc21G48ZYZpAHR28E8t4anYZy4dl30jXfGcily95yOYtLbTGYnTwjszickuwJdrnAmR+U8wuYvMwm8LHTtxzTaMuIwBTg6cyt1ijM5i6ymsdbkc0CczOx0VDC0vvTOobyzE78DXeuW1UJIdwTduSxLohmqJdOK8VKLu/ytcFr8BCqpLcMdF/SFqYB9q6ITK3J9aXuR3TzkjJE6xueNC/soJUDsRPENiMBISgKDFXN15Qermz+wj30/phpZdbGqo8LO6jKc6OExd96erPQP8rAwr7KzD9Sp2E3gUmqh9zfud1ClrT0f5iPzctnLAIyGZ+rICzn5wnvmuSmbkFclzMOa/ty/Dc+v6AfuxUVbB92spkYzgHP79M8VQfTsd3cTu6mbHaCM4f1qN8eJi7GntxzOqkJ80V9Yv+9I9lo/n+PqJbRqn0vcKOI7aUVsdyadc1iroqMDt0iuTGIYoDbnDWNJSaDD9O7Lelc06ykDyGr+YZnELTCLxqiJlTOnOLz1/Ki0M5XNdwpAOYqHmC5heXqJ1bZCjDE62zpnT19eJ46QLOKTXkeJhjah1BQbQr2urOjC+uUOplgLZFABM91Vw+pkNc2whZTjqoW4ez0FeA5lFTStpKMNmhhV9xNzOz8/QWBHL+iBFNvUMEWVzCPDCfqmgn9M65kZ3ogfoBc+q7OjDdvQ/z5AraMv2wvuJBbmUGoUXCuKYS/+1EVEokIARFibA3XlCGCLx6g8giuVmUzhJf1LftYfeBC0R3zMJoKe5XA+hfnCPI8CD6ronMzPZge2ov5l7eOF8PoGu2B4cbBiTXDpPhcoGd+1U5dieCuaFGbp8/xDZVQzKa5X0XMISL6l4+/XwnqjvUcIyT6hsw1xTJhSManDt5kseF8g729iIf1D7bwZ4DF4hqm4WpfE7/6k98rHoAXct7mOia8Tgjj7vn9uOQUEVlugdHduxj7zEjMobmWZluw/bc1+w/eJDb8U00RtxG44IlFWUZaKvu4rC2HXXDq6utLXThev4sKUOwPNOOjfonGD3MgaUpIu9dYM+ePZw2D2B4aYXqx34EhtYw0Z/DpQP7CCoZY2W2HSedI6ju2Y6RT7qsT2dpppRrartQVdmF1dMKlpinwMeY3bv3c9DIi8GFcdLvX0Nlzz6O6jnSPL/MYlsKumpqROSX8sDkBNv3avAkKAKnAH+8XO2xtY4lNcMXi/BqJZY6EZUgoDwCQlCUx1rW1CEt47neMuirjqemJuns6iE6LuX7pXBpgcVXDCZaXnrusLz8/AtfMgi55rK0sMDC4lqtZIlE3xtccM5eTUMv9/YdxyO+hfnVGkJWRiYmZmZcu2KAvqERJmam5ObkyP0vLz5Ly3RXAhc/u0Du6MKzEWRrKVhbfmZFslW0dlEWwgoL8/MsrqX1mccBnKyvcTdK3gHOygKxvga4xD9fSGxp3bMuLrxqGO8K6zksLKw99xryFeafsVh7pIVvXJPC/kaSJUvPq7dLdpdkv5lOXMwM8amQDwBYdRY7QWDTERCCosQs3fgaiuITPzrQQdPQzGpEC/TUNzIw8XwZgvr6ekJDw3j69KlsCwsLpamp6VsJW54fpbWmlem1t+23fHyfC4t09bTTvS4dM9NjdPZuvIXo75OqV/pdnKKrsVVW83mlH+EgCGwCAkJQlJiJb6OgKBGPiEoQEATecgJCUJSYgRspKHNz8xQUllJYVCY2wUCUgU1eBvLyi8nMynvtrbSsUolvtudRCUF5zkLhRxspKKOjY2Tl5DMxMcnEpNgEA1EGNnMZSElJ5enTcGJiYr9zi42N4/HjJ4RHxj7ry1P4i21dBEJQ1sFQ9OFGC0pxaYWikyzCFwQEgTeAQEFBAY0NDXR3d9PV1fXKra+vj6ysLCKj44WgvAH5ptAkbKsmGD8AACAASURBVLSgFJXIJ+MpNNEicEFAEPjJCeTn51NXV0dHRwft7e2v3CTByczMFILyk+eYEhKwmQRlvqeM4IxK1s0vVAJBEYUgsDUJrBeUl4nK2jUhKFuofChOUOZJsNVn+869HDp0CJ+4QsLstbjgmsjKMoxXhKJ17gxxTWuzTTYAemMxsTWr80A2IDgRhCAgCLyawHpBWWvyWqupSCLS2dkpq7UIQXk1w03nojhBGcfz+FGsvYuYmZlibn6BmZFKbC09qRuYZXlhhpxoP1x882RMB2obqU5PwsnxDg4ReQz2NlCUly+zfzXZXkhRdR09zfWUFDcz1N9MSV4TE0N1RITGItninWnP496tOzzJKKGmpoyXrFG26fJOPJAg8FMSkASloaFBtnl5eVFbW0tPTw9Sn0lOTg4PHz6UiUpPj2jy+inzSalxK05QZvA/u5c/fajCiRPGpDRJ60kPYnN0B3cT5bPH22OtOXTCEskOZIGdDn99Tx1333vs/OwQfsFBGFy5TvogdIReQtfSkYSHzujrelOUE8gFFX3s7M5h5hTP6HQzbpdVuXzHi4sH/syOUzdoXrWAolSYIjJBYAsRWBMUqWnL3d0dCwsLWlpaKC4uxsDAgLCwMFlHvRCULVQoFCcok/hqamDilEBLSxcT8ysMFodhbnmFm475zDNDircBp6750tDdT77HVbQNo2TkQ85q4RZfQ6LzHYISC4h2tcDUM4WSSFdMrgVTXxXF1//wP/hEwx7JiP1MWSAn9t6WLY9cE2yJ5s3kLZSD4lEFgZ+GwFqTl9Tc1dvbi4+PD4aGhly5coXo6GgGBgZEk9dPkzU/XayKE5QJPI8fw9pHavKaZmayi8D7zoQlVhLtdY+ozKfc88mkNtob3/R0Yu6acuVatAxEgJYWTlG9TDcFc+rCaXQuWJIxMEXjExt0tT3Iz3yA+vYz2Fo7YZ9Sz2x7DBqfaZDZ2ovP2aMcufmYqVcZD/vpUIuYBYFNRWBNUKQaitRfIvWV+Pn5ERUVJRMT0Sm/qbL79R5GcYIyT/ytS3z1tQoHDhzg6j13/O8H0bcENSWh3NC9QVxVP0xX45+QSpq3O+5euUgLZvlpamL/uEGqe+BucQ6XyCrZw0w3JGGorsZdT2+87BLpHyvD3MyKhtFZsjz0+EplL14Pw/F08yS+Xhg9fL0SIHwJAj+MwHpBWeuM7+/vl9VW1s6lveiU/2F838q7FCcoazhWWFpa+oYF3TWXl+/HeXBSA9tAuYi83M83rz6z7bj83DKvWC/qm4zEmSCw0QReJijrhWTtWAjKRpN/g8NTvKB834dfYqClhd5n1oS/7/3CvyAgCCiDgBAUZVB+y+LYaEERplfesgIgkisI/EACMtMrjY2vZXolW5he+YGU37LbNlpQsnIKmJycYnJKbIKBKAObuQykpqYRHh5BbFwckgHIV21xcfE8eRIijEO+Zdrwg5K7kYIyNzeHZNI6v7BUZsZeMmUvNsFAlIHNWQZycgtJz8h57e2nar0Q1oZ/kDT8sJs2UlB+WArEXYKAICAIKI6AEBTFsf1WyEJQvoVEXBAEBIFNREAIihIzUwiKEmGLqAQBQUDpBISgKBG5EBQlwhZRCQKCgNIJCEFRInIhKEqELaISBAQBpRMQgqJE5EJQlAhbRCUICAJKJyAERYnIhaAoEbaIShAQBJROQAiKEpELQVEibBGVICAIKJ2AEBQlIheCokTYIipBQBBQOgEhKEpELgRFibBFVIKAIKB0AkJQlIhcCIoSYYuoBAFBQOkEhKAoEbkQFCXCFlEJAoKA0gkIQVEiciEoSoQtohIEBAGlExCCokTkQlCUCFtEJQgIAkonIARFiciFoCgRtohKEBAElE5ACIoSkQtBUSJsEZUgIAgonYAQFCUiF4KiRNgiKkFAEFA6ASEoSkQuBEWJsEVUgoAgoHQCQlCUiFwIihJhi6gEAUFA6QSEoCgRuRAUJcIWUQkCgoDSCQhBUSJyIShKhC2iEgQEAaUTEIKiRORCUJQIW0QlCAgCSicgBEWJyIWgKBG2iEoQEASUTkAIihKRC0FRImwRlSAgCCidgBAUJSIXgqJE2CIqQUAQUDoBIShKRC4ERYmwRVSCgCCgdAJCUJSIXAiKEmGLqAQBQUDpBISgKBG5EBQlwhZRCQKCgNIJCEFRIvL1gjI+Ps7ExARjY2PPtvXnU1OTdHb1EB2XosQUiqgEAUFAEPjhBISg/HB23/vO9YIyNDTE4OAgk5OTMkGRBKa/v/+ZuAhB+d54xQ2CgCDwExMQgqLEDFgTFKkm0tnZSXZ2NpKwzMzMUF9fT0FBwbNaixAUJWaMiEoQEAQ2hIAQlA3B+HqBrBcUqTaSnJxMXl4eTU1NxMfHU1ZW9qzGIgTl9ZgKX4KAIPDmEBCCosS8WBMUqd9EqqV0dXWRmppKXFwcJSUlz5q7JHchKErMGBGVICAIbAgBISgbgvH1AlkvKHLRmKK9vZ3S0lKZmIhO+dfjKHwJAoLAm0lACIoS8+VFQZFEReqMX7+XjuViI0Z5KTFrRFSCgCCwAQSEoGwAxNcN4mWC8jIxEYLyukSFP0FAEHiTCGy4oMzNzb9Jz/fGpWWtRrJWE3nVfvr/Z+89uOLIskTd//LWvHkzd93pme6ZO93TZqa6fMlLGOERTnjvvUAIEEjIIe+9AxmQ8AIBAgnvvUtMYtKSpCGTBL63IhKQqkpV7dTVVbeJtVCGTpw4Z+99zN5nu9BpmZLObMah/OhGcBOgTQpsUuC7KPBBGcr9vEI0Gi1LS0ubf++hgcm0hFanQ6v9w396vZ6x8QmePiv7rrHbLN+kwCYFNinwo6LAB2MoAlYFz8u4+/Ap+U+LN/++gwaPC0r4Y/4eFRRz824+1bWvf1QTZhOYTQpsUmCTAt9FgQ/KUIROlpeXMZs3/z4EDQRabl6bFNikwCYFfioU+OAM5aeC+CacmxTYpMAmBTYp8GEpsMlQPiw9N1vbpMAmBTYp8HdLgU2G8nc79JuIb1JgkwKbFPiwFNhkKB+WnputbVJgkwKbFPi7pcAmQ/m7HfpNxDcpsEmBTQp8WApsMpQPS8/N1jYpsEmBTQr83VJgk6H83Q79JuKbFNikwCYFPiwFNhnKh6XnZmubFNikwCYF/m4psMlQ/m6HfhPxTQpsUmCTAh+WApsM5cPSc7O1TQpsUmCTAn+3FPi/jqEYlVL6ewcw/KSGVMvA8AT6xdUfCdQrzM1OMDal/ZHA86eAYUQ6Ncrk/P/FaWuWFPSPTbGw9KfQ5cdQd4nxiXFmFcYfBphVPRMTY0wv/FjW1fehvcJUdzsT6sXvq/Sjf/bBGcrqwjCnDkbg7+9PwvkC1D/wWKokr3jy4DU/pa1weeoNlx4+Y07/AxPru6bnspaqwmtUDKiZbcojODCQ6CsVmL+r/o+pXD3Fw6vn6VywACXreEKkrx8JZx6jXPmxAGrm1e0M/P39OP6o6U+m60JrOZceFfGT2CffJblukvyHN2mY/GHEveWZQW5fuUDXT2Iz0FJ+J5+eSd27FPvJ3X9QhrJqnOBUgBthuXm8evWKs4luuCY9xIyRmeFx5hfXV/Qycsk4MrXw7RQj08IzUWgx019dRnFZPap16cs8T2NFCcUvWtCt7bcGmYSO/mkUs12UlVUgUVm+wbI0P0J5aSEvGkcRelpRT1BVWkS3dH1GraCZUaGQ9FJUXErd4Jw4YMpxARYBABMzwxI0JjAq+3lRVsrrngmxjk7aR2lJMU39sxuDvCDpEb8H3zmmEsu0s1NIpzXivWJ8AsWCHu3cPApJH8XFpdSPyFicn2ZqcgYBFZ18nGmlGtXYEINjFljkg82UlNQwLpMzJ1dY2uprpqS8lpl1AgALMx1UlJbQNjaHVqVgalIp1p2XTjAtExbsMoPdfUwqFHQ3VPCifoB1md0wN0xZSQldkwoUsjH6e/vQCw+XNEgnxtFoNQy3dYtMeUXWw5koFw7crRDfVw60UlxSysCsAcwq2uuamBGEKqOc/plZ5hVSpianRfz0cglTsyrxHlYY73xJZU0NVS/KaRuUA2a6X5RSXNEknijVY920tI8iDL1qZoRhlV7EiUUF9WXFNI9a6GEpBGlXPSXlb5hWqZCO99NS14J0fgnd3Ch9M9MivDPV2exwSKBRIhPbXZ6f5mVpMTVtEmCV6eFei6S/pGF6Ssr0WA/VVS+pqank5ethtItzNFaVU1HfgbjUTRZYmr4DlimFnFnFvAjiREcdRSVljCks81OcZxodwyUXOXD4ND099aR6RlLYO4NqapI5pUDIJWZHJKgMwgxeZajuBUWlr1Atg2F2iKamPtQ6PYrJfgYVlrnGipaWilLq+qRrtAa9WsP8+Bivakp40diPuNIU00xNqUXYVBPjzKmXwSSjoaqc8vp2C376GarLiqmo79tgdMsLM1SXFlPdMiq+a9bKmRidFemrl08zPaNGu6BDMz5GndBf0wDaxQVmRocRVtWybo4p6TRa5RyDXUNiu0vKMcpKimiXyFAqZhBG2qwY40VJEX2za+POCsqJCVRaMxppH50DMrH/2d43lJTVMylXIJ9XopqWMj27sIE7K4uMTIyjUBnRa7XMKySMrM2lVf2siF95Xa84H4QGTcoxykuKaPsaLBIqS4vonVmHBVYMSvomZsS9hVUTE1OjyAyWTUk32U95SRkja2O9qpfRVFNB9asaykrqGZ6aZnpSjsGoZWp4SqSLaX6OyXElq6wy1lnM46flTFqGh+FXFZS96basSxHrn8Y/H5ShSGvvEel/DMvWCCjfEOUQSO1cH0esfHjaty6ZzHPJw4tTj8eAUVJ3eFE8CpONJ3G1ciLUyZ6gi68wYeLlhUC27/IiwN6R+IedrLDAnVh7Qs8/52KYF64uu3A9cIe5FT3VWRFY2/uQfbMMk2GOu+mO2LhHkN+6zgSWeBofzO49PkRGevKbr4LoUMi47efHyXxhsUhI2+lNybiS4mRfrNz9OZn/BuNcF6leO/HwC8TeM5aSCSOou8kItsPPzwc7/0y61Hpen4wnLqVEHPnr+/24UtVBSUYMe3Zb+vvvPRGUF14hJPkoY2Zov+RNyvV8Sk5lczC7ivmZJg7u38t+nwgct/+O2FvNLM41E++yFe+Yo3TI1hmyimt+jtj7hXC9upumO8eJCLwlTvRn8cFkXm5DMZCHt084127cJXjnbnY7+XHuzTSYJrgY44CjXxSuNp8RmHyI1MQQzjYsgLyCeD9PStoaSbGJpnsJBqvOkXL+lnjSNEzWEO+1l2A/d5yiz9Mt6yL+089JezgCmg4iQo5QW3yVkKQshpeg69p+wrPuWzZys5JHpwP48mc/46OtHtwsHaDjVTauu90JtHci8UknA9Un2fGf7rQboLfoOMHJhZhYovScL3vsA7n8cmhjVSkHnxDpao+PdyjOe74g5cZVoj7fTlreCOh7Cfc+QPOcEWV/Oenxbpx+UI5GZyA/xx1n9yCcXYN50D5M3hFfcmo1oKomOdCF4zdu4rflN/z7z74kLfcFL24exXGbCwkn7iJfMVB5yU+E5VLV4AYsqqGnRO+zw8c7DPttH5FW0Iu85wGue/YQ4eeEU/wNpOZF7gcHcbGwgccHQ9lmHUB6ejr2H/0rR2s6yIsK4+jtPmCazD2ePO4xM9N5AQ8bR8JdHQi+UstY1z1s/s2K8rkVVG038Q29JjL95vxYrHZ7cbygZUNoGCjIxeZ39kSkBbPtoz1cbxqn5Vo6MTGPRbjvBfpxurCfrrxc7Lc4EXf8FnKTnIeHnNnpGIiHowcnqicF0YWHOZ44uQXj7OzP7T4ZyubrBNtlIYhRLecOcCDjKW1Vt7D/nR0RaSFs/8yW83efkJ0awdPJFUytZ4iKTaaq6hnxHieZNcxyN8kJO98IXG0+wTPpAtMmJTdT7LH1iqCga11wMHA/Ipyc3JvkRDlyvLgX3egL4tz34u0djsP2jzlcWkdRZgIHsi0Cj4Ccru8RnkFhNFlkLDrzMnCOfYgeDQ/TXNjpGICHgzs5LyfAPM2NxHVYPsUz8QxSk4rbqQ4WWDoFwcdydT+IwfXQnTVGq+FcQiCH8kZZMUo4FrIbB78EKocFsWMFxXAtB/138cv/5+c4hZ2i4GEu0Z4naR99ScyuWISZPFZ4nIiAq4xNdxOz4yuCopOpG19G2nkF1607SDidj3xdsF4H4kf++0EZykD+cbw9r4vcV8R7eYITgSG8kPaSY+tHYf9bhnJlvz8XngnS/wRZVsGUj49z0X0fN9oExUonwdsjaFIMc9jahWdTwPwL/G0P0ilvI9U6hCa1hNNOp5hglmPO/txvkzJQV0SyfxKPmmdY6HtMgGMC0q8NgJn8aA/802vFQT9tv587HX3cDQ7lfOE4MEWWdQDFQ3J6yh4QF3CQ8mE1M6/O4+uSI7ZUfzKOlLPVtBecJDT8plhWkBBCzuNGqi9kkJr+Qiy76x/C9apOCg8G4J9WLUqbZxz3c7+phyuJGVSNTFCYEUn2w1pens8k+1ghZZeyiMmuEmE77L+f682zNF9KJvJw4dewYEXBm3tXiA7O5s2cgd68o8SE3hcltNIDUeTeraPyQgpHLpTS+OQhl883Mt57lxDfC7TWPSBw/2mxvZKjgcRdaWa8OZ/0jKdIp0oJdkmlbfwNydYJtMwMkObgx6NRCyOrOxlDRGqR+O5VPz8u1/ZSmZPC4VNvxLKC+CietndwJSmTisFxnmeHk3jqpeW0uGJihSUeh4dxqUiQNFVkWjvxWDgo6Gvw2xlPl26I7D0h1Ar7ycwbjoan0zLWQtzeAMRpsUGFRQqSwkm60iG2E+vmQ+GEitpjyWSctHw/pjAhgrstYzQ9zCU+KY2KN11M9xQRYhOD0Pv4kywiYu7S0fSMjEOPmZ6uIGBvBP0mkD4/TWJEntjbRGMlGYGxXH7ej1ndQLi1Py1fW+RGnqVEkHipHVAT7+HDk2EFVVlhxB+30OX4Pn8edA+QFx3F1aevuBEVjFfkWZ4WFBBn8wmnqtvIj4ki94Gwzcg4ZhtI0bCE695unBeYHUOEbQ/h9fwE550CedK5COZRcoPiqJ8aIN3OgzKL8L5Bob7HmdjtPSb+/1V6BGkXX1BzI4fkxGdi2aPwEE4/aGW0tYGsoBguFvayrGsgbKsPncBiyzUC9p9jYLyaCNsopoXVUZhDSORtulofE+tyHOEc1nE5nUOHC2ktP4uj7VFxrOszI0k/U075vUtcuNfAQM1FwqIu09H8hIT9p2h484TAfZa61bkhhJ19jbwrj0D3NHFsNpDAyOPo/fzbP/0LKTdbxOKytAjizjQJbINkL28e9s9QczyBlCOVG8y070kOMWEX6Rut5/LhRwwOvyDWOo0OeTtxO/YjjJSp8yaBXqfpaHpCgOsR8d3a06GE5Nah6HlEoNvBb8CyyIMIX04/aaYl/yYPitt5fSOHlENP6ai6SnDQqXfstqsYl5ZZWWjloLWFeRjabhHhepz2sRoSbZIRROmJkjPE+l9iakbCo0MHSUh/xAIarvu5c+qFwMx/etcHZSjzI+UEfOlJ4ajlmCgpycbD6wJzDHFopy9Fw+ta+AUuetmTcmsIljrY/6krZTMybgW6cqZGAQuv2G+dSOd8P5l7nHgubDrD+ThvTaR3XsIBW1dud7dyw+88XfIW4uz8Ke1s44RnLNdrJOLGKik/h7fdadZU6WsjYyI/Koisi22i5HXaJYjH3UPcCnLlwM1BWOrC+wsPSrubyXSK40mPRcQZLTuGv/NxcdIVJwYQlVtNX+V5gsPOiO3eignhVEkX9Zfi8I0SJEATh/c6cKaul6LUaLLOtQJazrj4crdlkZkXWUSkHiQuIp2aWQ31pxI5fKKEiisHCY59isk0Tai1O/dHxyhOiyPlxDc+sqWoJ9wqnkqphc5ddw/g5nZOhOW6nxMH7nfSmXcUv4PnqMnP59rZGurKcwiMuEn3m5t42mSKdLno50Z0fg/ousg8FEZSbArpeV0YlVVE7UqmaayeyK+i6V47GLVeTiQ46b6oqjrlG8C1N6NUHgshLKtcVLFd9HPgQoOG2cqjRKamEB+eSuGgRf1jGQAdV/f7cCpfWE4qju1z4GanEaRFeO5NY2B+iAN79lIgyBljzwnzjqW2rZTQXQcRpsDby8TTRD8ijtZi0vbiudOLYrWG2mPBhBwuFRnyZX8XrrYOkhfpRMZ9y2nCOFJMsH0QwjTsunOQgOQiNJoBjmSEkRSXQsqtRrGLzjuZhAfcFe9vhkSTfbcV8yoYBh/jvTVF3AzewrJEYXIAEdk1mHT9eO0SYFFSeTiQxByhPS2pO9y43TPI/bBQLpaN8OZiEoFHBDiXOeobTsHwGHnRHsSf74TlIQI+d6RgXEZeuBvHSibB1IKfdTTNqilOOtlyqUEL+lZiXAOo6q8jZmsUrRat2gZYnQ+OEul/XZyzFYdiOHa9lrpbqXgH3hb7PenqxImCeu7Gp5J1qxnzCqwoKgnb4k3HKshKj+PqeprR2UZinALpN0Pf/QxCDjxmuPMunrsSEFZHdaY/gdnPaS+9QozfNVF6r0yPIv1sKwvjxcQfjCEpMonzDZMoWm8Q7XGGlpZ8vHaloFiFW6GeRN1/w1jNJQL2XX5nUxZQMXE/ygk760CS0x4wZYCqjGBCDr3ApB/Gd5cHBfI5Xh6JJTWnZgP3oWc5xESdp7nmKi4742nurSF6bwZdykbit+0XhRPFi1PsczlFW/tDvHYeQL4Kt8P2E3GnHkndZfxdL34LlvxYb84UNvDkgBfhOYXUXj9F6uEnVD84SXiIRQDZAEJQXqqqifwqlI4VUL25QrjrKfql1QR+6UuvcPq/lYBb8BWayu4QGnAVuUlYaJOk7/HlTtOa7uvdBn8C9x+UoQj6357HJ7DasxNXV1fsfSKpHhWmnYEr/jvxOngPC5l0XPd24De//BLXqCSC3d1IvNzA9EQ+Ptt24LzdmtSnA6wwxaEvPmeLtTP2W+w5/KRXXCA9ladw3PkRv/vnX/PlF7uIvFiBblnPyxMR7NrtgHvCBcYnh7kU7oyVcxQvh9b1qyaepcRy7Kogo8yT6xzI494RHoTu4zf/+QWu0UmEeHqRcrGU+znB7NrrgufROzSVXcPx57/FztWVvc5JVEsXwTTJuVhn9u61xTHyLJOLy7RdTuK//7//xDU8msjAAMKzz3M5/QC5Yn8aTrv4cLNOBUsDBLruIfdJlzhFxktycbLxoqK+lCiHLexyCeXy0VwOXC9gpK0E3z078Yg+j8SwxpBNSq5FOrDT2Y3A809pyDvJl//4C+yDw4kKC8Qz+BwjuknOJNvz8a9+y6//4xN22kdROqkB0ygn/PewxWYfuVmnST56gQ7NEuXXo3Hwt6gxMEo4aPMZKbcruJ/mz5a9+zhX1IdRPcLRIDuc9u5h34EbSJdAO/4Mb6sduLpY4xF5jWnBDGDqI9jNihP57aLE+nYdmKk/HcQue3ea5DDbcZF9X+7BYZs92WWCynGJ+psxbNlih/3uXRx/PIEJNQ+T9rPDwY8nzRa7iNCeuv8Jbjs+ZZdHNJePnCTl9gtmJKX4W+8UYXGPuMqsaRXlm7Ns+2IbQQevotLN8/JqKFZ7HLF2iaRINICaKboShb1vJusaRWXbY/Z9/jHX3szTk38S263WuAdn0jY+RVGGP9sdfHncNM3ymk1P3f8UdxGWKC4fOU3W06c8yIxky68/w9VpD16Jd5gxG2m+GIHdvoP0zLUR67QNJ5tteGcVMM8yT6I8+PUvPhXXQ6iXOzGna5mRPiNo105cdu4h/n4LZlbpL8pk52d7cNnzJQcutrOIlqpj4Xxp48b1ikHMKxag+grOkBBxR1Q3lqdFk3O9lqb8Y3z8jz/HOSyKqJAAgpKu8fzecZy2WeEefJiajipif/cRO5xcsd3hwRVBRYqJF9cisNrtiLVzBGUzOvS9D9n1D//GTh9fImOi8A1K5crlkxyMuSfaal4ciiRF3OANnE3ZR8DBeyIcpslXBG3bwqWyV1yKceYrGydOZp3h4PGLvOnvIDfICWvnOOok+jV7iIFHCQncK+njRX46sVcqMIxV4rP7M3a5RXD56CkO3S+n/vExHHd7Uiu1rA+TqoVEr+1stfcmOjII68+/IuFqO4urnYT+6nfscHTFdrs7l95Ms7QyzYVQWwssh0+TdvwCr/s7OB0swBLLqzHdhm1G2XSZPVu24h4cTLiHC1994UpehxqduoNEZyv2eh2ibe4tZ18xzXHU8b/wO12IUtpN9O4tZN64jNsvfsuX+/YRHhfLfrdY7heXEOv8GS4eXpypGmG89CxbvrAi5Vw5WoHT/4SuD8xQLJgrpSMMDg4iFY3ulrIlvYLpWcWa/lHNOSdXDuSWMDilwLSoQ6GwnCXUEyMMjkhFxgG9JHziyLmSdoYkG5YZsUHVZClBv/PmbvMoprWFLRgnJ0eHGZTMiP0sL8qpuZWGS/KjDTWcSa/DsChMPCmHd7lxr6OXG/v3k3yqeA0WLUqVgZUVDeMjQwxNyegpPIXXtjheDQ4ya/EeEGFY1ioZGhpGrrXoQCoyIgkMOEu3ZAq9cZF5hZIFnZ5Fsb9psnc5caFC0N/Bkm4e4zrcqyZkM1IMy4IxdZoRiUVRp1Ku0WRugJzkKA7eszAg4f1Vk4LRoUFGZpQ0XDmEj30GzWPjLCwa0cjkFnwNah6lxxPofZaxubfGxeVFFaPDI+Li12k06ARyLOnQGd/qcgzzM8wp9SybFxjrLSfROYk3mhWW1DKGhkZQC8CuXTr5FIODw6iMb8sE/N7rBW3WMi0dZ41kKCQjDI2uGTrF9sxIR4cYkkytzRVYXVLTU3wS+/BLKN52wbxsgpHJNccKpcVArZdLRViUG7CsMjvRyWHvCC4XDMLyIuPDQ0zMvXN2NWnRLb7FXdCBq+YkzC2IngrMjgtzSbe+CgAAIABJREFUchK9QKdlDb0lJ7EPu4jcsn+JUGvkb2FRqxXkRQcSGnWN/qERtOswm7XMSKdFui+rZhkaHmVB3H/0XNvvSXxWAYOTckyLehRyCz6aqTGx77fQrTInEeCRsOFguqpj7PUVHAJyGFxzl142LaLXiSZxnsYEcOhCBVWXMwn0OE6HZBLdojA/NZhXjcyJa26KufEXhPyPO/dbBhmTviMhCzQbGWJ8jWbjVRfx+jKC6rERFDojepUC9YIWg97SX0GcHzFpJaIwsWqYR/cWeDSKKdHIvrKkYXR4WMRBv7DAouAfoJdRfjkFj0PP1sZ+FaNOhyhHLelQqiw0WVBMMjJhsYuqVDrMy4vIZ6ZY2NgIQKeaRSJVYDJqGR+TIDhQmhXVBP1uH/ebBhmVWhxphMFbMc1vwGIQYDHDkl7GiyupeKQVbBjvBSeJ2QkJsxoDeuUM41LZhsCkU0/z4GQ8Acdfrq0Ky49xQcrUrFKsp1VKGWy8i8/v/Xg2MMSMZpFFtYoF0zJ69ThDg0PMzAsTYpmpoQoCg+J40rZmCPpaqz/e//xVGMofRtdE38tqeiffbnLvf0dFS0kNU+/1pNPT/aID1fqm/P4GMM71Udk7856nOjorahlVqhl69Yreie+GRTPRTf1Ly+noPQ1tFEk7GmhqF6S69116uiqq6V9TU72vxveVjfS30Ch5ZxN8p7JioJXX9SPvlLy9nR8dpLvju2B6W+9771aVvCqsY+odJvK99f8aD+dHKW0d2ljAf1oXywy0t9H/oeJqNBZY1k8o74NlvKmOtp5vGDbeV1EsW2LwVS3do+8f3+987d0Hi1LKmnu+tnlbHq8y3vxa9IqcHminqdnitfjuq+v3q4vTvC5+LRrb18ve96ud7qO+suudjfbdWkJ/9TS3T21I9u8+/UP3uuluKrq/bvn8Q+/8sc+XF6d5U1KP8g/sGevt6Wd6qOi2CIDrZd/3qxjvoKr/64LvN+uvaMepL236I8IatLxua0Gifkdq+WZjP8L//40Yyg9LCfPiPLPydYeAH7bvv7Q3g2xKlIT+0nZ+yPdXlxeQTCpY/SMX7g8J27f7MjM7N4tS844Y/e1KP8GSJaTTcyzo1o9HP0EU/kKQ9TolkzN/AZP+C/v/sby+qJhhfNKitflrw/R/P0NZWqD88WWedb494v5JRFV0ciQ1hpiYGC5XCG6dP+zVV/2YgqLu75AGf1hY/tje5rsLOP2obsPG8Me+9zeppxvn7v3bdEsNdJVdIyEhnkuVA38TUD5kp6vz/Vy7fZce2Vud/p/X/jL9za9p7JOhnZcxIZlDpxyh9kU9FgXUn9fqX/2tVWgvv8bt+vWQgb96jx+8A5OkjmPHsmkRD7pmau8eJvdp44Yq+I/tcKzxOY+etL5Vkf6xL/4Z9T4oQ1kyGjEqlAz1tdDSOWJBYFGDQqYRj7+LQhCSaFcxIelrpaG1G4tguMhAaxONbUNvN87VRQZaGmnqHrccnc16FLNK8bnZoEEp12A0LWFSqBjub6G5awTdshnN7JTFNmHWo1TIMegXkHT3Wry9zAt0NjXQK53HoFcjCm9mLT3NDQzOfluSWZE1k+a+j+hz93j69CGhno4cvNPOKosoZ5RvbSAsoZ6VoxeE3GUDihkLnELQ5qCAQ5fkrarGqKK9uZH2/rfH+gXZNBNzGlRzvTQLaos1O9zi/BA1NS/pGrEsXePcOM2NrcxuKOWXMSi1qGeGaWhsRbKmf7XAsirCIsApHJr1ikGaGxsYmbXoD+cnB2hobEIqBnRaZo56rI+GxhZkawBo5XLmRQW42YKfeYlFlW6jv/EFE6b5GdQay+lP0FtrFo0oB3sZV1hUiLOD7TR2jKA1aFEvWOrJ+jto6hpeC9paZm5kkK7eLloam+ns7aZ3eMKyaBbVdDQ10DViiQWYHuxnUim0a2ZWPoPmG9qARcUETY0tSNV6FhYsc84gG6OxsXHNhrSMpLcXmdDEqhb53CxapZzRwVHRZifvKiN+3w6yy7pFgsgHu2hoahf7WdbOMdgvET1/zAtypDo9BpWAuwVPAXe1bn3zXhXtCqp5wcqxikYmQys6K8jpam2mrX/8nbkjBIWqaGtqYGB2AYNOjRj/a5DT1tRIa3sn3X2jjA510d7VRWdHC32jKoymWTpamugasahzzfPTNDc20j9uEZxMcxMMD02I825JeNbUSHtHJ90DEpRqNfPqRVYF+9iwRLTpYJwX10bn8Nc34FX1EKcPBvKgtIqEQ+nE+PtQUfuc1LQsigbXA4Yt80c3O0JTYzsyrQG1UsqMdEak64pRg0o1j2yyn7bOLjo7W+gZtoyppKOJpoEZTGaNaNvq6+mmrbmZ9u5uunr7Ec1YLDEi7A8dI5Z5sbKIYkbFCqvMjA5hUT4sMdLeTENL/9rGaWKqt4ex2Rnm5y1jpFfNotJaxkg53E1DUxvCdmTWK1CuBaMuLihQq9WMD7TSIcDS0sak0ggrC+Jc7J/RsKifR6PVoZpTvbXfCiRYNVj2sZZ2erqHGBnpp6urk67udjp6xlCoVKjVljVgmBkTaSXXv2t0NzHU0kDLyByLBoFeQ9w8k8LxvH5WWWG44QYhBy4yIhdsVYLxR09vcwOdEypMRjXjY6NoRU+xVTSKGVH9adZJePWqirYBiy3GrJTSIqz79RO5cZ7Brla6ertpaewWbWKqeSVqMdIZFhfkzOoN6BXTzC9YrHZa5QzzokHRAsa7/35QhiLvfILv7+3xSwzE+vdbOPK8j8maa0TtPy9Gwr7KSSAjt4axlmd4frWbwMRs+heMtN2LZttXjuzb40Dac4t02PgoAbtdrthb7+NMwzQr8kpirBPoF/zhK84RF3SJnuFqQj5Z6++T7WTeLOXG0VAuti3CbClJof686Ggk3SWVQbOB15eD2WPvg4OzFfvDk2lfWOH1rWB2WnlyrvJt0JyFQCu03TpGbIrFU0Yom6u9jJ/3YbqmXpNsG0e7ZZ4CA2Ra+/N8eJmVuUqireLoW4LuZ8nY7XTFwWYfJ2oFO4aa++n72GrjgYO9D9eFAC7TKEcDHUm9UcbR/XuwtbYi5lYTJjTcCnLEwS+Y80WdLKtHOBG8G1v3aF6Orptj5Zzf54mzTzA+rjv43CuXmcVxchwCeDa4xIqsiljrBDoXlFz22oNzUDA3qyXMS14SZL+d/W52OMVeYNQAxplKolys8HHejfuhfJSrJu6HBpGbP2yJz7ENoXx8lJvevhv9bQ0+x+tHWQSfeCxuXE9S7Thb00ReTByXiiZQjT0lxN4GZ1df3Ox2cPLlLAsThfhu+4LA9CuiG6jAdF+cCOHf/+E/sHLdy3/9w8/wPvYEvVnD89O+2Np7sNc1ksLxOR7FOeLkd50l9FxOi+dc4Vu70ZK6nzMR9ux1DcB17xYizxaiVPRwwHMXrvtccAjJoV25wIMEJ+KvVfC64hzJFx7RV/+IBN9zzLNCQ0E2Jx6Wiw4N6rHHBO61wsdhD4HnqxgffY7zf+zg4YAB7dBjghJu0fwsi6CcfHHTLDxkw+F8CyMSGF7RwSjSRXdvAxfcA7jXMkfjhQNYWblx4OwjFOv7iFnN8+Pe7HTywdFpN77xRxiYV3EnxYlddh5s+ey/+KV7GudPhrD9P3/OL3+3h+O3GniUHY6N034O36rCpB7lRKg1ti4e2LnHUzOrQ1JyhsSoBxj0Uk6EWGPj5MZHH/2Kr+Kv8vJ+Lofir/H4WgTBKfdQr2gpPe+PrZ0He52CuNe7HlgIC8PVHA45wviyhgeJ9nwqBLxOyym7eIKLtzs27CSLsmay/W1xcAnAzXEnCVnpxMXHUDa3iqn9EjHR0Zy7eJidv/wFv/zNTrKvvGGg8Swee5zZ6+qJr78rB09msfuf/pUt9vZ88rOf8aVHCkN6GHxxCIdtTrhYOZNdOcmKvoFUl1SelV4ixCuEN1LoL0xh+5d78dy9l/i8HswMcdQzmesXDhFxzOJ9VnLYjqzHIyxMVhDqYIWP4278zr5A0niTkNTTyFah5ao/0RlnOZXqyn//07/wuXUohS39VFwLZbeDMEZ78E/IpLKpnAP2SfSsyxAYqb0axtavnHDZ+T/8885gTpxMxWP7b/jFv3xMbPZtbh5O4PCJN5gWxsj23YG9VwL1k+uq1hV6C1Nx3O2Brasz7p5eFAuyQl8BkX6HsFi+VrgV5sfFl4Lb/QoNt6KxtvHBzsUev8gIso8kcuRKHStoOR+6m9udSkqSvbHxDODUowZWFya5GGvLHpdgivsEIXUV1XANyV5b+c//9+fs8ThMY/ML4hOCKBQik4VwsJpzeCTfpunpIYJPFYtlDxJ3caxIgOHb14dlKC3Xsfl9EIID6OjdQ4TH36Xp5S1ivC6Ikl1dTgIHs4qZGujnXEQs2RdrMTPBwd0OPBZemi3B2+4Q/apBUm3ceKWzBCB5uwv+269IsIpHiCiQvjhPnN8Fevqe4vhJIMK2IvQXGX2L6sqHZOaUMTdZRIhLEs0jdSTZJtPQX0eUbTjC9jicF49DxH3mVc1E7fWlZY3hf508wqYQR0zWW/9200Qt6RGJ1A3Wk2AVResGQ+nn0C4/ikZXWZFXEbs7gRbZEOl27tQsgLn7NvtdjzM810DETh96hfC1qtMEht1gqL+QeLc02ifbOeJxHdlqO2G7I2iaV9Hx4DLRIULwop6RQiGO5OyGt5oF1jmyrPeQ+kgIguolaksAVTMDnLAPsDA3xUtid8XQppXx5sopIqNO06M30nwhluDEJ2IT5/wDuFI/TOXRcBLOCPEuBjKcA3gyOMyD8FBOPxIGZpojVkGUSYbJdbIlJU+Y3v1Ebw2kcriTNP9sRpZknPP25GZrF/fDI7j6rIG78WEcKRACRrvwtPGmRqahIN6b9IdC6Nzby6x8RaJ1Kr2LEnJsw2jSgXHkGUF2kWJg6sCDDMKS8xnqeEyMkyWgbvjBKbKO5YuCitBSb94x/EOviY1ejXIl7XEfI+Un8fU9L5Y9ORDCwctCvwoupITh6RtPnWYFVf1lIjxPMzjRQLhLDPVi2MwiDyM9Sb8vCDezxFoFUjk3wc39gVx7IUjwMs77x1Mr6eCQfxZDJjkXffeRK6R7EC8zz5IjSD8hBDYaubTPj5s1owzWlZHiF8/tqreMUNtXiJ9tHMLe0X41DI+UQmZ6nuLjcEhUKQ0WXiXrRKXYanVm3FpME/QU3SPe/wDPu+Uo2m7gbZ8ipk5pOJ9EYm45HWUXSYq8wZvKW/jtzxXff331DFcLehh/fYut//jP7I07KbrxG8ZKCLYNE2N9xh5n4Rt4fUOdNdF4j7j4R2hXjcxKxhjrG2FatcCbS+lkXShb0yis0ngxlZBky5w66ufC2Yp+au6c4VxeO2P1F/H3zmZuGV5nx3P4rOC2r+WIoyciiaX5WNkkMi7Q1TmcypkZHgaHcbNGGIwJUqydKRLILnnCfofDDC30Ev1fv+K3Ni7UjgiLUMHhvXZcbzOBoQ4/60Q6VL1k2oTxcriLw0GH6V+Ucy3Yi0t1gxSlBpJ6Q/CYVJBkF0R5fy+nojNpmJuj8KA/CWfrWELDWecAngly5lwVATbR4qbecysSl/hHKGYridwVS9c6Q1E3EbbTn1fCAWSiguTIG2Lg53jReWLF2B+ozogi81w1LY+PExp/Zc2T1TJjWOwn0dqLMjksd11it6MlyLP/UTi7/I7QLlliRVFPaqwDMWd6YaGdCKsAWlZA/iITa+8LqI0SjkZm0jU/yAmvaOpkCnoKbxMbcIiqsXlmai4S4Jf9jtPFKgajCZO6mZQ90fQIAa1dd4hwPUiXrJ97Rx+KcUiJu+J4M9VBiu9RJlZmOenmzKWa9zk6wQdlKNONt4mwz0I4zPbcPsyB1Hzaai7j43RMlGBLkn2Jzy3h5eWzHMgqQivmK+rnwA4XKgQBfuoZbl/E0qEaJO1rDCWXoZkaQrYGiCcU6eM03PwvMzBQSpx9phjR2nM7k7i4p8zL28lKjyLzYAbJt1vRy8qJtj5E+2g1AV+EisynMTcOt+xi1OMF+Gw7LMIrDKu0qx+J9K1mePhZLm42qYyu2TUbL8USlPQcuaqK6J0J9K1LmQyQvN2Bh8L+M/kYp22x9GgkpO91o3qDoZygf7qG6B2WhSsrzsHT4xzD49UE2IXzcqiVi8H3GNfXErQzgqahBg66plA+agkMrDqaQGRi2drsW/+Z4aSDD/fezMNqJwesoqibGyTLxokHgrln6glO2+NoG64j2TWdBrmFA9YcCyMm1bJJnXV0I/flIJU5Ed9gKKPcD/cg7bawSY4Q/IU7ZbMTXHX350694FLaTcruEF7J4fWVCFKOnyQq6gSDixpuB4Ry50UL10P8ycqXgKYBB1shlcsEpxwDufHq666QemkFkTtjeT3TQdquEBq/wVAGH2QQmvSIoda7+DocENWXI3eTCE25vhG42nH7EB5eFoaS4+XFiUYJY6VHCQ24IxLrcdh+oo/Xifd54V/yK4fj4v14xTli/C7T2pxPsH3uGoMykRfp8ZahWAdQIZ3iyn5HTpYJXjwy0lzsKZpcoelaJCnHThAVmU3zRgzCMs9TfIjIfCVGdKdauXL3dRtXwlK4UNyDqJVYG0JN931cv7AwlBeZYfiefYlu5gVh9ofEDWnoQRb+oQ/Ek0BxUhgZ54WNcIos9zjuvR4XNyVp7VkCHC2R5w1HIwk/XEhzyQUOxD2kp6WASK9T4vuvc5NIPFlBX805rD7aTmjoOeoUSyxNlBFkG/rdDCU271v699fn0si+VL7BUF6disU38qmIb6KTO+c79SwPPyIxPZn0hGSyCi0agOfJ4Rw6LWQ4UHBguysP+pcxtt5hl6uwb0xz3MaPp/19XNkfwPVqQX03QerXGEoWQ+o2wr/8BHe3VK5VCJLyDIetnHgkzHldDZ6fhNKg6iZzdzDCVG27GU3ysRPERmbTpVdTnOSzwVCS9/pQMLrM8JNUEo8eIyE8hZJhQQMwReYeHwrFNV2A2xfRCGJbzdFIPE+Uo1eWE7ErWRRQxaE09ZC8J8jCUMYK8LQ+KKagGnmaQ7jfLbFKeVoUJ65WUXzyEIkZQvaMd67FDsI+c6dcBsryM+zyu4B2tZ9zZ/Mou3uHwhcvqazI5/r9Sh6dv0r7ZC0hn/vRuiwESKZhE23J2lFxOxUvtyCyb79h1TxImmsSBV0Wz7PmK2kEh1pS77zTM8vztURtjaRrFRbabhLhmU3PaAWen/jSMtdPys4wWrTw8nwoqcdPEhlznB4hD9x7rg/KUGaa7xLhkIkgTHTfyiQ59RE9zQ/Z9g8/xzE8gohgX9wDj/Dk4WXcd+4mMCiF4r5GcnZ8yU6H/ezbYUfSrRZRp9v8NZXXDGjr2Pe//4OtHvuJjArHxTmMi/cvEe9+dK2/DKLChSjuJfJy/bH2PCRGv6LrJ27bJ2Tmv+B+qidf2LmTFn+YA4dyKOru4naMJzZecdRNTvMoJp1LeW9jPViS8ehQIFvt3fDx8WBf6AHahKBG4zBxWz8i+X7zmpQxRvKnv+f3O5wIiY/HZY8L519KaBeO6msqr9zXM6xq6/H599+y18sHhx3unKsVJH0dj88Fs/OzL/joXz9j+xZHDj5uxWSScc7PFuv9/oSeK0XRXUWYrRXuUWcYXTeyMEuuiy+36pSw0kHSnkheKyVkb/uMj7Y7EhKfgKuNO6fyKjkaYINjQCCpeVXUXjjAtl99jo+3E44+OXSpYXG26usqL5Z4GOLMr3+5FZ/4JPbbu5J8/S4nAsK4I+RGWe0iaXcQtXIwjD1l57bd5Dda9O8vs/1wDEjnVdEFbLdswTUgkeNJh8gorqf/2Rl2fbWXjMsv0K0F4emmqklxPMKwQUWuw6eEnCln2azhWa5F5WXrHMojwaVWP0R2gDU2Ht7Y2flS0P7WLVc/W0es/ZdYuQRyPDmLlKu3Kbh/HOv/8zFePp7YOSdRM2EAWRsHvF3x3J9MpwGWJyrw/nIrF4uryPK0xs4ngNI+A6qxZ2sqr934nCgSGddYRTa7v7TCx2UHganPxTL9SAG7tu3kYf277qWrlGcE8Zv//ZFIu4B9roQfyePByVhsrfYRkHyOvjWd14pxisuhNnzl4E5mQhZJh07yckrCk+P+7BXUfc7B3O+zMOCuOyns3G7Dy0kdhSne7Hb0IiDnLk2Vt3D599/h4uODnXUoRSNyND35uH6+h/zOLq6leGHn4oGtexzVM1okRbmkxj6kq/uRmCNuwqyn/GLgd6q8MgMyGNoQnoRdZJlnB1M4ev7NhsprXlJKwJ7PsXEP5WRyBrFn8phdVXMiwQGvuKtrjH+VrrsH2bV1N+Wj0HcvkY8/30tQeBrZSYc5+7KEs/tTqZ2ZpzzdA3u/IwhU7S//tsoryS6FDmkv8ZFhvBjs4cze7Wyzdcdrly1RF+pYYJ4zLl8SfLIcmbQa2x07uFNtybegkRQSYm9Ree0/+lRMvInqDU5W28h93LG2prXcCd7G3vAjzBjnuBdrx5f27qQnZpGSeZJnLfUk7fyE9CcdorAsnETf5B3AbouzmI8wo9iSnUHd/gSXj3/P5Xo5g09ysLfzo6KyiBBba/bHX2JiI2GuQQz6/Wi7E1FRGRzNyiI0MpjT5YOY1c1kHU4jLTmHNvUSLcVnuftqhNpj3nxstY+k2ExSkzN42itn8lUmn/5sH40KwcCo5lq4M7vcfPE/8YS5wTckONngGpxDn/rtgK6Ypsmw+iW+uQUsa8c5HrKTbdbuBAf747R9B57Jj0RBS9lzn21brXj2zrr7Jk/5oAxl2ahFMasWB6ThQhIRMbdprLyB95ZwitramFJqmBufZsFkYGqglYaGDqTzbRz41IGjD17S2D781oPhG0Z53XgRvr9z4+brBgZm1MxLJ5mck4vGeYFXNlxIxH//ZXHirizMIVszxAkIK6f6GZteYGVpXjR0zumX0KkVyBeWWdZLqbmdhkv8daaV8yxsGFbXSaWnr62RhoYGJO9wZaW0n+EJIVOocPWT9LG9iEPr6BxamZRJuWCwXPqaUV4/UYLPr125UdtA+8A7sSHLOpoLT+L4a1+etFqy7QqtmjQSWhobaFqrK5/o5tSBcKIvNawBt8z8nBzt4goruteEf+pL1ewAWVudOHK/Cgss00zJDRg0ozQ3NNAxPktFViz79x2mpuEd45ww/b5mlNdxxc2N6LQ7NPRKWFApmJicRqlQoltcZtXQSPjH7pROrghRlqhkMxtS7LJBxkC/JXByor+VtsEpVldNjIvBcib6W5/h7x/N/QYLA1oxL6KWWbIZaGXDDI5asjGzYZR/69tvUktFPLrG3qHfGjUWZCM0N3eIcMhmZ6m5mo7H7njKGhoYFSzxy1KuH4ri6steumuuEHXgNpJ5PdOjPUiViywoRqjJP0us/2lRGrUY5dt467ewzHh3q+i4sJZU1oL73FvcLaCYeRobSGBgLq87B1GrlUxOKDCalfS1NtHQPoBmI6pVsK3O0drUiMK4gkYhQy4IyGaNaATuHH6LO0vzDPW1IibjNc7S2dxIQ+8YvWWX8Pw0kKcNDfSvp6tdNTIx1M2sENFnUNDS2EjfmsF+SatGoRScM4SgRokli7fpu4zyg5xM8+P54LrdTsjO20VqQjJPe95NqwPCmmhu7RFPLTPSWYsDg3oahRg5uzZIZg3Dfa3MiPZ8E71tzfRL1Syb9EzMytEoFlgSghB1MwwMDK+dGL9tlFfOKCyBubMSZhcGyNjiwKFrpTS0DGyohbXyEQZGp8UMA/OyadYSA4uAWIzyrSg3ClfQyKRrTgAWWI3zEnr6+i3vGWXiGMkXl8Xs3jKNEdV0PyNT6g2mKtjOROeB9jXnAbEZM1PD7RZD+oqOkYF+Mfp9TtLBkYRQkm8KaaDWLz2dLU2MyrQsmzT09IygMwm72yqyuVnmpBZHBuOiDo3gmLOiER18pjRGFhdUSOeN9OSdJiH49kbamGXdlOjw0dBnscKopwe4mhFB8Mnqd+AGzWwvPUOTYplONkZrxxAarZqellam1wz0QhZnpWx2g77rUL/7+0EZyrsNS9tfUVXdy7SkgxdF30zB8W5NBTX3ixj7usPIuxXEe5N6iPKHL0U1wLceCuqq9lrKSzu/F9n3vSeWqXp5ULNuUP3OWt/zQEHtgyJG/xAO88OUP6hcSz/zjeaMM7wuaPuD8E/211PUYdmI321h1SSl6n45EzoFbx4VM/Jtp7WN6pLXL3hZ9/XsWBsPN26MdBQV0TL0fqRWl6apulfMmObPCTYxUt/4mp7Z9xqvNiD4S2/kPXVUlAmaYctlVg9S8iSfaWGNmqXcP3OFum8GtKpHKLxbLeapWn/vT/9dYfBlGXUt79cz/+ntff8bC5JWyv4Md9Lvb3X96RJ9vW0bnoZCqX5mgNrK+rVTx3q9v+Wvhrq8Z6w5Mv0tAfmT+h7teUVZj4VJ/Ekvfk/lud4O6qsG3grm76krH3lDQetfJ/nkX42hvAePP6PIyJxcw/Lb09mf0cYP+8q8TMWiKFX8sP3+Zb2toJ6fR/sdroB/Wdvve3uFpSUTPzkyvQ+VP7JMr9eg/Il/je+PRPVvWm3FIEe+8McLKkLaldm3R9C/Kew/dOerS0YU01K+5rn8FwLxN2MoM21FHM7I4Gpx05ph79uYLA6VceJu+XvSSXy77o+ixNDN1UtPGNv4OtiPAqo/DIRujFu3b9Ak2Bh+gGtpupfrVy/R+XWNyQ/Q81/ahZFX906QkZlF7eh78wG9vwOzgaqnlylsl6PurST7aA5nnv3pX2p8f+M/bKlB8obLVy7T/06qrx8Wgu/vrePJBQrb3rVnfX/9zvyz3Gj560jr39+z8HSZN8+ukJGRwbFbxd+pffnD7fx5NUzqdm7mPhCTvP55LXz7rQ/PUEwLjA4PMbXmUaSankYtZndbZl6rseg9+6vITI7g5qOHxHkJ9X/rAAAgAElEQVSE86BBgslgQG+w+D4LCeGE7wksjA8yOmuZuYvKGQaHRpiamGBKpmUVA1LJiJgcUEgtbjTqWRCTMMKyUYdGkID1GgwGi7SyZFjAYFyLhFtdRjk9yrh0CsnoKHJLhj5mR4cYXvvyoWZ2msnpSTGJ4uT0FNI5JSazGYPWgHllCf1akN68bBatSbApLKGbauVFQxuydddyVsSv1k0q3qqNzEYzqwYhYd0QkjmLR9nyoh69GBWJmAxvUXRFXMdvdiOYSzIyhGT6nZVsNiAZHmJSZml/xbSITrso6kHNi3oMiyaWTCtv+5MtsCLArrEE/a0sCTQ3sDQvF/EUKWXUMDI0hMJgxmzSW/peFALght7Rha9i1OpYWhF03SpkYrChEDw5xfColMXlZYymRYx6AYYNYliC/HQ6tIoFZqen0S0usLCeTXXFkoBw7B38Vo0LFlj078Bi1IqwyNf08kt6NdNTU4yPjTA2Mcnk1ASaNQF1XkysOCXa9Ja0SmbnLPY9YV6oTe9GRS5jWNCJxlWDeg6l1vJMNTUizgdhvA0mE50FR0jIPM6TG5kE+eWyblZQvjfB5TDD42vqjCU9E329oivu4ngjqZ678Dx2X1RvmuflYoJRteDxuGpEt2DRVS6bDBgMi8zPTSCZmmJCMsq0wsLEhGC+MZmOlWUjeqOJxbWxEJa3SadGuzHntRiE4F+DfmNtGZTTDI9MYTAvs2i0zBUxGebMmLgehOC4ubWT1NyogMNbxweh/cXpLo5nRHCyYD0OYQmZQOexKfTmFYw6IyaDhqlxibh+RoakFn2+YZ7hoSFkC8J8MCOXzqAVjCWrRlQ67YaKRq+QiutcTB66pGNBa8FZWNN6o5El4yIGgwnzkhGDsGZWTchn59bWiJ7Gqlr6xt/G0WxseWY9wvoZk0wwKdBzQorasIRyTIJUo0B0OBW2eJ2KYSF56MQE0mkZs9PrdBljVrnAstGMVjXF4Mj4mr3FjG5BJ37eYNUsjN+aULakY3R4EJnOjHnJwEau0rcA8eJcAk6+SVy9epWsOA9cE6+jWrEkxHxXy7H0zvgJ6279mX5uisHhUUvS0rV2VVIhmejE24DLFRMy2TzGJQ2S0TGU61lZWWRipJU3bWtBxCyLQaKTom1tA8g/+eaDMpQVwzRXk13YbuPIXo8kXskV3A6xY3/cE5bRcCbtAPktM/TnHcZmTxgP8vJIdvwfYm6VUXX+GIePCpk6V7kXHs29172UHE3n3MNB9PI3hNnvxGXvLv71t/9NxI06mu4dxX6HE9E5t1HOq8g95MeVprWI8u6H+B64SlPxKaKO3xUndHWuO5l3Ld+7WNKOcy5+N//zs5/z8XYv7tVP0FN/DIetdlhZeXO7f4KXJ4P5P//rl+y0281//fMvCDjzlOHOctL8TtE11cgR/2NUvbxGiE8cjdNTXNznh3dkGPv3foFd4n0xw2xvWQZ7vrQlLa9xwwDW++QSAXu88A514PdfuFE2rqTlahaHsiwf5noQGcmN6km684+zd7sTkUduoFyapzTXjy92OmJjF8CDAQFPAyUXQrCycsR6XywvZXpk9TeI970gJp5rvJDO0fMVdFQ+INhK6M+Rj7d5kV/0nJz0BITvNumazpCSdZxXVUVkRt1kwTzP08OebN/rxj43O2KO3URm1vIky41tNh7kd6y7+2p5EJvAzbxSzsY6cfRpLyZ5M6keVtja+eDj4cCZ2jeUZB0k5+LrDdyNQ88IiD9A15pw33QvnYDjlZjRU3QqgC93OGCz15/7An6rKvIzvdZg2UtMzg3mBFiOuLPNxp0Ha1lYZd2FOPziF/x+yy6++s0v+a/PnakeB9V4Hr47hdTvVhx83st401Vsf+PKq/kVpPVXCEx51xV2jFM+STyvfEaqjzMPmxdQDz3Az2o31k7eBPh6ca+tnfMujgSmXyT/wTn2fvY/5A2Dsucybl/uxnHrXrJKhSinJV7fjmPLV3ux2b2P801yVrUNpLkepNcEit5Cjp0/i9S4inm+n2Mh9jjaWeGedpdh4St/qQdoNwpxStkkHszi3LEIPvuPX/DbT2049bCT/voTOG5zZrerO8Hh0TzrbeO0RwyVkxY3zpnmqySkXkS5DG8u+pFTUEHp8cPkXG7BoOokfb81tnt98HW3JTOvQWS2ZuMsV1Nt+ejffs5HW1y4VjHKYOsZnL+ywXaXC6fr3mZ1EHaY+banxIfliLbAuaob7Ntixf/f3nt/xXVl+779b7x37y/vjfPDHePcc8/pcc7ptt1ut+12u1uRJJERQuScc84ghARCAYQSUQgQkkBCJCGyyFnkWORY5AyfN/YuQLLbbltuuVvy23uMTRVVq/aea66513eF+Z3T0jeajulerlv4kfTwPk6aX/Hf//pbThldpGdxmORgI05raKLtGEP7goxI9RO4xdYJbnb4uwVS3L/F8uRzrDROoK+phEX0U4Z6Cwjxi6B/HXofeRB8J50XiTeIjM6l8UUqEb6p5N/3wdrzLnN7G1SkuKCpYYD6GUeyB167/7M1T0aYIceVtfnLHz/iY0MP/Ew0MXZIEdn2qZF+xOaPs70xSITVaU5raPDxHz7hhG0kUUE6fCHo5cg54h5nc8nYFgtnG84of8mZ0FwWVloI1vWkSUji2ngfT5Or4jNTGG3OMQ19zhho4Rx2lZ43xBF0uDXdiJ++HeUHEaG2u3BVO0eurJ90Z1fu5B8A9h4vovwIixZc0LdJtnEgoWia9dmXuOupon/6OFZX8sVnfrruFlrHjqOvqoJr0ktx8N6e6olRQAKZV/1RP3oELdebjGxtIntyDd1jOjiF32BkZ5eOvEBUBO/Lh0Lupp9+vFNAmW1Ow+SUI6O7UHfbD7eofLoqk3A+e00kXbXeuUR84hNy4/w5cdKaixcvYqf2EZ6pBeRHheIfrOhUk8wEH/RWHvm5EZNaydOL3jhdLBJdbGPcIijpn2OwspBAC3fuFvSwOVeCm7ot1dNjPIvNYmCulUBVJ5HbEWQTwas1OenOBoSmCoQq2NxcZXVjhOtnLEirF7gZA/hq6Ik+4Mv1dzA2iWVwRsha6E/bYjehKnbUrsFy6z0ctMNpm2rG4Tef8OdzJlT0CbODIZz/eIJLgt/8dAFmR51omB7mvP4ZHg9+c9O6NdWH4yrh4ug028WCsNQKXsSG4Bug4JikWlgS++QVfS9LCLZ0405eN9uLVdgqGVG/DiN50Vg4pzIsK8VJ156hHWi6G4BT2BM6qlJw1r8iGld1jDfBl/KofxqJkkqY6Pn0xN2SiJv5pMfFcDuvl8EXMTi5x1FTlo6n2XUa6h5jb6JIvpXpo43N1Upm2h9ia+TJ0DeqscI9K0N+//HvCEoSyKnwPNwJz+uVsDOMzSkN0rvHyA9yJjC67BBQXj0Iw8U5lu6hRrJTyuhqzMJBO5KuuUZclA2oWYPxohgsnZLpaXqErXGoOKrP8tPF+nIFsx2PsDH0YPAbe2rr3LOxI6Gkg6ILvoRdrxe9lxIsdYkqGIONWixOedC0PMBlDQseCtTmlXYijT1pOFy1khF+7DifHT3K3ecCKCxw08KIa6Uz7M3mo65sRfNYJwHKpzH2COfCJX9O//lLMjtHuW2qy92mNZGUa6wZSPdiH4GndBASgG60p2J87jJ909V4KrnQMDtCtKkp8fWKtb6mBD9sPQWOwi7XbWxJLKojKSKSjOpR2jKDsHS8wezmHg8dbYgR+DyM4at+jvxJkFdEoqwTxuhmJ4FK5uQNHcy45Nz08KFANkJOgDt3y+t5FuHNxRvPKYwLxDP6BexN4KiuRmyJwmlga0t4Hia4bWTBXZH7MUGwljYCJ3W74x4GOmHIFHglPj9tmbYcN7lA98g6k621XLJxJTrxJTt7HQQoGfOge4Xl7hxcTvmJxNSZomtYWkaKS9tZvo5EPKijLjUST5cs8XrPg/1JLmuh+IordsFCRtBlwoxseNg8xNPocDKaeimPC+FyRglliZH4hzykuew+av/6a3S8IsSIC+sjxdhrWogRKrofhGHumHLoNDDXmI7haXcEUnrH4xtE3qpjpjcLJ40IkYPWlxlLzLWHvMy+jrntDdFeH0Ve4MbDV+zuLZFgZMHtImHWM4DtH04QW7sMshzMTnpSP9GAv7KDmMVTXp+Ey5mL1Lfk43DWV7x2XvhZDPxyDp8BscJCDdsyMVIKF70JFZ/tkeFpxr32FhLNrbiWI9ihcOyRH+KC33mBt7LLHUMLEsr7Kbpgj3f8S9gbx0PLhnzZOPfs9AkRRjnbbdhquFIzN0qc4TmyurpJsYyksq+HO55OROe8YqShmvNWblx/0MzOZjc+2no8fQcrf+8UUMZr7mCrESYiY/cdX2w9MmitvIvlfrrP3mRPfK5lUJ1xHTvvB6K6ikJdiH5SR8l1L5z2yXYxZwy4W99Djo878U9beB4dRtB1Ie0nxJvakVxcT3rQBS7fe4kwO98az8dR3YdOeSv2n+lRMT9G9GkLcsd2abzjSnh8PB52/hT0v156EtjfF7UseNi6AzuvcDtpSI0wG+9Ox1z3Iq/GKvE+5UXtZBOByk407wikn2Sc9a8yuNiE1Re/Q0s3gEeNwqh9iFBVSwqGEZnyHup+vOwqxv6Yz7ey+0FjcjiezorsbrnezlxJf0lJvA9OvgpAuX7OkNtFjTwIvkh0SiXytT12pvJxOOkiGt/C8xhM9K/QNVCEo6aHyHrtvx+Ko3cm7dWJWOpeEo23PMwWz9gXND+9gY9Tuqi7PF9HLiS+YrrpHoERYVzwDSCqqJfRqlt42STSVJWKqY4iPfA9DxsCnrbRlxeDtZnA73nzWCfF7jRff6FF4KUSERwfu1rhfUPwlJNhoWNP6co8Bf7ORNx4PeJpSQ3Bxz+Djqq7GGmG0zn0Eg/NEJrGK/BQchSJdUul1zDVv0xNRRIm2gpZ0jzt8M9uZSD/CtYmaW8KInY+SVZWxBfUkxPsyYWbAo9ojVh9XeKrBMToxlHJgZezg1zU1CVdjOzTjfcZXYoPnbCGCVb7IyeOW3I1Q4hjsEjEaUPu1AlA8Rx1vUBGkXPL2Ij4BqFnncFLy4HKqUEua51BSGPPRiVWKl40zbUSpGpGrbDsNvAAo+O+NE9W4Xc6kOaRlzj92U3MJy5Uovq6Ow4+AhkQUmzNiXo2wVjZdQKiLhLq4UN0ofCE75JsaUVstuA+/AqrL82oXgN50XXUHRLZoAv/k3YiH+hAMYPPL2Pn4oa3TxyynV0Kgty4nlJOdrgnnpeFVLqT2Oha8bDvTVfAWa7qWZD6UjHA8lbS54WAe6M5mKj60nsAKGutxMbeIzsxhfyKSp7FxRJ86SnTC8LD04L3CTtqVoQMxVnYq4WInerIk4tYWd4QxSsKdiIkoYra1BDsXBV2VRpmRsTTEp6EuxEUoxj0XVbX41qZnIX2ezh6uOHpGkHbwg4NNwMIufic7uo7KH30OebWN2haha3hPKxVHEQAm3h2CXOzm4felHNtj7HTCBMHWmM5l3FwSaO34wFWWn7igGUyJwyP8HjKHibh7qx4VgoDXfCJFtzzt4jVNyNJCHlBLwEq1pROCfn18nBTD6Jpqh6Pk+Y07sJ61TWMDGJobsjCRDVCHGjlBNrjmFDD3tYist79pTnhqvONuB4xIKNrf3129gU2au40r4xzx9RqPyKDoLI9CsNtcQ5RROy4qCWkSZeR529DcKLgwbhGsJBevb+XBHNjbhUL7SfD+StjCiaGidU35FZrB0/db1A7NkKyqxVXMirIvnSZiBvPmV3eYW/kKcZ/8tsP73JgRT/t9Z0Cymx7Ojq//gwTJyd0VUy42zDO1mILXgZKnLNzRFfDgkfNcvaWX+GkfwwjE0M0LSN4tbBB4w03Pv3fX+AUFIS5jhaWEVnkxLqhe9aXl6/ycTujiYOlAdrO1xleklN60YXT6mZ4ht6id3SQJC91VNSNMDczxPi0JhqmMUwIiXJGcjl55AhxT9oP12kVqhKIS0qo24Uj29ql5r4TOpoWGGqfJaJ4kM2pErzUw+ldmSJC+Qvck1+yPFWP7Z+PEJYUj4duOM0Dtdg5uFHV38SFU6Zk9wqxvJ7jourJq5UpHrgbo27hRWHb63XoxqQQHK2FqTY88XIiJr2aqqRA/vCvfxDrbqGnjVVwMmmXvNBSN8Uz/Db1bQU4fPo5+rZOGCifISJXIE0tkBZuwBkjG3T07cjsmWOhKZEj//JfGHn54GxhiK5NGIlxYbjbp4r3y/VxIEQYwe/N4GurirH7bXEUt/LqMQZfKZH8opBgAxU0Te0Jd/TBLeo29S2l+OpqYuFxjd7Dafsydy2sSHxUT2qcB4EZNczUJaJ59Bhnbb0Jc/Ai5GkZxfGeqJ+yo1nI9SokXR54hrXOcTTPGmJiaITOSVWcY16yvFmH1W9+L9bvnFC/vB7W1toJ0D6Opqkd4Y7euF66RV1LGX56Wpi7C0sIB1OmRRItXEkpH6Yp1Y9Tara0zIOs/ioGp3RxPKOJ5bVi1tmm6o4DJ06cw/GsKg7BBW9sgvYRcsqawsZXRPjZklgzTFemP385po2Ngy8BDh5cLulmpCkO5a+VcNLXwuLKc3HWJ5Du9FQNsNHUxjW1hW368PjiCzTNnDBV08YzuYnl7WG8j/yR4PQCbjoaombiRFrVMBtjDfiZq2NjYYSWXSTiiuJWH7aGx7EPzdgPf7LF83BTlLVtaJldpTj8HH/UMMPLyQ8PtyDuNTUTo3cE+6uFh2FodubyUPu3T4l5rHANb7rliaauM8/zEzA4KbSRF2EOHngk5CpIfWLrrJLlqo6aua8YP6v5sTu6p00x09LD7/GrwxF294OLhD9qZ3OsmEupTyi+HYOOsi5ePhep6Ovluu5fcLhRwrK8E8evfoNfVj3M9xDlrIWJhSUapn6UTW6wJsvDQl0JaycbdHV9aJ5apCLGgWOfq+JkZ4CWSSStwrodzRh+8gne1xRAM5gTzZlTZ4i6fB5/p1TqGtIxco9iZHOJnKsm6BrYoKdnzq361zylvdUREvzPoWtgyxk9c24LxLzVXkLNVdGxckRfw5DUqgnWF9oIsdDC1NISTRMfioaEAckWjz00UTP1p2O2lxBlU/KFrMzDubioB9Emb8f+Nx9x0tgWT3cHVJUseFhdwSVzFdRNbQhz8sUj6jr3HyQRZHrnDXf0PVofxXBaTQMnJyeMDfW4lFXHHnvkeOqhaRHJ0D7WlEY78um//VHsH8y0TmMW/Izh/hzsdbVwMtFCPzCT2b0Nkk3VOa5qhJOhDue87olM/b6KOM6cOYrSb7/mlKoa2naX6JEv0ngrkNPKBnj6X6VxoI90V2M0rXx4sU+iVfSRb//3nQLKRG0qBr8z4GZeLpWtr+dPiyMd5D/LpaJ9YJ9VCivDr8jPy6dtSLHJXBjsjJGOH9mlNYyMj9HdPox8eYzG6lrxwV/oaeBZXj49E/vrFOvj1DzPJ7e4FiEY6MZMD0WFVYzPTVNbWEjrYR6EDcYHuvmuPDWr06+orK5GTHK3u0htYR755W3iDIvNZSaGZkV5Z/rrqW9XRG4dbq+iuWuAkcEpsdx0XxvDc4vMDMpY2NhjdfgpFl9aiWuqu0sDFCYHoGsfi0wgmAk+/HMTjMiEWc026fbmnE8q5fm1IIy1vXl8UPdXMpbXJ6kvLiC3uI7+7jxsPtUh5nEuxTW9hw/39sIYL/KfUdEsxMuCgfzrnP3ClKQXxXSOTDHc0Un/yAjjo8JC7TaZDqZ4XXghll0e60F24C65t0FPUwX9U2ssTnZRkFfI7PoWI4PDLGzsMD3YwHU/O+wul+yziHeYHR5mZnmXbfkQHX2KNfaexhfkV7awub1Od98kK8sTNNVUM75fd+HGg23VvKjtYGqsj5KiF4xtwOZkMeYfaRH9KJfiaiH1s+JYGH9FQV7BoSzy9R1mhhqI9bPDJqr4UJY52SRCwOO99Ukaa6qZEPdFd+mpKCI3v4LZ/QdTiBhbL9hM/gsmD2IwibfaYKJvmMUdWBnroFtIlcwGdaUFVLQJDiMLdAwoBgUDVcXk5pe/viYbtBfn86ywliVB8M1mnD/TIDT5Cfmlr3lR4z01tPRMsSwfoOjpXTyMQ2lc2kPe2yzadcfo69mCXNbFmCLMrijd1uIQ1VUlTAiDz51ZigvzaBuZZ1nI+ji+zPxoC/WtfYfekmsTxbgd8xBjxgkX2F2boLGmFvnGDgOtZeSXN7KxvUFXz/A3yH7rs91UvaxkVvSjWKGxMI+8kuZDkpxwrbkRGbOi18MWY1NLYrbD9qpCcvPKROLv8mgzda0D4uBttKOUmlcKj6u10S7y8vJo3I8yLFxrqruRZ7nPaNjXba63HYbnAnnyLJ/+/Ubb22rG94gdVQfq2ZLT3lApRqQeH1tgb3eVgY42FgTdr05Smv+Mkvr+w2dEVKDw5zu+W53speBZLiVNr3kba+PdCjl7Xw8CN+Z6eFldxfTqBlP9wyxuwmL3Ayz/4k7dZCNun2lx6eEzqrpHmejuZHhmnbX5Xgrz8plc3WJiZJiBkQkmR+b2bfZQKobbysjNzeV5w+vkcWtzfdTWNu33WXvkBTpirB9ITlkdY+NjdO639XhTJbl5RYwsCMudS1zXPIO93w1y88uYPrB5YLjhEeafquIamUbf5D5BdXOWxtICcguqGBe61OUBCu76oesYz/h3plp9LfPfevdOAWVxqJasBGE0+PZHV+Fj8koUHePb//r9+cXGfCcP4x4hO+iwVnu5m1uxH6b/TTl3aMnOoqRxgJ6KPPKevw4Y+GYp4f3uYicP43PeGN18u4Ti/+nOMh6mVv2V0Sq+3aEl5wH5pQdrs999je/7VN5fTlKpIpzE95X5qZ/vLPbwKD77MKbaD11nob+cxBJx7eqHiv7jv9+W8TQ+k6GD9v9OCebIiXtA50EI8e8s89M/3FzsJz/h7yVn/vT7/7Rf7tH+7CEFYjii11fY2x6j6M5zxgSXwvfoWJtu4+GtZ8gWZTy79UgM//TziLdHZ8Ej8st+qG9cpTIljZre73b9b8ospufNnNXfJexyN7efVilSgn/X9z/is3cKKD/ifj9YZGk/5v4PFnxnBfZYXlljS3Bh/EUeW8wtLLL+vtZvd52VA3fu90T/m4L79b4b93si0gcgxjYra2v83E0p5FxaW3lj+P0BaOb/TyK+V4Aiq83gWrYQifQfd+zK24lLuk/PjDjP/7tuvD7dxeO7t4m/84DOmb85RP277vNWP55qJzohlVfzCsBcHqrn5u27JBU2KhI5vdXF3n3hmYZsUh4Xs/wPGYCuU/XgBrHxd7+fmLezyovHd3hQ+3rJ493X+oeuuEljQSq59Qfh8H+o/D//+83hBm4lpdB7sDT1s4i0RkVOKtml33Rj/lluJV30J2ngnQLK+vIia/tB73Y3VkXiG3u7IklRkG5vZ4uNvdc9x+bSPNOzr4OrCQHbhhYVC2ZbS3Jm5EvfSiO7w9zM9P6UbGd/rX1bzMwoly+ytLTC0uI88qUlFhfmWBCzs20yPzuDXEyZJ6wfbTA7M8PKhkKO7ZlR+gaHFfsmO5vidwsLiywurbC5vcOuWGyXlWUF8U0kgc3OsPhXYUrWKboZwDl9FwIiY8ipUgRj21iVMzM7x/LqOnuKi7G7s83OfqRdRavtsrI4x4xczvLSCssrS8zNzLKwsszi0vK+HmF9eZ4Z+fLhHoOwLyJkpXxTlo01OTPTs+xzPFns76VreEL8zda2sMdTi7eBMqruVxReMNsbzMzMIHJP2WVrQwGEe7s77OwIRLUF5hcV+pTvh7RYnZ9hdp8gtS3oaHubb1RHIMAtzjK735Zry0ssLS8hn5tVtM3iwmEId1mbkM3u9X6bqI/tdRbkcpaWF8VMehvb26Is4ne728wLNvCtuC2by/LXtrS1zsqKgrS3u7XB+n5y+4aHobj5hhAXaI2DRyZTu3vsHMi+t8vO9g57W+uMdLUzve/VtCTUdX6B5YVFUUd7O8vMTgv33xbbU9CReGysMjsz93qEflCHlUVmZxYU+xs7m6KuFZOfXVaW9gl9e9usb785oNmgJssffa87TO7vpeztroi2v7S+Jd53d2eP9WW5qM8F+RyL+0FN14Wgp3MKb8bttRVW94ml25sbChsXhd1jYW6Guf32FIiPiuHGgT7eeN1SuCPvbAiuxQql7KwsMD07r/jN9gbLK+uszswy2NeDQDn+9rEhPufzLC8KmRvlrCiYu+xsbbDxRvnl+Rlm5hZYXlwWM27KF4VnWs6cfIkt4dZb87Q2VNK5H2FBsDvFc3Qgr+LOa/IZZvfJytsbqywKtiS0w/R+O+wqnvPVzTdk3VwT229dYElLx0/WwDsFlNLrjlj43GF4rpmwgEB65zfJvOZE9IF/pqwQa69ohISDCz2ZnFM6hraSMr4ZrWyzQJKzP8/aNtmQl+N44ivO+cYjRIsXj91VSm46c0RVm7MWZgRExzO8ukrORTOOK6vz1Ve/5wuTEKLDjPnLJx/z2ZfKnE98SfYVZ9TPGhGWXMbOyhS3vfVRPnUaHfso+ta26c+9ycULRexszXPbUx8ltdN89uXvUfO/Q/H9OGIvP6X4vg/2AalikqGKJDdUlDU4beJP5eyBcAoRe3KC+Y//8SlRpe2iK+1GfxlOp45j6upL6t1oAuMyxP2lqngrLmYq3KAFt8DhwjsYnNTA8cIF7kaF8Kdff8zx0yp8/p+/Rc/3Fr3j3cSctcXa3YxTXx/B7347W9srZEVacFRFAw0jP6qFiKOyKpxPH8fE2oWKUZhvTcBQWRMVYzs8PZzI7tlifaaOG7ERdMs32duYIjHACLVTapzzT6J/rJXLYT5Ur8Bq021Cw8KJv+LJkU8/5vdfnCD4Zg2jPWmYnjzNCQMrPD09eNzZTqKtN8+6XrtkLwkZDU8poaxnjV+gA0FR4Wj/5iO+VlLh60DBw8wAABr3SURBVI8/5isNGwRv6/meVMxOnEZH+SzXKg5AZZfR2jRMlb/ik//8PbqWF0hPusKF4Cfs7K7x7LIFx1T1SGt8zYZe6H2EieoJtFWU8H/YwkRvNgaf6/JsdIvFzgc4BD9gY2+EYGV1ApLzKMmJRfvEaQoHeomz8KF6DtYH8gmxucarqRZirC/Sv7tLV3YgSl+roXrkM/5LyZ7ilg5u2J3mrKUZWS1DlF6N4EpCK7sb01yzPYXKGScqRYLhLuMNGZirCHX4FLWzF+hdHSczwgLVU6c463WH/hUZ5zVU8E9pg61BgvzCKO/75vp3qqsbWS3CTGmFBActdMzNSSjvoD7tJpciMkiKtebrjz/i8z+pcimtmcmxR1gcVUL9qA5xdRP0FFxC86gjXQL/Iv8q7ldL2REyCya4c/SYOmpaduQOz1N+250bhWOwO8BVL3PyunqItwzi5dQAyS5hFFWVEGFzhpTKGTYX6vHRU0Vb5QTeGY1MDuRi+Lk2T0d22RrKxTEgSbFBvv/YzrUkoXfsJNon/8S//0ULd29Hzpyw5OXCLpN1STiGZ7OFkK0wFKU/qaJ29HP+65Q9Fy54onf8D3zy26+w9b9JZvw1PMwdMDTV4ks9X/qWlykMDyD+gbCXNscNC3ee9Wyy1HMfM2U1Tupb4xvgTfTdO7jp/Inf/eenKJ8Jo2tlkoeXrFBRO42u81W6BUeHzVHinDRQ1raj9G9vfu3XSnr5Pg28U0BhY5r0W+HYG1pxQSCIbbXjo2FA3tAMlfdy6ZvvJOyUDTmD42S6ncXrbhMs1GOp5U6dfICrOmakt0yRF2qBz93yb8i81JmDrZ4zPavwJFgLfd+HjLQ+wkTHg9GlLYpvXSQoroyNjQWynKwIvir4kG9Qf+8mrtZBFHTPMlN7GyMdb6bWNsgKcSY0rYamB1F4eaTRUJyAiWkEC6sbZEaGc6e4h55nsSj/xycYB0YipHVf7svDXt+GzsVtymO9sAl8cuiAsDnXTUa0G57ePpjoGJJQ3M/yQBs3Hd0IvJTD0lIb7lYRdK4v89BNj8AEgYAnHHsMviwmzMKFq2l1bG814XnMjvLJLi6oGpPdvSNk3EH9v9XIHllh7GkkJoZX6R58gc0pCzoWt6mM98UhPI+l0S5uO7sRINxvZ4oow7MkNa0wVx3D8ZP29GzOkehsQUieYillMDcGK9uLrK6vccvVnthHlaRdvcjtomFGSy9jYRLEwMI6Tz1tCLgi6FNO1Dl9EhuXmau9yvGTjnSuDRKhYkRGy8Fah5xb1oZcLhhheSATlSOG1CyNEadnwf3mTu7ZWnHpnpAJaYGrptrEv5xjs+cB+tqB9IlL4zvIF+QMVqVgp+oncm+60sJwcUilrzMfByNH2l9jl9jGGa76uMVWw1IbNtquVM0OEqdnwu0XAndjiGizIOqHXuLw5QmM3f3w9jDn+FElnnV3EKZiQeksrPU8xOl0EA2j1Xgpu1I92IqXugG5slWma1Nw9HrExvoYT0KDcfWJp29rgzx/R8Jv1dD+9DK27ldEdrqiTXeQL8oZfHkPO2VvkYs0XRyLlVU4S2vrJLjbE5XbTNXtYNzdFTyUXD9vbj19IxfPzEu8bZTxuCk4QsxRGBOJs2sMTfNr1MT54eCUxNTGMmnWZkQkCvyfJWLNtLhePsX2wGORjNi91E7ACXOeT8HWUAmh1pdErpaHig5FE5sM5UVh5pzKQH8JQd63GFvpIFjXgcrJNkJOWvNicoCraqf4s+pJYh83sM02+SHmeNyogKVO7LScKJse4paBKfH5wjLUKJeN3Sk9SDS2N03UuTNcEDJZyquws4xjfGeAyFMmpAv5s1fbiDAJpnm8Fe/TZ8keXGG+6T4O7klMry7TknoeO6N4cWb1PMiIk0Z32UVOpIY+d2pe8cDFjgsJQt1nuXDKnMdNXdy0Nia+ao6F1jsonzCkeHSJqeZM7JXcxWyvc+U3sbQIZn5tg1Qfe85nvqKv4Ao2zheZPuCGKhpR+vsTNPBuAUWg1OSF8uvfqNMjNM5aDW4qzrStDOL7pSZ501PcNbAlo7OLJEszbhYJ/mrTeP3JiNyRbq6fdaag+xXR2rZktHxz9D/z8jb6KpGiB1PxJQ+ckupZ6HyEw5nrYrV7k8/j4KTIRvbIxZaoVKHTHOGaUyhJ+c0sbsNw0WXsjW+L5WsjnPGMfEpl1hVCQ5/SXHwPdwcF0ar6oi8hcSW0Fkbz519/gqltEkO7Qn91H0t1f5EgNZgeipV14iEbd7ggCm21EPHaC0+u4hKQSE3+I4K87tLapxhNl8U4cTk1GU8bL3I6DiIjrpJ/5TJhUY8ZFPxCd5vxOulA+UQnF9VteCE8p9PPcVfzEglxEyU38bCIo7kjBxfNUHEmNJQWjI31HeqfK+7X0ie4JXfh+LUpIsH31X00rG+yvNOC89cONO9v77SmCBncFBkN83xsCUp4xVhNEmFRl4gJDsBPGD0Djz0cuJgoeKHJcP7aVIwoQEc6GpZxLDNMuIoVeQdpLcWUzkaktGzD3Au0DM8zyTzxZ61Ib+ngnp0D8U8FRuEEQSr65AhepZtVWB21f4O5DrNt93HUjBS5GJ33hARCD6jOvYndX5Esl0kwN+J6jlDnJfz/co7HgwPEn9MnvkIAuWUumuqR3d3NJV0z8kQv9S5ctN2on2olUNkYsVhPGiZa5+mcqcPvVACtsx0EKLuLGUIZfoqdVgSvuso5bx9FcbtMXKh54utKXHoVORF+BMW8JnCKShNg4FUGjuqKlKuDD8KxsU4Qv3oe6EhYYiVViUE4eSnS5pZHmOB3t2J/AWib+twU4hMekXItnd7ROiJtI8ipHxA714or3vgGKjL+pVpZEftI4FxME6qix0MhYsdeHbbHXaif7SRQxYBioc5LNXiaWFHSXYOviqMIclv1dzA6FcH05iL3rvrg4e3PpeQmdmjHV2D2L09yRftLvvjSgLgHioyL6bZGnM8UPI7WCFYzI6d/kNvGBsQWC/pfJ8pUnbRXB8/uBBc17MgSBkUM43nCkar5QaK19Lkv8EeREWRkQF5XM0Gq7mIKWibysVYJFL2m+h5G4mqtIBoWh7gQfllIqbzDHSNr7tV0kOVhRViyYJfz+KmYUdDZTLCKBY8F8QazUTeJFCkH632PcFQLFTO7yp5EYm1+U2yHsnBXwm7kkX0hAL9I4drCsc7M6Azr317D3f9WevnbGni3gLK3Qna0FV99okOumHRinkRPdTTOWWJioI2lviGnNIPpW1sizUoDFU1bAh2M0LG5xfCunGQzNawuJPLsWiga2nakFLQf7hdsyVsJ1D6OvqMHIVbO2AVfp37iFddd9LBw9MbwnBU3axVkprJIa1S0bGiemeG6oTZn3YOJuF9EU8ENtD86gkdgIGdUzElrHWWi/AbaR86R315NmLUutm6e6Bm58Gxgjlf3QvBwTKbk+U1MghKY2ZzgbqAeZvYH93sd1XR5pBJ/PS3s/AIxUTcirryLoap76B7RIDwymqetsyyP5nD066+5nFF3OLMRZlHlMT5onLbkQnQC1a+KCVbxpGFpiljtv2B/9TkzE6U4HrFH6N7Hi2/gZnGDzqEijP77Sxz8AzFWPce10m6Gq9PQPaJOmHC/tiFenDfmiI49vk5eOFh7k9LUSpqzEepWPmRWDbAz3kigtRaubi5om/pQOLwJO0O4WCpj4HCN8f39o8rLDqicMqd+covS80Yc1bbD19kbR2sv8ZpxZ09gdSF7nyi4Re11W46pmuDu6ouLuQfxNcVcPeNMducUhcEmaJmeF92qmx97oq9ji6fRWazjy0RwPDDXFVk5Zp/9nsvFPYyUJqJ3VI+HRc/w1DmDa3gSrwMjr3PPVhvlU5YEOpugZXGdga1tmu+5oKRqQqCLASZ2CSLJq/6BG0ePGeBjfBabeCHabw9On/wOVTN3Qv2cOH7EiOTSUrxOHiEyt46cWAcM9F1xOncWr6x2liebsD12AveLF7hT0kd1rAe65zzJf5SMySkDwm7m7ZMRFbVYGanA4rNPuJDfxt5kMyG2mji7uqFj4kXR6DqLPQ84p6aGV6AnZ7WdKeoROmVhq6CDa+HhVI0sU5EVRfKzakI1VbE9H8nVp600p0egfsSY+mkoCTVBTd+J9jlozfVBX9saL6OzWMWVsSlkAw3VR/WsC55m2rhFViLfbsD2oz9g5hmIrbounkkCcx7KEyz59P+Y07Is7CFMEqJ0BK/EO/hr2vGssoEQHxsSq2RMtyRhqmdAoIMhut5JTO7u0pbhgbKqEYFuhhjb3EL2xt5Ec04QZ9RNCbQ2wCDsEQt7W5TdsEJJ3ZoAWx0s3bOYY5X8q9acOeOMi+FZXJIFgh9Mlieg+dkxsjvGKQxyxitUiPW3xU1DK+7VdpPtY8znf9Am8FI4useU8Ugq5vl1W46rW+Pl4o2jhQu3aofYmmnC+g8fE/K0CabbCHfQwsHVHV1jDwpG5IxX3+Ocih7BN/KY3+4mTNWfWmEEKh1vrYF3CCg7vMq/jvelbLpaH+Ltl8Tg3Dqr422kpz2ic1RGaXoazzuETn+Vm2fOYuYQRnLqIwYXFRub84PVFL5oZH1zjrz0aM6aeJEnPCn7h3y4gbTUFAZmlxno7GR4ZZeduR4yUpPJKe88BJ9NgVSUm0nfAmxMNpCZmkLK83qansRh8Pk5YpKTKarfTzC1MUNVQQ49izusjrSSmpJCYZ0iMNvyWD+9fTPsbM3SXKsgWG5PdZMp3K+s4/B+B/ItjTSTmizI0qEYae6t0vwig+Tk+7wUc8Nv0NtSxwG36OB3bExQ+jiN5LRndIxPM94xInauM93lFJU3s7ixRF+zsOEJ/c8uY6MfTUt3IWafaBGxL4tiK3GNlhLF/aqFjGU70zy+n8qL1mHkUyM09s2zISQTS43FzTSEuqk15jpekpKSQlnba8+ZmZ56Og8IpMIjLO+nMDeDHpEfOSVes7hlCPm0cM05ZgarKCxtEOO1iXXanSc/6x5PX3awJJ+mvqsXWecwC5uwPv2KwvxipsTndYmK9FRS7hfy1052O3RUZlHUNMru9go1z5/QN72KrP0F4U6WOF8r3+fbLJNgbISJVRDJKVn0HTBY9xaoeHyf5JQ0OhVMPXEGU50p6LlAcb/NZlw+PYX3tUQeV3cx0FRPy8AMA62FlLcIezqLvEhLIfVh2SFQyFpyxTbObR5nZ2mYF/lFzKyu0VSSiZ25NVE5wnLewbFDZ1XWoT3Ju2tFXZeI11aUGah7TnJyCsVtr3kG2yuz9HcospfK58YZm9lEPlBCWnIyWS/72VqbolKwWTlsz3WSn/uIQXHFcYWXmakkp+VzuOq0MkpuWgopGTmMbwrly7H67SkCbiWTkVu7P7DZo/SiD77+T/ZnSDDWXkLxyzqRRCdkY5D319LYo8ge2fX8Mcmp6XQfsueWqMpJF3Xd8VfejVs0P80gOfUxw/vPOVuzFAtypmaIS8miJnbnRF2nPCjhMDvt9iI1RZnUDM8yNzxA/5BggPPEaBiQUNXKAycbTEwCSM6tYKDnFTV1A+ztzZObnkpBQx8Ls+PUdSmS0XVXZ1FQo5hlLfbWi895cZPCcQY2aSzNwtHShogH9Qw397Mgbc4fGPFbvb5DQFmi4G44RcIOIOs8jAwhPu/Nh+tNuVYovhFPyat91vubXx2+X+XB4yyqBoVds3dzTDfnkXxTGOV8uMdkayEpNwsZHm0iNSb7MNzG29VoheyoRKpHv7EZ8XaX+CeWlvcUiSN1BYiuU3brJkWNb4T1/5Gy7W32cz/iLv3vyMO7pTKb1G/klv+RgvwDi23K20m9kMphGDPx3nt05hWQn9f1D5Tkp95qkaJrt6joG6HmXiL5ta+dM37qFQ9+11GdTaLgzSIdP1kD7xBQfrIM0g8lDUgakDQgaeAXoAEJUH4BjShVQdKApAFJA++DBiRAeR9aQZJB0oCkAUkDvwANSIDyC2hEqQqSBiQNSBp4HzQgAcr70AqSDJIGJA1IGvgFaEAClF9AI0pVkDQgaUDSwPugAQlQ3odWkGSQNCBpQNLAL0ADEqD8AhpRqoKkAUkDkgbeBw1IgPI+tIIkg6QBSQOSBn4BGpAA5RfQiFIVJA1IGpA08D5oQAKU96EVJBkkDUgakDTwC9CABCi/gEaUqiBpQNKApIH3QQMSoLwPrSDJIGlA0oCkgV+ABn4SoExPC2lJpUPSgKQBSQOSBiQNvNbA7u4uIyMjLCwsfONcW1skI32AXwl/hH+EAouLi8zOzjI4OMjExIR0SjqQbECyAckGJBs4tIHR0VFkMpmIFW+CyncCykGBubk5ZmZmpFPSgWQDkg1INiDZwDdsYH5+/huzEwE3/iagCDMV6ZR0INmAZAOSDUg28G0bOJh4vPn6NwHlzYLS+2+uFUr6kPQh2YBkA5INfNMGJED51qaSZCDfNBBJH5I+JBuQbODH2oAEKBKg/NU66I81Hqmc1NFINiDZwJs2IAGKBCgSoEg28E+zAbl8gZWlBdhY+mWcm0tsri4i1OvNjvbg/dLSEisrKywvL3/wp1APoT4HdRNeJUCROpNvGMSbxiG9/+5OQdLLu9OL0PnW9s+ifGuQP90Y5Iu4Qb78gE+l2AGulI2zta6gYLxpKwKI9Pf3U1ZWRlVV1Qd/CvUYGBgQgfGgnhKgSIAiAYpkA/80G2B9kcct0/zKvJ3/J6ST/7jYxb9d+PDO/xPZxb9HdvEry3Y0kodg+5sjd6HDXV1dpampiYqKCnp6eujs7Pxgz97eXsrLy2lubhbrJQGK1In80zqRA+OTXt/dSP9D1eXe+iJPWqf5lX0HL1oG2ZyVMTfx4Z3ySRnL0zL+R3AnminDsPXdgNLS0kJjYyPj4+Mi01xgm3+Ip0B4b2hooLW1VQKUD/Xhk+SWOuBfmg28CSi59YPMjQ8jG35354hMxsiIjBHZG9eUyRT3EF7f/PzvuO+obJjJ0WH+76BOtH4AUISOWGCaDw8Pv9Up6GV4X+a3/e27Lj82NkZ9fb0EKL+0B1KqjwQyH7INvAkoT+sHmR1/u072+zvKEcYnJhgblTE8LGNsfILxsRGGh4XPhdnBKONjoyKwfP81frwsAmBN/IyAIhNnMqOMjk0w8Q7l/ql1lwBFWuKSlrgkG3jvbODnARSZCBotOfFonz6JqpoS+h7R1PdPMtJZQIhFCJXdfVwJtSL8fimzk+NvNVP4rk745wQU2fgUg+VZXEtLI/mCF04h9+mdmmFUNsrU7DRjo2NMz84zMz3N/OI8EyPDyEYnmZueRDY8hGx0AvnSEktLC0yOyRgaGkI2MsG88NminIlR4bMfD55C/SVAkTqT964z+ZBH1pLs72Zm+HMAyujkNAPVmZgqaRD5uJr+gRaiHDQ4ZZdAX2821kcNiYq4hLnfNZr7ZIyNCLOYt+tQv13+5wSU0YlJWp8XkpOTwTVnJf5sdZmq1lEmx9p5dj+Hlu4OnqbcIDU9g7hLN6nsGaW3voDE3BcMj04x2lPN9SAfvH0vUdo+xNTUJLLeWuL8fPAOvE51zyjj4kzux+tAAhQJUCRAkWzgvbOBdw4oshGmZ0Z4EumNpVM8g2vLzE7P0v8yDSstYx7Vv8D8337NEX1vqrsnmZp8+72Mb4OJ8P/PCSjDQ0NMTM/RWnaPiNgnPI33JOp+BZNjpdh/pYNXsBPWlo5kFT3E8L++IDijhaG2+5xVdaVycIA0f22OadgSaKnPadeb9E1PcO/8GbQNXPEy1uFMwD0GJycYeQtQlQBF6kzeu85EGuW/m1H+h6zHnwNQZmZlPAhywNDiFrKNJaanZuirzsJR35G89uec+5f/i3/5Qp+ChjFmp/7+5a6fHVCGR5iaHeOW7ZectAgi3FaZT4yuIZutw/HTf+f//fVXJBfK2GOIi9r6hN+tYW6xjygjfe5UPCdQRYu4F6OsTT7H7I/GZDU8x+VPGtxvX2S+4z4GX5qQ1zvF1Kg0Q5E6SQkoJRv4gG3gnQOKsL4/PUVn8V10vtDgSn4TI6Od3HDXxcj9Pt09j7E5bkRkaAB6FmFU942890tesrEZJtsfon1aHUsnT7zdHNFU0+F+fRHOR4/h6BCIrc912qcGiDVXxiTwPr0tT7E4oUdaYxmBKscJTKylPS+GE19YUtjXznkDJYLvv6Q2IxQ1HX/qR6YYl0mAInUmH3Bn8iGPrCXZ383s6ucAFMGTa3JqkrLkUJSPH0VNTYkzrhdoHJxhpDOPAJMAKrr6iHI/i8eNp4yJm9c/vjP9Ry95jU7N05IThX9cCqOLe7Ayw6OEMMLvZxJrH0xRaxvXAiy5lFnLYE0qZ48fQfn41zhdLGByqZ2AY0f4w1dHUf7zacLSKpiQz9NSEov+V0c5flSPa4VtTE2OvdU+krTkJXW8EvhKNvDe2cDPAygCX2OEiclxZEMD9PX1IxsdZ3xUcBuWMTo2qnAbFrybBofeqiP9LjD5+Ze8hhkSXJ9HR/bdnGWMjI6J74W6yEZGxVmW4L01OjbO6PAQ/QODjE5MMz39Eo+jGlzMrGNsfEz0fhP4LEI5QTcDQzLRffr76vV9n0uAInUm711nIo3y380o/0PW488GKAJJUSQ17jPRZa89uYTPRfKk8P0bn39f5/ljPv9ZN+XFzXKBhPmtOogkR8VnYp32l6wUnJWR/fr3UltSRnPnIKOHgCTMxmQoyil08WPq+GYZCVAkQJEARbKB984G3gSUkpZBtudkCGFMPrRzcUrG2oyM//kjQ68IHbICBBRA8fO9H2VyZpqJMQXAvKv7CKFjpNArUofy3nUoH/LoWpL9759hHQaHtGjnf4V38cnlLn4T/eGdv43u4qPLXfzK6oeDQwqRhvv6+uju7v5gTyFqcmVlpRQcUuoE/v5OQNKhpMN3ZQNbq4u87JvlL7ED/O7qAL+9MsBHH/D5dUw/l16MfW/4egFISkpKxM5Y6JA/5FOohwAsQlj+A3uQwtdLs5ZDYzgwCulVAox/lA3IFxZYXlpgb30JYfnrgz83lthY+dsJtoQOWEhM9SEn2TqQX0qwJQGIBCCSDbx3NrC4sMAv5fxHgfH7eB9phiJ1Lu9d5/I+PiiSTNKsTbKBH7YBCVAkQJEARbIByQYkG3gnNnAIKJkZA+zsLLG6tiidkg4kG5BsQLIByQbe2gYEDBGw5Ffxcd08yBggI106JR1INiDZgGQDkg28vQ0IGCJgyf8HXXoImOfu+PcAAAAASUVORK5CYII=" alt="" /></li>
<li>Στην καρτέλα Αριθμός, επιλέξτε την κατηγορία Ημερομηνία.</li>
<li>Επιλέξτε έναν τύπο ημερομηνίας από τη λίστα Τύπος:</li>
<li>Κάντε κλικ στο OK</li>
</ul>
</ul>
</div>
</div>
</div>
</div>
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<p style="text-align: justify;">- <strong>Μορφοποίηση</strong> κελιών έτσι ώστε να εμφανίζουν κάποιο <strong>σύμβολο</strong> <strong>νομισματικής</strong> μονάδας</p>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Επιλέξτε ένα κελί ή μια περιοχή κελιών</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Αριθμός, κάντε κλικ στο βέλος Μορφή αριθμού λογιστικής</li>
<li>Κάντε κλικ σε ένα από τα νομίσματα</li>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- <strong>Μορφοποίηση</strong> κελιών έτσι ώστε να εμφανίζουν <strong>αριθμούς</strong> ως <strong>ποσοστά</strong></p>
<ul>
<ul>
<ul>
<li style="text-align: justify;">Επιλέξτε ένα κελί ή μια περιοχή κελιών</li>
<li style="text-align: justify;">Στην καρτέλα Κεντρική, στην ομάδα Αριθμός, κάντε κλικ στην κατηγορία Στυλ ποσοστού</li>
</ul>
</ul>
</ul>
</div>
</div>
</div>
</div>
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<p>- <strong>Αλλαγή</strong> της εμφάνισης περιεχομένου κελιών: <strong>μέγεθος γραμματοσειράς</strong> <img style="float: right; padding: 5px;" src="data:image/png;base64,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alt="" /></p>
<ul>
<ul>
<li>Επιλέξτε ένα κελί ή μια περιοχή κελιών</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο βέλος Μέγεθος γραμματοσειράς</li>
<li>Επιλέξτε ένα μέγεθος από τη λίστα ή πληκτρολογήστε εσείς ένα μέγεθος στο πλαίσιο Μέγεθος γραμματοσειράς</li>
</ul>
</ul>
<p>- <strong>Αλλαγή</strong> της εμφάνισης περιεχομένου κελιών: <strong>τύπος γραμματοσειράς</strong></p>
<ul>
<ul>
<li>Επιλέξτε ένα κελί ή μια περιοχή κελιών</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο βέλος Γραμματοσειρά</li>
<li>Επιλέξτε μια γραμματοσειρά από τη λίστα ή εισάγετε μια γραμματοσειρά στο πλαίσιο Γραμματοσειρά</li>
</ul>
</ul>
<p>- <strong>Εφαρμογή μορφοποίησης</strong> σε περιεχόμενα κελιών: <strong>έντονη, πλάγια, υπογραμμισμένη, διπλά υπογραμμισμένη γραφή</strong></p>
<ul>
<ul>
<li>Επιλέξτε το κείμενο που θέλετε να μορφοποιήσετε</li>
<li>Για να κάνετε έντονο το κείμενο στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο κουμπί Έντονη γραφή</li>
<li>Για να κάνετε πλάγιο το κείμενο στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο κουμπί Πλάγια γραφή</li>
<li>Για να υπογραμμίσετε το κείμενο στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο κουμπί Υπογράμμιση</li>
<li>Για να υπογραμμίσετε με διπλή γραμμή το κείμενο στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο βέλος Υπογράμμιση και στη συνέχεια κάντε κλικ στο κουμπί Διπλή Υπογράμμιση</li>
</ul>
</ul>
</div>
</div>
</div>
</div>
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<p>- <strong>Εφαρμογή </strong>διαφορετικών<strong> χρωμάτων</strong> <strong>στα περιεχόμενα</strong> κελιού</p>
<ul>
<ul>
<li>Επιλέξτε το κελί ή την περιοχή κελιών που θέλετε να χρωματίσετε</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο βέλος Χρώμα γραμματοσειράς</li>
<li>Κάντε κλικ σε ένα χρώμα</li>
</ul>
</ul>
<p>- <strong>Εφαρμογή</strong> διαφορετικών <strong>χρωμάτων</strong> <strong>στο φόντο</strong> κελιού</p>
<ul>
<ul>
<li>Επιλέξτε το κελί ή την περιοχή κελιών που θέλετε να χρωματίσετε</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο βέλος Χρώμα γεμίσματος</li>
<li>Κάντε κλικ σε ένα χρώμα</li>
</ul>
</ul>
<p>- <strong>Εφαρμογή</strong> αυτόματης <strong>μορφοποίησης</strong>/στυλ πίνακα σε μια περιοχή κελιών</p>
<ul>
<ul>
<li>Επιλέξτε την περιοχή κελιών που θέλετε να εφαρμόσετε αυτόματη μορφοποίηση/στυλ πίνακα</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Στυλ, κάντε κλικ στο κουμπί Μορφοποίηση ως πίνακα</li>
<li>Κάντε κλικ σε ένα από τα στυλ</li>
</ul>
</ul>
<p>- <strong>Αντιγραφή</strong> της <strong>μορφοποίησης</strong> ενός κελιού ή περιοχής κελιών σε άλλο κελί ή άλλη περιοχή κελιών</p>
<p></p>
<ul>
<ul>
<li>Επιλέξτε το κελί ή την περιοχή κελιών από όπου θέλετε να αντιγράψετε τη μορφοποίηση</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Πρόχειρο, κάντε κλικ στο κουμπί Πινέλο μορφοποίησης</li>
<li>Εφαρμόστε τη μορφοποίηση στο κελί ή στην περιοχή κελιών</li>
</ul>
</ul>
</div>
</div>
</div>
</div>
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<p style="text-align: justify;">Στοίχιση περιεχομένων κελιών: οριζόντια, κατακόρυφα</p>
<ul style="text-align: justify;">
<ul>
<li>Επιλέξτε το κελί ή την περιοχή κελιών που επιθυμείτε</li>
</ul>
</ul>
<ul style="text-align: justify;">
<ul>
<li>Στην καρτέλα Κεντρική, στην ομάδα Στοίχιση, κάντε κλικ σε ένα κουμπί Στοίχισης</li>
</ul>
</ul>
<p style="padding-left: 60px; text-align: justify;"><img 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" alt="" />- </p>
<p style="text-align: justify;">- Προσαρμογή προσανατολισμού περιεχομένων κελιών</p>
<ul>
<ul>
<li style="text-align: justify;">Επιλέξτε την περιοχή κελιών που επιθυμείτε</li>
<li style="text-align: justify;">Στην καρτέλα Κεντρική, στην ομάδα Στοίχιση, κάντε κλικ στο βέλος Προσανατολισμός για να επιλέξτε έναν από τους προσανατολισμούς κελιού</li>
</ul>
</ul>
</div>
</div>
</div>
</div>
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<p>- Συγχώνευση κελιών και στοίχιση στο κέντρο ενός τίτλου σε ένα συγχωνευμένο κελί. Κατάργηση συγχώνευσης κελιών</p>
<ul>
<ul>
<li>Επιλέξτε την περιοχή κελιών που επιθυμείτε</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Στοίχιση, κάντε κλικ στο βέλος Συγχώνευση και στοίχιση στο κέντρο (για να διαλέξετε μια από τις επιλογές συγχώνευσης)</li>
</ul>
</ul>
<p>- Εφαρμογή, κατάργηση εφέ περιγράμματος σε κελί, περιοχή κελιών: γραμμές, χρώματα <img style="float: right; padding: 4px;" 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" alt="" /></p>
<ul>
<ul>
<li>Επιλέξτε το κελί ή την περιοχή κελιών που επιθυμείτε</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στο βέλος Περιγράμματα για να ορίσετε τις επιλογές περιγράμματος που θέλετε</li>
</ul>
</ul>
<p></p>
<p></p>
</div>
</div>
</div>
</div>