<table align="center" class="Table" style="border-collapse:collapse;border:none;" width="727">
<tbody>
<tr>
<td colspan="3" style="border-bottom:1px solid black; width:727px; padding:0cm 7px 0cm 7px; height:117px; background-color:#d9e2f3; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="margin-right:-7px; margin-left:-5px; text-align:center"><span style="font-size:12pt"><span style="line-height:30.0pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:28.0pt"><span style="font-family:標楷體">周至宏</span></span></b><b><span lang="EN-US" style="font-size:28.0pt"></span></b></span></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:161px; padding:0cm 7px 0cm 7px; height:52px; border-top:none; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">職稱</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:319px; padding:0cm 7px 0cm 7px; height:52px; border-top:none; border-right:1px solid black; border-left:none">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="line-height:22.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:18.0pt"><span style="font-family:標楷體">講座教授、</span></span></b><b><span lang="EN-US" style="font-size:18.0pt">IEEE Fellow</span></b></span></span></span></p>
</td>
<td rowspan="5" style="border-bottom:1px solid black; width:247px; padding:0cm 7px 0cm 7px; height:52px; border-top:none; border-right:1px solid black; border-left:none">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span lang="EN-US" style="font-size:20.0pt"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOUAAAEhCAYAAACAx2cAAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAP+QSURBVHhePP3nkqRZkqaJHeOcuJvToMmrsot0V9eQlcYsRFZ2f+MGcA+4RMhCINjBNIb0bE938cwM5tw453ge/Twqs6IyM8Lc7LNzlL76qmrx//7/+L8ce93T1Kw303I3T5vdMFUalfTm7a/TSfs6DQc3aTz+lFbLaVqvU0rHXOo0y+m0VU3lWintcse03R7Sfp9L+UIh5fL5NF/t0tNwmh4H/bReLVOlVEzVeimV8uWUdiVeu0/74yGVioVUb+xTpbZL+3RMk9EqbfiMfLGcKsViajaLfOA2zWeLdNgdUoPnKpXL6XAopt22lLZ85pyH2vNMh/2Bn12mQr6Yuu12andavP+R7zNNy/Uk3d4M009/Gqfh4zrVeO5Gp5rypUL2czveg/dPvG9+X+T3jqlQ4PmqBb5TMW22uZT4X6nG9yvzM8d9KhdzqVrKpRbP1G43UqHKc+ULabPaptl0kg48S6tRT41WPRXLxdSoVlKzWkutJufGc+V81sMu5fPHtOMsdrsiJ9DgO+TTdrNLOc41XzimQ27LCfBsxWoq8mu9XqX9ZpEKfH65XOO9q2kyn6XFYpXa1Va6aPdSq9BMhVUxLceLdDu6T4P9KFU6tXR2fsX3KKXH+UM6bOfppNxJXzW+Tb+q/0068tx3lVmaditpxbONnt6lHJ/T5P1z3A6nmNaFfcpzPyebVvq68VUqHI/pbneTPh3u02KzTKe7Rvrb9s/Tz8+/5TtWkINlepiP0zzt+Pld+sviz+nT8oc0XD+l7TKlq3SZ/r77q5TPFdJ/m/4pfdj3054z3SwXaTabIGsHvnOef+TTaDxPA84VAUuXlx1ko5nKhXI6qddTvVLi3nIptzumai2X6t1CWhyOaThbJY431crINh84nj6kUm6dLponqVWth8z53Nvdhvfl5wsVZOGY5otZWm23yNURcVe+12m14tdyy51UUpV7LBdy6Ew5XV/00lmvxz0WQjdmq2Ha7OepWKqmQq6elivkesZ5TkZpMh4iW6vUajVSr3eeushoo17lvhdpPJqkOe/fnP5vuWKj20qL1YxDmqV6tZTqtUYqV9scCqe2vUehyqnT4jJTGSXo88GbdET5Zpt5KiG8lWIJYUZ4OBQ0hgeupnatjDKW0rySR9i50n3iS+3T+rBKxz0KwAXt9ptURlkLCGud9/NLHlH0TdWfQXc3WxQvpUazgqLl0wqhUzO2G356t+P3jhiHJod0QPkRpvkKZUXBSwgDilrg86solQflIV5d51MRozDqLXjvQ6o3URgOpOhh8tk7XuczziYc/mKdKjxHtVpM8/ma8/Gz86mSL6VKhdcjGEeeYbPepAUXW0VwW7y21Wyl4gkC0amjmMN47mKlmEqlUipXajxKkcvhvY6rVOQc/XPfixuNcy7zPofjNq1QSv8q8mcbjQYHUub7ljBUZb7DvrTGwCWepYTQFtN6W0jL5QFBWqXxYpqGGKLFbMNZbTCaq7TIzzFqO5Stk9qc2UXnKs3HT9wFH8J77DqVNDrM0vgw5/0rfPcqd4nB4463KG8R5cghtEeea77apNxhne6Qh3a+mY557v2IISlgWCsIZW2bbveDVNzkkYF12iAbK17zsBmlh0U/jWYYxjnKxTPXMGhXxTPOoZT+tP2YFqMxr12mKp/V5XsdOLu5ysFxVDBAvdNCqjaK6fSsgtLz53zGgXPZ5DHmKNdhzZ+Vu6mZ6yBP3Auv2SEL8zFGktfUKihooZ5atVqqISd75Q7DycelIgq+RflnyFkBp1DmLNebVZzpDjnn6jSNabPYcB6ldHKKYnHPDd5rrSFe4oB47Z6HPeb23NUW41/gPfj+KF2usEknJ8hPsY5BaXN3yAPyulwsOGOef7vjnwi89359/TI9frxJi6enVNiUU714kvBRacmlLicTPrSEsBd4A7waVilf2MYbJoVlu+CfeieEjy+V52GKWPYSEnNo8mtXw1Id03iyTcs5F8u/7xQ6fiaPRBSKHQ67wWHpETkMfmaHp1otd2nNERw5jM0qs5Z1FEhrpBfja6YKX7JZ2/NsKX1YLFP/aYoSIVDdJoezxypOsXRYNTxbPnEYKOjbL+rp7WsUe80PYQGrCJHKUOSCcJt8NoK03KfFdMGlHvheh3T/OObZhhw6isF76f24S6zanANV6PhuCERpgZAh4K1GK3UaJ2ndrsRlH/i13eFh+I8dl7DB2Gh5i/kdXq6EPOMhdwibys3ZLnerNFrN+a8UBo5T46jzKcd57w4bzlYPWuA7oHB87wqP7ndo8Fyr9T4N5lO+u8+2Ss0KBpIzKe5QGizcivfVa5QxUrtyBcUdpZvxe861jIWf8l02qbsk6sCzH8oHrDwCzc9UMLgNXrNGKccYqK0ykB7TOrdI+Ji0wYOuMDJPuTERwPv0sJ+kEkqX0/Ln8NrlNh5oQcSCR8cLr3mW/HGHl5qnh4mGPp/600eM4SR1K830ZfNFymPQb3KDtEVmcoUqERVWqMz7dTG2ZSIthNizyeV4TrzPms8vc495PBQWhTtfYbjwhXzObsc5EaRV6y28G8rd7KQaUcUROV7iHOazKeedSwWMZxU5PhDB5Yk0vJ8CkUtCDo4Y7uWc++PcNxjVY4v7xViphCvCu/GsjxysNd0RdW2JOqsVPjsV+HMVfYtz4z4aRFWc5ZIoYs79bTGWOYyvXlljfKJStvPVtOKi1kUuEit4GKFoWNaCFuCAW8Xi7/FOzXondfCqecKSLZ5mjyClI9aFL2yYiGENRduuF1gSDo+DK57U8C54w+McC85FoqxbPNIWb1HIVVIXi3HWOcVj5VCkIwqtbiKOuNayks9BjX0evlq3S8jAoe1RJtQIK0iIiRco8N87DmpG6JsId/e814bnWC3x9FxInvBxx8HtCFHaeMfTTi9VzkoIGOH4dooFxQwXNCp5LFg1VXq1tF1hTPheecLLVoPLqubSbX+KMlbS6WkboSYKWOPVN1hZLkxjs8XQzBYHrP+RiIPLJ6QtoSwqrQZigcU2TKvgUYuc+ZELrWm6EYIFZzNGiSZaTS5mRfiv98zz876HYf+RzzAV4Mri97Yo6Xg84zsuwlr7epVywx2u+eUZdYuN1MEyH7HWMwR3h0Xfltc8M0LHhRG7pE+PP/B8o4h+9EbboW6pwrnwaCjD0YjmqNFEWQ34+A5bBG1fzqcJYdocb7xCyXYox3BFiIYhb1VIH1CuEravwjlX8RTbIkaI9yjjhWo8r5HS7fo+/b/v/wvXjfE73HF25fR957v02+6v02CLZx39Yxj1sqkPP1Oo7sOQbjGI6wV3iyyZ5hjFVYjwmpUWnj6lxRIF30/D8+SOhTifJgpZqWOgKsiXiqtj4T4XpEaPwzGGDxlvYbB4n8qhxn/zsyii6RiSFk4jnydKJH7f8mejKWdfxNOpVHhrDdgGGT7gJVacyZIQPBHy5wsYCN6nXsP4HjD8hMc7IkajiBVKuUB2c6RI/F/8HF8lFVe398Tim1RvN8MKrPjCufEA+T5BATkABHOnlVuiNHxhH3CCRVsj6HqmOl4OH4CFOHCp+dRGKUq6bx5EL1vmz7lrLn6FsBJOHGup3kd58EpnJ3UsB8/BGRU5pD0ebjYijBpMI1xqNBt8Nl8S61ziWbSOKy7QvypYHT1nqYhSECJtEOwJnvuwfeK8sXDI+x5h8ZCMUBUCD2S74Znxuh7MkvzMmKSCFSsWlnhMwjcO8YglLOfwxOSJ9VYxvSw2U5V/aoTaGJJak2dNnfC2WuLlfIGHxXvz/ZrNEpdk+MnZEbqvyVcNqyNUxxtjVfh9dIhLaNba3AV56JbznJHHGCbjWis8fB1B8pe5LHIZiu/3WRNiFwnB6o0qz39M/f6QnGXO5xUI94kqsLpVDGeZ90dEMB6Er4TgczxUKVdLnQ5nhkHEF+JxGkQe/ByGZbnnvRGqNMcILYkwGt1U3XUxsOXU1WOrzHXOF2E74AXRDt6fVOK45HM5P+K7HN9zz2cdkZdyo0b+XU5PW3LK5QjPR9jNnZYSv4+8HTC8S/zsAmU8olx6xg7hf53P8g5KewwE+MMcOVvnp6lbR7kqCIvySF6L80F+yes8K7xfGYU+5nakXYM0mQ64XzELFIw8vFrtcm+n6YgSzdajNF1O0v5xQu6aRQ+4kjAUOaKwIs9SMo/mc+Z49gK5fqXQwHx5NVwGSnNAtrG/nJXyOOMcttwhv3jRDkN1QC5MZo9Gg/wy7ckR8mo0j8hqE/nr4IzKZeTMqIY7miI/M1Kw1EMXMGDpFOHocYgTcsvbWyyBf2P5dzzYCqvrB842HC6X3sACHhGcI3+mt9xh+fiv1CAcamMN6oRXOjx1x9cV8Y4ngAfliiEcvwgx2p12gCrG/fkCOSZm2YPIB+AxTVPCRyI+Lpz3Ih9p8Gz1WhWPkQPUwEryhw2seQvAqYA5FjDCLvClyT/IgUrLAqFHHg+EUnBSLULJmlaSZzXEGAOMbPZ4dA65RoiXIzRfmQsQAhX1wLxnu2X8n8ey8/xYlW63g3KhsHwnLWMWOiFMOfJJLO+GXKrAdy0jXHq1LQI+48I3CLvhZbVk7kFYjQJt0com34f7ie9kuK8B9OAKvGedsOnUnBdB2RDqbrZYUz5xzQ+Mh7wnkcrFZTddXnTjGdcYJMP6yH20QIJunGVYdAC6IUZD0GXJf+/5bhcn54BTLcI5BZVc3MNDiAXTFgAzOQSxeGimSg7vgicvm0dz1uZMRZ7dO8yjlDl+poJgEdyFIJri5LmXBiBKudpAhlAoNGiOMSwgGwJeyymKMyWf5jvWSIdyRCEr8jRTlS3n86fVe+6f3EzAEIOHeSf6IiUC+CkQJvu6Nf8tPnBG9PaycxJYyBbD+kREMhmqbJjM9hm/LrjPOsbHlINcHyWb8lkzlHIyHvMsi1TlvIx+CAoiwjgSHZZ5NlNlvbRglr74yD3qfArIbE7vZL6KF57ONWYaXiUij+EVMPKXRjyTn7LpHNHjlBQO3xmRknnrGifI/5AHZJf0aAqeEUp5fnXFeRP3Exq+z92mW95kYTiC5ebUw9rzPSJuXq7NbxAYLGwXq1sEyTOcPXJYNZBMMj48Bt5W9JALKOM1jRaOPPDOy0Tgmwh4o6ZXFnhAOQCU9nw58SK/a4mwqoEXXPNZOQTCnKFAaJnjs5Zc2uMdYeKcr4a1LmLx5zzcaEhohhLsufwDxiLidEPSlbmUeScexPAMC2QouzQfw3Pm+c4Y9whBlguFfRXgTgf3Xa0QVouc4jG9FHMQvg2gzzoUfUU4uian1Hjgu/g9jAPeoLwlZCXcn2P1FoTyumL0D6XMcuUnwh6ekC9LyA8wUUepRafPjVQwbHm+R5XDAM8IpDCRvxX5p2HZhgOaTrDgEwwTOc0J6UG510y7pqAQBgpvJYi8JW/1iwkwrAaE+BjTCp+3PkzSnWE+HqOId/FM9aQ5vqP5a5wx57ldYriOffJPwCy86J4cvMRFjjmjGQatzsOYIxrjqjylGiGyuS+hXaHMvREqItrgEuSPE95PQOywTDneY0+eVSFsz3PnZYQzjMdRMI3zRNmGRUCkIgqIod2jMPh1A5KETBOGA9DxnCfkZU3y9x7K1kL+jNIORAbmkmlH/snf7TxgD95pz3maN5o1HjF45UKb1+N48NQrDMaRc1uQMu2RjRz5fAWj1cIJCBIKYnJsyB/nj5erYpzWGyMSDDjpwF7AD8+6w1BHasIzGS2KBxjKYlMi/8+jnKYVOrgcr92sRfVJ6cakUMicJl4cRFAogJ4jbr/ElzvyQTO80Jhfcy41P+M4UKwi4IYw/XqF1yGmPpDAtvEMomZNrNDCPBEvOMPLzsnjDliNJZYb95VaoE0NvKmeYcwFWc7Y6x4IebzcLa5fod1sAXgIPWsCL4QHvV4LweKy8WKL1QJlI0ZHiR8e5undT2MQUi57Tk5D/jNBQT9+mvCFCVO1VNygltuL3GO11ItJfoth4PlQFENevYmRiF7MUEsPtRPqxQAIiBb48yMXutuXA5gSzLLsI0hSFUnFWJQIS/II0hQBXgC3LxEYknPeJ5f6eLPRaBpWssQ5HFAGw0s/CFEgLFfUavoALDHhJhdnPpvXmxPW+3tbnm0FELLBe6s0W85Nm10jr8rzLFvOZYPRCfAYWSxjhBoYPAWggIDwNfCO0wCCeieUOQCjRtztjDRkxycvCH0PnP8EzCBvuI0xq+QJl/kUP3MxueUuZggihldhIlQTDFoAJDUqGwwpRhdDhaXFoBKaCz5F+cA4i7CNZ9wQfm5RPHP3xYTzOKmm3tll6rVRhAFKiuHYGt5z6Hs8kECWzmGL8uYx9KrbhnB4o6FF+aoYsNdnZ7wHuaMgBkq80wmYpuC5qoBszTZx24wcnehgBZAlbFqsdIgIqoSodc6jyf1j1JHdVJ7zs4c0xbKWUM6qZQwiFk96b+SADBkGC0wZheRBpqNKgDzukHO+YoA25p26VpXenDuHohr+KlMBqHJWBBmcnU7ugOyPeT8ARfWFv/PokI7HSCKU8senfhp3OBCSzHf9x9RHe1eihdx2kQOqoCXmQDuUJAQU7zbTwtV7ADTW5iyFkCNqlQ3tsJ7mbgtDRP+dHFLHTkSSttN1GowGYWGFgcvUJzlrHo7Xc5A1Hk6YuU5JpcrhVKg5VcnrrBOKfFmaWHAJnHe6fQClHAGeIJQH0ckInxR7FNLQQwXzv3im5cKQB5QYK1jmi+sVynh2w4ocpY8Kv9chPK1HiJshdlNg+wUneqCEsyN0F43ttbo8H+ESkl7ltU0EqU64WsUDLv0cHNtdf5Ke+g9p8ATgIbiAIMx57hUeyVC+i4c7J3zvcGYdlKlS2pvjhzJE6Er+UQSBnnMmgsR6fRX0aF0pB4pYI9poE8oL1HDO2tatz8hrRAmb5L81lJNHo3bH605O03mOnIgcuj9ZpKcxJuvYiZqboX7A18o3INMRb+GpicLOOWcFElOEBSfvwWga+m/wJrU60UP9hLTnLAycSuG5W3vWiB4RtjqhZYHwtFQ441nBLPCWbSKkbuM05UlVqmsQZss05O/ElwEcrZEtgZQGkViH8PeAd5qSZkx5tgMobv5AzoknruHFNoSVC8tSkWbxHuTGWHHqzzXqoom6JtjEdIzBq6azWicMx4w7eEQGZxgWPTN6xncpkE5V0+X5KXIHgo3x2nAu0znKTtqwAIyZGf5zx3uMdJ1nrZb5M95rTUR0xAhGJIgGq1gaB2vl3o9gnsq3NzSPaNMoBhlEVgqGtTipHHIu1JDnZ/W2oZR90M0xaJ9o0R0KucGF7pCGI3kTHjVQvqilWVggvDEZHnFJP+aBgMldUNuwFt0WhVBRyQm5J55sysXMLb4C9DT4sxKuf04ttD8AzcXElHiIGrlLGU+6wmovsXp+GbJQQlzCR3KNAgK75zNXuPsDSo/RTt2TLI8M8IPv0CN86/Il728xFsTkyq7lhygGC2ohrAcODuuAkFqY04aQGwAGNSniWtQ3X6gjKL1OFxkldJv2o9xT2vOBhFnbhWAV3pOLX5GbCefX+T4Wqg9YxQ0Wv4RnbXBhOfKwLcLbJPyqUu/N4e2L1A7rhKpVlZ/crMY5Ra6F0JXwvg0tkx5e9BrDt+OfB+p+khdaIIrHI6UospEcAiuApoci68XrYQg4F4EGz8ZcN2B8BMN70u2TxpO/NlO7iIEg/6sC2AwIgUejPt8Lw4hxqhANFTBi1lLREASS8IwAdE90scFAr5GoKYJpOL6j5JWrtQhrVQxCNyzRfD0McKuCYC4pvC9FZDFErdY54BefjRHa4KXr3MlmTAlkV8EgtdJp9yzNiJpu5pw33nlDndTScg+j2SjW0ghAUbnTSHdaRm4gzhiWGcZyiSGa8VlblMhcT4/ebGBYNa4Yz4LEk1s8EDLa61F7J0f/6b6fPlr+o1ZaJjS/Ou+k68vTdNKhRILzMX83urBEYnTnEVrQn8/UB5WRZ0D2rJtqzATfAplFHkThyzgpQSdzySXAjXmP4OWeMwyMBDk58FoRdgkRoZh8bogneia2EkpZomZVwPJHHkFt8mkIfI2VrATyaKkA9AkrI3ooMOKfjfnAf958Sne1WXrRPk1n+Rb1MCw0Yd2KQ1jwRcaicFiGPaGCSqeH8nBLCIH55AYlXPP7axRU5WojrNfntXR9Sj7A8yh8iXDZouDWWiO5rDWhFs8kAWO9IL+aUTvkFvXEs0UpSgSmU0W+nH9XAJ0qoLPtNrkH+WEFq1gkRC4huFXAiBrfPcI88h4hbXPVHWDIAmjN3BQIIqx2CySyC4mhZaKHspiPzjFcEgmOZS4G5ZLUUEJQeyDGuQve0xwNI3MwX+ydBXhgUBmIJYo/RXH3fMcinlZvc+T31pRhJANolEooqqp4ECwTEBIVzuMxsL5H/n3HoRnqHrcykHhevOsR8CwnCioZQi/CdzigbJ5vkfyoKQhFiWe7HqcpXlc2luhkjTsuIPDNVofv0MEok89x1jXAGRWHt0qFu4e0faK+igu2rPEwHKbHh2mqYeZblKuqpEFkXJyFtTlKM5YGMMw18uQG75PHwOVQbtHOnEBHB1moI9J4oA1RyVS2Cz/ZwsOKVk5QDFOidquWzkG8LdZ3QWfFDgYDnh/Pa22vCPraqjdQBmvRvC8et4gxQs0oAQHO4Zkq9T1o9RaGWp7XYhgII0WgayXQZUL2GbnyCLaQKYgpzlIiCgYctxBFff9qNkCEuYiD0C/1zzbRSg5F9V4yzMNYltCVc16iI6GU4TnwhBhovn0EJbOQe3ACfs+6tz5PQHNt3VXm2BvvCu1uUkw1MS2XW4l7oTBq/gS7p64rxnNymFtqXD7enoteYs3noHqLAYl9R6HCo/IgBy7k7on60tOMIjYAA++xI7yYAky0CNtOT1ugmNCbeAi//JYLUfcaCPvZaSVd9Cg51M2pyGEQuKDtmb/xRc2TiC7SSwgJ3DmAUj49DQgvMACGEGUEy5LBnDDXnLCKArY6RcAQAREulBprXdicA1VK81yG5QAPL/IhlFFCgNQrIwRRNAv8NfLlJmEGKDZKaO3QHMk8A4AKA1S0jshF78j7TM3K/NwZJRMNtYwNEdkSBqCEF1pZ0sHKCxb4yxLJjHrbjDqhdMJiaRvPWcF4lREsjjNAG+EOUV7BJJ/zYP6FwVpBNbSKgoGngI/yYSwq1Ji1hksUQq9VFtTBgKhYG1KQDWCZbKkI37mLJndurS+P18+hQBqXKkaxjSBUCe0tS+0xDG3eK39EiAnL1uRf7wnPJ/x6DZL76vpVOrk4QYnuKEsBqWAY53zOBqUqcsGtliEacmIeGiwaIoMmNLgEAkrIukdRrSfoOTQsfT6rT1kO55MuO+coBLkiIXkVBbR0o3fK57u8F0AXSnhCyKqDMoxdIKdGO0fuqM4lRCkJr7/A6VTxcq+vMbJEKoetbK5KGpL7z1b3kSLsDtY7uE+isyCV8DwtCC0lDTmPvOb7GI3pWNod0GnuVKdl8d/S3RLjPBNjwLibW4tmK4saZ2vh5gmzKaUTXS0GUWO7l7nGM6qwGcyDUk4IS8zJ5KNewe759lspQDIiLIdMYcrcp0d+CVyIYhqGWqKR4SCCNeMQJoS8U0KNKaHpIznVEM9jAd+amTS1tUw8QpvwHCihl93B81S7HBCC3tLt89/WZ/YUwz1UuZNFPIY0rhzCDF+InzOUQ5kECHi/U+DjPSjtAcbKmIM4u+CQCc28WEOyBrXFU0IX66MepHmFGm1YYmHc2tHMMBTBtbDThnkSddgVZQGICZZcROGO5Fgi0vs1ggFAINInCn0EyCgiLE2UsoYHPZAGWEstIk11SiAHDr+E0JQI4QNUAnBSqFv82VEp4nE0bnPyMPPNCgCQfIIjaKtMO721lC3rexuM1AJgR4ClEGUXzgDBnwPrT6cZv7jE65aG/BgpQbctobZg185wCSEQeJlhPIfk4hxZamDtq+RbNcCPAh88mo+4vxtqkbyfITCg1WT4BFuGZ8/N0/UVZRRAwXvuF4Ay7Rtae/05MkE5ZIGAKXAbwtf+/Th+35rv0bIE51xAwWsIcuTuFvmRDb+j5aEzFH4pMq5FNDgHnGmX2qlbOuF7wB8F7V6CzPosc/PHPMbC3Fu+K+8tgGLxfUcOugXRrHP/p5ABiuRsM8tCUUoy9y0QuXS4+5NAqucomuQFlcow03LU+WkXvATPSP5axUAWeK85ZZT7e4BJ6Y7ohwQOEqII72VLLXEOUvQkikgMCC9pScVYzJqleYTUSGRRXbDuHqUmvisBnUklMvkM9FionxEWVcipTgExTgAGqjyYpb/+uIDno7iLlldQnDVCt4ZjGW/EG+qCBS0NnXywPiDAGOqVIVK3Usf4ITQkytgkoHA5mrhpLHGbfLHH+7UpAzQRxoZeibBrjeDNMela5iipYLk9VENGMGs8EZ4q6kDSbUUPTaCzmL3VzaXTKwRXr7GldAFQovVrEv6cUGgXNZNZkSPcWOFaBLKq5HudNgoDENTLddOr8pdhzW8JzQfrmygd+D0FOGbkWWvy7jWGxjrsjlCDU4KGhXLy3wUERa7pCpBAy1k8woaxRCPUjkEAMwvDYE1UhE4kBoOMcaJIDhoZDJ4gQmBgQCq3RCemDPkwJNYgxccMU1F0jJseItXx2EQGIyKT5YYACc9XILw1GCgiCJLn/du8aINn11Kbn68wZBvLLSUBLEjy9TO8yAl+i9SEUG46vANogSMLcbsMElqglllrYmgQVCmVJDzpmtCv14WIjcLfDz+lp/UdYBKkD0EfvQTAmrzXMXlv3bMir90T6uRreltMrLkgeYiGfSu3FpnDBMICKqW3lYv0dedLIqhe1I9/7P+U3o3fpcfdGAcgXY/qQO6B0J/34zmPuSuMEtEHnynKvsHz5klZ8ngzGwsEbkaTJ9IbjB/RySlcNiM3w3BTgTUEe8G9Gmd9RjR3DvqvYd1jAPLSGpE5SysqNWl0IK0z6pOWxUwnRGZnyLmkdWvKwrZIWrg+o8K8Lv8ZMxC8tF6ujFiDN83QkFvWiRBYT2kxuqrQEGJISr/DalvLs6Bt/D8djaJrQM+Y4zB3EsMR9najSdhwElZ2byyM1zFH26OUeT6wS8gxGSEMWGYMTuRkNTxKnppUHsFsIKXmGwUZKBKJjw2CDBCqbT8RJIQnWsuGAAhqgOLJuNgjAAIrJUJICckCNLPcKM0o+FpsaJsHG8Z4SIRsM8o4MldqKFqTUGVF6DeVAsXB1blQLaCQRoFDbJDnXJTOeSa4iUQEkedAohYO9/UToDOjjqYcYJRcIMwan6BI4hkNXaUY8moU3xqVcSXoLH/WtU6JhaxyGbLAd5xB1OBKFNn5HiWNDu9bQ5Fz1Dn7AB8TSk/JsI8QWUWUUiYYIW2ryj8NMTsVACrC5tIerjJe1LixT3gl4brAnQaix/ci7YWTipflTDVGW4zeFC+qB5kiqJvZGtDjLfe0I32ga2Fhacd6swg5oTSRzcHiuwoni11QCCVqgMDuMArj8Z3AMEYWthPo6gZ0slGXE0xIWiV85P6nyJJiEmdgbm3IZDhqnsVn7Q2n9ajzQnpTvEy/6v08HZChmwlNEYTLZTEFvuOEVGiKnJYxqC2UqEHkIUhSsC5EFr6RvsbdQWBLw9Io7lgCQgXATJrckjuarwZRd7UjaGVuys+DmBDxmLKJmpJyUa+d8DkF5N5zXwBU7bhToy29pIw0qXlrlMq6ZQBD1lDiu3HH/ndwYFVk7lFvqTOLMJaf1c/iiApRMkOxjbIM4VTKNdC0hO0pLIv+4IGEl9KGNAPJ1Aj9HpSrg7s/v4QkbALeBynjS0vMbmNJC4QjhnN6zeYBhsaRelTE+fBMiXG6WLIirvvN6x6WbU87zTBCL4MUmTkrrE9jRk0TuNsQtU/4sSeEq0KRGmLhxlj5HlzEA5drcT8nACJoElC0bBI8g7AybsfieZ7fs+BfJjdtofQ5+Kmvii/SefE6jVCid5MbhPE+zQmFVrBA5jCI5LhWqrQpFR4SWTXXaYkBgjAeVUh7zeH63QWB5oT75kdS+WS0rDBiRg85a4uUecwZhchFSs0vi56JJ8wzaxk1tebHIm0LDIRAgnWtLkXt08N1dE9MuPx96hNiyggRwDEckQCB18HqaPwkGNCKgdeCvQJYM8f7CR7NMKACJgWMpHU1W74EzXz5PnJKcmitd9RhUQju+3FumxagDB7ClrwuZ7XlrDSu5nl5QBHrtlPCkC2odNAv9ch4gK11PL5zhe/XqhP24Q2XnGWliZH0u1m1BLHVEO02oKUYhwUyJSVtRZSjUCukZRS0jEHcwPh5N3zE4PxEV8iLjMRCPY3GGBrbIN6DBSxRrp2gYxBTTEcFoOSYynNegZbyxfD4O8tQnFcL59GghHc4I0pA0SwrLlWyqJOaz6FklnOQtVwfEA/DseX+F9xDGYt22NkaNzU+inYso6QjBnCvceW7GKkaWepNpdH5nlt5yEGQseapVYz/hW54pqYuBbyz0ZDlJBUz2gdVSpSeB7D+x4VCAZthNa2lyIQRXr+8vkhfvvkmXb96hXvFKnJxM2qNOw7UvM7+vooVapNd8oEd+aW2QBL7GajcxUk3BOqUMHKD9d9WtDZZLqZh0HL1sRInKJ7xXJn3QTxT9YBSIvADfsaQt6FXIwSrYz2BT9ISa33kzwo8Ux2aoAX9g/xDKToqg8JIuaFZ5vlzv0zn6UvqV+t0UviQ/pB+l55WN2lOqCOV0A6LNZbsIwTpFr9njbMUnRt4DFlIlE0s+0jx61Nst25WqCCAPEsFA7AqC8uLrGEBZ4Tc8EXNRXMovT2nBbzyDgup15VuV6ekYJg3pfdutJrgtSmLVBCc3WmUHXQiAgNekfRDBU4BUxDtHRXsyXHWengFWpQ0QBlyxvUOpeDPZGFtuGTRQoWwhqBVMSb2EZySw1X4TnL/t3wnFXJKPnkEDW2CZJZBMbd8b0nmcVf8rKGo4dxKIj0GU2bMnnRiDv1tw7PVQCf1KsIq880kiChkrCC+GhFqjijwat3ncwAIEfbVFBlDCQzOi0QJnm+Z59oDAP0AWLi7+X36NXIBhwDbY+saHosySXPfxgvKwLFpQUEjhMQYzmcimCDn9C1OwT+2hOd7c36r9xiVKmlCBaJ8mWffIFdWG8wjTSNKKJ65oSDhARJKg7uTNNOQTAAqfSAS24gpWDeOeiX8VuRmgZNQkeyQsvZu7h7eThqqPb6aY85EMou8ZMPZAH/4vKLhI2epUTJlCV6fDH7Po9PlS9qdwJfLEQpYG4sWP5L8Fy9epd/85jc0Y7YRSMJEBMiExaaBLeGcxXz5jcbpFr6PUKlkQqiYx90EjyWvEDSGkOnjoxeCh4W58vriNehel3ASr0yiPayM0w8SpLFCdQnEoJ2yIQ4yNrjwmZxNEDOBDFHgRY4ic7BvVFYU+YAQcRCBEiOkRQ4+UUQv7/Hw6Tqdrk5pJaJrgi9cbVyjJOv0kZhqmkZRH6uT75iz5shF21y6JPcGeW8NI7HDK/jnIqWDxoiwE2/P91jxHE3CmpNTwneMheSLEmWaFuBHs3pKVFABtof4jDWE5g5xAmUjKulhnGoS0XnSEp6ugscWPBJKnyFcCyIFGSINehWlZJWhMxp/2u2Q4xlWKIKIZVDvsKgFkxz+LDTY2hevL2O2pyDJfRpn9San1GObhskoRhsecJ4ccokiyLIa4Vkx7BkXFaE3/RmiaLJ3ihiUM9KUGq1oR8kX5K3WMuuErZXKWVqM8fqFWdQHTyBY1yFLWMyfry3Og8ISltdQNHM3w3aBGTGMAl1CNVKWvGUhhH+t5ybab9RO0iUgyxIaXZocUn8z5DsiwOeHdAKp/IDnHd7vqHHuqT3KDtJA4/2JFz7ejtOHT++RD0A63rdI3j0jjzOaobKeashkQaK5rlV2jjxdopvoBuFOo+EeJWwAXGkAfPYdv7/Vm6LXW2qrKr3hsbxmqxCi8PYRV7kfEfyDiqHu6AXR4BKfXyKHlEyTkTWkghqq6lHx7Lw+SlbW1MUUVEyV8oSst0LOZt/aHM2vkSAH3QhFujq/iPredDJMH+5+hOFCLG8MHDUVoecsSbXnTs9ZwtsEB5ZfdtPbLa6B0MLMyUXNUdqtUwCll7zGB8XT8RA53vOIS7euJtfzSBtZiZj9LZfUo5VmRu5EqhVfosvFYxNRDLrUAysl18DKaZmXCAMRK0JChkC/5R6LfMWB7BG+A933NPelA7mOAUML4eW8grxtq05jC9pXJKcsYqQK4zQCCTOM2JMLlgWtUPgiOZih84KHWRDKDXOTlKeEYX1S2EfQJHJHQC0RNrmd0usOMpyIQo5Y4Snh34bWIgEOwRjD5Twkij6EhQd6CvdA5sAwnDtWna6IEh0KdjEk6r1aYXm7Fp8rCE2BULNAxCGjRtZNHrqiBGzMSDyTzJcqXtauBEsgB0omejKbi6sqPdKzIb/SsNraVELpF4SYE34pJHajbHlPObvWSxvkwDnO2pDNklENEKyNkTU2qpGm+BrLIVVblLirOnlfCVR3DpVxSjhpbpjw5AfkQF6pkxWAZaJBgKQYTKAT91vEiOy48wkRXL2B0UdHzZNzhN/HhhFSM513y4SllIns10WhJ4B1tb55HPLDM6gIOZ49DwsnGGMYiTXtYPpyCRzWnG1ayAm64YUEiqw5WqOzA8rUbYkhkghh8wSWjO9EumHorXISTdpid8QgCn5ZI63zneyqEvCT5imir7JvnidzRKOCJIHwmhpTvo/gDj9jSCvfN5TSixY4qTcIR/i7BbvhglEFKpstST+++2N6enzE+k2iA+LABx/iTbOWKAGIg9MAEBSLqCptlxDI1im7wqWYIQsIjR3kmcUYjIYYAZtd8XhYsCY1oxYXbn/KSKIunueERutX+ROIxVhBcMG+PXmRfxHm6OYN06OrhDAIN/FI3vFEG5P90t02YSLhXJ2m26oehtJB69jmu3PgvHaK0uc5yDosl+KBcHNRgZzfTWcF8g6btUFM1/k2OSd5Ad+D24twXF6rBeIaufKWMonQ92xqS5GBLuEhQh7Jv5GHoZc1LzzUCi8h0JLblSE80JANK8X6WYwLIQIQWHuiF3GIF6mQU141uyg/NDXMx0ayNN9TxTb/1hgU+E41Io2z0iklpWb6CeTzcXpD2AzwgVePcJDXnAK6SJYHIYGBI+AgHVADqqHUiwJEdRrcYSPQb3NoG7Yl7+NXkWxQxhGQCXm6QlOk0dg+zZX5Wn4YhfcK/aNCENLrZNeU+a51iAJFhLhGTrtFGZ5mjP9Aztq9L1P1nO6RKrEDHrJimWYOwwsO7pwzuaXRXq9fPCWMrZLjwfNtobgtIpIi3lEn1z3HAMhOcmwI2mc/4hIZO+kc0jffnKW7u2Ia3OKNybEdGVKnJFYhB18Qcc2JHDTgNZRM2ZTiJrhUIkJQjqxTj6DmBfAjdVTYDmOx4zx1XJIFsjZA5EPyODLU4vcd62Ebo1ERwR2CaWmI9IFuFcET7+5ISuE/9YYFw2Nr5fYC290jWEQEZAdKKOUUK2UYrMae9k4zDijhw/BpALvnCSUCrYI2p2fcUaaIXMO6Fw9QspgeLSqOa8jQqy6d/13qj0fgyIVAEdagxIXynEDmeLTxKL37+AMOyq4RZJwv7FiHIkKzwBtMyM8UfMdgaEykm93nUUoUeG5DqJA24fS5ZADCK2N39BwFLxJi29FACAghvnuKsNdX6UaPQUgio58qF57K7hc+j4sx96vDYCmpPAAZa2qkNseiblEUzpOALalP5UEZRF6l6znSQ+J8mVB7RYi1AmEuQl2zzioMLttfupxkR0siCrY8407URFAyclBLAcFh4MwFQXKWQuCH5vHihuiU6HA3kt1JD/A6KskeIzADMV3x3Rq2nVCv3RMuFynFrEdwdWE3dQg1FbLNwmZzUWBnzqAwfKc2fZ72kQo6OW9pCClaSl2zdoWakTMaclJrPuBpbPheEWUsIAJE6YfPEP1ulQjVpV/acnQcw23V6ktLxLPKoOLPKs4vEqHGyFqOuXv8yGyde3pnr5EPBLuF55IZxTla0tqg4Au8ju1la6YQVElFmnz2rEZkAJmiDkr6mppilbx5SO+hqdWS9EbQSxaMdz2nRl3FuPWAuY8Hyjjca437PKVEVGmTWjllYYNygpoHB5kySYRo9m2as2N0d6RedmxMYRLJGnKEi2QTI0a95XZOVIbA7jDwW1kdvIUlog7EBcd+GD1Y6zcszEpm1O7HIvNhFiPKETiTE2tNuuT35z0cLCDUZc4psSOUUgGSQyihuwgfcUyifHd3l/qPgDm8sAOzo0Ae9PThMY3pxpBXKbhbrpH30CcJWYV/N9Sj+I7VbcNFtbtkJedPRpJwtMRb/i0r8QgI2Ucg40M2Dj12/MkYwEZlsE9TcGGJ8sxAMCt8jmwVQQWRSuloS1totm1ehwV87tifQyDeIwwO05IuVZOCBlJbwIs1GDvShRjdPz6m4f6J54K7ekSAGdyErU+1LbkUl73CMCxB1MydD/47lnN4eIRALWmPfA4PaK3Kg61w6QuUxhrhRhpVz3k8fEduoC6JX0YObJ0cz96x0m7oIAKGMMjcksnhNxZIkJBcx9KendBuZCjFQUmMXhtigN4eKZUINNj6YwnHUtEnSlWflk/pDPBiSpdKo9hLF4036az6gsFU4/TAzJvlhjs0kjFRJBRVYbUQliO06CuAkA1eTa6tBf+jjQj2pWJQZhioCTnwBq3G5wU9cY23X1H7UHhLGKWqgmQ3BowkQRqsX/RceqdNckCbnJWzPRFCnTuI7nqEYi0f2bIMynTzMEz3d3T+kHNLcICxyd1VyXdn1CWHnCWD2ogoBBGHAEASSwx7ZWyVREkJUQVWzNf0Dyc4hR4yK/1PdFjjsuVnKkSDPfomlxs8LN47Ojkc3SFQu+TzAaCULwEnObBGDSq+TejWlqVh2sl0EC+R8223kD2VGNjRUAaPSLO5ofV4PB+IvFWxtWAWsqBRkTigUYm81qA/phpkJTx1LYy4SmluabeEcfIC6ptlT4XPAqjJ+zmh7BpLOL2lfhg8QOpJFP7Pzs/SySVWyakBkHst0pq3OCFOmFxI2AEuZae4tanWYn0dYlTldTXCTw2BxVantR1l/Ru2PwMWHoKjIZyrI2/V8DHPBeol63hqebQPT3TcUxCewWYxlbcWtiFME23W89tZktvXIQVcp6vjC+D5VhqkWx5pRDg2wzNeYZVfUcYBxCGEhU0ZnmGFMD5uHshnKFT7ixJPjLFwjg0X1edC4wIALWzGNe9YIYzbifxKO0AQCCYDVjm/IgIcjbIwQCyOxwQCvmPL4VcYnOVxEvVfL8dRG3ke3hLPkpzOWT2SC9Rg+05t4Fa3bNGyjDVzUgHhUZ/I4hSa5BlzbbqFc+qiNE8Tfk/IxaemDtacRab5XAnw++g1hU961uP7wh+ma6KA2zbHlEJ4wFBuFoZwKEnFMA6DpBJTf97J6QMOlUebF6CJDJVczpCe7yfgQzEs2rZEjJWlXueS8J4ueybsTRm9sSC/3PMcedKRCfzZEeNDZG1V8Dq2Ow397BFehhRDtDeRUw/Hx/Q0os2KEPdM0gnhbQm0N+YjgVbXwB5O2twn5RinA1gWWWNQbSgf8csykKWakjRCSfV4es0sl8BdQr6gEWMM99WynhFSNsRKZpKMLCsLWlJAobAwGQ/ZX3lzcl5js7LEc8Eec1bfUwKPDQgHR4SoenLqSIcEevY4DctiMngsp1gsyQhAz0DPwY4GLpC0LlCmKuhnm0KrIE7Q0rTWWLez8xZKCjjghXBRl9cvUhPLviLX3BFaGg9LBNhx4Af5fIADO0IL7HvU55onIHiBKfNa8sky1r/Mey9RVJtxLfJ7UHaZH7ngEwCEEpalIQBhvilYAtJnk6tfZgHQ8/4jSglVy/YyGUeGgRoZKVeO9Wsj+IagRcJEMhRNcBiJBaUU5840pexh6SYI3CNAkCFf0fyPE+ovBun94iMCTssWaKnjKrb82RTP/ATkLqFZZTKcH5ADDxCa3oGWLPJBGU7B+g+ehowSwnvyrwbKURMd1ZpCW1tjvAJIeM65J1psrLqhlOVlKWkVjJiW19DdWqfT6KxxSnsoozSy0koYrka7E4jgROAGQyfkXqBGtsKLHqW+PSOgCkhRZLraC3R4zPiMGt/NoV9lQtQDoV9BMjUphdSLkk3p0N08kyAO2BgotYzxKXptAUdrp+IIl70rFNxJfqREfK5g0avzVwGIPEHVnDyMw/hwswh4pvx1p0qQ7ixpj5syK+fD4jZVARZzGHpnMmGGyc1AUjGGJb6fpPQeadYB7zlB8exZ0DupIHJZvSMjmDlhcUxbsHmd0PxI3hptZnpUuViRG1IKwrA+Eu3YfVJH0ZuAZxFvOo0CAop9tN6zvOMVEVZwd+XoWk5SR3UA0UKHgXJ6hWfDH1irVO/rdLfIf64Q4hpNhrMyogrvi34InMXIGgT3M/q6wStW7JjA5VnMjDk8uJ0gFZNvLimabviS5pqvv3mBNXJ2CnA8r7dIvsBT2SOpI9aDCUHniAlkxchsOBZptSGZPzgmxM54rHxOpeSDGuSuunNBINEH5+9I5fPyZ0trY3YVyFaEuIwi+WwbSxljoHwhN2e+kEuIWgX9zqI8B6M3cGpaBfc72I3o2IAgADhwtDOcHFLkMkceOYuxipM0YgaM82IahIon9BrK7BmWhuk9EJOQuBO98hwqNZzw7DlAiDpGoIaxmEKveqKE4IyeLuBMBbJCkVql4afEhz1hcIdn7OCNz+uXeCSRbjs4svEUfUKimIgGgn2H5xg71hFgBb8arKlu2xxFbqdDq+wawTPZD8pZm3c7GcLuG/sl5+SJG+pvwV0mGqmgmGv+XBnLKzCEbjKJZJnM1oN0N7iHIveBPsd66thLKAcab2AoaDgMLy6okgein6q9ipR5LP/M5oOgE+arWfO1QJ+h3qnznUR5rZ/i0fUGMR3O3JmQd8Pd22OW471MURoYmJocZMsx8IolhiwwprZlOWGoCL91B5NkBVZgfa8qORz0VYrgHOaPhIkdOeiS77xcfIoadgHEXCTe7r2GHVDI0BKaoA7pYE7n9EDwBGvfW/m0DhrTM6JEIYY2IwTyHuKVgZO8TsKLfG3BOev3kkSWRE4ycnrMfRVT8R7l3TqpzrKgobAAkO8lC8o3FIGNHl/IOjLF/P0gI4ldRlirQ0XBlihfASsgEUDL4njJDcCBvD5jJh/KVqHuFe09tksIgDjqgQr1FAvzAPnYsYkqu0UvY+hT8ssT8ssqX2SL1by/gxERya29kNT4nJOKhXU4lBZRNEuvqQhaJJ9Az0N3CT0QNMIPP/fVGxgvHOrT6CkNCDlM4CscYDYBzn5ME2pJzpK/mXaA4D/VocvVGHcR7VEaDa0/QszfHzcfmTuEOkI+11IVaNo9woH1Yrv0Ql5Xz6jjUSgWVJAcztNJVG4yEc+Bz3kUuzCgboiQG6ydk0ddUlZp7iljkE8fUFZULCKCLQCPJy/CbOlp7mQBqYBY4MgUZUXJfsL0TvD+ErBlvcgGsR+ySPjpcLB7Bhk7FLrI+UktawC+HIJkTkhrryFGskc5pXOGN+R7dijyk81AH8ZgOUTBqt0C+iCCOFsOEDpRbYQULzMAeVwApnRhv1ycv6DfdckUv48YGGqRwdhpc4fkik5ABBTaIgMTPNgImXngfMfMV+11zxHcXtAAD6Qn4+VDMLfs+KlQWto6Czg6MPQ4zkxCkClZNMrnqff6Nfkx1L/5Y4z+KHKOkugle9uvKItI7zjhfid41g3gnu5I2TvYNEBR36YFSw0i4g2wACMN6xO7GM9nwzYRVzQuqzgy1nQmPAvnqdJYvig4/cE8EMNrl04OI36OPL+6pLEfQ6LzGPLdHwejGLv66sV1UEG1RRtrzWAS4iYVwS5D3Pi9jL6qcdD7CpY26GLRyVlS0ujKTAqlVFNt8QEQ5g/stKbpmZk3K3sVOTjZInq/BbH/x3fvQWIz9NI3VQf9mbD0KhRfeEueY99lE8tbRZiaEq6tj/HnJtwKmWWDHdC/tR7noUg+sNVljvXYmHlzqNr3+AImwf43pYHBE1Q4SOw1hC0QSJKuAUJkf51e29xY2N8iSZGCrnNx7gE73q0feEuK8xa2HUTldIECBojwdoVH0RMZ109LNMtCzi9Ryd4SQrbwasY50bTLMxf5zJd0OtRBc7v0WDqbpVR4zAY6Efa9bDM1DXg8j1c8wGpxpq3C6CjHj0Oaa1GqAp5D1lEO4TRfs5jiOAyn0nfzZ6k+7CM7zijiOzjnFVmRUmct06Zfhy2v+Y4W9luE1acUW5nmiYckYiFsfLBTh7N/tb1IbaYFCvvbdCfSpxILaBlR5DiHMmFWE0Np/bCIQdlS65siUA1CR+9cxpBTNzSaLaKaBswceGt44Waawysdj28QpEEMOjOgMGx0oFSbHlvPcwaSOSVEPUobwzvqgWQr2XXjGA67OsQVcqC7XUpyV4S6NZTNEL0A6rycYqAGg1AKKxD3REd7Xts+xRDbUsiH2tys/ARIFG2GjjyVsCA9UGGXccfdIpcS0zXgjh2J8aNGjGIU3IUca3Ng31NvpkGr4TQaILZV2tu+uG6nC3o6nTAwdmYReXwT5DX6hEGIDw5io7RSxlvXaHnc8VnZ3CiBQUpPfJbTHKb2GQOutZDjDjOWJC7YlG/rpMhwKOVG0rC8vaB2URcil9P1OlvGCeJy9dbkUaKOE8aFSFBXUbwEPY6tSRZh6+RYK8My4HgVb03Y03+k9YtWLhHeCkwX56cGqz7Gi2AMEKTxWITRCei8P7man9Mhdz2lHkXgFNbFv2aEG/cfP2a5j21APLQd2yvAg9GA+pMDp2KcpfQ2+bBOF0/ppzEj+lf/Z/rQvCcvzDFCmMngeM46dcysVsSsHEc2Aigw8SlNcc+bPGF7jpDWjnEph1G/o48O8KlKiOqA4evcW8Aomqdtlj1K1+NyCFNn8HuXhJK3lHGKhFqX5JgOhnqCSH0LyGQ+4+AsR+w7bn+DZxgivLU1BXE4xk2K7dWXb5DhDl4PTwYVr4Qwr2m8Hs6f4mIFMwRfVBzaRGDDYPERbmlfc0pYUxsI+P4vj2cICJ/hgCgEroYHLaLI3uuRtEBmUIHvmLP5AAAkSP14mIKpxPTJOfYxw9e/NpzLcMHZYUYKnFeBlOe4QD7w7qcoiSGbEwJHsJ1E8OuEtkNphAtYOShzt4qRIJyc4emmGB6nMxz+qky4hO0j0Y814jyN7gwER8B/sj+TKQF7mF87ymVLLjTPFIZGC8ILRiyvUhpmBp0JkMrykBEfXmnhsCoM4GC0YaD2JD30Z/FnTZzA5RVD0TAyTlUXMDNfNFKKvNR5Q8774VmD08q/n6GMJ9Q78xhtZXSI8zjidTUyEj3EX6JvMmJQOWV2L1GPx0BaPrFcE902GNM9XtPadY+7FiTVUEher6ADDQy7+EJR66emGsfrDQpY5S5TqOuwKzogiSqRcLFrA8LFmtvEvgzrUyibDbGOb0eZqwAP9vVtKAVYJJ844IqY3cLzCUXjDoOO7QW00yMbTiRXkNDYcSAo57QPvE5xfDXCtxDSCArYfqW3sfA/w1LuED5ZNQ6GdkjvAmGQPeEJWvTV+Vt3CgK4l2I3BGML77cDno0wmfdzHKYeQPZF0TCnukzfYanPSh0UCMEqkmvCNbH51DjfRD0nScECtHVPUModjKFGmVESQP1TWEA2HjUr13gxwjiYIyu87QnCX0V4ykxq3zgEzMlldrRHPygsHCzoFKW6p6u/WEJQ19LXaMzuXsLoQShgv2yd1E4YPgf8mOEFnFn04vJLLPUphe4hZYK7NAcgEVzTQNbx1AdHGvK6VQiKfNmM8GxYhriFsDkvZknbmY3ahAz8/MhcBiI4RsZQH/Dt4O4QvE9wSvnsHYKrUB0xJIIm9oHWrRnD0HL27GjwGJ8zMuUAPCOgpoSi0c1omDYwyIBZEeY6GtPZsge+34TSztPkA2nJI2125GdsGSnJzWVG6yYalu1hpJ5IOFlAWRdzACAQJtvayMxi90hW47O478wjADkcw46I5alPaN1nVQIRnu2JjivVKDkSJqbSxZRz7zlTQPN1O3FEXG3E30heoLlhMMyaDJ549jHltxzN5FXkKIwoEVEMW0YQ9zyvIbCpoCNRHJ+5dUWDtDqikpbIPOBlHVaRc5VsZrC9UYJIDOAiMiq+ePGGLzmyfybQ0Rzu3KbjU+h1jnj3kFsgSIZcm+feL9kPA77sPXxDkaZ4Lw85GoYp4oO4jq3dCNpgNwR9HCQlc6GG8saIBNFaHsAWMYnMKw4xit7kkXPoTOvt0BpJJNuOeDCXNOwVWR25AIaDqYKWFTkwO/WLhqEciqBP2cFWXKIjPxw1ucNTYFYCpn/TeJFeV66iGfWP8w/hVYJjSgzYAqRYChjh2c17w3qiJFWI7TUsdJwPz72Hr/q4+8jg4azeWs6dpTOAkU7lnLLLlBqhPaTay1wa0pXgeZkn7/gsxwQ4Mc3SUTYFLWvHMrS3oE+/f2qs+qQLhPtR48Ij2P3Cd6tTdBd9/OKrrwk3z9PyL78H7PhAOIVQWm7Ca795cUVoZJuSy4gQLne7MHkwjxcpEnZWaOR23lEJQkSdpmrxBwn4ReqlTnxo8nMdkFTriQvnuQBE7ZAPW5UqfPaRf06oLTpt3UpBEyPQAQ2tkG+W+fwtXGZXHuCrghFTMhqJ6XyclJ6IMLkJ48pMyp0a2gQjkXsUU3L7aoxRJnIwZ7as5bzeKswly22uAlDYH6ihl5wvS5M2MQ2yxQ4SBLsDCn12QdSD3DqTdURbWp/9JKYCNYzUmUt16AHNJgNQigFLCNxEjipyk2ESGXJqgGYUabx2Z2M1hiBP2hM1VtS/ggOyDmruLFfbXC5ochjQPY7A8pfhr3dnjdnRN1YOHF9qO5y/54hJMQAdniF1dBGBrxXrHLRF7C4feE445UCpqD7FpDDXAjj/0tCML8rjrGL2SLY0x3h6Qj5hbccs19DTMNIygB+gh5PNY3hsnL6kpUaGvg9sw2/NXj1ZQoYccD61iIaUKqJ1IrVdZXeCQdbYTD2L5lRHPThD5ahigzDmeQ9brCzIxuxVYPwKxIIGYE1NFoe9iSBdXzZfp//l/Lfp6/rL9MPsQzo8ERIf+umcwV5Vmp2nFaYAEIKpRBXy1T1W3KKOk9G7eCZLFA5pkk7l957MP6U29bc2w7KK1AdnhOOzkvs1sP64ooFtQrY2EZpbfLb/s2hNkGesIfjmnBW+bBcQYeNwar6Hoc2RcNd82ws19/c8RPEuTi8QZIAMzts6r5b+BAWsEzIP+igO71HFa3cbF5lHRvlPWeZz3X0R+0pEUp10d8UYxssOaxIAhsQGrKDbemWul0MAW9ytqPOGYluTHDOfPhBe0nLHS2OSAvXjGnlflbxKQG0XvFaiF/LtuSUcu28EFiEb1Ow1lZrH+Q81/oBj0TyAocw5IYByXI0IRVR8Sz4vb/QW72/KI42vBajWIHKQTdW/GwBEQe9zBpNEBLo6HD3aZ9SoTclNQMWL8/Nofu6D0C/IZ63xavireLQI22WAUa5T/o3ujNjMuu0HNuASADP1sphvTVGO75x81M+RVWX3iCwe0ei6XpLQ1Bw9SidmEzgpI8QFHtJndgaWzDHzW52EDCLR6RHpjEPkNBj2CZvRuk0gcsp7eK26fMfrtZj4VeVBt879jPqO4WUQ/EMxbNDcEd76NUjbmetK0i/9xIkBTr5mMt6cDgA5fj5QkcuLns7n0NLalH8dzGN4sBnQtsqrgkUvGiGqh+CvEvmn0weCkkTIqyUSkTORLJI3Gs9L/i6TVDsoygkMsUhHFganK7ddjq6IcBPFbEEV+QZl/LJ8Sb1LpDWl1y8hQAD729Jkvjtn2tvKmZ6EQgJNcnkXhJdrQh9zzjZd844RWTuHljMSFDEErvJMY85oTTY/Ydjwgrqa0w8Mnyd4sZuHBzZKjQh1skVDRzx9A6U9oZtff+r818j5bObVGDiukF+SpBeOWSRPs6QQs12bgEF0edSlBr4GDKGVbsyM1jphHfYu2qUacIbPnK/K0KuT06t4bknl5n3mpwrICUTvaQOKG4wcUwIJI1M8tSWCKSF8BVSwd3lOnvslaO51unn8MwqBBycvlvZ3cfmK8+8wPOsT2AETDLgLc2znKc2n3KlsLqlphp4SA6hLqwzByXRIBsjkwbEoKFADI/GCu181QVYnA3i8nBdRhVWoHHmYRuCIFy4b+WA0HNCm0V0gzEty7TKRjNPiX395Cb3ylJAVwOvRdQ7uf7HBWWPK3aAI1qQNel8wD+rLa1BijNwYEDGmMyCf8oslhBhSOqkgKKh4QAeMO+a0CxG+yfesIy9OsxDBXYnqkx+vid76ILIjOLZOxnAKugPoxEialLe8V53aBKLCkDB47uhMUy4+RFkzpQqlfHzoB9u+AGJVQTnqeicPTfcmz1EFk88pLI0iW8exxuSYR2Pw6BoJulDGnDeelgQgCGOvmsKmUgsM+QDx70LCFlHtZI/I9Jkhb84iEwZrFnE/XjGI+3aIeABA91m47OwUvHfMUTEMJN1mY5h7MSPsULFg2IjEJdq33iBc35y+SefUH28BS2aELvuTXPq297Pwzg8rQkAoXcGuMYeThI6CHJwMZ8cA7zsC5V0s7+L5PBsnDxhSmvP0yX0WhrLU1NarKvmHCF+Vxu7XTBEYpj/98ClAhi5Gz6ns7jyx/muh25GKhkmempOTDTtVmmAR8f91ejJHQP0jmsMldpw73Y56XoTcTiyQo3n6RXrV+x7EkZ4TlPa0e5WN7JfTGrxN96UwthMBjDGKKKLnZF+khewJd2E/7YSuHgVFqLbF8DQ77B3mU2NUyMuTnzGa8jbyP0PvMmDX2h5cBN3vriF2CvuOWq41ONG8gv2cenzeps5n5UBuRdkXtlchtM77EVhTYa4v3oSQ38KVXXyAkaOrdXwnBsOzKhEuKrNyWVbUivVm4huCMg2YRC3mMUnvG/I8n6CJOsbGUTUt8tgq3TbuDHVZlUjo9RlTE3uV9IqyUZ31BnMUXtqhveS2DC4gG0hMf/8J8In30zGtmUvs1jEn2jWYjmdv8WhI8IzxceCcLK4pMvL4AF+cZxbTKEOoNzw2T7VdWPds/+4S6+kwcjejBR/WJVgyp9QZlTKWnDoEy5Vhzq+01YQDmeIdYuxd9CkSbrKfQ88UyiqHiL+0ugf5h+QkjltsQwiW3+eFy1YI4rrG0S8sMUgFj8ZbQwO734XpszGWQcNzLqYHTd+e83UFo1Rsa1rWjGRuWP+RleJAo4a5ZFDTRIuzBa/WtEz6HRzlzsY2QvvmxUX6bedvg0X0fvKnNIBG9+bwRfq68LOYWMA2VGqa1JKg1FUMzSVSoJm2BVXknpKPLbCCH28/kfdQB6TD/rurV4RrHX6UTnV+9ukw4OLkdpbpGaT0YWcJrCe7/Et21IhUI+QR1kcRGUWQSCFizK8YfM13lNYV/XzS68w/bcIm5F1I0+J9lpRFHh/fx5xeOaddehu/efNramU/R1i60fFjlOCavtHQLVh4Ns7Ijgn/moA2ThFQO1xCcBznKVjX7UZRvGoZg9m9C/P2H52PSgfN2Tk7IXvptP0VUcVFNBBvycvGMJCi7Yt2PM9MCtreXkbOTuK+YJAlMyu0znyNVVCWQpxn40RtnlGFLLse7pw/dagUhs4xk/jd6MwxgRsy7SJPO93CecJsP9u718O1D+AGdXJZ5XTAegZn9doyaD9ojC4lnlNR7VfUuBtqtomanPfaBVHNka45IsbBZNZQizgCCfk1ctmmM3w4lwfSgiFA2tF2M+Sv4VhMNwVwHc7p6YPu5jAS5TKG1q6h2D9qqmWualic0hMEliWvtS3SNE4MIUJeDJa7UUTKY8+rOZpK6eUZsuUZcCT3dUqirUJZYFX/yjy4yJQ0OifJSYtynqdfNDopcONFazE9+aqgoXy4+z2O8BUlYomIRl+pYw59CKOXAHoMM0UFM66gOVC4ci5N1s4IGLzIJVTatEaB2mb5jFaKEA8PaYeJSG+0wujZ5ZR64dTYpkxQMySOIjIx/Uv4l29pbpZg8ImLd4CXoFKRMMu8803lW8IyBjQdfkDYqQPauoOySSHLFihRVkBIbQY3BBe+fru5TC9yvfRQGqRP5ZsgSDs8aYbSSCbQMP3hg8t8ZIM444iam9PljBCQXlG7BspoCcpcrEpt0miliEmFBBSNwkOULpuCx/wbSg8xWZ486SG2czGys3WZvnr1i/T1WxvRryI06j8+xa81r5GjaneHEY2KNhySk/Ea68paaoXOCYanhHw5fpnHGfL99MMP6ebDhyg3NRFCwRVrjtaCI3Vxr4ojQIk4GgzQqtD/KLNlOHzgsMgtW2dZwwE/t2UNYh7FltBhF4h17LLrIDDAQ1rtpK3VuKuf6MYZs53LrqTT7kV6c/U2cIUpJRG7TDZur+YeLIdJS4vBY+TMcl8dkL2mXLUT5Y5Gd0ejNqMmOQXQM1cuOP8XrylP2Bq6xJMVBlnPvaY04iJfFcWRLxpMUfBLtjTb4O+5DVm54PkWeR/BN5X40LW8Z8gNvkCLW+wepWogoUGH46LeNQ5sJgZBx0uthUyT7jk027WDVbCABdumbWeU3C7GEkoZ+Rwhh1zVGcOMHRyrPOvBTmh9OXF1OL/ngwsAZYpKaUM+IAJqCGOYYRe81j7v/r7o0cQ+gpwV6PIAO6FwbxiQ8QglM/tgkniPTmPnkPXIWlr7M2MXI/HElnppGaqV9KgZYxGbHNTb71+TL52kG0JJycv2W/7y4rv0tvUqKH/vHm/Tu/ktoMwkLq13Yl/kOv1l9udoy/nElLoRvNMuwjJc0n+JRe6UGjGd4HePf0r/4/EdORo8SYxFDwDmks+yxLLm4Av2BFIc7hYc9QsiC9e1TumjhNbU7M+0WbvDWfCdHTc4g4dq2QerFU2+ANJheCqSBU4xIl36RQlpJVhI38oBipzs6eCnDvh0HEZD82B8H2G1Vt61EeY7PULUL1//HQtwf8FkNqh7AEZjUEb7XvvUkjWaooI18hi98tPDY7p/oOaHYsbORu5WJkoPRTxleqGUSQXKWtslC59OuqdMnXiZ7j9B4Fe5Ca36rLfw2U8ZLK0hyzPEqsKdSn8oOFEAhXocqHTsoxSNBBDS/BQB0axTHm0AVsZwAo7cMFLLPKN5OzVQvPrdCKV2bg15+wlgleQQ5z/F5DellfyyQtpycJmRE/FgFjnNME9+k62xl6MKsVwEHeBSA6+xX+HVVWQNbAGlbVKjbjKYOfbLoTgaLy3fyjEmphWkGkUirxbdJqdEEC9Ifzp4zjGbuizxCXI6K7kMyrw/8HtuuBZBjb5IO26IcrhrwVgjgdgnIlhHkuxqTAdXO2dJ4yBTy64llXiFQ0tnkR7ygJY+0GibRY177buzvCGadX4OuojbNUzxVwxt4pdjEO7u7dLAe7hxytmqzx33tsXYk1eBRmQ87eZkC/pF6HsauZhB44WRr0j4FuQJaD5G7/tQoq0oNhbg77/6Rfr5q2/wbkuK9oX0D3/z74DgW+n/+af/Pf0fN/81nRA6/fv2b9IvLr9L8y6Dsbr36Z8G/wqL5wN0LqwyFugR1okooRe0xZPu+My7/CD9Jfc+crOWvXZYuMKISfcfGU1yD/0OL/2K0RS//OoV0xJoHZLqx0DkL5tv0ncnP0+X7deRWxXtRCGkOwElHCE0txDbHwAqvDwhb4GoFoTrKeHPhI1XW2q4S9EDdNXQ8GCjLWDAOe/dETllyLBLYnc8e5sOFkiC4WWrACN5doJctN+mL65+lV5dfI+XPY165wCFuSePGoHmefkdKIAOUbZA37+nL5bmYZlaCqakizqh7IsXL9Ircl4RQUdaOp7REfp1DO75KQARwnh5fhkeVuqlBk3v20WJOxiTzYNLYCmxeFeYa9f+tUs9cjoUjAFsFVa2l0GGy4bUeHmBmUqd5nnIG4+M7aDOgrdCwQJ4cgSnlEtDbOl/E8Cx9wAkF4E3NMjXXBylF7UxwE5j8YsjNEBLdgJM0tWcXG+pQWTXridjzHJs6MajSoC3Ud66NucIg5gQFZoi9elOj1V4KPQOr7qEpD9l87iR4ByHIz5yxncuYPyL5PduoLIbRRT1CP5QBSwTgygy2M0VeXpyu3f00uqB7WXKspvaonvEmnusKBBxtRGAENu0hmc1lA29CApVG8/HQ83nxt/Z1qs2lsHE06ngsQxVKJcfivEJwTcUCc24mdKlJI+XsJiiQZZBOsTu1uNki+QMO3H5dfov7Z6IfNMFmpZP+JCcpGcRR7ElUSg8jd6mi4X9D7/52/S//uo/xHTqAmyWV8wD1YN0Z6B2E6cHoMluksJSNYCpv7v+Mg3oip/0oWexDMf6mKCDE9Qb1tI2hIj067n39L7ESnkU9OzYSusqdUkYOOZfenRzkhUh2szSAiGS27Zeg97+qvMLQKPvwlIvQCnL1C97xQu8Bzs4nBO7k/VC+DnkYmkudgHsud6Wfx7IZd2xErAYiN8TQEGMgLUG6UgSwqs5+eOelq4Zc4jysEDO6QG0JapVfY1gX6fL7ttsnApeYsio/+EAHjBKKVpuj1/LnS52kvDconwSP0xBqrVepBH+ew9vZ+udwqWwxHpxc1/nc/JsKrDNBBI0JLcvFvV0/fJlCLrQnWCUEyoqQTxhITAtdCXOtVcC2Ya5NYAo7jDvvHtH5TDhyap2vJAreskzVpGPPkGYwNu6BChnWQTjcEUEZbP9iOnoT5DllTUb7v0u0XtL5GSPZlDn7G0lXYjuleAOu0rOBbkg4hgY69kVc04iEQ2RbLUjK+2WePeHgaPXmOxT6JLn4XFN12mVcyV7ntxB0or1xlgnT/Qo5mSpxqkDjmkRmXa/iuNtbC9TRzoYIdlAYhQaDDfPuRayYusXkY6hvLlbrK9wOZNjQzhPFVMsxFSwEBuzI3wFinbVmQiTK/AMHRHwHIwSw5kJietczia+WAQ1Nj0FqRxdcPw9H2JIKhqV7YDSPQMe8PN2Izg/xi9dFSl1yzFa70iLMTtL1njOyA1CMC2/ZQm5CzyL7Axxk7JLfrYc5BHeqh3zv3/6L+kB6z0eP6YLLPAaQvU/PfwzyjNMbzovGOlxjWIgfc5JkUig1+aZDTHleBpiNClv7PByU2bs3OZuKGVQUAeInNoexFiJBhbUiW4v3tCH+YrFqihXi6L7tydfU+P8QioQS2k+Qccj75bF4To3m3cJZzp89y/OX8celejZA+1rgv5VKWrnV3StQN+L9QaWYfCiPteCPP4W9LcAAdt5qQdX3/GZdts0aTy/aH2TLrq/4AK7XCzPTXi9BTywB3AMN9S9LHIpbWnS+y4R1hiFiZewNOL9KNh6SjeOdfGCgjCGY3NnG9kp5KIZjYUTJmKLVvaXdLFgu7i6Ac9nCUV65Bn1QIv/I/KtTzfv0wNK5pI9x/m/ufoeAIXSwIaGctegO/U9mrQBjvAkLuBd3DluxMFhDpyiHsznWAISBJkTKaxgDc1gMXm2rowTqbQ2KAAn/9Q9L0Y5AjMzPL3dOgq640LFH4oxo4i8HZmLlIs81nGoM6a7S1Vcg5Q7S0qag2wf923uMLIacCMqJ2aozCL6UyiHpgRXl5SiSAlse5zRADBh1Z7otvRKGXB1ohOdkhWIlTxXPK/fLRYf87c1f0NBwS8dky11Osfwc4aIhpEq5QL4Wvg5h/DoxaIXmv/5xqrYjETUlWgy2b0cLZPaacxdB6SoAbzIQzSONzEXWY2GVQ5lhwdz+1NMJyd5Nr/RE0p3i7JJNHXGLGkeHncvSvZcm5SCYEj0X//yz8HAaFqGIdGeOtLQJbXn9fTV2y/SI7XCP62B0SH6GuacAcBc0N3RptPh0+qB0Bovbl+lOcMp3SnA8DW8jNZsoddmA3OfteF7IPd9i4FV8Dgvp3RYoEhvv74K1siEi2yXmQjOlDrhwJvNXfph+SOCMyEIcveEtVIuIvo3yeVsc+udEDkQztLRInXQ7omzn12kpy5T/QA4rPk6P9ktWw63arkjFGu9Y8qbx+I8oFIRS165xJi8pmvHAcDkd4Z83McTHnJCk0Abz/j69ZvIEVUmcxrP1GkPsezTJzY0ctoe/62l98DNL1VIhcqLFonVa2a3bs0XQ2xpBgvuu6iseVIBP1uvIZlEJpA57pAa7N09SkkorXL1ztjzYT7L3fjdSyU7hPQKMpeyqYOO/i8AetToX9xyN7HvEflxOJoAFNhoLCV2FEkdUMtRLTPC153T4SkJVVwWSwS2RN7cV0pQEzXSYry/U+Ssq4tRYOBwKtGfYUuic3dxBCpLn+d2qnsNxhrQX/Cs3UXikUg3dbKF0/onsKtsXzzvWXqj/xZlfDJ3J3rTQVkLtW2sJRHHQVowPmQI2dPqIHONZqDMOjDDdRqmbdLwOwtU+jpnBy1sC1Ipx30KyljssuMVKJr5T4EAm3lFKy34Ri8fbxrsHBXa2FgF49I6hL4tck6h+Amufk7Dc3SBcABjuKoLABJzBkNfY+lsVDsCTFIbaKwgabSI8TCEAeamsVKBz5ziHf/r+z+kP334RK8iPX9Y+RpUM3PdSw7tghCsXgM1pLZl/L8s42Wwytcwd76mj3P8yJwBQtklntLaYBH+oTC4fEknikkRcI/KwGVF5BJL+J8nLjy6vuRCvHi7Xvg+WL0FhziGqN7hl+TsLWjdkskCCqtDkZaOyy+xf0QQRCACL69hsSm8xRKc8zNQThqRJTqMXf2GYI4Apqb8vNQ5p89NATta1POuTl6mK2qPeXLGg5uH6fGMLcVEI+aHAwjd/nXBtMGXr16G5zMCcGVbTGDDiHme0ry0pA7XttwhCVsA7xFASIXWE8SwZ84hKGXOmn221oZnZZ7d2rQrFLTk3t8cjqsDqO3kcBSGXRAtcthXGEgnwNm1oYKrsK0Guykh62/oEV09QMZHS5ynp7c/v7yO+uPSvFDZwtsYpXk+p3aZ2MpGCncB0ydPieLPzOv9y+B9GOpTeKPmqHsoNDbYr53Fqp927KhdSMiX0VKRPsqtc4wpVRha2k8bQ98Ig4eUUCRTNFlQdXGBgYm8LxuI5RS/BkCODd5jiAADGx74rgNWtx/5zCk144lLmZxHZENG7KT0fHRmzk12O5qDvmRw4c6IDsLhRB0ciyjqSzoooBQD6shBvaO5keNnT1k2JNVaElIF1UveoeYiPFcWXnhIhjjmEFKmpI7ZGuwSTelgMbmOA6jwujagxAja3ASFH9IlosUNB/s8g8QHjLHthr3REucwIUAhgCGZPH7uASRyjWL3AZJuBUywmB2Eyny3h1J68E2EsQlbRQDGOoLbr3CDeJys7agt95PBx85GtV5pbizxfip9UMCDvNfX7Km3LRk+VaZzwgV0e3LRMUp+yy5Dw2+HbM066/Rh8xhkcveLWNivEQYrqCNqf3I3D8yT3Ttkt8Ql8rwPFKCXUXlmCzWDyIS1napQZED1nIZmRxnaLPtEThdDq1CoN82X6SWzeFu1NwAAcEOdNROzYAB0+Jmnp8f497dv37CM6ZsYJG34OSFUmlHCGEtO55lavIftRyqrZ2vjgEonivoIGqt77LKPU1qf5S8bw0Uhvau4G/0t1+64fj2o+aefMSRcVtlj9IXzhPiMl+SbFxeQFbCmU77z0+Nd0NtkP9VpCHfpj+vhtgBFG+62BThntGJIuoQlVHByhOM8RYZ5T/PzAoLrCnMbq53/A0cJEMyFroKN+FE8mDiGJaNA9JUpmwZiZI1Ghpwap7COoW3Ig2hsTNmXFpgtR9qEkWZJELxWi/f+mSsGzJWdtm89dUKIr4dWAT/e30NI1yCqjABqlIJivwpnaOSogXLfjOQA0wUrCHpCWT0x20pmmwYcIsIS/TjEqnYrD3aVWLvPkgZZ3hHLivzEm9DDVgQFCfK3VkUomUuS+iZs7DiDFd0h1iNlbjgcqnKHtbL3jjf82QuaVZ2ivsEbUK+MUMBsRa2MpNwttrryrE1GwxkhruvGHGEYc3tx+0wN2KP4x4UEX/v8+DLWsqivjQl5BKEan+7SlrBpRIH8FQiZ4MQCzybNaTC6Dfpg2+nmkuW1Zhy0Xm/lDFYtGeWSNsn+9f4svVh1owNiWpqlm+MD4Uk/3ZHTmLif0g3SPWHHJH8/0XVvOUDCtWQLD9kc2dAjSNqMO5mC3q757CWE5xkHMHoHlxML/OblVXqJIp2//BJhlvBPTsyZT/AYc6b82bB82gMRJTdewgjaccYypw6UXQZ4UVuBHLD11VdfogivQjFUsjFhmLNunHDv2Hw74QV8DFNVShXH0leUTPC0Kq17P7Twgjd6exU4NhLbV4dgmnsaUpkXRVjL+/ZRSJXU7iE/WyH0rybG0ja+mEbB34M+rB/OTfBJCk4N0LApdxrjvnHzGoZmCh1tzHeWLOJmbL3XbATwFatGeI2T4AGpdo6jJPrYojRXNF47X1gi0wxvtaGWLSZhs3SMkiFEjrY2vJHrAkVHnf9jyOgcWBsIVKg6pYke423qNoLbUuisYkTROUxBluH9NUASNBa0msXWLJ7HYV5DJtS5NezVi1OohkQCGGE7ooLbbEcVTsRfMRwt5iFRzUCurWObGOww0CO6oaaE3NFY/xncNCr5zH31YZpMzW6ww9GpZo5jcHix6hM1WgMnPahruzCdEm2X5G/SqWT4Dx2VwJ5KSdotwoMRuVilOIAJMYgH/bxVWeBcq6EyxeBZDyIUXRnw/7LQ1pxyu6DTH0uyHjrvx3PHWzsTU1YLeYSebEjx81/fv4v9GS4oNan46eY+LQhhC3i2liRn6E8jx33Q07emqdmFQrJEZvAOh4wwWX08slrhKv194/v0q+Ivgr1/m7/j59+lvwBU5JiR6kgO/34JUeCr5hWUt0G6Bz3sbyU708bkwlge0ragmgVljEd/cAcxHbQN6per3YesUFvz+waKdXoFm4SddrZ0AY9sCB8PocORRb3uvEmXL37GyjjWvxktYGTGCO8QAfG8XhGqnqFwPabO+5U/vP8Y4ewID+qziFSKknaZhyTzac3dhEfj0G8+fkq3t7fhMVVYjaRAj0ppTVMvuiGE8lc2XsWVBEyUQ5Fj1RteTmXuEoL78763IbiT4eXCWqc2BNYS9OjG2NAfunvAyJEW2MFT5PtalytTOhpgWD8weHq86AeThc3FYBXmWyCdRDIaGSeXO3pEwMdV7M1mD2Xooh+ucCcXJOWwS6MWkzBcToUH5G6tHkQ+7SoCKpEqod+fzD/6JZsoyMuX7fT6Cybl87NDGsMd1GwblW1lGVif9fG6u8aQ3C3XKoJ5/p4I7uCkRGWSXwu8rivyRgA/TrYwLTNijJWzPIt645pAedBBswteeDxV1rwhRzZj1IQCh6cU2JEk3QTQcHrzlhpNjFgXNQqrgZVwl4xtVNERgHeQlSKe4IcY2vrMEsv55w0W/ZEDc7mnH1IlnIw8hdOKPDSsQ8ZXPTw30Oo9zTllsizpEjeUnA+JzTGECkew8FyNR3jrIKIq8POCCxkz1NmwoEJ4c0PY9L//6z/Rid9M31y9Tn/3+pcBzvxxADtlyqwdWpV2FrHtZrEJm+/W17vg9V/1CL0u6COlTjimgCx5vYsA6Onsk9uSF396/AnAwQUv0KOwyENymUeaeI9cQsxqJQRzIW6QIqzHcokrvEAJy3VG/9wOIMltvmO4kYZtWwSuYj8n539CSeaXp79MLy9+xkxUGCQBoBiKynBhfCTgzOX1FUSI0/Cu/vxHGDcfP36g2M0hRW2yE6UOgR9zwLnIn2UmclXD3tvbmwBhVEA9o829vq5Ot4rUySFnqbR0SAm8KxX99oaVgHhna4DeWZf6pJ+jdxvxekswhr8W4Neylew2sWeVCxvitQX9HGtpbmUTe06WFp/nIDO9TZc6sDVxV2e4+KfGdxbDEByxlc3dlrGPk6RC4veSHkYBK4v81jMbPBcBNI33TqxzabELg63jZci3Ndcm99fiM7pMhbBTpE7Z6+KSRcKUmjbu/4AiucJL68Fi+zWKLTAj08C8UIcU0zeQ15XRmr+P7LvF2mjRFQbDAVgKqHTsD2EOkhGmxBUnENiqKPlERbYmJRjVoDJh18kMwrtpmWQaudTPZUpKdjqZgMsDw896/dRYlFeFMOSMnQvOi+GntlgGQw2F27KKsbjtLHJP/WuMELnAomJbC6CJb6RV1poa2gSO+5yPREKu0hlWumqdnk4ZJGs6TkRupZUF8dsWLcLbPKGCoLGwuFOvt1hQa53uEB3w731IAm3YEgfKKPJSL8jxJsDlCpGGYWIzrCWamIwN4Z3SwwzB/DPTxb+tw+RZdNK/jP+UnspjkDTqivT+jWH9DBhR8U8gboO9bV6nsV7+p9lDGm4ooXARNcstvI/7Rpo90F2m/FVR+hWtIwfpXJ09HgfvCQAwZ3qCTcd2YpqHlPnZX9Bt0zq7AgHusHGLae8jQ1JmtiIk53jVVyxX6pD/GVDIfLm9uUkf3v2EQWG6AWGm+1qur69juFlwYqWTeD/8snH4HRGFdT03Itt4q3f0PDQkCrEcWb2mlDJDWhX25hNDlGHoCA7pmTt4XwkJhsF9AA89ks/m631PLb49rDvQGfEIc8PLy5dxZ4JoM8CtBe1mR8oPebplJCg0HDaFcdoQ8kut5ErAJFBAorCMKUbe7zAywnq/05AJg7LGxQvEImz+Fm22xKCPqeCNxBOWVAxsgj7HmL15ecLZ0PPJ85fcj2nsW+AeeMYZEeGMuqb1TamHejBTEkkIyq1ORbTbWn6Q4Z2T5A4RDEwfDu7DAziAK/GevV/Q51BAZ/5IhGkQgXYcD8PDLvCeksCtE6u0ntHK0SAAipJFjAJdeRie0kGwTpCLgrFFTUdV2P3sGENH/kdkaSuOB6WyZF7yc1jqpTrJzBxRKF/cxlarCpZQrrceV4U0pIhdCnypWGYimkcoYGmg4uJOFHExxvX3CSMcvuUKBCxUnmeyoOzfxug7K7hoYYmcy7k/zudJrDo4gRJ3jsVt4k1noH3/+eP/YKmNeRVWq4qyE+T3n5thr7Ga123qbGwxfgdA82H+kP7jwz+lBm1cvx/8xFQQCAXMtK3yBfpYR/MtRDl6L80d+6CmN7QYSX9rYY2n5JVjwvr9ECSPi2jirRzd3+HANyRJn8ixxncqg8OmEVKUWj5r7xxhb9E+RIvVABRviAcYuWmMcoeAhQX+y0todCheGCtCywfAhpub28jX/P0Wnk0U9nNIafSgVddjqVx3d7fB3Yzp3UYkdi1QPnHQkznQ/cN9TH9T+fSIhsHmnQ+AQSqtuesVIbG7MgxnfX9DO5ldelyNgFMPaxAAIuLBjTQAQK6umIhOXdMQd4iRGVJXvgc9dQSHHfx6DVvR3ELtJi5TEJHqCmd3kJjBuR8YmlWjwdnapTswN5yPXOaYaK6vxMvZ92mDdh5jbLS6McqzXilbBoPQopG7Q0dILNpR4Sw98JkCMgs+1zOy3h6FoGeE2b5THZC0PR2UQ779MxfIYu/Dk+rVYtCFAWPMA7KsBKki2rrAPGzgdzQ+P+dwOfN95+vK6JHZY3OzFYCjYKfeMHaKPNcptXyCDWU6JWJ/++euDad/EUPLvNkBjghoOLvHh/WNLV9EgzFex2S3EnNIzA+y/zYH3Lsa3LqQiisq6ReLHNI1BU6XsxtCml0GDVtqMaL1cqvE/ifUIqXuTSEweHk+t3sMfc2ANpyne9j3hHIOPnL26TkeqoPXcULdI1b1CWaMJZwqLV8qpavf9yj/q+Np+vnpl5FT7Jf/mn63+lP6r9vfET4T6nF4TRaICBBU+Z6nLOZ7ASFer+gMml2sGTAs1Ph42XAisfTOqy3Az2107XLIliTJ9NjwLDbvthHUMvs/HOD1CELqHJkz5vd8/+Y7Rk++obmay36eb+PojAu4p22MjLmh6KpnIlDj9HrBB8sONRTJckQweDBYIoWGkc5Xcu7PI8R0u0S0wHG3XIEezRBKZbkhPO0DaBmWmqvqMQxjRQ+beEU98Am/BORUvMfHh5hw0GJtuQrdx9hYWvHGwgs7xYG/RWNP8ITmcIZ1dUgebXikezzQLenEFLBsQwkpFvpaPmGC+hMlBvPWCmmD7J4ai57s63UsJoU1ZA9MAOV0yqBpkJPaNdoFDKZLi2cwqOYMfFMmuw5sIx0z1VmhuCOMThEP6pZv1xjGYinrprx/lC6QaYkVkmcmpE4zWu8MRRsdmFDwZPMxIzILP4suVnouB8boUQ/V6I1/t3PJrWb270oIsO6v8kn+d5K/3jdaGO2UioZ+3z+bSySwGqmlnjKWXArHxsBgY2eH1TrakfiZOTyy+qP3MbTYUFKXjkK6R8T6NMoooTrocSS1lhn0nAssooViQRy/uOFBhI1YEzvvHc0hV3tMQ+rwgVkuY/JZ5nsGb9Zd8yhMndjbz1VZt4S2evUtIdCCw9fKmPtG/dMQDIX48R3hK6ELo8koN+iZ9A7kbCdckgODLykT9JxSA+DDDRVpR6szdPiaYvfxhOncbLWe8/4W1VeETz/rUO88+zI6B2JBKqNHCnTC1Og1lJuqlbOB1rPcSrQ2v6AeV0XxqijUBss4YwhwCb7txfUJ7UsM6QIIq8N6uf30KcaLbPh8HiPYOWtyKkPE0xNHNOIdXYYaJH+t7ZQc8mOgoVEHjBRAY+iAJ0GbIXxdwkpkZ4QHeAKVVeFk3+jpbX/TOFqXNJc0x/zw8X14W8dnxCBnft6wNnLF2KVh/RnuKKHWE43a8mBtP9NQ+JdDl/WyPq/7LhU+aWWS3FVk6ZAKqwweV+Itea4JZIo+6YLbt+sY8AvOyXUHjmUZglrOyQ8rnHMHvnCBIV9TlNopCzJpTkH1XYDrWMxLnu2E9qsYks3jPNzTA9nGY/McXc5XnERZtgnfkZBHHIvsnBGGy/EbFbnFvMax1hot6+UrJmOMHql3syNGdpFLdJ2s7v1aR9QLxwwptncruyUUtqwTcuqjk+8coYMu2PDt0Lcgr0M9bdLwrhGz/U9dEpORdeRCWqdRaAycnJHNmMrwm+emYzv/w5lFzrjlDVZMj95H/ujvZ4sunSZgeCrcrDVwANDZxUmEqZLG7XWTcZ4jR7DVRoHRYmihA6XDYkceKeCDhVg7yoPPmNKXVoCgrvAYCqzJXZ9uBQvojYRRs0ZhVTIniEtt09rLjdS6rAmtnxg/OQIcqkHfqkLRM9nfoUhhsWRTIEyn7LO3TYori1Bx8Ok+/f7+HVa1SE/iRVpeORuIeuRPdETQrPz9y2/Sv7382/Qv/d+nuykdE7hod1V0GQdhjmux2eHKl3gJywZPzoOhrLJ2YzG0LkE0J8kdHK6MRWxzYVWmkyu8zgGyvCRbZEe+Ku3KtjgX0fqdBiiUxP0mXmkEGmkeaY1QYCVSffdNBsUxY41IFld5JI7fEuI+4NXMSQVyVKzo4UTh9Hj9DwNyxk8BfFwTZjqbdGSeyPs6gULF0hCozCKQMwzBIx5aTKDMWZlDumHZPFTEt0Xe5O/pJQ2D/RzpdwqbIbDzcdx9eXZxTT5KuWl2H89bipAtIAiiquANxWqLFl7OpgNwnjT+EfAHZa5Rjy5hAGm2DfLINeWMbIwKQh2YAaE8zxbcXwx6zNuRJ4AHcrV7cFVRqjmOxsbsMpznnWQCnJJnbylkAto/p+QhhnIKEPTyBfzgTrYs2NErIqvTvlMaGM+JHjQIjU+QBUtCNjlbT9UIWcUIZFVwx9ElRIUCku5TdamT6aCR54axL2JKdgD5c+GNQymtQlp0tQ2LJl3/chrdCmGxpUQ3bhrn+i4ZPyWX+XB+EthluHc4mCIhpktLXEakZQ4ishPjUMK8ow6ewSPtkkOe5witRVprbpYysqWi7pAU4cXKoKQTCrc72qsi3n4Gi8xDY1msYbCQLN9DQrx5UvAVTXdR4CVUtZxjQiAimHAnShuG4nJ8lz1umq6AIuMgbql7/vD+PqU/0myLd724ZPQg9cMDgE4bYsCX7ev0BTs6HljldujzevKsLVr+5iVzbgARZIe41NVyheyjLQLj0ho/c4PRUWliBwWCbRdBnuFcDjEesc3McL3qcGPmuS5c28BZntjTKIL9CdICYWgDARMQGCDgej3DJlFuaW4Kvx7OMoRkgiVd7zYDG96KtjqBTu8kEVxTb6lj79xbztUQ1Zk/r8gXpd3ZuC2C6qQ3UwvTCil5KrwhqiisitlAwTeWlcIzj8K6mz9bHhGTMATWGz9iFFTYkrkVXtI/18Mabp/THD5jpX11TL69HuI1aSdzAgPI9ym1vCqG/wTWVo28foJHLLB9rMDduHt0NLL5GCIBBP8zRjQ6aW8B0i3X10imRego2u8uAxXSCNCV8FPpeSjuEkMvSJPNkeJeoOqpCJYsnMY3RnYUt3MmL371M+iaL+iGQeklP0Q537GclAiwZanDPpMTJhgo/4bbOWuhNjKgBE5xWDrFzokOyIPMIc9MtbPcdDT9QWbtLlGfHMEThBrnJamUJhoRwuLalwAtuvEN/76la1+FNH8qxg+aPxnW2ClOAk1ZogMhuQTb2F6yJYJnPSvgYN7DJlFBHPkhxs4qjAfo6msneTtmxHH7hhsS0w3lgqZkP2UAO8TuLvX8jAQbaATxXYuT1dFMe6PtVtRYl8+/RwTga/h8QSLx2hWHcwvI42bjBp709qSVvvxCa0eIxsyVP//unrBzAWXtMoaDrVnVvQU6v1s8pgf6GU8BhN6efEXtlbEczCHqNZfs8GwHpUxXvMXq2sFQcrJe1LocHYnCEuMcOGigiUDllhAb7AvdUutp4RE7jFPUmgrMOIHO3MYOiei0x5CJYDsBQAUIYAQFM7w0VTDsFA8Y0jhszjkEKVUZNDzevkiqHFJ5phuQbVMIFV3hPCNPPLs4C/DGkouuOaayBYhiq5P3SBRD08DD/V2AS563OMAkD/cYoxBoLvTANUL/cHcPER0Dw18aDw2DINAppHXzXfP+NYqil++CXjsiU8P18Q55IFd3eNaly2UB0lzpXOWz9Pr2WZZJFy5fQruznudyKM7FnL2OZ7JDI28fo1TNALEcCM33eQYFZwzPGvLLuTux58Y+X0knpDNO5neXp/I0hDE2ocHfftWTMxTyu6v04jUAk9xVMAhBxybdJgdILLmTbAB0j+HM8nadyuHyJWf7SiJZydZBnvWqllekItoWGa2NdoiE7JqLUt4jylSvTAWDQxthqjml9UNHceBG3TUYXFQEWxGPcgeoVRVGRo2QQqK5Yz8k8DqesMFBuilXpQwmvws2EUZbUOysLhCSOJ7DZFfiu1C1D2tjauxTAD4vwlENTyicxWVIHZblIMe1RquX4bK5mi5EnqE9f2phNEybJxH+mucGQ4hLd0rYDPjZSzJEFhKOJNpJ6xiCKXnDVJAIVsUJoWGNrcw/Z1bPhJrR3Y/uxwA9lMbX3Kc/bt6n3vw0fXn6Nv09RX1GG7Dq4APelN4/OKqCUHNy5wEgRR+CwpZ+SonhLqUxWnDHhrMwcoTlayKPGZ7fyOACYKWwZ/wGgbQK45gVQ/tHkNDgpHIONTdIoXT2MkY+zlexP1IFjs8gZ3PCgGGuLBsBHUEVWTUKv6GrPxd0f+7YTn+tcYvwvUse5+c5/8a/GoTVUUcOmciGT894vz6N0ZZFgvrGz9mq5FBqja8Kamf9Ag9adxog3mJI+G79dM60gLOLy7jX7DlIQzh/JxzElnDkY0U0NsOb5KHi1aKPklA/9m1QVrD+TfqzB3hrsOrvEo91CrmlgDcMAgbIvj2Tnr0lLsnjTslzklx4JUeQxKBl5wj7+RmarxzYznUhYR7PLfXPPlJLIJ6509AvLukjhakj7jGNWTpyfY0YyaVRSnNyw+eqqQNP4zAuUwbj5QndPrMnPh+HZj3bObCWvYpEAGX0pegeFYltIPMaVsdmBltIRrD5rxYjPKUBrH/oxWHVBVXCKkpLUwnwko5pNGyoo5wVvKXUL5G0WKRiYZhc0hDFArElHiuSM4YwLUBNJ1iqCX2DhsSGe4EXGX76EDyDSbHdJtK0nJ6nggur6+n8rBoImHLln5mf2p/pF1IoWkxF6Pa64T3M6RSeLeiYA37NFaJHjcPZ26HC5zrVwPzDeSlPTyCYi1L6zRffpX/7/a8ZtDRK/8ef/4lZbX3qjBwgh3hP1/MPuY8s7QGtxIq6Et4uE7tqHlEG8yU/a2PjLOF/i9CuCktHxdND6u0Xsb3a/j1X3Um8dmjzScqvuwxShg3D1ANBAvNG0U2n9Mnp9S9/z5JD+IHQGPi+kAssL9mu1CecdkzHItbiZR5vj2eMid0ONdP7RQhLAdBUwgu3yZb3M82wNGVurhJ6/jEIDEGc4JnNXx8Bd9yDYY00gBt+JhhAdog4jcJuD4nuGOclQNVHWEPv3v0YtT09v4bDz7PMEsOgVQzTjJg8j6EUzUfe+o9QMl1bTnidw6OuJ/Ydkn9To7RJXmXpQcxwrquAlCUlZw1JuVzy3kZHUuOy9XUaXdrR+B46FtOCcpA7slWE6r0DwJ3mP0V+Xc8nVuES5KrgELJm+UKEW/K7KytyRj/c7+iR7+98IRsUSAeOyOATiL45p/oi4ITDjG4YIyj7Jts4ljqkd1MX6owRHmugXF4m4GaOWaBv1j5ejWYoZQEeoAfsnUdXNKla1gmekXRjsaXjH/lAB/oeRQvxfoYk0SbEG3kYethY0GZDKgIpJC/bITxjDGUW2DGkFaSQTud6PKazXXcYCd8J19xnVVrqqzTPO0QCoaIrm++4CtYIOYGtYVy61l2qml5NWpQAjQSICgDMgX5IJ6pb9BW99NLs7HYlt6HxCks2vl+k1yyV+Q9vfpP+52//DRewo6P/Tbpdf4KqN0131C/lVu7Z0rxgBcFH6mw/0LK1JG902G7VkgnWVvS5CAp3wphD94Q4qEnGUKxU4CycBWt4c+o0balezJE5QoTexXIayieEgAJWtj9ppRp4b8/UnEyF09kHcqpgOVSL72O9cA7yKdpqN77hqyGlYJo7N1TyGp7NeqT9lf7Ts8+YN3ZHZIT8jO+a9cFKBrcB25auAQo5Q7DtDioTWirYAe/LZeUsDTej64F7dN7qEpL2E6nBPWHsimdrwSwSC/DOfa4Y0iUhO/jUGE9rpW7bohn68U66HWwiao01UyQMn6FvTR605QLJCuTAxCQcFxPW+f4rcsU5EYa1zFUY+qyGbVthtAnyuaL7GiV/+V2dVWSI6Fk5LlKnIqK6dtrf80BxZT5KPVAb9ap23AgAmaLZF7q064kozJxxgNNxgr7elgApprcbVhfYHO3lW2KxHVH5s+KQU25UkgjeNBf+e2aoRG/9fRuzQymjpeV5OYobi90wZbyr2zX29YtYHgj0Lgj42UELMMRar8jlkCfhLryCM0Qlqe9h5AjEiiRGHM2z2hYW085dMY0xaLGfoQ0xuAGCZZ2PbhwsrOvDIBNwUFVibsEHazRLlMY2K+H48Jh8puCF2339Rl6K4yHNU/2iEiIylNZezmw9WxXycYf3lyxsn97FsZteMXyqARWsxXOcX1xRwpikPmT6//bpX9JN/x07Q2AGgfw9wXWdIJQDQrQS37NGp4dhkcOymng7SxPRYW7HvSAXll5oXYU01HaWmxQsKbye8ZbamsCOYZSKoDB8Ri7lsyo8hlxBG1PgnODA2cc8XnIk+/sMWy3mK1gqpOegFzXEChBdwgH3oRKHdySaUSk1tCqq0whVeEsf5q0P1EEtGRgCxnmRw/pLipuLnewBFNRwp6lhl6MR17Q1TcnJdnisKsbl1MU1fK8OBA1LAq4+984kKwgWKTux/Nb5OyjWFBL6nPDWGuQOJc0515f3laQxxyjUHJWBgs4BaXCoyI0GhrQJDx+DjfmehtNGeHph5V0AUiV0rYHeRrKB3iYzXKL2Kp8RRYZRxJR+8jrzdFvCbMAwddiQii3IKY/WoElBVHYntm9QhAUy7lQL5x+/AHN4DShYp04+BJzqQzN1EqETOYwg83C5C3pKvrjIbgwfcx+ONUWpeWEASPOoeKQXfMeYJIAGy2GNoVXaN6xVzDkPrqptLxlFbsGF6hVFaqNp05GT/O0ALZEjPaLK4DDjA0IXyiMYJqEdNLQCQVvwRcUWZDC0dCeJHtfdky7oOXnFdDQEQc8o/7FMO1Y258QxEiBpeIhYgopC+nMTaosyiVR2x/q3KNK7l9HZmwqh38v5Niqqgq9xaQIerE7xWER8Y4CGBcBLM7pW4HeS3+htn2D8FDBGbUdGEobLY/UCZUIpjGU5nBiLmL3i3k0tU4zD5OLs0qfGpsW3AyK6DXiePcJQl0sWxGbeB89g21SWR0rUYFQlYbGTBQTA4mc5WxVMzxEdHCaX0Wic5X16U4WjTIjqzxiyO7vVLgetveh0DHSyx/W5A6ROSDsdOxE9ux9hNRVmxueKChtFSYww7FvTo7mmTBBKJ2GBzy/DUzVnXrH/pWiHifm+IBzo6tap704xsGHYJmrb/DQGnIGhu54+5ALhbLuyD/pbAW9UdSqFOSjvtxGQ4VmrKMo5e2ouySfd/aHzMCS2Jmo+b+gXeWvkkn4eoT7fyRqutXT/3RV6fsMFcjNxmS3/7qzirBfimYft2BHKKEYiTuKw6hAtVdHpgXMx1OZdxC1EUaXzSONTps7IkX/ZfJV+wfhNN/b8dCDkRzEdECYZIwASKYHKodPqpI7aleW35cwk7lhac3zIFEUPT+mQZS/FC7LLOhSQL5vxWqHH8UbG435B604iSa5xczSDI/FiQSuKNY/lOxnfUhTVZ/fCo7YJTG2yG2iqHtc/xwrtaW9CvWJfowdcQ8m71IdOqXu6ufjT7X1skWrh4YKyRP+mViXCND7XpTbxXvyJ5RpDSRfgGjocQXjdfej81Su8WhNLPXcqsf2QWDdz5DENuP959K8xqvLLFnN29B54jTUFshLvUefiReV+Ak38tGaqnDNz2sy64e8KAuX3L+BVVgiyo+od49EFEGtQ/jgI58MaqWGEDOFnKPgGhTcKqYKFV5nSJ8jmMLKMY8y8UryeBXmjgIOkcSfJ4VXb5HSuOXCagzmdOeSYLpwpyhxN1kqYZtRwyh2jeFGVNg5GACdKR1mt2DB26VR0ntlSysHdmYStTmiooTDutmzyWeE1bFj22YgqclECs1HamprIvDkB0Yx5P97s4Dp1iPcLQj17SJ8opVRdbYCxUNmy56LhnTUPkug1PCKoetQlpAEHhTr/1lJXTW4sdcpz2Fnn1gGRi5AbvaNzhXh/t4Rbwza/0xFIZHcrs/IQ9Vu8sAoYC5r4zjoOl0F5dy4+koboeEsnKPi55t4aLfNfc16/XtTVayADLg1yMHT8ueUW2+GoPhDFueXb90BgiPYwptxFG4LIJ8C/OfdAcISTptE9CDPZLlX1Raq53sSJ9Fvuxcgko0LyuU0nnPObK1kzehL+dimLi18t7svnkzbnxLq4ZR2dCTv/EoOPhbuBgW0ade2AH5QpJPE9h6kFdCWA1sLPidHJ1jTd+44HtVDs6Abhb+fPuoPxOLUgDp+Uy1rLokDZfS7RNA9M15E1SeNFY/ZrZhn9Z/bnorEOP7Z7HmsL6PCCGtqQIr0AQZuZoJYF+o1F+rB+TP+/wT8zCfucqQMcsBuRuPga8XYO5fozHSZ/Wn2KfOCcwccCX4YaljJWEKdnFqTlf9rNoYfE4uYdnJRjCjigU02a4PPR1R2hT8hSiNXsGdVNhdGyjykV2ZHh83v2TlKwzttlvKFDqrwut27rdSbknxPqe5+J5ZauAmhDESVyG6ZlM2pYVafHQwDjg+LDbC7gtTExgdeRY3R4bgcuv6Vuec3UBXOjyMcleAjfe+8osGCINt4aaOAIdj3YgsdzOpvtQF69RzncGWo+HV7pGRWPn0Ggt7TWyZiSmVSFp+wIl9yY+3ZauBPvMKzX1CG/pbXqDHqj7XOLWIcnWknTN/dgtOTYf3mrDkpeInv2NKqgIqJ66YNr55wbJY3OvwX3+f6ei2QJo0LDd1cQOPXAkpFhu+QKV58XuafY3IZRlaK5ltmmbDll0f025MDVJrKOjNyVye1hCGkk9H5HFLQOdlC1PzPCZI2sIyT1iJIxiJrE5aIigM5h3JVd079QynOnNvNDIzzCBDQnwgO74wnD9ngvBcdQK4fCOYLecoYXsmeejHQhw9bINWNuZNYFEgCAXpb428HJDsKKpUHxN6/gsKLbmic1RFZw/KwZM10+PrD2m9VlXoL1UgVuI6cyWsSsVWUtYBoGwQPzh4xzmyG61gIdmGWe0LDBWQPgUqEtM1S4jCodB5cAPCeMqx+UlnR73NOHect6gad0vu2mq9VZen3CGnnCpgnJ+Q0jEdcd2n3wpHWJ6U7VQ1A9XENPh22JwGq8vjhjbCPk8gm9mG6KzjmhgJDG8LlkWYHQrgB07+T2NbeidTaUs5wkuCK4I+BiLlkD0exROpHbKnimMdEr6gH1OE6xd02g52+Iqtd1urizTh0tIj1MYoCgj6F/lJ382+kHTiG3fsz9dKCvvaCe+NUrRle+fRstTb7c0CwW6Rk7c7XOk1nyDNZNYxWC+ZJIL8KcGXUEzNyNzgf3kqjEUU/lfiSEGGVJFVTsVE77FA0NNRyOFplAJHBgs/hDgzC3JfuJ+zO0H8ofJfw/oIgIZqD8rqmbk1+PyUlnEFJcyGvB0r0w5m0xX8ihXOb5nJUeNEp17vdwykGU3txEZjhtuuNQ5GwPjvcLDJGVLSiF2HAdi3r5ei4Fihw0CDEQHJiqPwfNHVRgCZE+ScRxTEmtQwmIVGXJkPMoxdES6eImvXGUBM1EZL4FPEp0atgMOSGU0lzAcG7n3FfctJbNAT9IT7hrlVIzkyfRFYGVE7txeHNMNc/C1ODccNEqnN4vJtfhJRUUcxnDBHsedftL4MFIsFEgOaWSqHcI6JGQSPTJ+DqoejKJYkhSVtZQMlRmL00P7oxNYWRhZ+uXjvpQYd3VIM3Jv1TaHCDLBOv3NKEUAUDA0MR0AlvnFHqclnPEa54YOT/nS7QoNzibh0IDnvMu/cheyy3E6A5j7g0fN4TEhsw1POrCqQx8bhcQiH6jIFVcnV2kcwgBKwTmABneMz1oPKRfcehb/n2J8M5p4NbARMjE81mIV9gVwB1Kd8aKgHPGa5yQb9mRYG5mLqOi6OGsXTqqQiVVCVWKY4RaCDhGVoU0bBR80trH4Cx3gertAsCh95Po4YoulLfM1nkN+f2CyEEFirqZqKC3KWfUfF0W0Zb30QDze+bM3qWeWvlwi7cgkM/mZ1hWmSOEhmOBaHIXlrrk8kbzsM3RzhHGu8lqOT+lPUtP5FYyz4fweogCC2uOTY0QwYlACMQKyz12FylDcwzAGHrmBEDNEkvJ1ilLLwh7w6U+yDZx3HOdlqcASIo5PmIoUN4cO2kNUvGKNkIephC9o+Z7ymm2XkPVkQyTZ7RJltPiRQ2JnRwPkGWZxN2jhv2qVZYWZASYWJIsCIUSCh55F4JSWdBpXo/Cc1YB1AUqi1KOESCuLuBvo5uol+glNbomuVLX+IDwik4zj+1YesYMvvWBVUefxnC1Qs4hdUgmTgwG8mcDCTYnFM31eWTeZ5PzvCjHM+YpKxj92t0tCOCX1zgY18d6A59F0CiGF2dcQcOnz5xcUTFzoMhdeE+fqgx5oeL6cBRNCvU8iPGQkZlCNyeUmFvyoFm5YYsYAl2HUOw8t5+mTKvrf4SnyTYrPP4L27ycvkatrAwbREm6x0I7tOq7t18x/Gmdfrj9gQW1gC4kCxOGax0hG/s9JFxsWcI7dVEMxfADkwisk+bIP1dr5oc6OSEKXIZYnqMgGCAPuXGsmXecBN7ScxpRyB9BGFhiZLTIel87XaJljlDMIcwn/DLsPcoHFdKn1iZAHt4XYeqenqdrWr1es+fkxdUlO0KYyI4Su8hItDbI5ghH1pAuAm/ewaVx/w42ziN4KsaGSClGQ/rotl2pxAJKpiEOb0ZQRaOdWnfke5jnigd4p4boKrLUuc4pm5VZHnvpfB8mFT6wLu+JaEk5nC8bRHAQ7TFYGmrLGMHcMv9SWJQlyktBADC05FElJETRHnZVmahE5N57yD/Lt6Cj4huenVDbVRgCMHYa5Qw3EVYjLs9gRo7qpDy/n0oZq+pCL7JBco6hzPMzRQkSoMMLziRSK2mfno2MHhFhnsGQN0BVwaOgMgokiePY8JHVKSuAeaGUfZSyTNzrLM2jQMxzGcRww6Q0NNvCbOwCMeFVpQxrMq2OhSV2S1inITGXNmRoIEzvZGhfa7FUil0sDrWAi1fxcBQUieuRcjlbRDIBeVdmjZzXmdWc/ALZJFJ72lRoD0P5JSdFkbrM2lEpw2MLW1k85wCbhIsEG5Q8sGyhsOSsCLR9dWSOoHwm2RbO7fbAkND9saqQVzCXfEOu4mrxOpdekpNIM26VGpQtWFsYGfjH9M3rt+nf/vK37AixkD1Mv/vdP4exaZzT4eGqPHJgyxlHLP7B/JLNYBvm+whi5cjTHZbssh0L9UFLwzMK5V8xZcBJ5AqItUXD1AXPPXHGKwLvCBE9oABPDGRyyQ4Hcuo9WKhXU/jZKucrv7hLTnrCTFgV8ILc8Ry2zRm1RGlyNqhH+x5oofeml4xp3eY4SJO5jt7VMkXZEYoYQwvrLmBS4GInzHPR2xDXRmZbo4LA7XhFiQmEcSpkDFBGLrQ9IvmGjD2mwF8VmKROvHjLa/soyxjAxDuarBnELI81mhyyiCv21zgd0XyW7psWhXmBn4Wbv0VhZXgL7tjlIX2NMwqSBMw0BcRRkzH6Q/KKaRD/LS/X1yOlRDLZ2MgYBkcFwVxQw2T5Qs61P2uJSFRDb71n+JUzpAQ8t/SJ2rJoFBfeNwaWuyXNMNnmCaIN80i3ztmcHe9jV1Y2iPyvnlKof8kB6MGcYRO0NH5PCpa1Q39fDY8dehFCZoqoSvr/KrG9lXWU0dYVaXBRN9IcGQV7aZxGLIa1BYx4204Rv3SWr6hsBvDhR+P1EbPz35+VUqWNuT6WOBFG/9yfsgap9XcUoj1qMiRcdltDCa35mS8RheMx/VknXmddG07JbkiOsHTCwcf2XpJ8R9ZLs6uWNyxVRbH0FtS3dni1IwJzoC8zgBjG3tcJWXcQye+HDMVyMFeE/WEp+HwmzJknQiT3jM7ZzXHFwteTxSXdJggbnlTmzpQc6Z4mZEsR9igasppDtsixvMjIGxHymSQBapllLsM0IMvH7VU1XIN2xvfv4e1OLBVo6DBo0vQcPWkttIdnPL04T23qaHpgQ69MuDNv4zV8bu/ybj3LuDVJ/9nVx/R0a9ryjY/mm8+tYyqbAiYCrTFUMQ1hP/cn+n7mhtkgNvMpNxZnzBknNSCuARIuOYMprWuxPRsxmQF87TFmra6fC79Yz2OoxB0cyA1tlt+DbpfgKHdz7OSYg/o6X4qJd3mAmgL3X7Tvk/cQ4c/b2e9IGwxWiWdyjrAlpEh7njeayRM2rxRpjZIJntAJ61kvqoqXDZOT6C77TcdoxUGwRs8oDiNX3HUWpnFRhVB4/VzPUJod/xJGwXq2HlPnRglSgTaEDk/p/2X/ag7hBxhrWvi3PpPR4iKqUgHjQbNapiGCYe7npa62chmKBf+eQy/Dbsm2MmfvrofTcphjWm+x5ufkVd87EF2FISyAw3TR6PiS2Sr2CAcMR8llGk5fVzgIi2MAtN3488dQLOuGKqwsGdk2HlLkm/aJWgbBOxo/xPo8IxtRWzc0mVfwfZfwXy2uxxIeuyTavL/GBaMjW8hp8e67L1JKqdAVP4FI8GF8Gw291qY6HQZWcWa5NRfu4iCQ3BLDtN5AwD5hxyPIEkOUoedhoPTyLuOxvGHe7GydIJA7ShK6XfF5fg9AHrNmqa3C0Nk5VEwPQx5z4Muaw/RoCniB4p1b9rHr3Q1eLg2iqdgFNWXLPOSXsnIyQrQ4dhx5RvD3/oMCJ9IYhxJKH6CansG5pJafvAc9iMQDclXzTD2YzcdbujgqKJt1ZvNNhThbJS/tzVBdFhDLdsnPDTUt5rtEdWo+zf39CUbPeHzDdyLtcDIGOeNOh0BIuOe9fRzrzSEe5nnP+axTMpSfEuSNlnVw19RbPsEBOc29ZbmFnSWB+gpiIgcdADwR+UxWsr5UDUakEXwXzz8sj0mWWIijQHh+yTKmEBGSIseWYbbPfZURvFuy4eecZBlzmiLCNHVTxvHG/Ez0bvK+gnPOE3KxrmN2vIQiYXR0NKmU1lY9cMFTcxsTVy2o1KNYYxdpTuYBfFD/3zzH8Et6mb/M83ZYpCWAjXlFOWhDoWkZjSs0j9dKuLW8ZRLN7xm6Cgs7kCsKytFjmVHKInaP+N52razlxdAuyNO8VuNh7qTVsFRizuK09ppKizBY43MFgoLpxDTR4wZW95z9GHMsstC6wlOPcF2wkBzT/lFGAMjtbAAKCZlvtWw8uy1ZA5grU8J9ez0VAOuvtQf6BEFy3WPy+GgjMj2PWMo3X/dQJBqbGSzcYIOUkcpgzY5FwjEpcLJdYqkOilZFcbXQAiAekTyVtkQGPGbbMR0YiBj3CCg2pRySQ8EcAfLFmzd0XFxR0/OzmGzA7xdFnM3HnUHEM0UYqtmXr+cNGuUoKBkJOSx8bNYWHNNe2rXiuYYS6hmyiXVR+zUMUwZEZwN/4L+dRifPVoOJ8rfMzcUCiLRUevNUWUi2ffk6hznXWK/nXcqxHbtLUgSTNMJISE5kKKClG1uhOGtlVM8YgBW14kJQQMUeSEuA9osssM1RB9/aBrckUiNXFBF3pcWWOHvHe7sB2kFbJ0QL0t9ceWjt2KaJTBssc9ioz52TqmmYNVkZr9Z5rgBrKHc4GCMjt4n7uJEXZsuVI4rkp7IpdSZcIrlZOUYh8xz9boa6yn2khOSTgY9IBcj8l62Qhii45AiHqK8hHBGb6ptUlOd84TmDjJBPupwCaanDeT6+l5QzuxK2mjWULaBeLbFNHcbu5uFybLXTxpR6SceByMCIBupsCHSNf7rJKWpfemy/kXUjrZb9l/xli4z8WgdBqwCm3TKA5ObK+V1iXHayU2JiN4IKVO3KsdiKJBrJaWr5zJ20MsqCfXDG+BIcrH/GLnotHRIol7X/tKVTn/YvyjUCYE5FqJ1SgKYmN/7IjCCW19zcDdO//OFDnMfj8CXzXdmS9ZqTjB5R8kJqmmvzCgnGhp4IsWckY0kPbQhtHVcFe2P+F95PkoE5Ofs+uKNzhNu+xbdffEHueZ0tnEFpDUntljB/ikgm0g7dPMaHc4o+ST4zog6Xy2gl9IYKXtDUCNHN90W3pV5q0Q0RRdn9fd5JQV2L4JKLB7LoxEJDfMsPrl7gWbvk3IJirvvTqBqie74aRnMz80hlSU6uij6lp7VsCAoSfODcp8sB3+fA6nmYXfKWERw7h3xca47OAipybjYuL/E2GlYNmSRzqXOBNSDkK7pEXN8oruHnKT+xnNgGhdggh8zIsuK7uFJP46j3l4dqH2Qm/xmv22eWraa8+j7hDOIKs0W43qXbBKKbKYxcVhqs2R8K8SVKM0G+sSkjW88R2E3me8JBydXOdIy3tt6X57CzLidDR61ERisSgs90MlNQjW4FZWzQSykv1ZDVcDSm3AWymc06iV2T/EyJwqr7BA0DfODYmmSPZryvomNPZPYoEfICOjiWz4Wq5i9OJ7cXzt0QKorqr/K4i97G3AiXeG1snLae6Q4JDtQGsANxnw7+hvXxmyYNvEDknwkHLUZNNunmsKNiCaigR5Cp4T4S4e4y3kyBmgscUAoaD9llfwc39BZPBRKoN65wMAvqjUPKJAOeZVThNXjS8cAudwdHs1PjrpZewNJ5YNV3CWvcYr27LVvBwuHv4IdGmQAQIwSfFeyEkG8ZqPX1qxds12K6u97FZaV8v3Nm/HTx/M7NaaGwJYzUwqloNhHzZRUWvVz0msp64XNUmDIeImfI/3zpkgD0YHpIg9ngeYpw8t9+ngZRBYh0ItKVLK8U1ZaTu6PFISa3iUhrBJ5zHMEypyu0RcKHKkYsKci4ui4hYsSHTKHILSWdE1qvyO8LbMOqmI8jhA1Sjx5rHtyLat1yTt4+4TNl7GQzbeyjdHp65rnWjFvZsVk6VmzYJBGGFvly2JtGP/jPTstwoxh1ZuTHcN30Sa/m2fn8a4Z/f+5iibw60jbBnIxTG8abcxELCML5c1Uh2ht5fyAGbs+JAy6k8v2z33dKR+TE4X11MEZ9z4ZM5pcMNdM6sI2IEFVKBT8ULsJNi6aZlVX7w+I+55N6M/u/HPQjuSDagVAUD9vV7NK1/ICsWpnVt0xu84FkZTBxzIjVugi8GKaav2BVXCYU09lJkuvmBIHyiMwaX3sa5i/Z2MGg2MnyQYEUrGy7lPbKGh7H4mygGgABNDqtpJ7fptMTLlvFdxnPKUhkjyVA4JnBfXXt3RqvYv/chuex9ljFq44hM3y6H6aPP/bpk8uGY8UYeDtpeO8VNbTBA9xbir5PLKCJVXECFa5Ro5g9fuDZWbs+uGUlHgT1qx6ADHVE664q4jGIwdZ/M7S0znd+QfH+zdVZeMkgqPPNSoTSBUgJLdgvJTyS9eNHxkKGWzAf5DV6Ju8nO1d+R6EJ72dPXyBuPnSgjF71FpQ2yh+mAsFYycoKKnWY1GcARwhAxNKRjCOYNDHEi5+p4Z1PSAXcsiVuEMKLEEtZPAVgaVXg5TJV0PBScCovsIJxOIeoYN+lSmkerZFfMeDatYE1ENIXNDSfMwHCWnOf8ZhWAIJSaW3bgc8IvWynlQOPqZfPye9z8nBBXx3+7VDwGComcd26tWR+Lk3PrMGJ1rEwWAKDks4t22Gc7H3VhDw7i1g+Zehq2O6/C9aE4zJUtfVMGc+Q3ewaPXfXbWTZgp7QfwoI+RngX/wz+4zg48qY81qQJcerqh/R1KF4WaYQYhZm96/wYP6Z3k5LEzUbkc5MIYWPVVRHdhjq2PngryPJuS89OodES2AyLQUOAdXifh4KJHgQ8MJzzqni2PqifCyg68m1tHPCjgODA1FXtVOmvp7MkNJirM/jhaoIsbrNlQoclMOVV9YGQS6LM+f9YDhYY21oe6qXYZbr2ypjMFj2es9Yjhs2YM1cY2dtk8M/K52lvz39TeRNo/5/ZsHpn9OETpQtzdEqfuRPcif5JW/VVMwgUQjfsFiWjOhhzufkD8YMYpoOoPsxDHo/I4x+jSdhZbwDoSYqFm/gMCiyP6bbNdM1ZZEeHlIervxKP7Mec5EMdSXlz9lnMaGkoBHMUgbZTrEd2tBfBNY+Rq+NszFEj7KFRAq9qMbO63XERWAGkEQkjMvp1JDbkyoBIJhD9g3a6sV3cIV5lMRA6bmfNiF29LXGZ2oUMwUQ3u/KCaV+OoIKuGIeL6eatU7xuR2MjQJ2z7oJjbIT14P8zg7OzpnhHu/FnSvMwQ0GLZdoUIaJVYVTOuX7Oyh6Tjgf+02fKwe24xmhxOA5zt/vFzRPzi46bRCyjJ3msHG/i4Rx3tuhcebR8r3/qpQZlhJ7LT2r4HMLhuh5n2v2GG+bLIzu/LFsHE3El4Gz+LluHnAbm6mW96xyi6NKkoloNAgFXpQ3ouN59pQRPD7HtvEEz5GtDxga/wzwhOsm9wmepZ0ghA8uAzXRFSb2mbPxIVyUntDOa1yy8XkoqqEJF1NF0NxcJC9SqyZNy0eJDhXZHBZredAWFtg9l7FvhEP1ixhqbCQim4+Zfxqvq9Axje859LamaZnH/X+23OjNzQc8F/J065n7unvoV+n9+4f0l/5NMHMaPNd19Tz9T2e/Tv9w8m/SiML2P21+nw6ETWG9ED6VtgGY1MPCn6JAB7xsnqnd2RfQq2chmJeY56K7oKFdhFcDqLFTYSQqFPAqU7Yd393cBavn3FUG/FkPxPBE9DRyOoUkQwiLnjP/bj/jiNLIAsH0+8m3lUMaTBjLRbzWM66hFDVnqHJ3pu8KnJ0RBZla4QC0qplCxiKamCZglkjNj3/OqDPaczkFGR5hAJZ4JhXaKeOWVDS+2QIb2DaQBA7wPDWe8nnzlI9qnEGPOaxDiOXvye0f72+jadkPd9CWIWqebpiHpwd+tguBIBsbo0ahNkHnzGqjDiomKoNXWgNhtRRlW5TjGmPreCjTc53USgBux72fKoqAjeCTEZ7piXzbQxA4pI7ae5vJkV0hRgPKfeiuUdkzdTDCYK0Qz2Kjc6wrCAKAAA6fY54qmCX91LZF00DzUkLWWguEGTK9jiyaCDjTDTXNDc5sxOKrBfOAbCmMqNR8X1sSSi32En16mTr+NdN8/s/PDi28HvlDPgYuZ9uRg9NgK4mcPS84LLKIlEKHUpKLWaxfY+kEh2RNtAApzoHvVfbRgiZeiu4xBlck3lA3aHUIIcX57UzfrzILx9vc7MCjZ/ICX8J8wTjdcEySOBWK8MA5lNN8x5A8iMdohNuthi6LifqrCCc5Mb7phoFYEzvUQe8FFL6/+Cr9uvV1us7DiuHn31ZZyMNeSXOECeGSvrvFJISO0+yClZHVaQ1HIlTXI0UNz3Xz5IAXzfQKAMPGbncinp9ekyt+D8KLAlF73FPHdIJ6tm+RfMymbUesIFwaRQ315w6dJZ5hDvVsIzpuo7d5owIheKPVdwKE2bQlE9DljWsDBbmsCfKasmvZKOsEkm5qopdFGoMqF7SwbJ2DxIY5AiT5Q2VVmW2xOqXWeg7hwOdcOt1NEEXaJKQGYzZn8ZQhlJs/mhuJC5xhWPvkqvdPTK/Dy+pxY+odUU62S9MyE+cA3a3BrpfilJogTfSyZAw5XWUgvc/GaEtEGwgcY0ZQ7pAtldzvoDHUsNuf6F07PSEDDr0XoxnDVNMdwBqofBp/m+YVXb1hrBoIT6gBz9DXmCIQnk9Pk02xyApJIqXuB8nKS7EmEC+4cosXBl+ZNIRVp/z8g1u58dA6oZgC6dQOXjthIp4hazCxnqd+xMYBv49K6dzMKCX6+aGpn8PYz9YjI0fXydFk7YRF4XX+SB4LrgJqIRQidyBaA4xvi8dyisnRhlJLI6EkeA+spBe7o/K6poZknmP45shE4/4uxO8aOxmXCMaIoVAzukbkVZqnmnNGgd4asvWimG+DIfAXn6+V3AmlB+0LjiYHbPHXdWnyFNdY8TGe7Y+bn/gMkv46lDs2+vZvYdYMYJ/AyKh9wzOzBauJp//29FX6tnedFgeL0pOou7ZRSEOSPqGn3+nN28sAW9xhaEeLp1d0wBO9o8WGE+x4RtuReJbvLi/S30Ftk47ZmH/NZzCvlO9gH16LP+8g/Ap3FYTRhUFOJIicmF8DUF9HI8aCGJuTOeuKrU+KC2GxXfLmJf6yAbrgJHqE1Y3U2YYsQByMk2WeWHfHGbnS0M6SrFUpM3w25wreKSwN9mN2mel6eX4F6AQ3Vk/LWa5QyhlzZqduMpaUjiHMkw44Nsb3LVap49boRW3wqzZOjxgSva9jLx3wpYj0GLT1NR0wJVKNQ3VMK5zGUmaRxkDZ8DtJdPfZAYQQekdNSlfUaNn2daSUxk/EJAGLCO71MdQNHCTytgx0dFrdHmWPXSMxLQGvF+lbNrcoCvqRS1qvtdSXrToP5s1fp6cr35SrbGGL9Xf05PJQYhuGzk5RzwgXpl+SMwxTHXFiD7Lan01DcB9JdIYYTRr+I7ORvj4PEAilVMIDoAlv91wr0ZqEO88GUjnKsO7GZh5GtkLUgxByPaz7G3xdtEwZwlhwFjxCeEQ823zoglBXXkXQxgAV4jwMrVx5hiVxHImwvTlDEx5kk9VzbuqVrB6744PLmg2/te5TBOrKkmppTnRsBDpmfiHJWD3PyjEOynV/oMORp+z10LPqKWTz56idGKbseQ+nYucHnMqlCWLWguZ2qjbPf0pud8G82DKMJZWyzjOo5BNCx+sXl+lXf/ctXniW/uN/+h/MqTUndg4P81rhu5IGhWK2PD/HabnK/F/+e/A2CWoR9HaARXlIBu7lqMCt3XMWzvVxSa3opX2HzpKZgPA6m0aSeR0gpepiWgcj2/bGpa+tPfF9NnTJcPMBesl7riOUFu6F8j14BVpwQiqeYJP5uZ0nzuKx3cr+vz3cXlvY2lD9OiC9lfYJHp3Jd0YGYh4aVt5vi/BtoP4J0im8ekjZO3X+3JBuTumqwrzXahMElHxeut2SuUINanhXfNdvWTjcfdlLU0Lup/0nkG64poBygxFhOWlDrgABAw99Cstpi6ebjj4Fh1RjZUgZHSrPGEg2R1jvo5LZH5nNBaZUyXMZ1mZT46TyRmTD62SEBZjqThKUX1wiNo45SdA0i/NzxuvW6QG+3okZeMAjDAFHgUjTjPpthJj2bWb1y5pe0TlRst0UBks/VAxkM5nOxYpJIyyVMX4+Q2YjlFUpo/4SCvn8O1yiSib0G82fz7XAoB7ZiIqAh4IFKZeaE5dTJXz0iwVQoGIj6AeJupgWu8eLEndRzmaF6W3C4xak/RxHMUirixDOaeiM+wOZGzv9DCFZkNdJpYo13CipY0IcyxfN+8+Tpe1acR1ZwPsSkd1G7Tg/eysRON/PcCmUm87uz3mKHtf8ZMQas+njPH1bg1x+/T3DdVlKwybfKaT1ZW6OArBunZ0k54FaZluRR64MpwbV6LHE5nUrNRfV9Kc/wqZl3qzdFzv6OB26V3fuLP2D6yJsF2uTtl89uuyG0YeM59+5dFYlwLq7Jvwd+fS/vn+MaeQ2v1Yx/RLMe+RyTmPooBgOCXa7Vh2ApMCFbyQVEAI6zc4hzwNKEdB2+W40aqOgHZ71zQVdJwAsvp89khph/3KAsYVvSw73KP/EgjklB0sV6UiITldFAdbKjkihSPJuuPl5+Y1eQrBpyADsDQ2954T3b3hPSf16+VaLmiPG5wQK3JXdQJadmOfhAOae3obVBYc/TeAVX6faK+SC8P6REH3K1MMJ/3QomwQIVxFa3jCvtQG56s4Qntk/d2FSjEC1nsdITPnTRT7b8SbKbgBT3JkKKq0yykRWPaHSSJgxBC3y8xoQz8Sc1NA12g+joTwrcWhsgoYoYQFli4gk0HM/D+Mbg7dMNfSiWbdS5KqCNzgBZdSperFFWn200cBPMTfnZ02rQimz6BWc5JlknrFuskK6xWM5pW7NiqRZD6hiubaLMezQXELRrIuVhX49FCFha4Uu9eQ11sqkZy0YrWiBvwkf1JhBhEyYx7qS7SyCD1Ly7HPLOVCKB4htuCiMiFlV+pQTCZiTGvmm8JqWiikENhP7XjlZFRb65WwS8tS5gI4T13jGMYLupLQVz+W8nDydIY+UOWpc7mRIWEWO0iSs+Hdf/iL9+69/Sy/fKa8bpfeLd+khd58qEJ7b7GyXRK+H3Ry5cAGnOp9P6cWtTaeli/S/vPn71GVNt4tvfz//kD65tJbBvaKyC0KYroO1nD+jVUXA1pRQ9qCsRYR4R8J/139IP906De4dzzVOL8lF/6e/+yWNx5f8bFYXdb+j4w+7tllxHnk8pSHneAR9r8QmKOp1RZYUucNxxp/pAfu2rf35R4wFuyv5OScwWGZyqc0QZX6ijuom6o3PJpPJqQjW1xDcDbRCc/GVuzkIq+0ZLYiEKziCRwIphNpjDN+nn27Sf/vpXaQ67aD7UU+krpq/aqaGpSZWwq95LrGFCkn8rn8b0w7WdOlM0mXq17fpntGfekqjKR17TU+MweivWGjkaj08rPlZcJyJ92KIN0+zdUs0gm0q4xxfOisiArBQ78wmDWUVBd+g1JIVLIFZEbCM4escR7nmPTb8ng4iVkUg0k4IWDEW1YkYqlE0R/hLUDLy0YySmBFgMq52rLkn1Daly0yf0xGsC+sQMpQ1cEH/Tzwg0taMbKMXD6WMhT7xYZm3jFgXJfQCPGApXn7xcNAiTPh0kcUqns3tQia91jq1CgEI/RXedep61pO5lkFiaMU/6+QHsmYMb+u8R9QqpRthhbsAQe0zQrrGijqcfEE+BwWXQdQi1PEhgo5mgiHsavgsHM+BLF0SCmBjN4Nzdr6iUbldZI05yi9745Hu9Z+2n6IB9+bjQ3SWGI52KWh3CC//9vWX6ZpV7HOm1o32D+mG1w6LoxjIW/OMENTYuaEntnOkfYFhYTIaSl2jxPFb5sKebGrpcccWrz0j/gNMcJKe/arsW2FSeHkNej0A0KjQfcKqvhqhGfvS4rKf7mgVu3uffvjLn8nDWunX33yV/m//8z+kK8CSEfNgrSs23XWI5Z+Ql90zJHmm147uexb0QlfLcQ/uyjwlmjlhosOekSODSTH9l9//Lv3H3/0e4IVBYeS1spwGgEY35HiikJfUbc/JHUWLG4IU1GdXjm90J6QGj+eTq2pBv+UKAuvVvMcZKHQbMKueO2c6wzz9648f03uGftnTekpP6Ktf/U1q49XzADys5YEBdRaA3JYVco5raQpEcbaCbX2Q7Cm5/ApPKWDYcnclhsfp57vYtoX3LbXSw+Axmg7ekDqcQbKQlXPLFD1brJxSLj4imFQhzXD9uWNIXSwrVHNcOIqFsl7kmdY+qSfbYRa1PNeeo4Q4AkfK2MA8xyhFHdOdk3pp57fSEmYKFxsBJCxQxnNigLOnTOHmEtUDic24r+aK6o1/7XRehqwoo1UK5VlHphGIhotnKmQxECHjcBE5XZda/NxPZr3LzvUYfBR9j2i/GbX5IN4lUDJ70Hj3GBj8jBYaktr6VaV1ioAm9mvorn0OQYgjYZEtUGfwEP1yA2D+jZu9ICwfSybvFum5RMKzvMCGOw/dwGQcj6cTLTSkEY5WCA8oqIyQFh3+52z8/Qpg4vueSnaNoBKSMH7DnSGGQD9OPwSZ4AoUVSR4RYNzccJhc1hTFHJB6DyuUApgvR40hKjTOvz3BK/mKoQB4BRRClPwTtMamF4ruUCYHogifgKEuFve4bFG7NwgAsDoRPubfZ14DkMiaXs5w3rCzwqeJIcB6XKklwX4sd9+xfIiukFQqjcoSsfaZDCgRL4FPZhG/oEFOYwNuSEU/Ila380Ts3rcbIUgXzJJ7opByxd0m9Q7EtbrsGNepgFh7Af6MJ/wjGfQ9wTIPhAif6JD5eXVefr+my9icNgOJS/zfV3ddnv7xHoByi4IVz+m7XGTznPl/jtENz0AtOuXtIExPuQcGal+fUXuXEjz/75K//i7P6YbV+aRh39DTHNOqN5mPb0h44R72tGsXDiQVigwhJsblMlxNIaQVsA0tPbMbnmWGaAP4CyRTStAwxyrD9vMH/7u21fpzZvrAMHOWCHQ59zkskoAsWbT4xxeXsOgwrkMCe2dgr6lHJHxdPVworz2rUpRlOcMdQ+fHTN/AG8EGu1eMaycg0eYezZIZdwEV2OMSQAzKJ3er4Rc2P5nDLiFxGB9WiMQeI0os2T0Z7Q+6kn6yyAXZHS7oDaKHIf7FCgM6DgDfA0vgzwg0hw9YSIDWAB9ZTAQHOtnbI0HkAkinGwbhTUl1M6CujD8kS9qiCEtyuS2zKleg7SdYFmHtOTcMfQpRiQ6iIkL7eAtDD9Mep/YZWiDbHhVKFsFLVis4mPxC9bynIbjqjsgglaHkLIn0nUE9Xwt/ebVz9Ovv/gWNkyPVQMU4csAFBxIf4zVdyWd+wktBVjXXMC37GJBkYIRc2CeyHFuFuRyLBS9zw3TXYWlrYwFFCm2xSgPYLQ3eXdhSrBkOA8GM0fDruHx/ilNmTaAOvNnxyCSG5badG3XgiDNYkdk4Zm6gIZfAgEqgtHFNUOlT3/795Abmuk9g7rcvGQpYGt3DX/uVq4hIyAFvzbmWM/k6Mg56U5pci8t7qUZozTYRG2oSh7pWAvbwn729nX6/ou36R/+zb+J6Oa//+4P6f/1n/5TcD/PICx0uAtDL0djNjqgrhg22Swyneb2aAaZFmNo6xoi51DCmYSCm4+xlMga7CV7Nc7ownDgmIuU3mCIXnC+Dafq89+WJ3a81gFiATYpV/J28cJVvFuZ72vrXDYFX9Ihshd1ZnJSDF5NIJBoiv/hwUlDRuyBEfVnIkCjwz3BCGrs8L5ENbKCTjlTvf1YxFZPiWEXlHJhb8ytRV6Dhsh59Jhu2KQxYIIs9Wks2MivRikzMCZrsp9H3qlCZ0ycDtFb5SwbRSNbbYwxk50mmySGvQcP2Z+XCJERWZSdSBX9X9SvDYV1atIdn5Uy6HBqpEybaCgwurVGljFx5Du64MQPEOe1l05hsvlW0EbtFomzFBLDtnwQXrrHc6g0MuMNcy9BF93bZ0bibFSBGhNmFbDOJfT0mvycFs9Q1i9ftXAuokdN8XXnjPIE3fIIkIdnlG+t8x8//I4V5+X0unKV/tdX/z59y2anOVzKCe9/z2bnBTW7GxfD7hiyzJ7IfRSDCW12rfQ3hS/DiPz3wR/Szeoh/fNKNJPibo6aJlPMDJkttqhYU8ZQyi/1O8rjtZzwOUmXLud33jHTJxYfSb3C8q4syEtw5rXvPn3gbCkD8PEtPKBnnCd2UlD25tRwcc9fAMbwc7E/UgvLucsndYL8eusaA0M65rBysV2EqwfpQFTRjpV8XLY9e4AjjNfoEP5VUYQ+OaEUOQeH/cMv/ib9u7/5noi5g3FjQjsF/H/54S/UcYlK+G+R40AuQYxzJxggQkPHk/gcMWXABkL+mRERHLdIQSKGf2VDuoo8g4jyb775Mv3dz75L37x9E3jDwl5W1wISZq8mQ5wFQkoICC4Wd74QtMPLOei7RF5rm12OWnUNA7UlaxlRT34CtT2Fw2zf7oIFUX/+cJM6EybRRd8iYGA0LBB+izsoyDzzI7xnZ6nOyAtj9ZyuJ7iq0u5cepuLWT9ba4aulzAacGlSy+Fc8nVVJkkZzwQF67gU/Q1N62x2q/L7Te6j7Co/VyGGlVH5shqwrCKjS71hdIv4t2ir3Ti+NCuDBksoMtbwjOaUxrve5jMfL1PKzHv6+1KuovlSlFAWBUoaChu1R8fxY8ljZIRT0rikrFU765i365xXtAlR5vaiQQQoEdZ9cfEiY9pzmRO6LBzBT/bJhXajYdr83T9vACJwfOlV4yr99vrnETKKIFricAjucDXGo1fTy8bb9Lb8Iv3qxReEhrv056dP6U/jT/EdnAFzaFI4vwSyHnLZQ9qiuJAvTq/SNxdfkC8y2mNKKLj5mP7H+i+B4kkjO6+f4plZTsOFTkBL5yCx5p/S1ZwNIwiQAzyK/lgg9C0AyAogwpYsvXOlyjxUvReh3oQzGQIIVXldr4xiMUs2x4U3aab2yzo0OriwvNdZj41SKFufFi0NXMVV3ewtqREuHi+pmfI+0vOmeH+V27JSEAEERzjnRo/pd0ycj/wTo/aENzOEPuU7NfkVYyltWOfDmrEPI7PabdenI1zRjA4W4BavHamCS2idwm56YhNbgH6E5U3Q4JPza7qF5EBnHRjvVBwaq8/w1P/Xf/vb6HBxCe+I79anhDR7/JgWj/ep4TxUPmuFUI9JbW5iDg9r8+QcM7IxluIgl0W8h3tbFnyPKVPLC+R2Z5VecEiH5JBLsIg6JSEBHpe12mWklDsrqE9ZZTjEINn/SsTmhIpTzqWBJ5dwkncIGnXlQoFclrUaY17rdIwgwDi9H8Ao+jb5rOiEQbEMZS2BeFGxEJcIroRstHAgDm7ewYE+YFjCG9r25moDzzqaBDIWVGxvFnKP0o2amXnH2Dgev6HvM2ezTmmMax3GuJY31WpqEYNfaVLrzNfnmoy1HCfIWaIQWfXn5ffFAwfnVcKAuulUOcANkSyAAMclvqbY3hQ2R7hF9ERE//CHn9KH9x8C3j5harqjB/VgFbxGG3bNL3vfpp+dvI33mBsLYu0MhVaMgzi3xQnQ5ap4GfM2x6B5T1z6j/efIve7fgOAwcqyHjls+77OTsoia+wI715Q9jijq5+NwscLzgCwt08JpsAMnSoTr4sUhFf04d332Q35OOTQCHs4OPsVP0p1w2KeWEeLSQvUE0FYbRlz0a7gQwWwqv3cNS8XuAV5uwiAsyaEXU8RbAxdK2pb5CTWWIN0jZBheUVKLW+YNkRIKRqK8s4BQyRNGOaUiRbkmcs8UaFNLRzu1QQYcq15K9Y5cCecbxuFeWFIC3or3LdEkI54zy7eznzQ0PUM4KuLQdBrrEEL54z3nE2ZMkc+VpK1E5iABXDbtCxR2WKHEaDJWlqfiv3Dp1sUvcKdMD2BqEhvKhm9yfdy8hyk1XQkPQl0U6UgqvjgCnhMQ1mwiWmARdqo5jO2SQPMCfIEEInhdSS1G5nr01oww8yLx2xBK3K3Z4yklBjvM0o8WOK9F8irOeYYmqDT6074fmeMQlH2rIeu8a7OEu5RYqrI+sLTRdjqzlHkT1DnQFnIxVSeeaaYVgMKTHKgDIY8zZFHo5ZYtGtp0L0sEFTEXVXiLHzNhm/pxCIMfq48qmafKYJZf6rYQZZvypuL2SbBZJDtIN8PV1uz3oMllvHxXBslpOCHVGakJa9gGOrwIH6wnlEYOBvvSH4ipzWsgYUZ+gCJ7//u+5+nL758gVPNaHm6fpn7dVqpzC3XtgXhMXt4zB7h18EyDHzBRWWdPjJ52r2GOWqWlgb05kuGK0/RpjKCfiRvdadiHYU6ZfRGs+9GK8JQWrgOgCQVvvkVJABaNdIVArqrENbmbhBivJ+N1tHlTUKOl95QDrgHRRySB74HUHEvioXmKZbPrvsnRh7aoL7nfacuiXU5jb1+CFSj0iEEJVaiGTdCXCDhSozmYAoBaPYKpXcESXPF9w4vJQiQbc8OsobIo504XKj1w+6aKQIBwRuhIEQ9Rnv0LqMmbPrg2BHzcQEM26Ikfuvp6yjHIz//dP+YznjmV7HxivclVI6Z6yjlGWf+FqNmrij+0CbX2yIYW+6rTlisYnVc8e64SH7EspWAhM+sd49+Wecw8TC2TQ0eBzF54AUIryWxbNO0g60IHx3gRZdJE0/RcDIcXtrGgdsFi434+Ss8fAllK8c8UsfQODw5G0mzk7bJd9hCQhlTw2xVQX2ZRujUg4Y1UX6ukENWjcYgAVgDN4xvdkT/LYPZ0fEcgmPAPDNXN0a8yJ/tpB8a8jgwDnG3DdDvKWHGkp/1zZB7Xt9hWvvZ+UmE+c5DdoKOBtDShmGzvzelKWJjdCldkrhYel9WRuGsJCzEiMoMr4kxIvy3Sh0TH1RKi+7Gvvg+LsYhtdlMS5uBtSTR1MoPxsCsCDl9ONFaO0Uc4OwHmWtlzbHRjyfHyLklvDbmkYpQcXg1wrAi1kdOocpfOVhTQ9Bah/T6cpt+ev8+mojbKFABJFXC+sRBTKyfuyk88E8uFmPQoebXJH+QVLCljxEcG1YP4x+5SCe3XzMv9Wt2TY5Za13F8xqqtwlLfw4z5e23XKAN1a71QwO7gEFzwshK+Sm2ivm9Xfg6gpd7+wTKSYeIPZzmecccoQq7OTUWErSHtj8RAgVLhO+5hyVkeOvwrz2h346pddFvR31TqzrFSOT5/mfFXqCCGhbrfcqGZ6f1dBZQj9JEn9DvHfNo3cDVBXgxbahEhIIHck4u5y8ing1kFuvLEHQnu8dYDOTo/e1DeveXn9KXAD6vXlwzeYHQmXzS8HUNRe6c/x65LevhKcK3r7+wRkfYiCepcy97yA1bnsOtbN6xiHvWT5h1z29dRUc/qq1n2bhHJoSjcBcYYIn5Qa0UOJT8TQicw8hVOSxLIfKoN6DDNjYcQLRnMINuxA8Iiy3XaWgEmTQ8FVD8y6tWrHdfEn7fMX39lLv69i0G9jUDtFkUtUEuFszLiUZyQnmbvluE/Hln9Ai2YbTnTBuUZxuLd1A6n28N0OVkAr3j5QsW6DJ9ItY7YDBbhLpdqIZZr6dsIbmvVBtQ+jlpTZtB42dMcu8gYzZcmAmOWKNxcwOdkM3YbtaaE81Q6IltdNHeZWoGqcQ8VH2K2bm2vWEY/kpIt9PFoURqW7ayPLPYPsBGWlzMFX3mBD6XQ7KSSJY3ynqIsRB2UfAh0Smiums6NKoO4uU7fiLp/sd/+ud0+vGGL9NGcc44WJA1rPTt4I4Q0ZXgjhdkTAM7KvJMOfN2XLBqFdXnWcLgAD9LtQEhKETxlyxVwcdy0XxZzzG6VahR4bWaCMdQFokr4mAk1PFOr/PsJQQ+f2Qx6Yow4wSwpzfppgdagY5Y2BKXWMD0TRCgWTTimpRrcAilHa0hmuw5aXz4riupcDx/xe53YX3yyj07KGMSOh5aqp4zWM275o7Ml1iBgNlbKGCWDyHPlt96ViLMS4ApO/dfwML5kyUPvE8ZJlSH96pGYy4XqkEVmHM7srNaUUqL4NEXiYEdk9d++HCf/viHv8AkOlCbvETgXqSGlDk4o3le2yAaOSNHHRPKfuBufvevfyTsPU1vX7zCPHuegntuxOb9bU8SJRSlt9+SC7YXc+18WFzsYDlK7+6fAsA4xaBU7DV1ZGWM4uBO5NdaWzYtIvw33GX+VVrbmV8lbIZ4fpCcbt3UDdVgCZZI5Poe8OgVljI1COnNyezndP3EK2h6333Tw9Cg3KQWsfqcfPuR5cDK8ikT/Fy6m0fx9+QxRmKWQvQXvr+0wzXyNAPosdvJxUSFKyYeumYPj66huwDV7lABsCnCkpSlqSVebziYIROSFRjLcgnweAoI591z1lXqmCVIJV0IHYcVUR5LgkcDcnKcgvKwcgwgYbBlNiNKa/wzSlpiEZ5feEppa+uw6HZyYB0RZENZ5+zE9DpDO/EwLKUNrFE+0bQLWYsu6bYlOVuDMxTWbRsJaGtsTYkKJcwXwJw/U5Yo3d1wAKdpes6I/FPCQCzEu/sP6XH8xENKqzrJCsLvHiLstTdNNr7cTKHlFbnbI0TfHOjXN2+/TmfsMNyheDFnk8t5YA7OpzlTzym4/+HxXWzdPetS+LZ1iJqlDUQzehsXlD6cKQoJBo+IZXOVO3xVhdG9KO5Yceyh4bnFc/PnMtC+IcLWcDXyfSfbGfbDdZUbS71KfbFtKsJVm46jY4ZOi3UznQIcXeUBkCAfHHkPS0oReAihiEBy9nk8g+jgGdumbZh+pL7247v3bBiGWmeejYIEs8mxiJy7PF/ZLRIqpNxJfn5i9s1Pf/4hHeHL/goSwpdfvEHh4J4SrdgeJSG9imHs8nmvEfQRIeG//PBj+v/s/2Na/f1v0zlgC1WGDDPg3mOmT9wnemXfId9b0noQsgnp3988pR/BBLp2hqBwC8Ekzmnt6zifbDktHFwUpUp0UyQsXuGxRtSkLZ916Lc8UEOUUNImH7YxYQuYtQUkktFTtB6IovvdL8+Jkni+V2/II0+ItEC8Y/BXTIzDK0YbGigpqUT0+SIXLn0SPHO7tdRPPb5ssWKOfS/RNoGng+3hn+ULyNOxF1ayjQG1ZDWYPUY6pvF1xEeJCCJ/3g3UuYTHM+o0dHYWkSUyAbN285K0CqUDY5hdubSS0g/fdQTJQ1k2WjDd2tiBRK4siylQY5Wyyn53+AMR9kmrk5cqzeo0pqvRHoOX8QcMjZyzIuBgjTKWxdgcTXimNXE9WQiFtBrDYR4ixy9jawGjry9fg9Z1sQxOBcOqETYZyqjoEr8bWOgzamOGvw9Pt+nj7bv0SM+hE7+CWkVdysUv0t127gQkbr+Yw0k9dNMHgIg7WDjW035iHfq/3P8l/eHhA+UAKHA8m1D9qrKiRALYYE9b02o0kwYkb4/fg/6NIQtQpLbGZSeEA2GE0BH8DhPtpo7sCAaI7CdLAUxhcxR+sJIcgkxJ54I6F9a76JRtyApVLKHpF6hCqhDDnJWZRl56kU6OTFpHCUa7R2D0Eflu1i4kuimKHZMbOMcyofAlQtQlTLedajWizQwR2pvc8Tobg0vPHSBOLVhhbZ3EIFaw498vpRq+ecv088ugvMVsJE2A/zPvd8MUXrwDSPLlV28Clb2lv/MfN/9f2DgX1BshL+D1ikzgCyqkS3w4R8tDK4TKCMf68RiUeAqFrkkN9xJ0Whqe6wlkAcTKP8sDDlOzD/XlBUYQ74ex2pA+TItGLNk6B8PZmITAZzlZ3sIZP61LJvxdw+jBC7PSvE79WcC3yVLfAkZDpg9ttbCjRGHxjkQ1P/z0EL2ylkHOTmkX7DJaBaPk/CDPwfqry35M6zoMN1sT9rqTZLMdYbyYmkAebUFfNtaSe5E5tQRHcPRok/qy42QqdBuYujkbagPC637UWP5jA75lqqjpYzTds4ksHMk1ZbW1MIx7lhAHkKnnRN/sctLoRb6OiBYvvrxKbbxCCcJ0mRBvgWV2BZpWuYk1leRjXO9MTMnBLehhWkn3X6jAbp6KGiMWZ4ZlnhPSWXepAxqUOWyL3B2Qsd9+/7fpu+++iUU+D33WiM8dCYEgQXYuE8a6P/6kZ7cI3oP4fo/V3RJ2WJB1GHEZq2qBOCaON2Hv8LzOaXkY3qffDf+S7rZ3sf1ohaLA7QDFZIdHjdzNUoWoqBNUeLbPA7EYNxDIpBB2LMFxnZ1xtnUpuaF88ZWeyykKnoujJvhv1wK4I6UpMIZX6oD4tnuQAqjtlSCeN9zAhOIaejnFvE2P4avmVfp1+Wfp8sgoSsKjJ77LgtcVyYMtZAeqLS0rmFR8fyF1/jvWMrgnhc+t2YkvDQsjcKQkFLRIwIoY9aEnkeTvbFoVQC/sfN0YVSgHNIPn8+Tfkj9ihEUov7NLDSv5Xnh6jDg9nv3ocZ1LjWSWqmUrf0YB0lOKbApqGQ7l+fkaSupSNgEmR6jYLeJw5FiREFMOHQXDD9qBT5RTssQGmrrmfkTmKxg4M2LZPjvOfYAh3VKHlDa4J4ypoXxX10yL+LLHLlNCb0K/BTTAOYX9OqBaG1aVA5t3EAwc09hlIHjjsZo+fcIj0QZ2xd10aJa3fmrnhyjwUtSUPNKRIY6nPMDiyhNlwUPjLgSmYAWZqlh1CHTbsTf6GmfCZuQTDcUexXXd/Ix0x9KhmpVtzmLZE86gg2OLCfPiDZyqxiyyuudI0/055rT2rtoYYF4anvKUQrMgg1Oel+RzO6x67FqQUidzxaKsORQWz04FyxjRQcK24xHdAQpO7O0jX9rjBQM0whLHQGHAGgnocYG2UXHx7qjcF5mr4uYklHgJzG9IJPvlQDgprW6XAxA43SSambAi5hbWh57pSFw0ZEu8xyT9n7N/padvnd5vPqVxET4lucl+ieLSCW9NUd8wgWCw0NPr5QRKiMtGgBJzwgpX0p018Ag8q1O5BxiKI8RheA9hAaV4CYuWLXZKB7NLAvN7ST72EiJDF/K34fqYszDfndvQjeDJblo9AepwAXWX0VKb7EBqNxzrbwbp9viQ+nmW3fAsRWeIyI5SQTQIAm0Rxji7yEU4uj7QcIkLonYuGzWkdrSEfaN6IuuHEjK4N3Ncp/jZmrVlGrv9iVsiAxcHWWc2Egk2jcQAt0xT+thwHtVAiAGB8LI1FLJCqiGbKrAGhuTmEahosZNAItSvtXZ0oxMN+VnPRi6opHPzSTeo5Qk37SKyGVtDkyNHt6dwxn3fonxLIwRLBcb/vMYhWVNI6WtAtj3K7sbKExDzU0jtpZpATbZLxO8Xg8P5OQ2nuzhvQcvtFiKoiakMtumZepy48Zu31xNKRN+DhjoZIJZKuUjWCAPvLUWw5zAygDT3Y0b7oenFM/gkaulokyH14S1cXNvvihgryx/OiVoQEUXpI+6EUBfDPemRDzsrSPJAsIgQI8Nnnsu7M7KJXmEHmbmnUsWGreQiew7Mld8YTL8nRdOca86Cje8qafv4AFsQCssjNqtK49JCR84UkGGGHuXJAUW9YtuSa8dFFEHz5mxB/vH+z+SBWAR4rOM5HQM7mDt0C2y1cgjkcUZ5wWWkWDsX+QQVCc/Rgmxga8toBMOCgvBygeLxeY+Enu+3vI+bgRvW6aDLjSka38ID3UPHI/xS+Gz+lVXSQNCdrWOuvCBx1ypf187TN10ajuR7OmLC9Xzmj8T6BXKSGs/udxRyF5iRw+uEvksanX99+VX6qvQ6PQES/fP0d1EWMKQ8ZbyFQ597IMSSJU4qjPrnHP+CN59TkB8W5+mxBMsSLy+sf1bEgvNV7ehwlbjtWBkjKpvjIsyqQEfKYCLrSgbGY5gemMwE0R8Bdp1BrCX05/j9FkuIWqDQFUANvX/M5HHuKIbB/95IkaMOaLtTgzy+3gKwYKzj3c2nyMv8bCd6OozLleXGgrEZW8/M2cnDdVVDrA+wWwUPuUIGHCC5jCmEKhXnGCNIsrpzEVaX4Fj/MEk3NEmrvIpP024Z5GVObdJJeVFsh8IY9wX4Jo7w4YYck2dwX0oPHm0DtpLedcj3HpJ/juADyzxcsxpi5HQCnueaTptLymOGrDe3EvjJ5Sxp1HsoE9vPQFq3eMWiSoS7jyHTkm9t2cKo6JFX7lHlDpQhU7bByN2aGCM+W4aaBYkVhs9uqAX/9LXWcYtEJRMW95SJ+AxlKzgvifFt5DmHnjgXyXmoNn645FierctqQyldb7aH0ZAndykTmrGwEjY9IaWlDYXFQqwjDu1JhOybzS/JFuv4QAptuFwexGFKWnB3EWrpa3i0MwrsS2P4/Th9ZF35Ao/Uh0Fjx3h0YfFzAed7dI59t67I6wNwQqnsgK8Sl5cg+urdImXl7d0LudyM+BTQT5CtPYjssE9YPSSMIR8ZCl5FQ2wC1iZU1GJng4RCyBom//AwXbuml6+6WZhQ86RCCYIG3wn1z2N5zVhHQiaUc4VAlAFpBCoCdcv30heVb0AbHWKFl2VlXgfBfgO7qMdKvTk56rt0TyBD4y5eqU+INORVA8gKBDE4Xmpgoq+0GTEuKDybj+dQa62y55gLACPbEZmNBo5YMACNWCcY0YyT1fB6CJw8Y0GpBs9/zSYt15xLLvCNvccoMdtYIKcVY+VuD3PYDh6yDQhzzWBn65M/vf8hrHbxKOUPIRUhVlBjmLBhlqMZXR2HldeASjHU2nMxRPrh8SMc5bMdnKYsVQGA9iSDDwPWDrK6zoHSexvP3aVJulGYK5iQ/XlNGUMiWTxW0tH+1h9Q1N+SVgmgwLSyIXlI292Bg7PUseH85QpXiMRWa1rHKJfkYXC9fX1BqxtKSX9rldcVWjgSPSFH7JwfZ3hI8Yw5OkQ5D5R0Ipjm+2hkBpQ15iha0V2lfmdX1dvviXMISmrIPX6N7+MmOlF+50w5omUz14fa7+ksK6M0m99R/AZEfP82n2X/pl0s9vmO+xg0FDNR/Sq6oRfwNpahuNx1Zu5Cv6Kr6aLxEyFsY10ybWd2if2BhJwqS+z8ICw154s5MAIPrgtwGy7WYMVMFQ81QqwQDr4FWPiSdd1DcgYDL0NjGSuyGpxQHWhrzNhxbUEWcjoo+vOCWafouYc+b2e60/aINcc04k5dgY7C5jgYm7C3TlFT4a2XIcgxeBdBc2R9GwERKZ0ymfuOGmeNGOwEBX11cpm+OHkdiPH7BUOVGRfSA7mVP+tI+i4sGlevi6t3mMrdwCO7PGjReJN+dDg0DUpv99d0B55Hl4lllTHN0vhCiNiQIwCXRoSFNQT2jM6Jq8plKjBxTxqbNazMGrurApMvPSv4xtk8ohhV8dxkJ3Ib1DoJ3oa9Io4WzmUFkcMoKFGmCR2WbYXycG5bSkE2tO8Im7KRn/Y18JfLZ7B2hotyWHMI4YJI5IhAGbLmbC0yZPUenwmblnFy0VlCGcY16ng9vfbRnNWfMWKKFDnr4ndS/Zic7Obxz+meXtkaXvmkDJlD6pqDlWHx6M0lh1TovS2Tq/vsC8otWxrUFfYyd36/p+xxn02iKxB1dU7YsUnrnCNPZf40uKPyV0xjID2qwfiaLYf4RBTVDdwcyCJQUsoQRC0lPSSc4yPpiSM6hng7jU3MSYpmAfNHR7ronFBSSiFyZf3L8FO+a4X3zOKrbIGuSLiTAWUBOZ3OgE/HEFML6Hmd9K2DuuSK1IqZRK226QPPM3JdBi/+2pII9KMCD9kKEq8XyIU/95etUaoC4aQshrJDqIyJZaDIQJBc4NgNPzGsJ//UaWKRbOKww9sDWLukBkUekUO5Hde4e02oOsMyGHo63VtjrCIZ61eZAmbXeBAWVI9AGy2emkKgZFxaGevbiDnvrBNAwWeM8rAcafnDkHlLTuFs2AA0YGrM5OLSlxn1Vqfv8b4rcxMwmSYT0tzB0cI6t1ySw+TzMQpdtotdEAtlfUMLWJ0ZNI7BH+/JexF4ofrJ4h7Bgn1U7ZHX3hA2MYy5NIaf2Q1CQYPwNGbBIlCG+yKYXcCvMGBRhMUu4/WjYyEAmGzmrkhs7EqJ1U327hlxes7Za/1LYnNM+hZ40VM6oc33sauEYv3Y8BAgTXRv43h+ftZaqucquCMxwz5XUeUqQjiZ6J0K6ZEOnjlKY1H76AZtSw2ciyBa3tlKfq4jKDUAlnL47xjSHPm2w53NG9m+hsd1XbsDF+QAC6qMEPA1EcuG56vwxfWeARCa/9qKR6TidqudExAlFfDZK/eZwhW2Qdw7vYdMMl/QaED0dn5JiQnq5sWFLYDuxRTcApE9xavVjSIcz+Eqiw7yU4kwdwgOYtQhiT2PE5jZgbIaxvuNzBcFH1dO0aOaIJd1S2hOrXqJrM7wkiqOfcbiw5ZeLGnEpA7ZPehEHWqlDmACQLnAg9q8ILtJVN+xLEYPboaW5XNgLpRkB+V163rE8L3IuVbCQz3iDYJxD6pk2WEJI8UmZfdFynw3VwndMNmX6B1tXdloe7skog0JJNWLFImKLcPPD+BEOzmIA0nFErqx1LbFiBVY7LYILbVNL2mSXaJlynqPJOvY2CwtSxALBM+QOTxIhEyEtLyPuYTv60hKZ5+ubY7EihoG6qUjR+UNqs4eJVeeC0MzEbvXOkvft7/F29VYw3ZPp8gdhAPW0uml+aCTUie9ZKr5F5W3NGfX0o+DH6He0cTLc9l7N8z3AwwYAe2PyIUG5Fj1wk/Baz2SBuS7Irdu1yI80/Dw2VW6H5z24C5LRl2l9p4ohL8FQGKCgwwrKWGS1OUka5yC5WUNOCM3ZyQNebGfp9Flg8UskfgdXUnw8fZjrAt3vo+1NlemSxYPgIN7mSLc9+67BHCxLu3QLqMhF9SKmLsgR4WUSxohtJ1APKfhcCzDcZqA/+T+VEb/6V2ywo02Os+aOi1RhER92/tcj+f+xrKUSgzgjp+3XzNHlLLEoBx5bdHaHBdrSmV45wzdWJXuedpIHB4pa6VSfD/vBnGZkYt0d6QIrlQAPgqKmwR9w2Q7dJe05g2GNLBH84PRmel5lcK9Boy7QJGOoL15MI45UyHysM0EghzKZQSiZZRIroEpk74Y9ucdiKVO+KzIbixXsiUPmagPF+mBCRc2NFh6aUGYP7H2bHQ4AtQiLI4dPr4Tfy7DTFJKKKWj92cgmDse1gKtYautD7Ew1n0meCQX8ThMJhvU/Dyxyw4DLTsfEg2aLilxUBG5h53fllE+Dwt2rktMWLfe5R5IETxLAIbholyKVIzi86jxrjywQ3I/D+QtuabciXUxDlOvI09QONodKAitO1qkOcV806y7pNZ1bk82IkQFl4BgPUjBXQMoNfLN9Kb9Kn3d/TI9TJ/Sw4o5pMdbtkeB2NXP0tfkhl/VLpkvQ47ptARZQfi3GjXIGQDVgQR9znea7B/TzeYR0gLKSpP23ZE90NRNCzmI5XTa52mmVtgEMqrUVecfCZ+e6GDA6E2YPyvX9IzLcXGvUHmGVXPeEXpmW8+Cc+xML/6WNJAX9NFLGrKaI/I6BcU1ehXYP66R69P8/PEDtEWAKPNOp8K/gNUjWV3mySNtVD99+giTyo1lAChOfSAEdASHUxmqkNMtd0l3C1wBBS8ZMkc+6i4XQ0gJC5ZAstDVX4JRefLpMvGZYbUUPevcD5DRP0m6QKmb1BNXNIYvrDOE/MimooSGYXUUzIawJ1YiGFCDljrG0j5WaXPdHk3hPfPNA3XtDsZpBzXTMSJut4YMEI0UyBdnucAYLtjoVSYda4H6VxxqhZMZ2xANCAObl+/h/B/CLA0mkZPyZf5sEuT5y8Ty+2eLZUnhArgyp1Zu3c+Zrduwn7QK8KMTkV98yjM6I8jQxyFarQ75MOwj659ldqXM5qQtyq/AHApdtqGA3DaU0lh8Dylbyz2BeK03FOkzFIg+M620hieSVQuq2bh3WQwZfTabnq4nU5gso1hAjdlMCk94Uql4gjbWyTLlii7roIlE50+UTBwc7Kh928dEBR2yHCvXcfUSGxzxYMeFC3KkgNkV4OLQYGhYP4p+tqxf7q+7FR0KplCjtDIqNApGBDVgftejDQCLHg6PTBGQFQQAwPc74ec7TFJvHdrpgFXbUX+M3YYWuu1QwBM7S+huS4M1OY8KuYIR5BDlJ5Dmv8zZWYlyXxYm6RV9jC3C45UNtq5aE18AAHXL1JLm6jXsImfAdJn9owba8vMcp2aHGzU+v3OWP1pCcN6qhXZBG4XQpTcNACmbjUtYKOxBDE0WfjfHsp1uiuD9+OlTqg6yMZBjBy2Td+mh5cpadrH9t2XZC6BIuZBgIH8x6HtOKufnskU12cJXSzYxvlPF5DOMMIJT7Y5Hz5z/bgAimSr8gWboG0pOBQxHE3ZNlaJ+jejIMoPv2YDtJN1t2Ef28HpZI7DxgSG3FNA8TQqN9PIFxgIqmxGRBsYdKRO+y3hsrkiubFPEs1wuACyd99oF8aySO0p5VDkT0cqRCYYjQsy1W69QrDqG07032fxbMItYhUF92I4Y/rYjRjyigSdU2UZjIwrrxAhC1FydU5uBXUc9rc+NAbJc2OR924xncbqiSmj461RCObrZWoRscuRfW7cce7vBxcv5jHkiIRichzVlwYGA4bNCtn9uTKyVUDFj3qszRkQ5zUNN/kOQ/Fc0zR/l/XSABwvJhkNccuZtM5WOKXmGpBK3/YIW90xPzWENic1T5HaCyjrQ2DGAWg6TanO0oodscdbnsuma15gP5WNgL8pp7CDKixV2oLR5sD2Zjnx82D2kBcieyrElCdfD5lFID00WEsEgc2Hd1ItxIBxeYeFyQPX2h+rBBscRKC0ABWFPizP0UEfkJEsAnQLv8QTIs7/L/mzJa6YoQWPpuE4svoBOAYuNcloeOcfi1xxKFrMkrHVlLI9wmrxvbGuLmmRWKon9F/y+BPW6nft2SjjIinOv4FHOX1xFi9uCGtoSQZmjSE5Y95cezla9Hns9nFhv65hLnmxW71DuaqNItlaZHnjcvlZE/UjJI7Y+P685cMRjhK0SF3yP57kz8XwoqRME2GbB0Otp+iPjR/oM2DonX3RTWLPLZATk4YEBWtYmpSs6AtI0xJ4065xrPJ3AiVHdJb2Qb784h6HDtD3X/fGsPp+jN525+8SYkCn/vkNmPTjfRlreGd0nL1+yhwXkVdCxyA7MGPwdAAg5nZP0w5h/XnPuNAyAHktnEa1p5JEFozz7RvWS5tP2exIiV12NgFzFSkN+HdANQ2FzfM/JA3QpkU3VUvFmGA7r/DXHfso1t0ZtN1GQDjJzUiyKYkbOwoVSqJQ87Ldy9k10Bsi4eC6i6twCKfXVhLkxGFgFjrA267AOB6g0xe9n7IVQcmQtrLwyF5CUnseHyP49T+ip84tlm+Z0eFW9WnhQXKjKaH4bOSZKUqRWF0Lpvg0Og25twtNsvcGCON7X1kyyw8tk/YZuPY6hu9FtweyZPL2SS+hYGBi9p7ldDbbQiiK2h2qO2nALMeUDx0ps7QLBw9a4KEO+Mvmixf+Y7OdkeDxOg5/PES4VsLx7UoMxoeTQSW7U2mRvvClfU4pBKAFDrO/NbFPCci8V4meL5j+iC12N8Hy0pN4Fz61ljcnxfHcnITjOMVasa5hEhPi+OS67RSdKEdBq7VRyLt3PHqMcDxTZlyiqBs31AUY/7hD3vjVWn8MzR6FJOIgrkmFkTVRARgWUlWOoGp7z8wxVVxnKNDLKyTxEVdCM73eH0k2dQhHIL+G2/ZwNvBTGYka/6oBFPhMEvs65uNzW+4yoAoCqhOI2uFdDaQXZLhInyjuCcwBVUy7phFB4To7qDlGHXMkNlgLa4v1eQzU8g95po8KaqkHkxshVk3tyZKSD1awnuhB4h2c1hHT6gHm/Uwam1DJj3CT9ESLaNrAvSa+8GydTNBkpU3GYmvORfT5ICFPkbwSaaoSRAySSjzxn76nPPAdULRB5uYfGObi2gNlUbjrweXdJsc4HzkCpTE5VVjsjHGaVKUxWI/NmMmhX5THctO1FpFAI3zt71sLM92Vha4SumQJG/viMDcfG5mB/Pc+5VJAyHebDs9+PJZyguDsKt4a7fv7SFidCVRUxm/xlx4LEaiyOi2Ip52hRpcgJBNluNccqWQfd2Tok9sPBBbUV67bHm4j8Gi6ar+ypfdlnuASosjS0Y+KcVf0ltTBGaaUJXm8q6Rux0xhrONZ8F+6U0F8hL7Kc5ypdMrhruAflg9daAiArkg8vUU7YYSgi0LyN29QmnZwwcm+luTKcW5sCHDltWSJWjGsUBXeMMp777GKVvULF97ZN1SHDMXA4mB/uT+QeBTh0Arangf7mMSpFlKnKn9utYk4qaUDysyvyvC5TjDC4MULf8JSowE3D0dLHeRrN2JUSt5uhiUYt2aYoGV+2JAnGZXelEfT9zB9HINYLzrCMF9w6yt+GePK/BZ/pjskpU/DNIXd6WXsYHZjsjlDe1+HKRjtHKHBDaoMPD2y9BhWdEUq7wHdCVLLjzwRMJJObq5lmOPM3wnGEfYH3vBUtxtCK3tucbPuVYOKBKOUARmCA6hC4QGSjvgpiD84yfCTvH2WrHqYwivSShqh+d2uMdTcHIHuC5LEFACmuEyLbHev82mwKulPuqG1SxltQ17X0UmXkTFZCMWR1YxhGHicSdXQ9Zd0pRNRnJNRKX4q+SRUy+JF6umfF01pGZJAlgqGH4Qm9sKxl63M+FJudPqeM4Qz9M/srMxqSZZEdFi3bgvvsUp+FMFNrewOlcuEd5RxGv1n0ZsVD/3Xyl5EpuUSZThf74Zw21sQ6690s3goY5QSHRIljsC6CyWtVRsPkpbU5nl2+6kXxLLVpnt0TxjrcqkQ/4RyE0mWtCwrXt+t7+idpsnZAsd0ZQP4zQuphHr6vc3aMugE3urku0silopROYXd6Qp6hXgEGW+y3fgsg5J7Ex+Edk/OYtVM/x4sTgrqLIjyu7VGOkMgIBBFVZD4olCmU1fP0b/5sI4Hgea6RJaqCI/R5Xbb9LJveVsTDWztUyXauMRTP8xxQhszrGT4Z/egjEWgMmevGzSb0PIa2nrvj/B3xKNgUS4A1AgGsZPcf8hGCna0uXGGNXI3hdPvj2CVNnBegYt6J+oI8sX/DwVoU0v//hP1nk11ZlqaJHddaAg4ZCIRMWap7WrDb2KQNOfwyZmNjtPmdNKMZvw6bxiGbNV2iu6qyUkVkCCCgAdda83netfd1j6yi0SM9Abjfe+45e++l3vWutUAnJ7BiWqJKM+C9cX8WSV9gBd99gJqHpTm0fQfNoydAuC2bMucnUjoLyCXR6RL0eB8iwBHdCR0rsADIcokAGjZYm7kChmJ7mhP20/s2F/3o3loajHmuX1PK9uIFSC2AXOZcolzNjYt2C4au3bWUzGIFSeWkx0SgETbzy+lGbxiGwvJ3eh4L9Bh2vuaZ/GPO4iruu2kc65ZthyMn2zBRzzNCKSk2iXubDVvMqTCUHNUx8C+6KL46v6v+sOXSlgCVnau6y1i9HNDWCEhLKEgSoETtbu2ln2X1QKGjaqZMdfYzubEqFivB9Kyk23SIAuXKOTilGfKAQONotflVrCVF1Ne4GfZsWWGw7SlWytRCBtma8+WgCMas2AcUdzcDYPH375FY/sXiZ8O92TXiL+IuB8myaZvn79Jm/soCWYTv3dWHVDzEzWVzr3BXfY479CO9QwH1Kodilpza3Yk71AqCsNLUeYqauvnLFfrUQJSHzfOO5PcVpVyOJHj+9m0VwMLimKfUYZE1cz81M/FKsv410FcX1Q3NHBDrXI3xdGE97PxM66Zl0iW2J2vNY9RklpeT5mccKgcXZT4mQnfJ86eUxZhekoV7i2LWdZfQcIQHYK40NZ9a5Z4K88CokN0jKXES0RsQFXvBPYc7LC/Y7hBaRrvDGS9bsWOHQ6zMtQrTnLeTtTjMpgR062y21nPU/tsRDHZkkAq5DQZwCMgiBXSWDu8SH3Sb022A552z/JD7kW2kDo/i8LwQT16DZ4Qo757CC76gUdoMBeiS2B12u0JJoRPOllHsq07qxk3+dtikWqm61ClEayiB9Q2wcrypc/L4PGiyDq5p1lBmk+MJ3B9zwjyzoaVexwwUzXU+64svHmUa9z7hhNPDXDMF0pkkEUpZ+zwa9V2AJriCkofdYFk0pYkVUK1coUOBjOOixmDm/9Lyw+03X6kAKDweKn2Y8K1Lq1dbv3I7Q92UDYE1lC/YXV3HTCuocW/d4KDKCmiz0pHG+srEXVv66ZoKTZPuMDVjz1Bb71uAvSdUTvBth7k0vuV1ToG2r45wN/N9KHMib7nKWHPiwJXLOzBfaAhN/MEAAUjNTh8WnKEsiHYk+1jNUxZ+3OQ28ZEH9i4tOn76xZes4dJw8Ap39y1zGVEAOyz67AHWEz7sFdYCZ4lSJVA7Rw1IvSOO8ICOX24OM0fEQEuOcIv70YqJPZrFbjItFcDHGDngVVnDa0uM+KwDB7oiRDqZ6RphJ0AtLhvgWprSsK5RT0igw+Jv85iWH5njNHwVuKkhP1C+OFSmntag39UUsKjdInE0EM6cZaZycw+pOMnemx7xOSkkwBLusv57FB7LcpGA4j1pi09QCiFKWCidXlDOJ4U5pULis7T4oRDKi/Y4SQCxwwF7583Yj1hv4hQ2l7HjAsyeCWJ5x2RM4/Gs38OCovxEoU9QDM5HsejZ6eMnjrHn3E1BIwxwRarG8rgLJnbPUpJleHDv7mqgoClxhG/wamDiCDDd2aB8DI/sjP3fZj5IhNFic5SKCkEgVDKAhsRueBI0NC7W29qf9v6D5eHBA67N/ewCZPm69I/kjBvHRihX0AYHlBBtpzqjplZ52DXHCmTc0Bbol7ksi2aDWUuT1NKpGxSZCJO6ENdCY91p3bbS1tlYAR37p6r+44drGcoljadrdkPrycE15xnjq7EeCb+8QT/QiyWjl9b067RlMIc17lh1Dq2J6wyAoZHWBQSDOH3mrojdtjgk0qmc6jxHpfsMlLsrB6RCFl+iDaSkgbeY1h1Gd1+CrJ3rnonYnq+ktb0802PHvPPnkZ+Bhnlid7q1qWGXCVJfH7xgNgcMH3JkE6doeAJ7Rx4Y9+gW7mCFdq3H5JoevgO0/luIB3dnlgF7qmrEgyHhQMVmnC8zaMqxEXoaNi3DfRZetxStD1LdpyfsKdZE0MDcrGPfJjL4pwrSPfBaUnVlXEs71TkmLgOBiJdtSeFyszcmwe/R/WCMps4qRi2WmVKtQW8arDuuYPTepR7I5C7Zq2O6zJnHPUVQpGqugVqL9HrPNSKj8sipVhLd5X7OEDAVoEolxBStu4fUcMECeiuORD35zGliwFPnyPC+2fvjw5OH5CyJEUwVrZI6wbcNcfxgy+E6FsubUsN70kDgLlqILof5GMKLYI5I6dTYHgqHDolcW9BuijajH39Owl/U/WuaS9suwZjb1IfMNEdkyhGmg+IY3o6DkzOLNbnJUoaefauM7lD0ftcyMhg/Pr/lXuZpDWN0XTUuhlcRSksBxvewVvjx+7gFIkapUFCY3CCtowIl6BfvUbfTG5MIXZOMw7LpZT15TTFv0p8nAl4f1sEjASWh8nSHjiT6y9YxTEOhO62kxhrrrhbYYfnW7a/wOvh9pkxj5SQWS+87sNobtNPDdIYvf2xHMkCaxAf+zPpKp2ZRMPtnG18O//t7fz5skOM7gJWzhzU8IL+4PQ6dCwE/c2w68aFurMdNKy7rSKRzCyL0K/rFvKaNxQ7Fvo+fPE4P03f0kL2iIn4Kl+gIt9fx4asI+iJo58kBh4R6QdfRe4YpXfGhk8EALRac8MQmmSIgFC3YXJKG8XdAMPko5bF4kMw1mjhPgyjRQdbMUqJDW1pI7zNG5dvUyRSC1q2PhdROHLtkfa5shYiSiHeDlKj9FXrdShtX2fHPCdt2ATee1j1VaYYHm3CmZpQmFcKmnckIE0HVw6JBshX8a1izMbwg22+o8FWQpk3wNVOzKApqN0BxBC2LeleQ0XxhHwEwblfzeFKmeADyoKgZTuxv0G7lUJALFxDBTlwNSPeB2PDV9wxw2rRfLET0M4YwIRSzMtcISRxpN4XwXoAQOxRWtN9nO2TeiPxfW53a+OvRY7thDMNbKpAckjsIzGhoEqZZHQQugcc1A1bgekxay0oRg4bGM6tLK8I9kIu+wHoT3uZMq1zTO9cGYRbWt/Bv8h1Ni/Y4wEqto8uMV0KhK7sV4VQ4PBDmJjMXks0W5i1L1ipGbB/id6xrNZ8dA/CQKuY1FT41YGBf0x5aOa1pmd8IcuKUCGV85pjp0Os0uv7aB8x7uyCrZRujHxAAfyRW0h4qh1SKm3BWy1oZfsxhSNc63Tn+X8UvmHOPdiIPIAosUIP5Aej+68MXCOQO61e0KVvmHwD4yN+127jfyaVxUzXNF+8CK/OS5PghiXCrbNTyzmqcE6zh9yoBc2+nrNk2xc9OSLZiPgcPS6Z1sHugOdtj+5Taa1RSPkuQUS5ZE4Gf8hDiRYSGiACzqXYFtNBcZ9VeL9YXHvE5KiI0iFxKCg4AOfAKTOCl82AKnLGQpBRMAdmzFnmIlRSlXqBAVxdRATjm+S8Ev0jA6xa7n8lRh2rpdDNnZlRHw2sVDQDIJcjpOIKzKFHc8RYcwANqN6llqWdhL1NBwt7KRZ22QkgSQ9I+drkAtIOS544dgnxbe2hucNzsAD+NRW8cbfOU199aRIHS5cC/fwOQhEJ1BPvBpoXsxPAox6N9XVv7LLEXDkOiT5MpC2sZZVY5ts5bGKjntUzNqXDXfMsE2rgHOARo9Pat8yZVGtaWUsROcf7GHTo4MAjKvTJyE2dge9PZTo/SapwP3IdFznN7eAyEVnamyLh31t34XiXtWY2lfEPlvsH/Mj7xHtpxH7fNB+75xqQ22rcbYZwm2+d23KeLqgYX9i9uqu3my7wmr8YL4p5KzGXR1UYZJVYGtAllAQ0xhtavxd1UWFtcpYy2tF2OpmhffuaDc9jfEqsheELzRwqh4+oswGYTVCiSwsMQyTlCoEi1GNu8hRP5uzfPklb4ZufV8Io48oAc2h3qHO+hxUV9d+GHBnyScyrDg5I0CXFzHILHtNOQw+fUJul1avMFJ1uxkbMkjG15IplZ8rJ1qaKktvVfZlO02pOkLRax0nO8XkaT5K0jkUkFKkJojFjdAuI1KAyCNFbwsAbLNoSSHmctIGsRRsoFHQ4kPRsncV+GA8bTuvQhlStU3Ic1lSeAHRYoZ6x5U4oq11muq/Ac2AEAt9l9M6by4KgQvLdqNykLq8YbOttyEuLBDPHY1T5zK2n6dU3h8SWW5BDFbxwpM+gaFs0M8Ry2O3Q8L5KSPYfkcH4so/J8eO7Ocal1q9MUnPzwHMJg8bJkkkstI3u4Q7pk1/mYxHSS866s0GDfVihF/OgjqIV2ACCdNon1lASfyn8i3jPoVRJkjgFrPKaGdBbiWxAv2DVmJz0soh7YKv2ANhh5aGy+t497ynosIZAPiTHvAt7MArjNgLIKCI2JY0Dqn5+znM52k4JVVCeJhEtdlBeONycdcAlvan+J2J69utJ9VCgtu1mEnb/q4E5EfZ/FlcPYorYc/FiyUOHYCLQbbnMBN2rzmGdf4N8DBVQ6g38rTv5cayGy5sY2dlxLocRo1pdusgua6J/D1zpG59dJxxTwk383nzeZPO7PR3Fyl4x/hSb3ZgzizI2QnhvApLvc0E1zWbYu+ft3z+g9So8eCPlbuJUzazbXIudFyw4GL3JNGkBjde4v36Vwei06+sqYDdhmGpd7WpIAB8sOC2k1QpdtszfOVrRiwaS8aYNjqXEcIptCg/OFH6kis4Rphf4x10yRFvzZx/1yuLMspkn7vRCvWPli6iDdIDisAXCMOc1ZstEpNjdksGuB6xGOMQcXITqHXWSYIaJpDyVTER7YDGqLNsc60AJDinWWVg+Ge9Zt9vCI9sryMR4zqa6Lasyk11NurKBgtU7Zsy0kTccu4QYfgIrvUwlEqRDCAsjFfQQv8JNFWGVKocy8vjm77JoHCW9H8oHEAuP+c2dJGv7oeXmGsLozvG8SC3BKrtHqH70Lc82TpKsEZjjA4eBOkP5apfP7EpbMjnQ4/IVnYJ2csuyI+DSfTnrOuFlSu0XkGh3SQQJMrLujEFbpAjj5CAFlrbe2eUbcUAVqjXTLLC66BcxrsIdUivOzTAKn9MwigB06ue+TxpGU8ISxhhtMCnN8/REKfM5ZOnbLk+hOyHSuVlMo1XqyLeyvY2W2vTYFVUqb1Pmv9EOVp4TpI0RuUKvwpKav8o8RzAbolKRGooIuBQdS07N5gfuNk/RLR1LZPk/LGLS2Xp+NSnzbDo2+nABRSWtzw9uHVh4nMWnzihti3GLXJpDejAikcdg3eArfbtNTVvYFlm8Fy0XPb2o+XXhjHaN5PImPaPIMaXoGKBwOCnGWXe1gaYjicn+HtoMIIQL2BmjeBKVqV9ZYYiXsd7SCZcywIKsJOJ2W7hxzeJeA3u/cX0UDn2S61Zu3zCwhn2e7S1lTkrkvUqVeDbuM3axBFTxIjO6aWlmi29mRbffK76g59goLeYoSkDRgqkdMoJpnORvU5bQapcYmZEsaq0oQyDy0Q1hNWWisbTfil9c31guwYzc9/v2KyohvfvsS9JqpXDR5plg3FRtXNmNmnU6owHAshc/s5DWH6PSi+WObWtumUcFNLFb1vOFNa5X1JFTa6uzwW/EgENCkJhAsvxXEtEgJwOWg4Ivh2XP6r7/TL3eoqy0geXYZYmGJmSKROGOnCcMOQp2QyJ0ujuVLPFtdAhaJie+tK4TU15KCOyBvqRdnbx9799rv1oL5KDF42hMP78VDsnm0ZHyBrGVi2BUQ4DW6tJ9CERKIdPDuJJb5DkLveYxQvnq9mc5tJmVt8642roxHS3OEOuduKQxaS4NvHtLdbBIocKMGraqQxp11Y5NX1F+sQt0guiOhqZgpkWuuUywiv31tDlsX2PY6XbmRrI+Etply7y2skDKd1oT2iLUIDqVYRAu9LTyioHlRJgq98QquisI4oQuYCcHGdLwXl9hSpxfv6FlLG8rDWbQfqG4qJbjHQ65h176MNuPebRW5TSuJM4qk16FhCSzME7POErPMgELqdkiET3X7Pu0LCSWOGFL0wzdHw4tv9yjgxsW7C2JLN/dpLOW4/WZUlFbXNIWl15E5Im1B3C0LCcJ4QispkOnY7chx1k3LfMpeHIsHmNnQyhrjGx6727pUEjt0GbV+Jrol4BOHLtgTlc/TcummSrVzDc1F2jhKYuYRz/3y3fbw3Tc/5LAekbx/9NFjPAHmb1pA4HqBcChECysAToYceCZ+ptdOn6aUgeklWN1QnRb0aNLuVAQ8iKztOPG8eI09hCZaPaOtaJreTgxlmkahuNrchwtMbBojQxzpenJ5qz4s/TK8iXKS62wuGCXiuEWZOwpuUGBiwoE+TGu45rPEudN4F4tLkE/wbMYhZTjpbBlCwKx9nNLXSNAIhcS3XOVTXnMGECSNMePb5XnbqK0cANrLrMEGW0+PotNXCOW7N8RL/EKt51csZHMV1UZ+lQFSMD3XLfDwjJcvme4DxixJnUSYSjAzLNO3RSJK0MNFaGasrqU8ah11Ods1G+czeiD30tbbyzVFcCOcde3ks00hIJhC/5IGAsZ0o9nuPbk+FUbext/zWPUe3Sar3C9NEtMuco1YYRoNrYWaxhrs0fTqjBSHdLETNTLSNIWWm1HjOg5PVpTgVjwD+9jYgUHrgHBgNaZiWRF4bkoywjhpEknVr+i8tvmGac7f7w27FL6e4k6fULXjnM+J+3BY0eITWENnXqQDQMgbdnpQw6c8p62f8f+NCxpqnIqKJ7QFCpALMRlWGqFKHsvhve5JEva+jihbiyl/1soJDussVtLqmggs3+YKU0+JMDipWzfzAvfuiOfatrDX1jFce5eCYuscFyH520lgHNbTquMGaGk6sTxJi49dUg0AYtSyOnpghmT+GKHCCWt9JV/a0XA+J3dl7F2lgcWfPknazoNjlwLqJWmu5oEL9tHQQjnONqTK6BkOvykRQZdTYlyR2CWQ9427xPK0mjGYn+Cz5Lbahf6SNqAHIOsKdYqZ2c8jFBUwWSYIBA/hbdZQGvotA6IlnidmFgS0E4Eu6xZj9XagEUoymAJBsieRQ34NC6yOST0sCLJTpq2DvUx+iOu6P2UZy2pVuNasT4vNwurpgpEXNSGNJVO1tdyVOSyPeNwqf1V5RL8U+ghx5Lz9JUJXrmWIAl4v7/FdFR/Vz13zbE8dwJFKbO+NBfSctVxn98OiP+qGUwvq9YKa+gl2UmNzMxg0WbPi55p2sOsaUm6NodQ9QREZJbqN46CyQtkmbc45aN6/YM6B5VEE73oFDtlRUWlVtgn6JUCPy4OFV5tEO3lRS7+WsCIXVLnvvCON8gOIMaRoLZY5w5doeP8usvuTh3eZZGWVfj2ja+TPrxmBkN6itpxUaAKG6FbZ20fErfYl/9lJQbfXDmy6wR5i1tHnDr3S69JgR56m+dtYD7U9uUVjUD8vAilooStqB3OrTUKptH+NU7BkGbG+jWZ2yLMf4KKOLdhOpGaT3Cf3eUEdqcSNsRWsJsXE0DPwIop4MI67es5GOeA1ubvkyCsFY7MGj6KW3tBBoCvgVPi+eA3JBhRPN7lTUzS4/xZZz1AlMs++jcN1DYOHZl1OJpNlCqSb7vXjdmEg1LBd5jLpiwOpeI6FyHEknWMO2DCnSYOTsydI0cjRlgooRXCRkYITtK38sEljtx+sgNnhmk4FW4qRsLZShFyldIAF9lhLTJ8mRed8lQ1PVoTRQx0hKg2cyg7/U/OUAf3xVxO4Lsmxirde1/OPFZaW4HbgKBdqglIX1VqVFQ57ZySyOmS8q1nRpFCSG+kWOm/9kQU3wSy5yONWhlBgp1ziFiK3T5TUXlYyHjYpiAmBFa8dMjtdqx21bSIaTS7RPU24OIBhF2HqnCGyu2uHdzYTLXwIIn3AINpl5lrcvU+/XECkHZp4XeNmaYWOqMifwY2ZnSQu9Zoml5l1okBuvpEP2lp64Fe77nYf//blK+KXPd7/8fDzJw8B4zy8FtpaRYFLRz7SvbJvUFxZBNE8bfSkSxo/3fRKjR2PpyOnVNROt4/PMV67dAqWhzuEDxk/Mq6s3HcmCpYdN/vQUQ4t4X1ontfuC8TBdvleAMhxIFH2sXkyYX7x2Rl1bgUFOQItsu1PlqEjXtLxfZtmameAQUemgKzk8b8YQOM+79/nqTy3HeAzm0SBt5OEeU7WMHF2hLHObLjb/sfzKiyXDpNCCXg27FI4B0I6h4dyQC7yGBrkGt0b5xc9LVIX8QQcVQuJY5bX3QG9tYjenr+HcG/fM+zJfO0qzZotSnZ0nvlwD7+orGjMygo9X2k/sgPbZ5u5OPajnSVF5DTxBdhFS4Bl7v2hXSJtA2J+UuUoAsw6RChTl8cN2061Yq5CL/tXj1m6ANWf7ffNDP7oNbFkZaF0CfPq7NXNNcNrzHddqwTIQ9/ktX+CLnGk2ThXK1NJZdXlyI310wSOYkLr/hPbNTc7tC3DWhVNi3mjQZKpqbjW4gib13tpD4EWM4XevObEYN6rS5ZA0PZJMUjJ0n1zo9JungNnpYKxkLGbJPIjrISx9vLiXRLnD3GX1nHl1jnEkK5tI8m1TW6/p23Hni0RjdMsYrb9hego17B/6bcHr0uDoxQ+oWXiMkDBBWhI5C2a0LDBAUpWO0gjlI2i4HFojZltfYK7HcupErM3kWCeEHFXhtYS2itWwdA1bKpLDqdpHIvfzX3ugRgqmArkMRbZjuCu8zzW9+mjJdo5Lg0v4PMmz6jXwu8yk1Hvg3U0z7fzGj5w6m851DyfxdfXKLQINAInHU/lt0CJluPV94mvjT8jYA7uAcsw/zeF0CRmE4gRIPAwi6D6bG0s47XWlbU4dT4I7vQZSlBK7Paugm58qSVdoDMhsSLoqdQ500O2hzRn66QLUcN4FzzTFkN2RXr1DPQ69OD0qPQ4DvEyNqlceU+XveVV59eYKoL2x344fdq2rDKIUieqK0waTObQB4ZIOYlcos2MnQeAHCZXHLYiwscDVE6wCV2L5Wrj2iEvebgRyhyJ2tvRl3/Xy8wvBLu7UDYBbNfqAlkhQHdyvWDLS8a6qrmbkMVNam5yF/KRq3tzT/lcPyMnUA9AE1wyGGshiSSatdzktLGUBMB7jD/BIQJkGc+5yHss4ixuiU19pbhtQcl6Tf5NPMzryKGdnmEadRvrRxYaYICualOgdfQnvbP2EZvCmLdxh8pQ1iPQxFofgbS+fUH1/6ZQuBXz1YsmJP1Q0UpdyZ/ct1JFGhpCc6CGxa2aN19sqiPod5UMOYdRN9v7lwIX8ExvR21McNUrOZLkb8Caf5oXTFtQ4wUExq7tKsMjXLJt5lNu01/JsXyhhSXnVh3bBPesHpllj+7cvzt88fGD4avnL0jrAFTVsYnQaG1IHrnawy5Nqm1AfIlLu4s7uEcqynSGaOk4llGCttZ3DqsiiUTU0v6sxBoRhh7KJM3mUCkZPvYp1mOxgoY4OQit57mBlOZ0T+xVZMkR3oxKV+Wehm3y1sEGFgBuBLKuEPBTrNYiFB3pgYYeJvuNFW1/KcPJ/VAJay21fOnCKAsCsGkPBWBbmzVCkxUQdBXC1tEeIAJEFeJYBfwSZXRgz13OoG60BuCQ9RU7jXL56NHdzITfAi1zsUOyEY5ukhYAJu5fS+bnMN/6KjMXyzWyhlHgvr40+cgnVQy6H1uGLdcq17erA02AO9p+Mvp8L9UQW61foU9lEZuiSOybtzYt4TqpGPz2oBvX2gMpHRbq0Hg75v3qKdCOpkssZ+IezDGd2ooQGP8YXu2cKCyWQguhq237iiXyjEvEC2t3rG63ofE67g3Ngpk6Pcdk4nFKt87Q9NbSnYHgJkcHALSz9Z5Wia/TUCoMJ4WL32WmiCwoc8U8e2aVQA5YIs7xsNqv1W5vCqLNsU2lKLDLDKldEil1zDnvMd9YLovtTZ3H0WpkeUjjMT8j0QEvcuBMJknr8mW8oYIEKMFBdqK0sP6RBAjec6YF9+9yRfVcavfJ5U0Mnz26NzxhduPXR2+ynlEsur/mb0kTrND75xyCh2PiGGTCZ4t12lDakIkXG6+J1iG8covdr1NcRAe6ykU1iW/ayt625oQD7Fi80BBcN7RnPQPwieGo3F2HNN6qemAbafmvcwL7vQNH5+0M8zRZVqgktcsdvaTG1YMisDQt2RwBE8BagTnlM4UqyFUmiREXIZOYx52E8WQ/2hQ++KGcI5ujSTzfBgS0WdZd3m8sKTVTWGoD8olc3SXHMNoIeZ+3zdM7RI0YZMtYTGupW/dHLqwaN65tCx6Lx1pft19787PIUBPMJnOxYPX3QltLKjoxoCE+eU2/ekdzfVsnQkeAYlEV7BLgphtuuckF7FQJVN1jxct1UAtZlmepC1J5t5wL1sBEuAJuxYwn1Zji3RaxgX1tcbvu33+MlhS4YFQaI/mWKPlZWmEsG/+2fMy6Su8vo9n3GORD5+8jXMBztKY0NQ/gHpOxTpzWnIoYbiV5uWr9GCK9mp/PXrA3Da7VqrQ9gIr9JL1hLGndHMUXcjzfAVpOMr/CvKjpEEkcrrhxb2LIeBocRv5t2qMQanPtBfoITGVQDa6sZ2KTuke5tRIjFOT+PgEfffO4yaLdnIlzlMM6VuPTe+s1mzH8yNLAplfOT22xuA67ZxW+7S5rSyWPewgie0yg6Ug4gRnjLt8XvrLF57itOS/6Ou5bXGJYOMb85HlVPqLD8oylWMZldWct6bJaRmMiXxnrbcG7ZX1npue4YmZtuvQ2kSaetGuAZYVpvwkDR5KBe39BuZjFzPdROPcJISRRqDAMA4x6582hYuYWmJ8zPwWNEoaRFL9TXgO2x9rhuuMh2Nv1/cJWluUA4sJ1+otCLCAk8bltGxKh3GMx9jJ8VB5gWa9yUQvRLDewXLogeR7WHCA1hTC1Lmpp4VH1QKxs3lQyGnVaByAQjFbKa9Rql0SNhLyg73xsrK+GpASsi1K9rTKpcUNHxrI2MPGniEHe46v4qzC/G5TwVJCnYjEBhnEJxPzb7STjAVSPa2SjLv40UhsnnWF+cZ5RAKvUXt5ZuxcLaTnXFD/3HNhMaZ+5mqdYCUeiadGsSTwEAvdPEU5paSuUQpmrOqaFhcIVOlmLI3UlA3bx7fpM8hxL5NFMzzgtOFze1g9J6rcLm3yhrTZScoWrxz6ukIh2arOpFJk5egq6kAp+SqLkzkphyWL4O4cgWbGge1o9XPd5BuH7pAW0DK1Zl8KcKggpjOmrZGzlJGe6gXNI74E8P6QT3nuALd3JKHt+fg4wZhXFIh3+LkiFKOzmhXXpzmDmbNLa45iYTmBP6+cogBPjSSmCrJvuatIeFkxwlt2/QDus0TkWbZy0yAy5xwKnjCWLRWae09JCc6QpqpdIDoIwBXNI9NUjcnyINbTnMMl929royosHiDrL8Va1ORDYgVDOBHF+aFIfAqNRdh471wPh4hp7jM/Yh2aX1A7v9Z51Yy9Ij4mQa/HjnVlFw7oYtx9M28XvfHjE/Uwu0cz2TEHzhtEmOiSph9MnZxN7eiMgiccg1sdHUTIqdit9XHIXq1UmamRB86omoJFX3dBcoQlle3+kp7vNJZUlYyMEta7ZAY6S+KY4oiiaCx0hLbelhuB4O1ViZOAYdzx3jLaUZyuCx+ZLGl9mrPsSo+BW1u5khNwMdKlpauyumTUox9Ybsg3HMVUJtjS8vCYpDjJ4zMKehkuKexuOq8BJ1EYgXj/TyVV+nToS3abX3nOqK1RPpYDyzCohngUFnPFyTx5tMDJ+NZcyZjyVtG2ZT8KK0j2qOK2mn6uAzIFSOOhW4MeDoaUTxVTYs19NCfq5uquOG/dbICLFCQ7/we013gnbx5YqpIDcf/mvWiBTJn77dUyMdCrSaotK1m1Piy7zK9C8NYykh7Ag03SzGwOJPDl6D4p9xWuZYGbHAFzAXcnh/KyqRdr4doQnZXsaNdIm4UUbD/JaY/wk93mFtLlpmDlTuPmT8vmMJ8MAqhajzsnMGrOHWsjkd0nF6JHooVQX+jIslfu1/yx0P5hadrCbtqdwWqUT1+P12NBNJls6KZpey/GxXhPBJm6s4T/ysoshFB/MiV5W8wAK2TVQ8MfuBNO0p3EjU5pGjDu5iI9ry4JVy0gw05bGbGF63xNnntoFQAsTi1MurZYxFLnwW2tzA5FEgDxVSklzLXuehPf3CocmimWRmyXM5ZtFrji0LGCPUUdWOgnh28LsR91i+XijzUiHP5vYtO4l/Epd2fY8STOHL4qQ2VaRQ7+2wfzIBx9RxErC3klbMfE8GxtmWsBDl16rHJoqceNPmTBqVnOEFvhKBBc98J3W7OlKZtFtBcnEXw+oFiCE60DAzStwTWudoyz4/yU06lPoWk+fPAIQYPQ3+2KndQEd3bQMc+WEZiCOz8kFrNe8hMJn6wnbR2Z9FMqgrvJWm9eTFi61lrq3Z7rCxJapr7SLQcCgpjp150Vm3Wv7I3FNYX2H9ljiFdRaVBErnVg9NKFag+wBP5RCtg1uMU+aYQJLPoWiOz2kGyCA1zLUNwcw6XXskmKwxtGiAbvKyeKxy75r2z2qpHvUryprrWh6C0m3s5kyykKmjqP7uJcMPzJG1xAYu5v+kuWU0MScoxfDm0CqrLXN73xs/n2O77kE0f/pR84kgXjOGPU5cswWLu+pWLWSIfgTm4I92B0v3iRyaurlzB5TaceykjIxu6GbyzU0mEXjTkKqmOde5cOKF+wTzgwvrBL54Q0NeDX1QL/ELVd2t/NGWcjS3kpUCVpCBCUoQVrZmp5+CMukPMUumvUP/+3mJ07tXyXoN4fwn33X6NV1DRfPv5UI11cDmPyb99d/1SDfssR12Auw4ifJhQpkOcfEGRfrtGi4T4uHx8PavY9YTGIeaYcIgCVLuh1aQKFy36c7aCfxCjeLDRPamZYx5VTVJ1VNndyhyh2XKJOu89rqCJcO8Lo/3LPCGfZKFsgQwSQzs15A5p5+/IRi441qByK/1XaHHLhUzNsZTinwTBpeZKv0F1VI9mqt7hFaOwWv9osbr7Arbq2fqSvrwZepoya3I+AIfIs/XW1IZPn0JVaRW60h0SBuanxuvAC7CdoPqe17HQrrQO2STnE3/Ni16XWKfj+lIdl7GFTOmmSuJ4pm3sL0aVJNoJmSwaYgatitX8tyelRWJ16PLZYE5JpCFoDxtJ4Dpkn8iKUj7ZRu/vb3tbuZhfMoG5dYqmgajeGym16ZR9ActaFlO0No4/7i5i6iFJ5+dGf48vMHKaCvGmGvQPMzFIgMJ6ePH5AmscWlVULpy8O38uRQXe/FFqAS1mcAzq6pWRY1L10lUcVxCw67snOGU8MRyq/+y1eB/CXTyiSw2dQBB9F+L0WPM04rd/Tm6ybGi/sUA1XuYBRP27qRi+QNNLc0x64JUOe6/gg0Kv82Gr4EV8XQOLPRBvV+v7qwdQGtHXPVK9fovZSdyCVzQAOpu6y4TPcRwk8++SltGh5jVeBjGhsCziiw0tLmQFWvcTE8tGp63STncQjWaDkOWWRjxtRB+mbpWngQ01Lq7FSAFpRjKiPEe1ZYz4g1k/5oglhd/1RoCk1pNZ/XDnEbeDGP6N9q53Nr8rxGtYRk8+zTm2L0Up5p79lQrFynhQiKpeeos52CA0TBFdSVlEp7PgXSvydWauvn2nnoi9UV7ZZUhDxOKWd+lNZb1NRc7r4dGRCyom/4XE0Vi+iijPaYGD0F9c6es/NYiBM6LpzR0Fohcftm2fc1KkBkIB3TScDCZTunE/FR+2mqhb1BiNL8jKoKB8NaRaKAWH43aXd/8sdn7oO9cG36C/n9ytkdtukwjiZ+1AJ7jyZrrtO3FQuOkj5z0jfWzDTHKlZ9jkoTG2lvI3A2UrM2dpLX2kw58bQzc6Tk0YTLYmk7R1iYnXkzFmLL6EqZl32THLuOgmkNthymZNcMgQTbfjqeUad68vA9rZs4AIdSweID1yZLmg/NLbGkmqUsZYE9HvxGpy+i/4YAAP/0SURBVMtWlZCOgJ5IQOUB/TNXbC5HCVB3Tcu63Raym9934b1RBrW9TfBzPX9XwFCBU77CXxSyG4H27024Q7Znm0xZfPr0J8MXn/0C0jR9Qe8+TAwWa+79cO7TyJkHtuwpQIW5MB/bSg8rNmwMRUL9AIBinzzezi5DZ4gn05aRTXG4rnQthdO0xetXVGq+e5umSpUjLGVT1TUV95ZARoNlvqdDTFdwW73GtUn29jtf50Z7MO0+0GNXFVm1NSyL5uvDeDF2bUKWFhXts7SeutrOkgy4kfiq6G6FrDrUqTioRQLQMiiQAiRaFYeiQhQgZSB98AR0cROrcWgzKaxeph6rrPg8Yy/H09tKw9kqM7JbSKDPzNzl2eG6iUTKMqWfjl3JM3LPrvUIpbGhvFEdYhXcDCCcBdjnpDPOjjT1DaFNqoJWjpLfuY+ZOb0b0ljybJPC4WPUadYFw021QTj6rT6b0jkorDmrIb2z71vcS9qyOLuSa9tt45jcqlxWnzfd8UBOnVBml74g9qZx8DZl+1jXa6Mv1/7gAPoeyqSn8OINoczmUfrOuZQPu4PgRyjVSB42A9f+lQla0paadespCysgAktHWtXOTfCaW5u4RjFpwtz8sfL/W6zoZyQudB1H1rPFpqOD2QWsC2TT0nX1Rgns7nDLSkbqS5OXUPZD3j6PBRMtffTok1jHn//kz4bPPv2S7mTrcS8Eb3TnQkOLm1iNj01eV8zYgBXbc3h8+NkKY8wEbaSSOZw2A3l4ONFCrWSGwWDR3rx9M7x5/TYaUrezC2PWNemXBgjd8iiMG215GCAl1tbcaSnJDsC5qX2cgRYurT3NzTm6Lr6Wh1QKYRUM573suuufEQiphQSwMAXjf3GhRTvtPm93tprSVdU/llBVHCnIE/ZRdJwDmKjbZO3eIWzvoZdd2M4jmtK413XTepSCkLhwRNH49gc8RIR6YWmVXzONCmR2DHLFBHGWIxN0EacmSSPh5HrgJfwrMqko4X5UJPJ8DRlisVUSCptcV8zIJfWT55RuXXAfAnLCLgqQpT+mki5EUjmYtvswD7kENW4ea7ZrexWEw9/rPV5fU+UCwCMKa6tJyeYHh3TUs3cuikfwToFyRIIhyT5zVFw3Xdc9XNUTW5YEbOIsYYUzOY4z5hrKpTX0cOSDzZwlI0ThyiGMRUuArimow5zcmS5OTFlPO7jQHoxyaRM4SzJsiKYgUOUAs0Yjoevaoctg/31EL8JTEhT867Zr2iQ44M+P3OcucO3nHrhuJb1OGdO6h9Y/RhravftPhl/+4l8Pf/on/3J4+vQzUg0OgS1A5zTsGLlRJo5NeKuA61CXq+mmsChqZa5ugyatlKim/UlX0ZoeTuOrJJVbvaJx0PHxs0wdK55jrUsHUepJah1uA2Va5ExNruRcK9OSCNECd5da5hHCq5CFlGDeTPfWtoq6lFxUQRIUKpe03huXtUUl9eml/DrymGL0RhZxSbxXIXzdLa126jddYH5mjlCr8QGe57O3W8MuSsy2HqVsKh7tbqw+l7k5ywaP8DLireuS8wzht+JhJI1BP6MFwou5KUcu0LCKLvYXlDXZiW6RKdqisKcOMIa0nhBL4XJ+DIpEto20vNgV86kogyWqUuyIvgDr6sJDDp5iaxtrTeclydN06/PP7lNwPDW8/2Ctqvt/lvkfG4x2n4XbK0DjNLJjrKVxs+SGMwoIIgesX7AEY1ZrPbknW15myJVH1NQVt+LuO3nNFM0Y6Z9LuhgG0ALZffLR/eHhww1vzabPZYWyPq5feRv5WXKQCqQWMahlA2hMM/iKhmglblC4BRsCOigNTYC1qLlg0KGRG6vmLAZOuZm9/X0Y/roZEf5m+eIet2vmvkZHORsejzVL0+68DOroywM5B+K3tsqkYlg2dxi5vcr4dSHt/TNRM1+MZ+CztnsMIJOCt1Z14MKHAmfC1x0vOpyvCwAiCqrpiAApMRUXb229o1rgGfEnjX+511rupuSyno38X6tT7rwCoXATQwQw4bPD0tFC9RSPGy1vWcG07w4HsRqedfVUsXQod+4ft+YeV8+k4tbmE+Outg5s1i02ml7qY03VaPlFRp3DomV2r9wcUU6RYBTRIQf2q+9fDa9x1eS4qkpSoNy0cK2pN1AejD9P5ztQSEkUGVTL516IvLIeIqfODZ1jRP0UoNA405vPEZ6jmQ80Qib2pynZ/g737VrjEl5SZT6D1VqSLACqaW2wrJp0+ic+td3kw6eLTLZeQFAGGGxYc1MriOUcZIK7d+f4ptUIBnoZb+rJI1qMSlywLxMMnzPc4UsQVlu+HFtznNQYKTKUk4q2anKLpKIeEDuovsrKTVlxFb1kagFCz7KNwk4IfcSkLtYuhrsrXJc//SIlWnmfpBF1n1w4/hrvx2NUzOdqXd8Eznvw9YkV406Vy5gqg6C1jQDg7TTItmMwsWnR8h0V1eLWQQ2y5QHysEZLlODn8lHN/buEqL661bkRwvzNa+Sa1UTXyVSz5Bw9mclvmY8lt5WpYObERBKdyeEztxhKa+i/c7BNaseKGltWQrlUQSXHPbDltpumMNAHMOAEvHr9km7bz9NtPEvRrXjQ6wKzXDfnewaRy0GSIQJIROw2blrDkmXe3KeeuVZpu+j7EBytWJo064byb93tHIVY7RulF/qezBzuN208OFCZd+GyG4/6au8vfrLbbizq3JYaxlueR1eKrCmpJNflu1fvh99Q4e9YB++lu+elaOsMJB/o+sUCO8+0vBA7FXtN3XRbk3iw7Emry7p0Bn90dW14QM54eeEeANJLhATXkSlnjq2bokfOHOjnJcNZz7Fahh2LtP+4YB+df3pMLHnF5GytofNEHjykGIB1PrtY5fHcH/O6TEuDzDA1baxvuxpddNFbBAdlY8ihCzlBdY/jCpzfajrQvLd5yfTgcbZlRADF4lAsKXiGQS19VASb2htr9jz7ITHY04qPOmXOyOtXzArFdf7J/M+JKxVCrdPosNSih0XTtFosaV6XlHw0XTMKXS74XVm1OEgxnHVgc8gUEGv7co6bPVMu8gIPhEJcbkhHZJNy8D48CSnA9nfeRzeBpUyyGCPXNmZoJJ1x9ZqVXFxc43Mo8DWu87DxPAXeCKEXY0Rh0+UwsZ8hNlqLWJRSIFoMLZaCXKTx8hjSrqIBYFbzzxAT+dm7TJl6+/o1JVybnvTQ6zrgUl5Au/cWJuTuc0Bp/ry4wsHFrYv7XQfar7Ts1Dor0nzujTXTQmPJVBImoRVOdjzuaxOurqxc597609eGVOAaZg1UkmU9zVXWiDZJAGVVE7rwGuNlyRXvyD3+16+e8yfupYqGy2gFR6wvrVmoxQ14y1Z2j6auaUwuq0XEUgqbz+/CWmnj+PZLKv4XAbzmF36OdWR6GCMkDpkJeo3F9Ew5POkEnvIEp3yJHkiX5IN3KYXbQygztHUHa8pM0uU5Gr0syjIyRWQrSdhQKBIxgCm4qxcUEzic5xRX2WnTxqg+rvneay15ZsrD8XJNadkVQoWkDMBRva7yNAXaUPAgvDV7p+TJ6pYgvhFYwDHcfqtGUn8K0utYvHPaj6ZKJP6tKzA67KrDYtn71Tcl8hMr6kkqYahURVmNHoPUL8qK+J9xWFpMcv10tGsucB3IvKwEKZtfgpktbD/PH5Hmel2sUYfn/dxugpvgdIkcucT8fGUFfiqDdxRCi3F71+2gksaEQuQcZ0GC4+Qlq2pDlRB7rNIQTLANoV0ArONLXFZj/XTjknIQ0sbiKrgyfBTIt29eZ3hq1kpLFYVQLJ6gpXoczehHkbF+Vkgs4l7L0XTK9rIQoYIby+oQVsjT7IXobpSEvNG2Dyb1b1s5EcZyiQuRtSdpRqTTtVB4PxUjwgIWcFuAze+qaqg8Am+w33PUHZ9TdLIFmo2dDb+mkPf7N5tco1uA2u8bEK8Uj+cog4Gs5Mj3zVlwre1Y4GeeHNOwmPYYtiHxyyGymzSxkny/Amo+j3K9AyizuviQtMd73MA31IPuQkpgtma6zsEP5n3TYALLtB2Zn3Ds3jzXo4uEbT2JO02d2AHfVi6XgEy6wacgYEBZaRO6bSlVG9BrJ3OR4FObbEm+kA1kvSlu7ThzZ2bkwYoOQ5qvPKoCB6qKW53OEc1ixjvTxWX9ndJlwyxBQDvk+6U30rQXnRAJbkOxy2x5hawsXA3kUWAr76IWKA+yx5clex3ljLlusVRqGMsvqw7Ybq/vD93MQ16CXEF6Wdj6KoXQY6scisR5dViFqtu56DKahHrvLlBW8kYL+yKruq1pnKKw+BB61IExEPlFQZr0rdXyBPVwKrJtF+3r2QgAKBRJzMnD6XK4JnFV7UZQ5W6FeFbfn7jLvEa31Vjp+bPvhnevX1Vxb6v+iLLQzVSIfPzcb1NiopQIagAeuxlwUNNif0wUFvYMQjh7RFMv0ETvcXYWEjVW+RrkTmBCN9p1VTHoF+l9aMWNa1SoqUKJh1Cd98yjed8lJMXwyeTmUS+lYsq4PoWn2C0OT8Bp2Gz+b1+8Hr56wbwVhTrKsjoadCDrdh46Q4dRGOVq/1gwQ+zwYKrsUDC7NJrSW1mk/MnqCw+rLu3V5bsou0W8iEWUrL1sOf/Uq5J8fwKQo5IiTNmh5cfyEp/3gPVyPOHyAuQQkF3ad9jCRLLCHoCQSjVhDOuxLfCE++n1HfxU3o+TljkPgjKGL0TL/ilQpms6Q7dsmTjzC+af2avcI0Jn31yIB4vkIJcgDcw6LsHDyNov2IoEaqFEAUcW7DhtGnqrltJugxHQtfvQnYCObUVxTnvDImYUdS2tOtRwEchyYSsrUpX79r6sxs0pAy7b6ObI1s85q800virL6ncXwBK+8uHqM7uL04UrLhq7nSoEG/6OXMkmvE0jlCauQ1PMoXI3TWgvQhyfYQCP49qPEMZd7nlnl3mJBNnyLI3TFLzA9dDMMn8xXdEaM9xn4oDHu9MdDCQvvF1DQT2gfc6FoI/opJttHPnDD9+Tk9vhXhSGGtddoEfFrcLWvSdSGSVS5Gh0tfk275sAQj96aLrG+SgcTtxFhVGA5BTCuF9pgA0dxTU+MQFtOxDWwPswRk7OkuvaS0dB1E0UoawBu3ZPryE0V8400a1V74dk3hBbtbvrm5jbATr2kpka/vDm/fCHl5u4gCqmajdZzdOa99QsYW+DqaIw7+kadh505bU1Bsbq3I/hge00eY0KZo9WGjPn1KbS60cWlWHDIRU3xnAnx+T3IL+vrH1C5zzK5laovpi0MoNKE/KknkkLzp1lOUV8fknzZQXMWtQtACnrGft0uCMICMemLlRajO5Lb16e0yINO+krMJPmsSGFHCHwuqrhFLuHdrJD2NfoRjBGb58qFDfexBXHZV1FISzRvS5nM2k5211a1KFHgUXnc7e3OJdU5FgpMzDrd3KJ+QZzy1RJ0EBoag/XiCpwC7kt5tSFTezRYrqcI78EhowV8IUzZNSjpv+tpLPO5mLSkK4izBw8l7/A1KrbK+xvJJNlJBvg0z4lWjqWVc+xoVix5L7Ri7X8aFkfr1XW3ov50NM2NaJfq67VkV2+raTn4O4ilFZyGNiLWk5gReX4emglVpdAS91SU3JZ4XPHy/lE1NyF+yoym2dreScrZv073+awNje3srlaxQyNRfv6xOk054FV4XjQW07R55SaNQsoIei0x/3KWNknES2iJ/YQl05rwuHcb2vSO6drwdAQWDCrIZxP4SzE6iTgHuoe2j3AlpnnIRDUwioIjk+IQGo5UtPZXGwWVeulQGipPVDmI5+/2xq+fvmBe7TypTrqdRc3a2KMnji9hMz3mpIy1gqI1RRFeT8V09YoPre1etjGK1KJCQRd00iM/eppoosZhwlV79bhilHtU3cRjFVIDdsI4jZ/QhyIUrJLg82WGbrE+wVbZGQtG68DuJwwXc3rjLG/MnEEVZ0PYsXPFK3xJ6l4V8nYgDwGxi2Ox+fns4ZcO8OGea5lrOIik9NCsctUb8MKhJl9cn2X6QhobHoGZXCHMX6W2iV88X4ot9PLcvCtX5NTNJKdcnCpY7bpXWLvzEsb1KZ0xkZMAguFwvY8l5uZDnYOvZSCoIvpDQco0DJ6PktQQmCPJWyeqjbV2FT2w0jKu/XUjcybmqVl0+I2VTduy2qC3UQqteIl1HGNE7Pd3KOHPuVW1OtZJa9r4Qv9c5MC04Mn++mlIqH84hy3BO0n3J0Uh+63RTrCY/GGizBQzbyxLL6Gz7Qo1XYQ/ttrG7iHAcIC3KFEaZ0Sr3ev6SkbV9HpvyKlWtuq47tuVs/36CJ76J0Xasx3AMHZ7t1vYYacUP1wH06uKcjpxDAFLsnJrTi94HgtI7VmyHJNmlaxxqpzsK1sN35JGiHplXKZK9dZnkDaR0LCLqCm5SY53KYsrCW9xjq8fL8z/PY5s1Ngq7jRWoBU/rccaMWKhRRHiKyYcKgQsXileRzl0AST+65hRPaX9eB4ZiydchSevYdM3qMYJZVzX+bUXbsZ2/7PWgom0KLnsIr1Z17JvVVSX7pMH4bTKQb/zFvlQgsSqH171GcCZ7O+hAIIqwXrktokjZg7VPldAioJ1NhJz/6vCvAYqY8MnJIrzfrLvrGxcjrROVKP86icHFHN4oSveRSnfXIFJA8BjfaxgIJHx3gUSygD2U7bTPe+hrpnm0uJHhvMqlwnXXOg97ObKpyK1UItUzj5dkGuqLw25jplZt4x7PkTtKLEXg++vMA+YTkgjofYb7RG2+tmyTp/tQQngEOsXzmr8dMbCukLakx7EzStUtyDG9dU+xLuYgS/LFTSCLGwCCWbqiPt+5wLYf2jwIgbbx2grCJdH8GXLQbzzM4vlXZu9YW6hrlUtHQDeqxCSL4oZzgu92galAlr40nJ5bYFsTcp9+HI80ePPmKmxQe6m70a7tqSEWj+ksOmRfJgSRLPCHEERvfIZ5hOZ+5Chn0w2xp+8/r98FNmo3zy8cfDCpUHM1hctav3svOe8ieUih5JqiB03HN94c6yfMZLAlgKelmaijVrGnOvLtEjkAPr55fH4oiDBWKhRdtdZFrYMLxCIL9mmOomiiJDbbWu8UwKha49KSZQCaUub7XBvKEAdoCnXFetpIyYEVCY9S0aYjrusR4Z7YeVOcc1P8Oa2M/o4hSX1KobgcRe5UIKxXjTCpXxyQ8osC08C/vr4rYyavCYmSJjDG6S6231rNd1tMQZe33CiPddQhotds42huFUBYW3ci3HFvfXsyniLOFEtXEEzU9FfmKqBOFNBRIC78QJ11ia3Zs3dN/fBoia28QiriSml0CxDvi0aIsZwSANHMpr1j6zCqWNYZNvNJnvpiSYx+SCHqndMmGLeRMRTL4v0SBdsEKIzsAVE9QGXUUe8Ltcz7J4iR1bLFnkgJifsrDN1/YglFNXGjzBf4cl22uTQ2wxqFJdyX4/s9DRioF5MeVnVZSMm4Kp1ZKJUPoeXb9NWnFsbr6n69yjfN4FlKy6P8GccsUEI3QJJV/HsnHtuKMG5FpKP4hbrZSP8z6EymvORobfcLVFCpoff/wJgrnEoQDt0z3hF7p0/l4Ldgz4ZE7OuMq4eZeq/bixvOYICXn2w6vh//N3/8gmLg//5hefZ+6IaRcVw6k9RMlx1byW8jxM5ZQ7WLFr0eacC4nrZJlZA6e8BysTlEA/1/dZF3pJrOmI+nmsvjS/WQ7+Ketpo+Xf/fB+eEsKpHKnvrUR12u78zmZi2n8KApsfi9WsZRXt6Ih58f9r9rGaiKlQivcwpaPCUUE0wy8uMdxO/aFj1vNso4hY2hBLy4tGDDQKJrFxTlpj7l7PNsCLjsGRdYMBALHze0SupyC5FrpvyTZnPMjO8dRibJ1amQB51+hZU8vCOVybHRF+e/Ici2eeWpiLjjM1ns6DXKPi8vwcIn/9+huaPf01JkSk57yma8VSno9TWO5p6aYy4LQS9+bmriHS0uTaI7RIcKbRtR82DpPQRrLxn4ylzzetu4T2NBVq+TnOKU0Y94kbtEUhahO9HJSUZpGYTlNguriZiyaVjdubPE/K65gtxozoaNycVazi5USyPiDyITmtFxffeza+dKo9fdAIyW6cY/1ZT0YCkgBEr4ogInInFqQgxb6UwNXZOTs0QzqPVbmMa7FIrzXDJLBtTuxFMq8kWsiAUBCdlw0YgXRMoTSrthJ2GMJMoUMC+izGDPomsWtMcfJ4q8gSE8ovVqmysNBOSJ0flXVuvELOTcr7q0+CHpHoy7i3ROaSWmhlnCD7L/zq99+hTBhUSE+//s/+wVTnlYr1kEoN3VJ3RO719nySvof181ULgGysE4qxpRcoJtshUdI7oI8CqTW1HEGvMYGYqYPFigbE8F9j9v3muLk51Doitda50LT7haFWCGxJDFugTQKZSnfVjFxK/3hZxY5owjZn3/2JaVpD2KdBd92trcSg1tIfN5K006DV4h4cm1bX3puItg0qgKplYu6cLLUmEnem8qE/Zj8kr6sjDg8+gFF/AOFAfRghfGzMIXChmOrpbT/rIOFvSdBLM/uGOfY8MVJayr1zKs0nKHU6yh9gploRq1kpoDxn1jE3r7rDZGBezql6sWcsePsj/idRdDyqu2Ir/ei3bAnlkYm9D1nbHIvi4xzWEd+7GdbJFlxOJvVxCWsGC+MDCyoLSgsg3cEe3xubsYmzk4xchLyOa0fJiQHt6SsCd+raM1ELXEzC3ltVlMtrkVtwIifaZOohPrJszRXV2tZdra+c1/lSiZXGSGMuaoXBI11XiXpAxPQHFTjrgzj1EpaaeDsCw7gW6s2Hr8b5p86EIBqC5E2DrOI3Lh5S90n3SgjD9bA/J9E616K5K0UR9QZG+YqBTJwla2PMy+JNreSYQONaKdw0xjHoL+urVXpabnIIZzDhbabnZ3WDkAb1dDv37/hoBzQb4eeL2j1Q0CaX3/9jBDiZHj19t3wH/7VX9A57jFzE5+G+vXhzZtCT1lAR8zFw9CCKzR8zjmW2HRPhvRw8ESMVb6mPnSXw8nlWe2Irus9hnu2Babwnvt5Tf3jh10sus3CWMTgWW5AA3P8l5YvBIzkarUyKrUaQpQ4UgFtCtNDEE+C+zIf+8knnw2ffPpF8uS6pSqvDx+wyLSq3EV5Op36EIK4sX7yqIYWqTypc6KCPAdYU/HacuTcAgKamF0zRGmanjeTY5/B+qF1C57T9eUzeK3HpDIcumuLF8rBiPGSEksetTwfHQ89JT2vdA4A5JtlxuYS3tAhFSJOYZM+sMT9p58PqK4xr/elApSh43pOzHDPdsQT2FLO8me5/aZktLwHWFaJ9TbUWsQrsUxk0puoch8tXCKDNLItEKZaR/j00rgyz8EcqB2/EOAJKuppSjZMLmhBq0u3w1VPHKrp0J/EZlYgVLxYLm0JZgE25Xvny9/p1jZYtmLFyl+VlaxcZ3eD666SB8nvC4Gti8oK0X2NhbC0iXtwgdMdQPcOId388BbA5w2lWw/jrmpRUp5k7NXACi9sg2PvN2OzTajHOqhwADAC8beJYo3hrzAmzspBZTNZo1nJAAAM+zNwQ0WFpadx/86vyKBSP5fvpTaPwkd+8+blsLm9TRyySM6LVAjX/MOLt8R1H4aXxKr/w//hfzf8/JMn5N/upafprnk2iRBsuol91944WgV0LsPEwUK6o/6OvfR3stKrPYiKrLwCyGq0lTwdXhAHvcXtOkA41Wmh9QUBL4UdLm5Tit2zKJe+rJgeWFIfiSea8mzbpyLQYt9Zp98RAmT+VSFdnWWUwIOHw/1HT4aHdtEjLXR4qPuH9yBayftF0N1TlajpKz0Ai73tL7TLWAmVcNJVxN6LdBc0hJmnPGwa/uvJ2QY/f4GFA30nHrTtlcI0lgE/9sh1qrWpE70uzjB1mEdQ+KwZmyG3uHznHh4GCk7DJbaBoJxhPWdbobeIvp3d2fF4iOlMIY3R4+C3mEs8xyLEOx7Rr1W8kjt0tVsUXVe0uqaLy+iiKQhJYN9otzSYMmZRrlLWxKLze4GRgorba/n9DEjtzDG9SNRaJqfVivFNb76aJ1oADV/FGmqfr4CxKAV4lBD3FiHlyrYtTmpEO9qFOsYhizmNVpvAgmlFzlPyYx+eip/K3SXWwFU8pB1FCmSNA03/mJNrVr0TvTt8n3Fv0u84+KKCae1hfMkhEPJMTK0VMIGvZbAVoklfebVqXbwM51ZmrmRGv3MftC2c4nVC7t6DmttuCHFNOWTv379g7BqCyVpIqHeEwD4W63/5m39MSdn/+H/83w6fPt4Y7j1GsdibB3fcQTcKkGt+csL6cI8rCHtcPouz2+9UfqKKeXb+fsT/7eFKbVOwa03knuRr46ywhapBV+J298vYvWEGUY23UiABxbJprbxcZanH0cBAcQuvuUDY8OAhXd9h7+hlWG0jrU99Zv3GPN7FNGt892JjeGI/nCDCrmeBanoe27i6Anb7KKT0RkqfISw8pXLmpO9twGddQzGhFK3fXJh9ynovse8/DAcgspgq3EuZOihyYlCVCZ4s193mqAlqcuYRSIBV9tnyLDwG+xbxc9fYtIapEcMkKjsGbB/yYWhTBiaEHOWJJXFaXSZTxyiVbfE9C0vTw2Nac24wziEjKWBkss8G7SUmQj7pJtbc1oLbddk40M51MDbjQ2xpP5n8gFoQtymuo5atgJagfEDTl8yIL25luYIRIhfdU8B1qtOEsWjLR2qTmoVUYHMfapgo3I7UVo6tY0Va4VjfuLpyMjno5Cf1cErQLNGukievl4iU15cWY9NE7lzoRnsbVUGMdEiRqj0IxRH1WUsZGJdp6SyC9dAG3u+apnkF3ndSDnHEPZDF11RPJccbN7jcSJzn4Yoc3ArtKjfuPUxHvA+bb3P4PJTC7Sbwj7Fef/Xr30dZ/Y//3b8fPmdT57iXvc0dCnpx+eSM8mxSAwRqjMX0YmwfmVYXhgrcwLHAEqmAD0xYfsP3BwRR4QzzJ7FoARCTJugyuNb7rcqhzpeNa+rpcY8EyIITuN61X2kj2rCCrBvX9bj4LEsrq4m7wobiQGaYrTFulLjpI66lAlPZ8juFxtED4ZPymsdPaGpN7Lm/v0tsucPw2G1itW3c3j3k7XB48+JFYtNVLPIKKSr4NHzQMqjyF1yT9x2+Jm0hF5pYGo9vngba03KN7UAIiUCrNsMvQgjhv7fb72FZEYKwJktM30pqMDlB0WuUP+PVxyzxcMy6+68HgkK2U94iwrcK4ipweGDr0e0aMLzGRLA1xhoskJrU9ffJJSa0NnlqPF0p+3/iprmQQua6LRlnVQ2CQ0zO7xznBeIoGGTwrgbMBF0tJ9fiujaMUqBrhqVunWRpYxwOevq43LikMWIKQtzXeqAQErQ0KoeS+lxfLW2+rTeFivXzQEgBs61DUOPqxtfxohHj3oOh1o9r3Px9FYFgkyBPXPnKv7n43pe0KW9M722CBStuK44e/xYA0mWtcec1oDZEccMCXx92R81V9Oe+1z9FgSeIzz14Fbf6GWrWC9rerw2Prj7OeuhWb354kwNnTCyBQPTwAMH7q9/8IYyRtf/23w0f34NKyHNraY8XoG7ZHtJu3R5kZ31zNTsj2PBphxzoa0CbNxDm30Pz2uRauzRJdoJ0ADvjXt43bd8cYl6RZZFo5avwhlYiFkXos1quVET/ZgeybkGAVb7ZaeO0yuGu3rkzrMPCmaLUwwbgF4ye89pJr6nojS+t3iFe062u/kNlncvyGEo5Fdnu5YsI3d3h8pGuOsAZ8afNuDa3PjQruje8efmCuR6bGeq6vLaRcXYO+ll0XQBndnZe0LGeTnwrAIScn3F4sBfEmlG4pEfkyp46EYxntMGYvYnOeY3PZHpkBnLAieCfI/ywIgVmYeTUZXiUywjdfWaQPnK0Icjrezrsv0GW3K+PH9+jjnI9nT6OrThRKGdpHx/yeXNRvagDYIKU8oLeQ1P/2ZkUmkS1rNolQWsSzyyUULubFCC0wKK4u2jNmHOzClpJ3LhJ0zAwKixGtT1E8p+SEwQoWu4yLm/Ohz+Xh1v7HeGM9BZHN6VKCg8POeEQUdg5YyxYVfjXodA0FWLb3hPBruS0CGC646RrgFbbOkH7clbVfaxarmUqSIFtLTK8OV1dAaQoHDV5ockFTplSUdB04yrBL1RuD1njLQ/gBOPwVAAZV9CwixDLm/B6sUDltoogjeNh8x4lGFjHeMTa/eV//e3w0CqKf/sX/AwaHAieimIBape9ZsSrZapsYk1eYWGfv4OT66HYZIYFpUKOI7BXrApQoVFpTAKUWemyzAQp+9QqlKKl8muzTlEepYjc1IqJTXEU2aJbz1hk96d16tKjmkUQ75OKuv/wcUq1ZBpdpXtdWdig3uYBdFetrGENJPyr2DqCntSd50+0kT0VQJGeuMg63Bl7kDNhbCnF8f27N4waJAzYghKIx2GniHlIIwu49HOs48rix3zaLNb2VZSVY9XtHzt7RuzN80kMuCKlomD6HOIq0iBPEE6VtumTcayp07An8Qwz6athEwKEC+SWHzyg/Ix+RHM8+zTn/976chhAAm9rlJrN4Gll4I9jBBXKOYizcUlE4QxKYz4df1ZVEGpu3U8Pd+ol1VZsSvJMaTCMAMQyCCU30CPwcQNPWgyXjeITM70K1FZEKxOFD3o+qmIPa4gzXkA/0XPfnWu1bonWCGCo1xdNqyoQEKYxh+cIlxeXsXNty4/P/0ejJ3EMwOCXNXPpOhDNX4KvplNgpU31ITVjQv2yPHiNKQu13rVVF7i/WjrfncbKrksEi0JY3dqWG5xOn5pq/+HjeRAzeCeBP+502oUU9G9jJqslHn/0JHQy3yPv84Bcmwdd+F6F8YbypP/n3/wD/XyWhn/9pz9NCVKYL3zWBJOLd4kPv3v7fvjVt98Ov/nuGYNvPzCGwDjKUKS0eggNCKHCZ92pwJIWaJ78oQrAPfZsTE2zOY0OV+FENcPqFUUqmHQrt9tf278oxhZeuDau+eMnH9OGZSOemWh4XVs01NKz4tyqcYsbW+HUiIAQpacuUCHUGqowHdpr/1rJCsbmsqPu4rZ++skniT9fvXw5fPXN74fXjIo42N1MOHJ+ijtpd/KFu8l/vnrzu7xWRTTDRO93KK892DdaPMfcBahRYRjz64lJbLCGlCHCF+PUy+olukQxcIXLLNPuxAbelwxles1wo2lmjtiQa2ODSddOT+P8vvzeFBDtQ9n3e8qflQK6PLZ4z3H0YCoM9lnBclVsXQtbhGVVoQnwFMmV66YLoqbXzbAVhUl3IVxXL6PXuY7vD+xcMZ0HQtBoFuRLC3MKY+gURExhdk/yWLosUQS5tVjRILex4i1OTfBpXOY0XmBvhD0VHI2+VQW3dc+VJ81th49pasDSqEMSwR4O4xXdtGhaBCGaW16sH8+zWRFgCY4Az7XWaxt0kpFqevM23pK4HnCHz3S0nm6D8VFSPXx+mjrhKgpKdL5ob8wV9pTTky2MdXBp0GC6aacv6P2wgT68h0y/swVtiyQ0QqVg6lz85tkPw4O/+w2u0KPhyYN7NIO6TMvDb2gf+ndffzv8w9ffYSGhFgJsmLLpPFUVmRbRHkVLACumZ+IJ+KwyTIhHnVrsz/Tg5xDyTjg3pIin0sIJPYs0r84Y9mr/2KuOXP64pqyLVMRVphYbBiTNoQJBMVXKg/OAYiigyB69vWkXrqFYRUvXpR+RPkBypCo4m5m1aia9oSg+YwfPEOQEYtdPUTB3Hz5KocBXX/0OC/o+fNp5eKeZFcKzr68/HU6sxiEunCcu3EEgj98T6XMvcwiSw4zkQTujUyM0xVmzT/IFcfkZXdrtuTCB8Nnc24KNJYrq56ED7Ly5AkF+w1k5II6G8XMXWh/d9K3CktD/GmK/Z+bhR3crJWJ3rksslx3KglyK0KnzedGkQsCHW12dmEhXzHCSB0+UoNtqvMSpO7KDF0DBKRSiM3NADlZVbiWver0sdFRcrFAxTopiNEv5WPW0kWUCygkMbSNbP8KERCLMxCge7hLUcm/LxdVdnsK6z5mLSiwZm9UORQOYmjDmto2zkq+DiSH62Lissly8B5/Lg2L1iG6QgIe5RTui7ePybZFH28Edkhkk0dmmR65fR4KTv/TR44JpiwrksRzpEBfJSo2qwijlNGLG8NrMt8ghtqlz9fTJa7nPeWKhk1mqPLwOn+v1rR5x+M4/fvt8+MtffUUejWlhoId/9+vfDb/77vnw/M07poftNj5pHWTjWDuJS0O0PCp9SbGQGacXB6U6G8hZ1eKmlCyAm5JRZ8IX9jKzlJQh3CqtqgSp6pcQ25siTIcH/h5yO2upa62VnUtvIw9zVVcUwFdcP05FsYTiobTJzrr3CrKNvRoLqLomFA4gJ9hDGh5vkYYK/+A5lojVPyEdZUrqq9//JgK6Qwev+YvlaM3FeVxMYsiTwzcIDPlM/i7ZPLxliQJRsEUOCb2AQNAUij1zL3BxTZNJMpjmLK6A5i4BHF3swoaCa/3hw7tY2sOV62H3PaypOEiF2TgScJbi6zghCuWcLFtYDJfQQkTr0m8mxXEGgFXRoetpHJm4MyGaVSG4W8ZxbjAbIZQQC+PUJl2x1KppcXn/KP5HmBJzxvRkEdNq0UMAI18U0zqz6Tl6mMEkkcqUGkxD3hRhC623hS6Dl3vTy7EiZJaeLocAFmpPUcrCJPJ/OUx+VaQM0qabtgA3lqc2jeBhFCX15tIuEtTOHq2CB7r2kzL/WRtRvV0O/SaLbMySLm/GGayDFQk1W6IUUZDluG/1rGrwNIiSuyn8H8Q3YlcKKK+xM34hw1qE6q5nwWx1OlNBpYOa+TniHwV4BmHa4bn/41/93fDr738Y3lOh8g3Wc5sUSRBn1mxSFFggLNaPjvDEi7pWrltYOW0tA0TJaEpZngKE5dB6xVUyrVLkdYXHfY+LH1KCo+vKtyxan9UspraqAqTSKv4bSpskjaakTRMIlhSYh8VsAF3NIq3aUis+JCJIEi9XthMV3HsF0nXzkMl/NgvVLDo/CzCVRTbPWTHzQ3jJWmyf8ftn32IxD7K2E5N2Nlzn5Q7J5Wfy+21Q7jVZIVM2VxzGYAg82xnpD13YKGO2x1xyBvKK/oO/OAhYQrpKkichNbWa8e6GD2N2Z+fel2gEtnQX8G7VwUOtR88KzWb9q/khZxmcGzsaNxknJnVRi+Bhzcf77ApGyUjl20QSecBFwIU5BEj01rkWLqJLZj4mBAKupQWSHdOrFLRqls+EscDXFOUvCsAUHcSOEEytpgyJFBSbE4373PJlHuJwba04vwOK9THdyKiVhAkiupm8VjT1jcurUFYbjUus3Ta0Nnt2ChjYmxNUjvt7BzjwklrIbbSobmIOmTEP8ZVaPrkyai8loI+hTVv4lEVxY+ylGrcuHkLlTqWsua6ZxEzclV4/HiQPeMCSWp+Q3TNUxnxXtV7x99VmsfidJt7TELr54lpmY5yvvn8+/OPXX2fdGzEqMFPxfgFDoB4uooiW6WqgUOq6Vre/5l14wLP3TSB15fAAfOZ0HVeJagnjCbRmXi208B5VHNWBoepsxSD8fLm1CqhK5yyItiMJzB1SfeII9/BwuX7amhZmoFIV3KlxDLU+VebVsuupaWxrFD+kjqUtM2tta89rzVrIpNcH+q9CVjAPic/f0ot3C4/HjILrOg37Z2HhQSYz4wrRsV3LbPbBe691ysgO70XXmVAhiDH3ZzWV7VuuVB5iLnyetasu0cbd9UxEs3aTkgWeUb6tqDNxNoLvHMwdUiWDZByD5J78veTQZ0Sah8n0iK6VD9WEMJ5BszcCG+jJAmfMQybRX/1YZg34QfBO8c2VCy1jgKNm8RRVKzY6Glo0rESJEc5xrPdsBMGYh47bg1UeHkrd6jYqPJq9rNHs3NLw0UefDn/yp/8yY9i++v3vaET0LDFZtdNvyJ2ah3tRw2+SdP7rv/5PowoSY6iqdCfBz8HZB+m0zX6sLvzfKZFd3A+33yJjk/u6+FVBUiT2SrAXSVvydCSuAV0Khs2iUv/YUE7XIE/t2oS5Wt6IFse1DbTu5vMIYVx5uexNhRlqfdktoQ7SOFhlmA58WZvK5XqPpUEFocw9ynaBHI21Siiie6rCkFOaDgvif4J91alOl8z1i6DpnsWC2qO03NTyPKpXrFbc10ehmx/WnbRgmnsQxTdltUD+WsFVIZjW8DO9Q7ENNUnPN0dA8JwEv/RWouwskfNeGl/bz+v9gLyLNC/LeSyLWsUODZQU0IqFrQLuI8I285lS+Czn04sJCs7nLcNZnqGL3hxd9CYmt7G+uJsoCOmaMtaKBRXbUFTC5GSlNdbnOZPlHHQ472FndVMlGrhUkk7u001RDGSLypSjM0Yi7lt+ZhcChHIj7CkRQQ4L7ANajhSQ4WILx3tYENRoIdMfBvfGgz64O5o8hQF2+5mav2n8HEythAijllJrJcVS0DZene93I8riJnLM5nuS1MgYfN2ukC1LYI8BgtTsCeKbe+gG6IbKA3385FNQPQtaHUwK02PvA5eyfW59Xv827jEmM8UQ0EXdRZwhkXsZxDMAE69PU2A1qE2inObLukhId4SA7qPPlz6rXt91ieWqhl69fEovIlOy4xEYmxSCLHBRr1Eoy5WNxXJBVFJxTvyAVP1Fs8Zi8Pv0uWFdPaSyWExVVN+hGp9X7lpTes2987JSwnZxza2t3J7dRJktpOpkkRTByioWImVauKoNOY5bnkoP3ViH0RLbpVODcV6hyx68yHw2slztapHpnheSqvDNaw21pAKBeX0BeSXYgmCN3MH9es38XPeXdTFVIAjme6bYk1jM7FG5pzEebY91davipriyqUgJuCUXWRBKT+jd8P133yWufPv2ZZDYMwRadtYhZ2Jna558JumVlY9iod98eMbVuZ6ZA/c4Ia+ucqXYkps0z62F9DQVUppnmHQeJmmVHZDzcUrz7oKS33lI/E5voDHmwY8x93TSXP4xi3JYZwlv0kLOcg3VYPr4jjBj0nUeyNPR69s8bAropePK0hOmNGragmhFpEPhAl+ZGAuYo3umiS+OqLY1wArflgdFmydo7SkQtbnHssrBdHcclz2/EmY7G8ID0qb+giLsyu15LbtkrJPvuc9nUGTs3MEgieSZvI3UUZbr2O18jpD3itvsZ0Xzc+jMI3kQ7dOTeZKuR5LU5KGAzH02y4UUtGoQXTBUtLtSpOWMdaicmzed3KtxiB5Hy72ltT3KxbWI+9pypEVxbLcZhddiJisX+EXiQ+VUhcm15HuGJBFFUEqtAuk8YIgD4RbzI3PI3mcR8qWM0ZKfUqKDWfuuAv3v085xeY2SJoSTHN7MDLM3HdeuC4vCsp1ilGXSLQprazjdLKYfM+o76+c1jyAWs8WYeleywVQtEZrkSio+zVrolTgaDpfWw29pm/Q2qzBslu3eTOp5AB5qia7CxfWINsKHwt26QgS9bqQFCffV7AwBe/N2+O1v/nH4+qvfhvts9U1avFA/nH1khqQ9nE7gzj766CMmbT1Jz57tnVcRbAUzQqfX5+fxnpxh3WvPhcoKQVTrmi5zFsk059bjsrpBFcgD6H53SZ9xbmdPAJ8oPXPtLEDPEVUo07rQ/efwK4jSvdKwN2dKP7u0eXx63QL9dAPosG3kNJf/XmcyRzSoZTQ5H+xotuQwhYtdVC7s3ApBEXmfxYnM0pYLmCZWahn+dCE9TLxmBpqS7IrjPYLwbedfFJt/mmLmO+t0t6Yyf590g42PfMgH1kpS3f3m9Q+pkEhqpX11N7C3v1SxzFHqIxqr8OiemudM2oQ0i9zMzJ+wvydaILMZQ0EsVkfvoFDVErpwDWRyNRRSgCRr+mwdoIYNnaxZgXgJOg395sJm8vA3ACESVd6GnRfKI664yYNb04j1QyuWu43kJo73NIhyGwU2AY0rq07nPo5x3ywd2yF3927mdYYJ2Wt1jRg9E6oR0mvpcCpFAJ8UHKe4uzCAeAfiDuE/10P4p8BSaiT1u5Mecp8tVNAdb53y+Fn1oe1WslJmfumG2/6xetMWI6gI7i6AZ7AYYknhaKE5GypEyempJ5VF1vLU5bJS2wiJ4A/E3N/84Xd4DB/4PbnFpLBywvMZhhb+XQ9KFpUjCJcYbLu7QzcDqXfuha/TSrYHLh+h9jAVQwjhJGwjvYIVGFf8K5UgCzB7ZiDrjBGnntCRkFPMsFtdfcE/PLaZ1tnuDFZIqj8CdaPB0OrhqprYj1as9H2xNgq+9ycWwUb5s6AFbxspFoJpiZebousl0z7doY0pHJSSKUNoBtDClBoJlriBfoaIuzGVBrod9nLrKo5SA03z9xMbfLnPvHbVZr0PHqfNg26ZpT5q8i+/+Mnwky8/H/7+7/9mePY9CJucxeQgmlunsOtHa2W04q3wWLe0cmSWqqHlbEvoZttOwz4vPkcg+WoE5Ve6uMX1LIpdYiOFTUvVLFTVF5b2jGZPrNNYRDGXrZWjz1V4YgFAzQ1NjWtDc0VnQwFsrlun9mm5r9IouJ7R49V708aSR6LLAwremv+VdS5LbCy9kxrPd29ehZ63QCX/GjS2O3fuZ5Du6irDdCXHu88jyqCIX21aMXMMaZqWicy6fzXmPa4/5yU9T7Pm9TsR3nTe42264zUysIqca+p0Vd34+3TMa3sXb0Qh1kXlNfnT0kLJASjWoumNkZd8O/z+t/8w/PD8e84CtYyONlSxxSjIzHK9a5RBBKwp4eNJ0HdA7mkKHI6jSGH8WLRtKKcR48MvDacMvfXyYoD01qDxIdA+5zH8Wvs27eyR1qI7u7J2SNPZA2LZtAyl8NqhRAPurF+Th3QTmGK8ta5hkrOeD92LBMsIWVuIYs+YNNdfLkg6JV95IKXJJ6k4IV3N/bduF9c6a0XQU3ADZ+ho4OyEdFEjIE7bRh4q4sED6vrplWRhbcXPfaYdo9/Gp8LwITrgRmJ17YOzcZdxBDZ14v6OEFgvNEt8tArt6k/4u3HIt3/4PYngN4p6PidxiApGilYbxmMaQgAnswJNnpMX9ODpznqYBH7ituLKqnziMkZ58JHN2nt4Elq3HF3ng97uT1txeMVTAbYi2VrP4g7HsEjeMJ6Lm9yIEnbVjoVQAZSlKqVQBA/jzhI+UdQWd7MRNxUdHuGm8bRceW8XSq1QdFQE2bU4Qvj1PHZ3NoeX5PQs+1peXgl6u4yru0HZmAOSjMc7WNgRz77GVdzgoRKZtjSKLgsSRHRVcc2CauORdOBI99OhusaQGRPRGETFEBLhLCpfzkM/h826diUVKysQV28ZthDIr37/awTyO2h25HeDjjcwqHc80OiQCilIozy0eINacYyHcyj1qNKPSRFQsSXmrnvRXdUZs2hDDvg5pICBNpeSYmTr2EbyeF+5eheX9grUNR4h5+uUQnkFM2VdCqUQcYbDcFP681q4VJaHUVJ8TtE50cSUU6ml9P8xc9FcxSTOn5Wfay6NN+oHsHDnHCrh4mNNNos1i8UU4xDC8PDGskRj17cWJjmtWOKKTYNc6r2FveGB896mmAHxKNpcd1PCwhzsDF0PmxDNw8C/jxXd2toavv/2mxLuSJEyUFpNwVAoXRBjl/Bdx2X7mM+r1IUdvGXqhPfoJhiDRFCq+W5oYblwkSuKHNFaN+ZQFRJZp96vJhDRyuVRpLeNyi1sFZWZC1SulLS9mN7mtnpQg2yyoZ1hU8JVcfrNV1mBqg+tnxfSXZaxBLrF895JflR/FnJZcazuvMK0v0epFOT4lEHBgNGCys5ZIv+2jIsrK0gr6nrqZWSqV1qxVMx7Zn8hr21cFlS8EQ3a/eXjuR/jXj+z+axlkaPsqheQN+j5cM0MLWqQqwBitWK5CSeYkAXZ4+uvfjM8//4PPAOzRAUu0/KzXOKytFy1KWrPY1xT41ytbvZYaqUotQR2vRtTajLe+HkMT6UYRmtqWEd4tUdNqiGPnqTZiUuQ27Oj7aQ/Jk2lpb5SCPM08aSpMr/ScyAdwdL3EoQK99JgVksQCxA/0c0V1FBLN2qTh0UBaqiji1FIp/FklUpFyetR064vph4tcoIpv4D5Iwsm7lyWubR3jSXwuauesh/wDFThld64ubsxFMIUMfAsbQU3GPw6Tf7tgKoIv6qfZus0kNi3QIS4Qfwpaz++gARzY0OsqChi2De8ON3XtIRYY59dS2EJlcCQPwu6KJrMczuKPAc4B7/c/7j4cbmNj9WGJbh1cNz8IusX71QJLzpjT9qnF2lUVMvLBbiQ2VOudx+cU8J1U9FSgtjd5eZO19blsHTBLEtasc/N1+2/t596ayK3ERjd9OYVcE2bfe2xlweS3F/+EC9F8voSVlQhtVRqHVfXnwugZb10ty3DUmgaQmys5+FPr9oo9iq36xU+OaCGCSK5opsejmbOs5oaDMuqZD+FbNGG3rK/duAzJn3x4ofh2XdfQwbZidHxHEQgAzB25eS+lEJttiTrJptLAr0tI/XKTMdpCGp3BI5aDjXpljrDhShXflmFYFfIFGXIB3bpOcvXdOpIh0hLvMhzmnIz9LCTYJ55XLoMV0v9G27FGTmZST686E1aD1w6chk+g8MwLzDLQVKpEXNxFVJMSKxlFlc8QzPooB6v21Io3rOJc0VbdNZmRWbnfPqABLqCvEbDqYVM+CQRXqddF7bpNM2+AjLLhj9Y/xihfMxIdJKyImYIkCVN5utWoY4543GHEXRaQ92sgz3GquEyp22/ls/mwrioYZKk5bz1mDVx1wPpRmsl094jm1g1hYl/BRLU3B74HKY2ATkpoaaDI3PVMKp+0jY9saJPVJUQJtYtwjaeqbSTPXNMddgYuPoLRRk0BdZd0B8LW7fEN4e3W4yyfiVgtwXx9r9vW84bl9a77rFos+ZBnD29JfAqHYGiY+sX6ZaQiVmgt3cok7r/4BH546ch1qd/7LTtPs2Tmm9kfdOdTmTUeLFc/i4UKXQQQPJ8JE4vBduFUSWmQNailvHoijXvYx93oRd+h0Duse+Oa8jogFuKrRSORs4LGM7UdToWUHtw3MIlQbQyInpt+a+h5v47eyHibEsd8/22hYmsWfZWhiqtPRN1GOIZOsEGA9S21aTO0AkgZoTSxUibezRAiNwJrkl8QhNKx2r9aH6uj3wCw+acDmEz1EkmTpDFoKlWaHRtycF1DZ/ePiK3PmhjjVSaw9iluq2VlamTmj7Aas1U4Zf9jPvU2ooklkMBeN4thJ2jn6uEgfXEk05Tql6jqQ7hGvZjFbnzM+5Qv/cnv/xzmvAu4Mr8Dtd2L5tviZaavGaTVKK7OrHZla7iH0t5qlFwIdDOSDR+KHDqppyo0EDjwxKsDPxpfEwP9s18SHWsB6q0bMAe7iVNp8zh8Z8tEU+ZaWHeNDMmRTs9DNlPXpFEfaWNeuqhC2onL9x2Wett5dredm/7v29c2HpdQolY9bLulTsuACc1rHFc6mC6LkX6L+k4tZm3VDrYMu/fvx1eMAbwIWVaTz76GEDuIaEGrCg7NrA3dhv3GStkqPXwM1Jl0mK9KlxoRIUg054fvKQMAqLDhYi4aa2GcVQpHw2wKXp+/vxbLPmzTNea4uBXw/BCZr3/7i4XHbLWPnWwySLUSDvpllEAAXdsnoYbyi1YuujrNFBJvXEmJ8xN8hxpREZcyRvTiNlKIws8gpPwPrtYuHbFy6i0mu6uAGaEMmyLdijd5gxM5SCeYHZ17SQXqMWNI81PanbNaQpsqBWyNTFvtZEj66j7mbNcfXt6PGdTLWMG3VBzm4X6FYor2y40poa4FjmhXMNCw7XmvBY0bIZi3zt3GItOArwORcXAutmuaPFLq/LA6ywD73/y6U+yWYfPHZBjf1bzj7ojNX8jFpID4DMpkEdO9M01qjbSJHpydAqdrJLcZ/Vs9QZrRkblKHM/EVQ1qnF2AUt+hbDdWjHaxrO0f70nfY7avZfLLppdBI/EZ4YFWZObXqrVGydqrFyyJjQFxBVxw9/9E6Fs+xVBryNaLliAmUBiTSibm6zFj6XxWZrt72+Li8waNcH1GfQwrIrZpY7xAyDb48f03nn8UYC5VcfG485qbXrMnr33TthH0em6dIvdXd8eOvA7Faqc3zMQTI2Ijy/7x5BBRfeS9Me33/wODvVWigw8SjWbs+psb74KWyhlVmfFPa22JpwDLOX0ERiDtEAArStGvl8y+cuCCdfZVIzW7xSLL51QKKBar6p8eQYJFEFtWTvObvompfYU2aFdi5zuc3pemXu3+D9CaTcvUbsyWxGBaI1T/HG1XkfW9KlTL0eORS8gN6+FdCG5uSpzqs1NTyY04XFiIRE0fe2aVJXePSzamJ2s1Tg52OWqhmXnFWTtmK/01n2ZTW57DMTiGdyvrFJFDgrogdulnOkYmLsaDwuFI/TmRLF85/bp4TArcJKxZf+kukD3XPaHro7J7SYkHlwRNmH7sGR0LY09bSqMgERPKFgewnBAZXDU2vWSKNkpxbCpzS+ZKEAhoqNLzxpkhIGBsu9lMdNORE+Fw5W2K6G2OVaNdAGfPd8EVg+gXL2yVkkKtFgxBIIWv1ZDtColCrDSvkbC2e6rBLoDPE0yFc78uGLXXLdUcD1DHrnSET7fDZBV7m6AqORy4TBjNZ8zzdpuAG+oZ/zk6edM0v40cejk+HrGKcg1TToqniSfoQeX3GsSO6Vv2jrFUPDzuKvlilWYFaGkTArF+z1u6/u3LzQzNjfOfda0sVKO7ZHbivgJLcZPeaCEhyqeTgEB154jHJJEMUbPV1a/FKgEAFIe6ccTbi73HSoosJAehecAsssVYGrSocpF2o/6PP6+ACEneHk/jgGJUJoSCYXOTWDddQlEmSxctiuAVenhPXKd5CDpiekDKCgSACzr8nAoBCmy4KJVRWLryQZfixJqMVowH/jbA8778n7PS4VYTVv1g1GW2LypAhyLyT0KKGzcf5weL2lzz2Hu8WBZNitXqnxKq5tRAnyfkprx6W8I4uVWTmv14i4JOrsJ5bJ2dDNWLJpbBaTCYFOMCVpwX4el9bYJYHTLIial1A5qsg43KGKxbbr7V25XJ6r3ptUd0LEX65wzFPnsSs9UE69o+MTIzSKrAfuh0yWMBSttnlpPReaWG1t0x2Zeg/aWTPcqjZyWcDqb8EXg5J9W/JdQ27c3S905p3GDI9SlXDzkuqrPnz2jNcdWuMdffP4lypUR9w5J4rOP08KzYvuwqXJG6kwklxhrppWsYnHj2EJHyxvw0a0XffnyOSkcWnKiqEXki2BxkwYbMbCiZmpP2q1mOHGeRyvIPVglGfKClUKO+MI6Ew0P5wA0YhcpuJD1RQH4GQYuuLmpLhETLF+6mxpnKsitDjOq2mfRBAUslYpYFTgRSifeegl/aW1jGAuyJOKKcFMJGs0RFsnaA9aBmOSKeJ/lWiloFSZ2M0QTdeFksMT8Wrbj4zlvg2v74dxoLKZBctwGFpVDk5nxamaD8ApJi7rHX2wnP2VXOOKSpaU7xLbkEXFNVmaWk3oxThENcKZh8l0cAr96mZQaODkxETtHCMQt7YhquY9+a7G665tawqYztOKuTyzhLYEIyNAPk6QDA3rXYeQmlftYa6uQmuSv49CnK/cBN8E09DraHEyXT0tvHWfI9xzgJTquL1BQ7FdnIGUOilX8aTxdghOwvsVpOSilK0opeUe1NeVaezf5v0ptjUa8R9jcHvepPKkooaRLKtb2q1vKnj/1dSW0Xss7abEofxMp/8PXv0uN4ePHxJtwllcILyYnHH+up1Mj+hSQEsp8cOPcVgWKitPvrFdTlj6HTbReI5Q75Fb9eR/zF7J4LGWFUl7YmLCsSK1FWeSWgvPANaUp5dI84gwotFiFAcQMRuicOSVH5CCnzkBnkZF4kpxr+cciwa53j80tc6yC7JKRfK6rlwyBSKxue+O+an7PkXDX18S991VgiZaNf0RIOtReGiuuQ1g6oJXC2rxPt+H0qALoUM20VFCK7KGpEKupM9PP7nn8eYwKyWi4xHx1QgRqMoogakrreOMWCPik3pCHmhyjQHmKEXF8tt2+Bat0t/eoXZPVI8LnrELJyboemUjFl7kvydQirOFkCmSJ4KlAWlyakeqqf75GVfURsgICKqVQGrujfdHsWttoyHpfxqqputuBLbIF7xeJS8xW4IjX8CBWIXPNsYwAtPgpbpwILu8NY8lBRbEkRXBQaSwuLiWp77KdQN7+QJMoXxv3J5bY67USumbFe76yM376IYnLGmFKAqyS5OGxNmui613HKeeg50l7iVQJdMX1nv1R1OH51xtrPxB8effuNaVzdF6nCPgxQNA9OvhJ65sZY1RCm/oW90mHkvMV60mZXiHiNYFZoctQJq4t+v4D4M5b3NZzpjHbg6n4wJUFqP3y7ssaljophaLaCO6RAmANhK/j555BBMrYcpY1tqnWuYCn3dvDr9XSNeCvCXYp7UL4k3uPy5YUdBZFPKVoepHKit8d9ZiqbPZ7cX562M/B8EZjM+NCxa2MpFuFr5aTJtXaMhCnXDuNC/OclvW8y/NnZ+5wO3m/VlWLKCjkf+lk5uL4Wm7gFEVQPFceyN1TaN3QEAu1zEnJ8uKmuV1bDzvNicauSU5De0pagg05ygAXymU81LxFC6wbkxEMuqVaarUvP/cgCep0S+LuZKPUkKyDAEXciZZr6psWly9CWbnSq4A6LmoJYm7VZ2/1gv19TflGAAXHXNMQI4xtuhXwL6P8phvjPRbK6CFfpImycz3OE3fqJhW/UwF0LIPKIDWPITXccj37jSmU2qoojcZkybPUfqROI5/l85TLm4PswWquaehzDVBKg7TmMgq93xx23xZTn2fz41J72PrFFkjkHpRid70tkduD1idSe+/+wwindbFymbOmgDjmC3vDahXuARQ13VxHqXeATGDu3dtXw3fffk3qaydMKM9tT/uEgNKEsiPQMVjNE8ije3/xCMorKEKAW1NNwxTIqws6Ge5xT6bJFOYYDuPWit3ENWwZYj4kUSo59TDeVG4y19o5KGPk5/mna5GnzTPjZRasGzeguRvhyEWCtWRludLBrnP72PmjfaypvFkPQrMcImJeSPAogza9y/BKuZ4zRxBih5VqgA16Q4Rwg9xgOf3+Qucgh6ICfA+lHcAKkbWgVNRtCS1I6w9enRFvaEjjj1UaHh0eUadGqw6Bg1CtGmQdNzwb0JL35fREUOvz/HsdsLjyGd1WJAG9nAbilqbzmgGpGtIWEr8skdqIADSiphHsQpYLMKpSonRkl7LYrHM8qLbBV87BbIe2xyZpAMaVtfwijlcktI1n0lEu6QW9BNgj6fhQyrQ4uOWeNeOXz84A3/Zf/h0P4Jb72Ty6vDWHpqx+PIUUEKCMcmBVwixA8w5yRrKxWhkRwFGkloOWNTZ+imCWtgjgYrqIPdj6sDns0GHvzctXw8dP3w5Pnn4WXrPlc2E7EbpYqWOopOclCFNCW93+jFGfPfuGyo/XqQwSca2z1f1E3cebmLrfU+19Oxq5pwacxUm9AeZMs/mdfQ9oJ8jB82B0VLJjaq94hQolHka6n/O6snMFXFn0kcOk8qpzldSg4FCsZ9nuSd2ElC7Rp8eN9zbSK4Vka3e/PGilRThQ0uVo3Lu/SaEsG7VAr0xvKjROgv9xBGgGrRHmfw5zopBYXC2ZvEDNYeUVe+5LbVNDg8x3hgIXLSUCVqcqcztj+h1eSkNd5wziuqXPi42PiLUyQpx0joe0AnzRM2l95CP9O79zi3qiP0grm2q6Iz1xONRBVYMaliWp/Fkdct+bFEhTGNWgy/aYAl9tLProkDd3NRS6dgC9RteQWn1Q4g7RGz+NRia014XEzYNv4o46kEgFqGBqFe0z4xzExJYIjpZij6Jd4zWr7+sk1NpFBpqCjRsdFKELYlmT2t+4RjmkwQKaYFZHBK8lYux61NpoTfsQ3EtOq5U9sa4tNs8BLNcnf5ZSuiUAWc9KG9Ud0YrFxmDEhc9o0/GQvOajR4wAhAS/RNW+5WM+vwozZbYcYsGebiVfkhOVcOHPOy+2AuFCn7urXSqhGaFY/VijZjVrAcL44kzq4XkGLMuy3E2mnZ3qMTvYmeqGb2il9+JByXl3+XuKEINkgYZ0PM9ReU4tHIy3VGFiig2a0wX3VWaLdDPRxwqGK6YqFzIzIWLLFYrqQyPNysJNZyJaH6e2mCYZnupyFt5el+6Hc/oyZi3BU05BacYIa6vOt3i3uWv+tppolHLocH+eRTCCz56adIY8AinzJv1biperlbCTuB2xqxC7Ks7TpIkSLgU+9YGZKFxIa/WEVfPVaxWKNL1qCV1PaJ8g3fvAZoal2jB2mt+rAlupWlmB1lfI0xcvoZSDaZMcwFtra5c/1X7el+vVGuXw6nbzT9fO7mkhQkPDOhxjonFQ6ErpaElEZTO5OC0xTfMo7D3yK5c7KLwxovnNCFbb0yR1EiXXveXnCm5Jj3teaaByZ4uHWxaoSBLlZlfLSSl0bHTI8bVnuY0ceq9VnkpEvr1ftlbOTT6urKnx5tYmxeoOGILGtwi3dh2G0ANmjDx48BFx51owCwG5ffZ1G26zTbBs6+FB6ymTqjEt1LankOost7W+LZzdoLbfdbe2CqjLqumVzRHTGtdW3l1AEyTYNqO4foZvCQE0DgGUwFDYx3mICzIVT0InLOaQ66znYW67E2QM6/yiEbaapALMdEeXlJ3feXVjRBdfi1VMGlGmlF+tGRvW4msK4gqKImnlwFVycNRQgfnrRhMrymShEbPHQLcuYUp3neuc10FXKC2QbkFy4UHmC2VyUKPWDvv8/FT4qYcIo/cimWBykgYirZ9o4HYOgwQGn8eE9RK5yoodS7MlFRG3VfdMt8TnrsoM8abqUVOuqLxYNWSEWi2nFRE06qCO6qSBV0E++bbIWtepwJ+q8Kj2i82Pa4dDdkfcWK7h63q+syr9i7yfa+CenWIRLMZ1vZwoPde6yWURXPtYp7aOKjTvta1vLGMsc1mI/NF/73EYGdly07vb6W2aFrMlqcrXfLAo9A2Fr4SgC2hChvZVLJrsajyHdN7XaqsEU5GkIi6Pw0MfEgVCt4kg6Jq+fv1i+IG+SRvEnY9gCN1h2I70SpXpB4Cid+Q/FeZZ3VwNSSMx5FyHNFDufvdm+591e00iR0JaDn79qj0T9ya6Pc0A2ZBDgsHwKlKEFms7nt317n2WIvpBYcVnBNkMsD2BFYf6JTvMGTNqrnFlqUqNdM0rpxIoGlaBrJ1ew+jNWrCblg9c0cT/GYQC20Y4nvqIspQa7abvWu7vGRevFny+JU5QtKR/6a5gDkRyjzJWys3TbTU9o0WLnMfKFPztdVLDCCF8nn48TrEKwTcu6WX4rh4A50CaGujBfwq4+Yq7Rx7p8LAQNdFKe6bEIiuUaRdRTb200Olz62/bZsbStGuVIJbAViK4bFw6DojAWknSQIz0j7FRs6/hPSKrmfqV2LU0cKx608YdlHA0gXMzhfwPeJ0KpJCHYgO5FnoJsV65R/uHUpsHKmn9p2mf8CybUNaBvAGWFNi+Pwpk/0oE1Q5h0Lu+d7nHSheZY3YSmD12dgPS4Jl4BkQQtEz+qeVsHdZK2Os7hQIqqRxKxbOe55pncQ98xlhgFZNIq8qDPk8FatHNHaT2xYvvhu/IT9+99wgBfRTP4OXL7zNG0OvWyIleFVOHv6PkpQT7g3VFVEqinrX+LwIV11ugpq6V+SUanaQ+WEG0lUwi6WVRgHlrobb2usoEA34U47BbFUzxOk07iknkDRqeaKpc0xDLr8m0jdFCNjg2M+DDXbR0JqYnSKum9aylPAY7nOc+ihkRHid/SXtJLFKfHWlFRmheMYxsmNgR4NAphAXdWWc1qF3SilBhpqXkMXVnImuSGGxdqKBcJ5ahLQh5yQX6ycjoiTHioO3RR1UBtyLBzTtkgKj3ZX9RBUnUTEuTY9AOnHzX9OShlKjSF7IWal2rDtLYqhSKgqZQe40CVqq1plUPybtaOdKKfeN6ZoHzzmaB9GIL+DGuC4+4taxIjG1CuQll29fUKX726acowZPMafwACGLspHAmx6alGSm5cn17yVIqOxIHlYtecXFz1/m3kURZiUJAu8DU09/+qvAhr+R65uXkOKvpgwcI+PBfFE9TvlqD/nldMHoVUboL6iUY7zY31mMRxStJIOhP5cyr+t8jI7bgEakwSivt2dylI4CTtl69eh5AZ89WnxQaZFxf6IeFA9R63iiFWo/+89t/d009ULoMzW76vihmVlelHNg0OiXtbVIyhsuagoJWVFDWUXCnlI64jUNnpdxJt5umjapEg5zDXN9XFZjk5181Czq5C2Ajz9WDtLgM0mVjJDq3UQTCgSY/g5THldJ1dU4fAngxy8Fl9VRufh1jgYzp7KPiAupaBtIvWkK0jO8/xxJKaj/BwqaAV8J2EwoZeY5vP4WUG/RTd8G6N/x1H97K9JkV+mPOShRgc9iEQ15rflLLoBV2ErDvtf19Rqqzgv7MBUxrS4nFibuMS0EwbZjU+JIe3LaLEcRof9biDoNonjx5mgZTts08pCJCa9frR5MG0dKqJX0WFt/P12ob70lzM8Zx6VM5kM5zNTfSb9HTxPFNYXjPDxkR98UXX4TfuUWc/I6Gytu2w8QaWPlg06/ekza9YdXcUTzOc/EEucmekPprr+/0+fq0rLIoFW+lI4NHo4LHKKSuKHSEXd9lvItMgG6UxPRvxTpLCK+5ph5aW4VUf9zqVlgEkHS0kOGVz+ouvEOEeJfC7TfnxdI+c6O5hR7X2KlBQMk9CYJdAhLOLCPr90lPCPT4GdZwFkhXAncTF/o88Wfadz1nF94ioTdwr1YgglJNuVpY4/Ko/HjusNcoer64Vqk3b8dQOnlBn1kXvvR8aIJeR28wmrTceztsFPZRtcjeb++VPLn3gTwf/SbnyFfqpTraW7pQn/WRAk3BGqs1nPmgMNq4ig+zz0zFJjVbUCaLzZQnaGtwKeMBYCJm35QB7zmjwsQqk2u4gGrBU4TuPFiHT8QDcK0ZtR3QceotXR3jOitO7ANqG/gFB6LQKdwqA2LJoK5YUtuaFKgihY8mxJIe2ATbB0rvmieNkMbRAUSsdqeOkmJoLZBaS8u5TEpl3XpAhq4ICKmd79y9E56mimDHUeghIBQtT88jllbt76JrSRESteESqKgFv+kUHutYvXA7R9M8VyxHQ+mqtQbdublfi12XmT8xB7o6SwXM0tJ6EuYKgUCW07NsTbJPhzSthCkgFYWW75gcniVRxvZJ+it8+a+oaMUe6e0WS6P3GsteLNzdBl8rkLZCQn+NtfGZ5eamDw24gsivo8ktXjY/5P558N25XqWS3KYFDe5lLJGKq3ffK+EbJ/xJ82ZeYh7W+lsFLFOhzf8FFC5wyEOhYAY8C+GiQoOiBTalkteWaJWl7IJewpZfxax1s1iCWMa1Yu+y1ZX4r6uWi1oDhjFMydub7iqsIsBZhwhUGj52u50oCsOw+Mn1nfEejtiwEZt74rUqWcm5ZFb7KaRZffoLWBCHdG9WKEM/sxQqcVHxTzPUh3cfHMiGqcfzXqJ90Q5zNgXidcc0NSmTXNw+6UwZwGmhqNB5YHLeh+X0YRRc245Y/zi2yHtoJpS6QgWLG7U41VIdGwGbQNeq2K1O0qwNkTO8k3uwG90htCfd4TBicjg46CiaiocKeS10TlCliASrMDUeUPu3ce9+JguvQHR3TkdaIyIYDnwxUb/Asy7YVVyBbX5Qn+RcrmCjUSWe8/FZP4n5ELKvrykfcpfslyu0T1ycA8Y9FD2LZ+e/XZDEtJzkGWwSbb7X+EpCdDi/95gqxec45zKVLFju94xXt6bRg5n2kXBLD2A3WQJmGqjYKf2rHdQc3EY0FwjyELZmWBEirVpyaeINeiVFLpfGp8exTiHzo0ePc/+vXr3kPu3y5+tLSQuIVbuTHMEohU7hrClmNYDpAtBPK6/SdS8USscAGDwYFo1SKjnMHZMvQavu502wI5QlOOW6lkQEEU48XfhBt579df2quXLyj/VVsXYXbs9vWfwMu8IIWAusJ5k8N2d/5BqP3NzmKzfHhU4j4dFabGEtMsuTMxSU3fI9ZQRhj1CeEyc6cdbYS/cxI9F5Y9IYzfdX+/vPaD3hdGkj7aZzM6gF2TpaRGl1KTEKmlYaM12zvQEWVqvXJz+Xzy4QY7Gxo8HQHvNoQHJBNjIaI1pWfKfdMKYzuwlv3rzgGrhTy7+k/d+d9M85G4M0L+SsNclkZW/PWJEAW0vKfyK0or1VGa4rVGjzPOmVBw8/Gj777Cfpsq67qcKxat0SWmO1HQ64SKDW17F+WiUTs9VdrQ5hL+Gy25ukgbSA5F7OAJ68L61kjWevWKWDXuUUaT2yZW0UgRq60lOuY1H/eF2j+5XBwa0kxrag+N4GA2YRnLjc3JN5zdevX6WF4tam804O4qrLNEkMdIu0EXDEuN9D0Q5k0FNllD0w7fDuLcrasXGUWymYtrXwmQSkVnDToxg+YP28z7jwJTA0p8wzmTKova7UghqrrFUfPgtYwrxIY3fPjl3EZfG4NjaA7sJUZ6gEoMeKxSHurmoJVn2V8um5yUoBjfzaZjLL8uZ1DT0PvuPPwtllDZpr6Y3X59a4gfRAIo+Zzjhx1ZshbGfaO2gRRLy9yBUgavbAfWUTqiCaz7Edpcar4UUQ0ksrh8egcOVFLQ3S3AEDWwiJpflKCpuQNU6hG5HEP8LbtIGUoiT/tQy6tG6+G+3Ny4g3mLclAteaJq0xy7fDN8cYW3BJe4RrewAhaVNo7SmH0w7QzGhY++4dh41xbqdMu/rlL35ZQ2Ib4naERZyHSCAqusXBhP1JfgsqFkTn9BB1unEs5C33SgHi+R2bPW+6x7iExbEUTMUwf10k6fj+3rMbaPwiYV8ULe5Mq4/r+87Pi9bX5mgohMZ9UteCIXWBq/rJrpVtj5+cnWmBBgjEigpatespwJ4klWaxbeo+LMCt6n4aR2NV7967l3YdO8Skb9+8ZqwbE6GJS60wiZWRfeJuAemn86BWMYc2slCxj56NlpxDYwy+4Fg8AStfwuueP38eYc9E65TB1ejEK0vueahqi2lVhemCEpwg7bHQrl0BZvp9cepM6wiq2cVd70bBjqJRMJvKSBxcYZN/dsUfQfLfI8tZcVpHXsvq+fpCob2hDnrFfR9Z3RbzRXmLQfRZpT50+bI5v4QATmY7BX2tIgp+FSXdkNqufJqsFDG+LHEa0PHsGicLKqrzRiH6fpGndBhOdy0qSHWFVATOadfxuCLGc2aG4wTKb29E5Yh20cZMTRwzC9G0Rkqz/XT2YgqBnIFMYFQxxUOlx45ejYEuAWWYOwjkxBw/xG29VnIFemSvYOMdlTfPfAeajzJ1mPjFKUfHO8Ov/m5/eA08buvDJx9/Et6k/FBdS1XcDk2LnBWxtm7pVsVWuuEhLyskATN0DakdxcXbp6B5FqbQBK6lLfQFYZwG5ab3wtnMxrDTXRsZkHRKyyl0DSvgk6LdJPwV5rKEXVPXwVDxVUFwFsoDwPNm/IOxYMbNlzuc4mqAllNe43VTF6mrbKxuPK/g50dVvxjh51kXFFDi5NXVu6zNE9x6UwoMJiL+3IMbagF39R8qcnfcu5H1L09IL2dpjr6npkCMxcUMAqoRu+LO7zGST89EV99Do5ehdxJgkLjxLO4iQsUeRhv7KpFbC8kNixpgo2U9o+LCfQshBOHUQqtIFZYxhz8FWS2BiXUrc9iE0GuXNhm5kRG6xuSJe17uZ1JxeW2tU3r+Eko4X8TRf4Yrfr5r7JxLC/1F0stGixZjZFiD/cOd4de//St4uNs5r+mSkfupkC0WUMDHs55ByTYEr/xwKQUBLHOc9Z1n6t3sbPmoy2NMlxYWXghf3ljNQk2FUgR0DKGZSKxXD18HqrkIPjRa1UlZx/vO2CiX1ZuYZSjtHBbQmRepbTRZrNXUHS7uNZXXPBDC6GclgWrpF2Usc2jZWYjnC9MrWKMlNuogLpC64CDt5TeHV/MvcGlfDU8//YwBofIlGWENAuhCn5BcN63gIhsjnxnjod3K6tWGpmV9DoAgjGAKGpqfiaA69yFKJ9QxiQwF39uUOAnkxEaet8pNqnD9QdpOcJ8m/8N7NQKRCZSD7hrXulZforLabqhWRypjBuUIfEg/87oNKU2/WNcu3RIKQMtRdy357GId6XIahhSYM0l3hdWZxeHOxgMOhCmjAzCBvYxf908F1G8niInqKghySctYttieDxFUO+B5O4LttUWYvY+j9C/lOUxtuAS6qSiLs7ixNoYSBLQIoKzJpLFGc81DEhedlS87phtrbtx0GOg4/Gr3xPeoYMrSao1U+h28qTW8/dUBod4aRMRUkRI8Ekm2GZYgXEY20IHPBtRLS2shnmQ0H68zbNH6j9kOx33IZ/MzZ5hytt5vvR2ePf96eHv9LFYvQE4XdOSnSg9LnsJVby1kKjzULS7nNthE0xMdp5pcWrKfpUwZLRNWwDnvCGCKnVvOEscv7qvNkFNT6cGwWRYXThW8uREs3zwLN6zgjrIB4ZvycAupmh8fdqkH3CWHqNuVZkgs6rR9UVjgC826B8AaQAVF7hX/4wqJm8au6UwGmV3QQ4DDDeluha1L7MUixWrz3UuaNT0hNnyYhTSvZWxSrSMs+cE9hI3jaG4PlT8/5LD19IR/nk5UG8T5tdVoznPZPgok9+dhyXQo5UDyQKPIZbbHrRgw8UWEzc+rnkGSrgsuL4Cpe2PNjjYhFkFVG1cXcq9jgroXTadO0/g6Y/EEHAq8SKqgNWbqCiQIMd/ef9x2kD7j3QWs3iI80nA2OUyuzwEo7ha1jTYs3oI9s4fbq6CZ+D443AsX1Xvo2KFWS6Q6Iw0IF/yM8gTKc8opMzRJnlghL6Hs08Iy+zMMpRaLh5hRZIwzraU1r35Tp2gTbRtYpV9UA+hc78I8/LQukN1KliUdET/4h9PG5Erb+d1WmKLJ0vZWaejltOqMq7DrXjBXc77F067euVLZKk1H0BDl6WtU9EuLNgQj3215oAgyrugUIM4UNcM99VGKqANISmOpj7LtBq2lkCvqrl9OrjIfT0aOMd08TWIXFkEdcTnDUpC7SveAQ1BZWQoecgeD1qFB2LjhCxFCLJKNgqYWZ4YlYrxlHnKB8V7mtabzobTsWDweXm5vDttsciZ9GXPEMmqVGXGNm+QCyEw5PjksM6894aEvrqY5HHQnz3yPIjvUxOQCTNRK5u2+/+6b4QVVBqur96nNewDzBIYPQJbEAsnME8mhmQEvxE+L48kPwybuJmDMKVxFWyMisGo1K03SXjIua0ONUUIdfS0QuqoDemvEAjV0zyr+7DzTwoV0O7W6FXPLkUy1u+6W+bLEMi1xr1L19c0KhenCv6taplkyXdlqiMunNg3d0VaVMNf3/j3DNrcut7QEW8vvkB/bjawDmn2Ct2Ep1SZDcV+9esW48dfkRbdDL9Oy98p/12ubmYthDekCsjbJtXob9l3KWStArGhmBQJNX+LGumdaIO/BfHI4ogqY3oUjDADtmhtuS89zSvWqPSipEtNGUj5t78h5cxZMgUrNY8hBN1HP5UJjBCPgLK5DyXsIsV3keoF8qxbRCWsi3r6jd1HXOiqMcUNTSFB7JIqoF6PFnXDvPDs8pCj9DNc6Pt/FYNkkyylivN6yw9xDkV4cc+F9Zx8V6tBRCwj1/5PfvgW0TW48gH0P4jm7jAAhlM7KM66yleQ5MzsmQUBncYHU+i7iLEI7b4xB8tSzcGUbRsCDd4AIB7BrjBVXQTTXV7iuRHGExbnuC/bHISbaItd3Rt7T2OHMDeH901ohLIKcwDOsmFpQ8546SEAeaz2PqEyRaJBhLGHWVHrGNUsjKh5cd/HsnFiJWHKPWRFqxhXSCPOghOt3Lfei9bwd4uxb44ZIBo6bWZvuc8jCWGEUmgcuJVMKTNucgAoeT+PtlvaIACo4wQrQsFLpFAQPqRowC55E28jN6ohgJ4ZrZDL+ATd6Zo4WjeT/qhXFTezU6WfZQJG7FrNk6IyAk8LKwQkQw/WyPgouazPreACfMwXUdr2v/jbC8355IFS45qrnAXPuE59/TCjwjsqU1y9fJjzYpr+OFSjV8rI4uGUby0WL9lcY/QmdEZ3cFgBORNZODtaCGiNGddjJTaJK9UZKakR2gb8j3XCO9zORHqtFXXQuZCp4AryUIg1g0sCuDj6Gp835EOhS0fuZuqv37j/AfX/IiDtyvzyfuW2T/83XzhkwMPf1CiaLhrdXHfT8JNdYYZUcU48aU5zm0+a0j8/fZ+ixnqR7kX49KfWyryvK3HyrOEErbo7yVmj5qJBqepFDM/qTi0wBcuDIxCI3IeBCaiINivmZmk2LMTcpyZtOXko9SeNFBM4Hc/HOSR2sLGHOZ9doJ/gCgYBlgbUzjrTa5/B4fzjBwo3hhqb8BaLCGejc/PoSj4u7ErjfglFzi3AFTb+w6DPEQdMUuo7zuUd7J2lsmwE7sY5ueKUWqp1Ccy+1fIHxz+j3ygh0RuGZ8jAOMM+nF3BySj0i8UsQQ11rFr5yifsBliwDq54xNfXJz8jAVD2yZiHV2N5Hp4fpQlcJUkdEb+r2uvtS7SYVaDZHYEwmjqVBiRfNv1rZoVskuaEmXEWomnuTz9Py8fOIe/k/IytsSBB7wa8yPtCXNFBEEKm4nDcxrL+/4d06t5Jv1x3FK+9W0sLCIm4eXdAfPnxEF0D66hDDbwcoEkRz0jUKFKWbWE/EuKHgSeQ316zXb17ZepL9j7X2qLPZnq00wsZ7MSyp7gWFqlbXhxtFpuIMB7gpwTC24jZXDjK5ctZ4DWDrF7/8i3hBr169iLWapwDB+DCCECuFMGTEg+mgcne9vv1onYNpWbDnPb1/va+Mezeelu1m+MFB5VktKbu7sUFj6pfJOwrUVGG98WfjJsV9ULHLWmIfWjjswNkLO6bboE2+t4BWtASfPQvaFE1nTHfJob6wFKUWw3hhAYFcZHb7GJrlxIp+Do/9YlIZwQed8z5ZOOtrWFiaFb+h+nsbZEprtuIQIOMWXU16nFwIH4tIOmeBVIyx5jRwd9DJeKO6Hnxu5oDcw2pswFohx0ir9+T5yMU1xy6mv7oK3OSj1LK6FWkDwTPJgHFO5e9//4+xJJKYrR81XnK4i6kAD0aYMljwJVwbq/zl3GZYq9o5MVyNC6+aymZdGkAR68jrMtA0J72hflrH9jXimCpkiTW5TgrJy/ZWTKqg30oxBSwqF6fiRt3DZLArfkxsWnm5rnUjdDxThqfqFjWEszeXys8V3riL3m5sef6Mhcj9SbbgeUIHJFZCQT94TKsOcrmyn6x33DIMgaBg/LkPD9U6Qz0E+5lWuVS5fSn9s8W0wuqB1bmR3UWcPZZmZ3ocKCH2y9i5PBY7E6CAWmgyyi8m5iyecHK35orz4DFafBl2LHOvT4fPfvKLNOd+hxuuGyswJ2EljCO9mjx3S+sFnbMNVbmuWl/uaARkainMlRpx5hq+Np4PGAqKy6FHS4wRvLgu0oq3og4XOE0XGvekW8kUgYpjVnH9qc3PrF4ypGjnIkK5dM0hRPDsP1r0LOcd2ISJlMB5C16ZJjstssein+DCHG1BbyPuWlm7C60OMISHMZNxZ+Nu4uKvfgf1i+lCUwip/E+J6I7/nuRFK6RHdpnpcHiwXXMfzcHp7tiwWaSSm56fJxi/I1q4NLwn33hMqw9TN264mxbgw5i04QplVMovH78qts4UnakpfgM4QDBJoP/Xv/1fATlWEvQnnlGb852NyMwLAYZpRsARvLOaqZdr2r+T0gWLqsOdJOTi+5ZGr7gkcaXC0zR9LwcrEKgsVYgXzeX2bCR+ya+KmN8ZPgVUVCOx/pVyr/beqmNUgTekFzdIBb6A+xvr2sqmgv3a3ybKXXe9BLKTGCpNoGtWND2fPVYJIXNkYfFNS8gWiMNsC/kRXGC9kV1aOb59/Zpxgy/pCwRJAWQ3JXEtjq5qmqouKQJAfPym8Kqdv/eUnruAhLZx8dxVRztfWgqn/l5VJjknTdnUvutVFZpqreXHtK/U4EriF4UWV7AAofKE1QwucWm42a1JdoW0uUc9BYsM6hkKrHNUQdBSFbVNtHjG0Fy5jrW9cwjnoV6VYVeEy2spwNXF0R0MWMi3VURRAlFA1ldW1iFuUINfJ2evoXwBpEzwwdNQnkQ4z2ztbwkUF70gb4HO5IN07ZyWZRK8krT2Qp3HzTy5olIDF87k/akWkd/bR2Wauri1iUXc2CIdmA9dZkSY7GR61+ZgV0xmm8hC4lKnp59NPklUax/hThfsWxC4D6Wu0zoFDsrmFvlB/9wDaLySUd++lsMh60SXS7fVJH1PQI9bi8jCWtm+xjRjh9Vk6lIGw7rAuiJ1MOpwFBhx42zE4cphrwPUSBZRkgp+s4y+JmhjpUgizFEM9TRxT0WEdV+jUf0El6piZ13lxIse7pzFstgp5g7fVvKFwEVzgRKrlXD5WdUkuaxu1s3PD3m7UhnBc3VoQoSoPQmYFcCj0l/1sdVpz66Es4Q+Dvn56OnTcHCNOy043oM0b/x5BGE83fWSkqj1qGf1vo25KGtyccEstGZzTfAuEMx4BIJYZdzKqLd17qVoXnMaICcxI0r8/n0aPRM7HnF25QNLTIgiRbDMX886Lj7cZ/+tO1vzLNNXx+fleiTuy22VdqpAea8qrqyZ4x4biJc0iQi+9w7H+ZzRCKRCAqC19bPMy9jec5zuCtai2qm9nJMKH3JoXJyy3n5NznDRLI5tFDRAxmf655DJ5Zyur20MG48ZwMqHnVPdMcWkW31gJX5JBAstJNXtlPcJ6pyTB5wmLhUk8JPnAY5mJAVotm2xADpk2kXG/Ck3nUR7wJYCJsZs8YEW3ncePcCLLS4yy8MkfDMaxQqRPFcoVg1/KU2cn+kOpJNYeeluhIIgCVyFI8CRg4pALoVTupyGTdLtZMZIrvf3osdupO5wH84aLnCQsurax0USK+n+Jy6uiC+vUXw6CBXgRrdNN4znMMkeXa0GiUtZh9B6RcuR/Mqwm1hHBaRtWT+hWqE6qeVqub4tD1zzIFWCCqIMp1rbsqrVuKq6TJQLV9Y5QUQOZ7pRmCZLwjvFVLmPxIRxo00Z1MAjQ425xXmEYQOP5jG5akkJcnKPQvFzANBrBvfu4PJKpvDwJcebXCYKgjXRVohjGMvrjdnILS0+A7RUeNIR7PJCyv1zRWbiRi5mNJ8dCuTc7u+9ixKuhmLO8lAYSyArv14uVsWirZtgQLBqd+IaxX65p0nrcK5bPGu44xlxfWXizDM+Y4HKpeMz9m0WHIbzYssbSx/PAvawbhRjpJIozegqnSfQecEIynPn9Ph8IvjtgKMYtI6O6Qbx0oVi8edy85r42UDHayt3g6AeMc1WV9KxXrOkPkSpTky8W8hpTBHLVV2jBWw+AAg8uLMCEERRsaihFfOWLakl7cKOuyy9rbSUB0lhpbIjVDCbX5lntIC5pjKNBoU2CL27ROXqudmF3inA1YRLLaTLdMuCpXeQ/VOBykmoWygrK+iTz74EnVsvl7Tl1VJHWYFBrhXmUgSlDq8WLYc2lELPWyteVmhbOsT3hY6n4AUtLBe3cpUVUypbcXUVzAiJroz0NlJPiaG0lqWhg3o29zNJ8cQuukkqnRqcI1vJFwlQ5R51Z3OYyy0MMUHFEWClnq1iwEKBMy0ssWDFWzWisGv3Esrch4csqTK8LO7V8XgCa2EncT97xJsbd++TG1yjCfM3KNiteCuZYiabCopfLD/fp3pS6bBQpA35unoAAYyaBcnN5H50GxeCrGbIT0q7sEIItudwh4E+jgdYXhawIuXDXpsC65/l5dJfKd920K+euXoiM54XlVRqQ+uzryCy1HAf5VmIubwGn3GMczyDnEwSLk3gVeqKht3GdDnDwXT7l3HlBBlTKQkF9OScNlB1pDXz1ceo6046UTmWT20iQAIYY0nOND+zDeTezi4XeRFTfrAN4sYYAHNTxikHFJoeO3VXsrZa1PhM4WhwuC6M9YwbqwA++uHcpPt9qvbBrB9HKBvy5KHRLeYzj8mNTk1RZE3/zwwYDadS7VU5t6Iq3aKu5UHrYBUiW+hnuTvlmlRNYeeaMmnXyhB6vtxhroUpAPuNSq/TEs6xDvO46qZfMgbBuRCmQJqGrz5Gfp5L3WK/CGy934PuBnioqjFWKYJYGKcws7sivdVUzLjW4nBrNCvFUEyUcu2jeOokZmOre1o9R53Q+sP+tQIZCqZhQoYU6aKKyUbgimEiJN7J1329+u97qibxT8OtLqFeqdXTBYC3n3mAFPhY+HKfBS540ipDU/m4U+b0sCjSH7VSdnvYRSjNgb6HKC/lT2uY3kMed/48aYQPXXEFU7CmuLEliN1iGl7cvevAWqwz5AdTeFpL0zn7CL2C7/NqUJKHdW1y4FX85b30PrCVjqm5MzW6onlFgm7JdZqGq8Jkv3w2Z4FEKblvGgxwjMsYEIgnDDM+OjgdDvdUPHXfCrECOAO7zQqRdCfw/XiNldestYy0updnWCWRJ/ve+AC444krTwR7QIb2GSWnOTaOUEDyXr6Nq445YFq7ipVqKIo5TUfi6fpBAYDFQ0/PTawiltj+rG5i3Mz0mDSucmOrB2haklivx8GbnbGZ7jLCzw1HsFoKJEc18Eg9Q5RZPUwvz8lhaYLbu8XV0c22xHrYLn8dC2knAw9PRnpnStd4wBKtW6o/dPc8EGyQwf6U3RRk1Hi+40ZJn2s8zly9rF6lbeRMFjgTl5n/nLiVfr+JVas6IwAb1wlLyRSB7jyKyO/k/mxYZh4v8UfFoYXK8pzN0vTrcUNRAH7XrJJWhsV7w05qBdoZNSe7SaGImS8X2lxxUj7m7bin6QAkAmfyVbUMuuoWsttZoYFaWukoI2My60wLjPEwulMe9jUS+PMAbY8efwIhYYeR939I02RJ8+nlw2cbXtgUToEUnJnnT2mPCkw7r6UM2XRBJ4Xymvz4NF7bHEKpJdtB2GUAzTmSr3U8rJ49RazIPcVN7NbOVFava/V8FDgV76Upcv+hN6BiNgvgkCrfbtvLBYodZrYXhqNdJ31ts2628vBcFM0xM0nIX06GnldIrG7KRdC9SvuEutoFq9aQN2bEXDWEVcPtY+FOsFZzCKqJYN3KJMC5YafQSvVie+PSGh/FTxfhY7EMrC9mL8l1LQ/7kMI3d2x7SFMr1sOmRgukWZZByxZ0NSiJPMUtOEHonQF/RS2kizfNPc3jAi8v2dt1aviw67x4NieTlr3/itf6RpVA3sQdN//uonjze1+XdiBspFqxOmzXfA5jR9k8QWXdmBbP+Hc/syN25V2WG5Lqim4J3dL4ODUuoICeBvaEl4qrp0fQbstwwVjY2kL3wfhsiueuxsdsZLP+5UVZ7+rhLOAliF7QwBrUm+nE4VW2z23CUYjtDaCQIvBowqKTjVxp6ZO5dt2zHk117StXK/RAKlKm0oq0urX1nrmX5uT6QffcGzM3z0E30thXwUxHAuM8EHBjr/W7G2mgvEPsecBQ12vc2hx6FAsRTwgAiCiCWTF4X1vfq4B4bRWJs0pN7Tmm3GFPGohFrKaobEjlAXe0gno7Vdnj3vZ+vEFdWXev67NVeqtyjj7/yEq6HoYeuqgN2LMGWAqfoOjBjg0CjsPtDV6gVaaIY8aiDCxlTakrDCSotgeoCWSd5Qb0LDgkx3HR/DSDVI0TcVEPqPgwgT8rZxAeqItlrGcPB0uaaiaDGqX4qhLJHVOHfc0hl95kV7JttKLzFVYAA6Ygl89MoNUUdjWth5LPE/A5sts3boRNsWYsW+IQOi5tHF/9xbvt4YcX7wARLLaFIYRw+tUPkA8kIf62cDYMJIITQW7W0z/LIlWsZfzjl1Yhnc/Nq1o07QZ4fwGSdGEcdaC14MUN2nZjtexay8Rtup0BgSqvmA+WzdEEKDKsxm5C2edcTEwibDySdMfMqEQoM4tFJdncVK/vQ/jeQqxLoALM+Ts+V/e74lIEIMqrrEKLrquHqWVHHsgwfswLq6kVRO7Tg+YPAgCZOnCRy4IqhP49o9EFu7oSjJIRqKhcWyrzRX1bct9H7TzXoOzhwjL0FzLJPQb+muvbI7V2dAQhAav5nME85kKHYTfup4JprHgC+aDGE1C5Qi5ZvrburW61rrFpKymBR5DsJVLMIZCydiRiFD2v6mTdk5D2zS2nOqZcca2z5WkKSRHY3ebycnzulOexLiq1WYDLA1uyQJxJJzuEWWbP7h6AzyFrpJET5HHNPA8KoX2uiDlVpg7OOsczc2N0a92T/KMdWmqHV+IyRTvgztgKfhefeGv3LWwc4zp0Fb7whL15oo2NHe3EbYDqweHvDlpJz0s4guQ6bEhl4bJWdRyEbn11adggZpvTMllhj4srn1ANlDYfWlBwI9E+F9wI5ZjyrB6oj6XBlsJyCVhwAHlaRglkAqHsLJxaIdHYCASpmK9Qxm5R68+Kr3pbkN4guJrtFup3TJd1OwMIopTAWZnhTE2oaDKBJKVzXWNB4W7vIfQ/BCTCHKHUspZVqnaJdQASI3o9iQ+pttcdNspXwApkShYkhIqKV93J3jOnJ74jBGGY1Pszhi1nrtyvjI7I2AiHCbVWHTmQpY8rJ1nude9PFD3d3h+l15TApffeUWL335F1rrfrm7irSu1CWAgyW2ckbh+fkVpLXtdnfogRHB9Vfxtbu9x/RNwXYaCx9uLK8Otf/z0I6mYEkDxJAC+vEcSVz8z4uVg6LCKIq7lIr38AUm9VySzFFFIrnT96Ew+KKbj7Fa/bIsbn8EhkKGx6Aku9LPmITjXeNMSKYOHlmArC8ppqTizZ0HFBMTGJtY3VYX6ZO2NzDPnECcRR/LIP1jhos+5snkPFzprNkrefIp/ee/1EiV3anh/NaqCjiV/Aos0s7BDMvgoJ3H4wV5hAp13NYobdD1MGmQOiUEpIJxCY42bnlm1xQezpDeDDLK1BrSPHuUbKQXd1ilKsK5Cqq8wLrNyiCGHydWyAedVjEtBHTDG+uCRoNv5Nw1qUBcXP62uLw9OP7zOElE5mP7yh3+c2KB1ZVA9tsz4dOs/aNpe7ftXtk8G+Vqlg8hSW5rDeoIqhPnHIZf33CU3ngFoKorlMp34VXNZACP4V2ldiEMUpMobAxI+rT4+As0nNqjpnZVQ0nZROE6ZY6JY+8n0NaS2XucjzPkqxi2p9yunh0OBCdT6oZI0JBVPkNxa1ALKAVbqpIUY0niq/T/zUlEZscbMo11bLK8Dd/TOVEre3oHxvpoS7QLbqV2SPJVIDoJqubY01rzhfZZTughHqUmJam3GJJhQl/PRnfx4r9ut/+NvQKrXrOF1RHDWYyQWxAMFZMShzrKTF1+YD7XCXti8z0EDjvuK6tjg9Dax0qfk8FangpOFAGFt2TVSBBcir8xBkOoqyMANRYXPI1Zx8IDyTcFM53wlI85M2aFZ4sYaWK86T1788I+1h21T7W2VNK7RQjhzBMIlrOwvf2Eo2Fbwge4RSTqhflzSzEhp+TX7RKvUL/PMpLu6NHfMANsTKfIZAxmpFgnKsle0N9HJUpPML9p6BwYOMH1G5v4bbq7a1fKtmUsqUafFaLJiWQisnMICFwh2QSmeaxQG0NsPa31b70UyKf89xD8aas1iXKdzbFR5mD5Rrl360eyBURxGmmxxTcfILxSzvQFNSMYIbLDjgYUpxsBrUdAkvqN49RTDwesV3dEYKHFxZK4JauLJJ1bjQupPJ49UhTf7S59JNctaln90KXyv3VvB6EvlcS+6sXyqo6jTgZ9ch8v5rjJr1kgV66R76IEUIsIypXFE/Np1a1NROQUNLy1ApV8y8YLD5fEaukfizLGec3eZSZD5MrG0J8mVSKqZkK8VyLnqpi6rQN+K2VwnolTSNgJjwv9ZGZVdFvpaO9dzoHBYw056DfKK6WzmdDZY//+JnqZf9hnF5rrlHTjpeFEmQ0CLY64mZ29Qj2N9HQbM37pstUkJK56yYS01fJh5cUouAVG9bEuWspxZaZo19DCvLEsEIY4vRVVZtv1SGnjDXw+u53l7f2NXqk/FLsAlqlOXhBshhU2aUF8ktKOkpGgbYA9aOeDkTItfuRcKQFlOukEOqBkbEkTTE2nrzIUNSxjn0d3A7VyGfy/1Lc9zwQK1o17Uh+kYDTHIAjBklMT+gBYUMi8Rw/Pz+xhjVInd4jeOjrc/TZcENZDXQPdnAM6yN7mfqJHkIg+JZ0E8FQpf4lF6wATN0j3SBMtAVQjsbMgk7aJkHubdIzHE+D32PNiDEnB8AhfZxvT2DxmYdOMl9sbjpKG7T4kDlhhGe5taXVKFms8KtbHFSRrDhKRwd6FYDOLFeU8bUcZd7eqT8nqCe6nfd1vIHs9hRDG4Vz2EOrLoEuCcVJxoW2vTag5w0mKyi3LAehTlN09lKt0ydrnXdSwWywJ+smULWuhIE5FF4jak8QAphdGqxsmrQrAerDl0Ug4BOWnhWUbaAXlqesE+T/CyEAj+kMVCqj1BNM8s1ck2tQ2698V75PCsk+FwR9hGZgbXSzfX1Nstywpa9iu4AAP3sF3+KC7sPEPQieIarp9JSsMPoQUgthJZ0oGXdpVDb1Ibhj2MBA9oIcAnMcL8+YahtyRaUVxQrb441Nb9TiXdTjB+voQoMSsFUmiTTtp1r6ln0mq5hq8YRIFyjKukERtvkjClGFZf5WpfKEAJyjc2bOeN215D8Uoq0hs52S+4Sul0sVn3oeRraChpUjLSMQGrtZnDX7NlpDDmVZrcy/CGNE4jbdlKNZy4rncvNSYG8esrmHcqiD40lePeW3BT5o6uLo/jlWgtTAbKEtCpz87MUKD/iwdZDUPjw3j48kAi492lYEyaKjQcSz+pDYwnkvTgDZWm1xqbriu8AUv3wnk7aH7ZpCXk4HCCcWgw5iz0n5rPOy0TRHZdOpcZmM6KVtaK2gDBGaxtSVrbc3vTDiXUpBDgMk1jTlqRXE2vhAg5VqZFHIrlFXpv5mHYKNJmdr1I4VwibdLdYnAbJ98LiEV3P12oxQUFLGD10nn4/u2oaU42lomvuUtVuIthxxUtITXtEhHS3gpoWm6R7CAWK+VnVScAeRl62jyGIrmnKLrlXhVXAIvGtB7Gsja8rMK7WMuMftNJBNwtcSy9cqoR07W1VaR53FkbY3Y1HEDp+AqCyT9pkCxobew7Z4IqcoJ6FTLKeOjkGgLSgoM4sxeniASrF5HvNl1r+RZrPEYLcV9Rg4mVjvOb9RZ90BL9+52u8/1Azg0h7johZx+Ha2gsK93eH2NjPENGfA7y6OCqQUrBygXBLz+ScEOAEb+7KPsXtLKaogDXUldU4jJMu6aHXpENUpuwYwAtM8OtcmYeL4+RmWzEu00btF4geP1hK1DKHGkERRXr1+k1GBxy/fpdepZY/LVPKZWtCS1guqDyZ3KUbHX72+dXJQFvPHKbUnbn5iNc6TY//9M//ReYS/v73Xw+nr97gjpIY5rPnZ9fJc93l4az6eJcKggVQtUsWwetbu3mPSnIJAWP8/JBF2N49GN4g2N++ejv88JqKev69R6pHptGUnfMs0eLbhT/yEDXEMUNz+HlI6Tk6usACN6SIiFMWAcJ0zRSmTowu6lcBJgIvIQ2EwFCC211bNaJooK6YAFAKgCVw8xq1vgpNgn40cKP6FUpVVjjC1FIWsqr6YNNK+pdp6iBP7pzXS8quvj0+R9VZZjipSsZ77vFlu64f1YfhjJL1CpuWUGUUl7r4r0mNBejxPUWfq3YvdYDj4jbSvp+dvsBNMGPVmxB7D0e8V5DG6+3s7idHucEQ2fv3H4fmZgG6Cq2UljNHOIdaSizn1pZUTHsXk9vEY4sQtTAgcaBprz5iQsHTe7DXjowpi9l5plOtWO5RQr6WtHGTDRn+6Cv8X5Ure+nfq08TipKc+sHuKWHYLueY1NajYVheN9Wii8x+gLKenLbrByzwwnpAeIj2IMpZkzxwToofDaR7dHG+xw0CM8e/ZqGQblsteliM80RW56mzXMRyKSw2T5LVY7eAA6zaMYSDmf1ZqGsbcIwJyjW6Qd0SqYWg4KE5kd2DmZ9CSENlo2J7loeYJOi19eURGu2otWQ8x8Lo8sgxnWSjpo4J3rm/VQLXi6Q1rgGAmC1B0+QlQJgp3AibYSkTp9zvf0Nx9Nv3m8MbOuC95s/35E0nFxnljVCoYZNy8HDqluu6scj29bmcFDBQUETk6L4uKZ7FFzhQ66eSImyOOI8lfFGu5lklhpcoBTho7mW6CnhwfZYAHt6nh6zSNHWYpMyp3d0xY5qefir+q5+U7IiCkP4/tbdhOsX4VbFuesEYsrQ8bLrKsscZwZ6YtMjXqZqQJhgAo1I5Ve1gWsZUhzWgZUGiaIzPBE18j0+YSo5iDeWBdetyz4X0divfyQiJ75oHUd3q7eFEv14K090Pz1mnbC7gaT2kbMzc44f3r3LPSeKHDFD0wsxRIZbUaKjQrdhwdqnXrA71bZR925sUndv5QgVhOxNjMb4y/yZOQ3NzWSPjQBu+9a7yRQgpRP6I+w2aHIXnACnOG43GN99Q3kZXhnlQ1bCaJuHkrpqeEaFFOE914U0bqtSVinLzVeazzXuanF/nwlOHQVenDL5xDw5OF/HRfeMRvXW2WQmLle1hioAueyBxN0gfSMHbJ+nrrL5p3nvMhm/tUI2BGziHy7tKIfMc1QQXWkeUnMiuG753so024T0cPJE1WPFs5jmtPL7FzA+hYUnjm1LwcGdkaLjoSw4RpXh66gRNirJwTrwKZAWmiPmuam1h57SaKbGyPAn3chiePLrHIh5DZNgfviNm/ub1Lggu92AlTLMmqWZo7pyLrUUTMJhBEbjwR7gpgibXV6s3IAi7qPbPvBM1cDRo9Z/xwMSq8L8aylvWqjfxisWycoDPly1j8G+fpIBEHo5Yrso3pkpBgZA3G7ewYk0PUDFVRA2LRB/r4/0EPSwr29HXBIlxgRqH13RI2q21+27J/U6i75bMADFtMqTB8d8Y9+VBzG2GqVRKQSKE+6abmMnHuqythrOnauS4ZjhTs8x5DcpImpxrbAihC+u+S5fz3lVWGU2RWLy38GC9uI49fETsXQPd1hDQLSLAnYy3E0BK15h7Mm5VgbTP9v2GMTXQyiJnjUUVoFfLFQW0FJvXr+lqxYkt7ioT3PCcrmjwdXhgNQzK6sIWOLS3EVvBwuxtMaQJHqzK3873draLZ2zcCkiaNiHxHPk/B2WpLDc+M89HTGghJuWdyxu4io9n6BRHRTlxzuIqLf9XaO1v6gF4d2EZCHh+N/S3yblD3EhcVGaL2EpyYX+a9hGHaLZ3w9nB7LByd2JYXCfoXsA60HJk/mhuWNyn2zeu9uFxjV63lGVxmUVcRMgPyY3ygFTADksrWEQWQ4EMvMvpXDW+nVsfrrn++LutnDnRQIW9ugjYvaXmbJYFqoPq0Vw0EYo7/t4c7M7z4dlrhrAGCS04WkGsqVClulIKFfdIhk21B1xwEha1oO/evQ5iloWWLaI1jdtf7S0SS6bJk0XUBaUnJ5sKmOqeoJfhAbSj+ygmM3MQV7Rc4fRA1XqbV41VMV6RtubBw6LqVrdY90KiQxfKIMea00r0Z8hwnORyIRVqlZCgheGID50Ef/KmrdepnmKLG3WVe04y2j/Uu7KU6YDIZ6VXDofbwy87StAkyoFQIBUyOeR6LypYBc3QyLCovAQFMwOd0pfnjObOb4aXP3w3/ACR/RTBW8iIw0Y6x8rIvnLtD2zGhtBJVjG8iCUNKl3tHOPRgMo7DkKPK/vAmgpYpXF2kO5SyElZRZkl05zny6rpQXSgTKuG1UuLGJ7d2PL8fG7YG9uJIpBmen0hRdA64jEsJx6ABoQHXWBWz+rGPKlCmEbm8EmfTIjI2v/VaeUS9N2jpQeFRonsebPLG4vD/c+gLEEM18SmhMcSkzP8cppKTU8Yo+ySCiFHJAoo7O1sCtoIrqAp5jdmhq33agFGWN47GZbvqVkZU8f7L07ot3PKiGxc0PPLNR2DlL9kcCabo8u8dAdGES3ynT2iQJye0FcHyt/0CnzYFZhCczZx5pq4J8Y0ugUG/ELfMR78l3hVtzKtDBvCyAeYsH6HG/ucAaPf/fCyDpT/6Q/6FbiUi/yIcqZAVixkDPHs+x+/tveNiftp1ULvuBarA9mAzVFDBuQxhslBrBpIxxLYBUGX0nxYDRuyOVh1dAvcr6DzHvuRrtI7aAnrvQKirVVQgVRHhMqdqXGdoN1WodJDVlAIWmnjVBisVzQ+byh+sHWjPnwJnuFAUj3GXQJPAiLcT5pjxV1VcTQsgLNR3f1ac2hR0uR/ivzvn7p6IvdRYnxbOaJ1U6gMDXTgUuGhhUOx+6xbH7YolP81KZFfE6NtZZ+0pI5tcK+P8diqv6+lf0e8n3MD6Gjv1urg4Lb7f23KWUN4Q9wIKm6D5wofVDKd9xwShOui7Y9OM3fu+S00Xlpm2k7ycxWy5WF2bZwF9JzTZWZPXKPdnZqQJufVc235VtI5pkg43/OkGmcI2VIOh0fgEgYQDIWKPT29dJQc6KFtD5wvT1DqjU0uGsSrIbLkAF8E1smdgYha9ExxdEjq1gekTyiv4ZUPFqeGjUdGMIAZdtqb3NNWZwRAxoKF96e2VtO7gYITDg0yLVOx59UFLi+0JJHga2YYiEtMTeE6LW4GAR7H7Q3/USsVl5ANNS8mmMFGic6aRtHVSb4oII5d8Kh6scepuUbr9VyNnOb6vatfKYWS0RatNX0pU6W6sqUEKofYDfbPcnEKUat4p7frSDojiHbJe2CGBir5CZnExM5VGVUxftJvVbpWYtxKr6Qixfwswq9bfRdgy4599yiNsmWke3HZqjWql6jW0BHgrlfFoZ3d0t1SP8vDVoygRrtrwmpMqDAnndCFNhFWtQ5py8UzVbuPCSppgujWgSn31Gs1IEiEe3uH2J65IzJlVkFJFXSplq57jQu0o/44io8ZlF/9hpBjL2tbDCFpaYVMx01lz+00eBpqZiGx7kVNJi9hDJ2utTXxngShOr83gBorLjXR9/g8iZXdA549RQPem3F5lF+1hPF1QZdbbtEayZoArlKWQSTBwbmUyAVnsQZBuf9FulClz1ApMrtAuo+a5ZNj0Xs+k6OYfrgKZbqeeQMyQ+QmQhrolOkCh6qWzI0dc6Y9pSlXDKuZwGJe4ztHxwoE+KHc8iTCMzPn4TR/pR/f6iUBdTJDpMVGBQwoMJXPu+I9smgcnuKDWwBbtDnvwoPtrAxcv30O2DVcR/oGzaipg/hV68E6Kf4f78mmeDraQ8fdEsSoUqpC0Oqwlwat94ZwoAVVGBo6WC5daWDXooSn3Le4dXnyxuZpOTs5wb7GmKR5xNHeVTZVKYIOelQNZVnpHn/ms9x8Hc+4phxI4njXwwr/t7Tg+AFq133qQT9++gl/PghxYxKifUA1XKY9riloJR1MB1bhFlmOto+gaWnUCcXmKRe+3FNd5yvX1YNpzJr7ziI1IKqQXolqtl001tXiWJh+JPmjKZfsBr93rsoHe8t+eBuqooOH09M2SqC2LPxe1m+XvkqyyBYA7YynBYBMWW1TKC0tz3aR8lQFhVwnS7ZEXbW8iSkbgl1UumIVpVG1//H61H8ao2JVU5lkTrrtYTi+Okt4Nbr2faxER3Sz1yJCcdftBC+SS95bBhHhmamaIszb+a6xrrye6TTXRHOlAufPAxrC7WwBrPLpd9cnGDRVRJ6MkSgWiYdILVi9OmuRGhwcgLLYLi5at0i2NNR/7cBA1S0qSKVJQoA2dcCNexMZpcY1tKy1vWrwssZuvH5+eKz+AG3iOS1aGYKK9vPoXx3h9vCZTr3VFQw5oLmfRYlT1rVWLfkrGqlL1w65aJuHwqr8Kmuqe4hg+p/34902V6cKXbvpLGGt1iN1qG+sQgEmvrJ6t3oP1VUuuUDPtocvcUPLebacb8lHuXw3sUtZSL+iQIw7RBJ1yTiwR3QJ1OrLvnrLfJVHjz4it3cvhdrGvh44OzxcAkzIjKqhsh7KSluI3kmgiMCke30xeBS+3ssnhI0eP3YlGmtYSHCCHtxfC9ODSOKWWpZlIbvx4RwC4moq7NY9Kgx2VXfP+ujxCLlKQSvC8zpDxCs7TMg1Fnzx947+swvFLNX9TxUqvg9AQBU2UyPhMmfuKLnyuKVyb933yiyUSlZxF5e2M4RyZnl2Q546+9Y4Vp8nu9XXhG8VdCvFa8p/3IJyni2hhi0rQ2I4Snjh/ehR5vQHnVfIi154imLd/QAOs0MfobfiLzwDqZJpcp/TViUIfKbiP+KmNpVnWjpDVRpkzo+WheBfPFsklKcmRLbU5ApgWZt6nc5i5dlymHSZzHW6EDH/5ud0hvl3fq97UGMB6rCIwir3VSFffFhdZIQYoRR4IqrE8SVOa+5RCVMdai18AM8IeWsSxbWrwrxaa8yjYZdx9+YBWGo6c7mudR1dKY9RWbdYTilSxikucEu+px19fLqmBHxdUw4l4K5kiz3r1rJ2tS7Fuml3XZ/VPjB/xGz40RaLF2k/80M8WMberkuYLSoTXS86xD/7jhHjP2Rk3x2Kf1ebYHpQ3JEkt622EOV0X6MIi7KmoEji6FS+UAtbP5o8f+Lbiqdd6Fovq0YaU0gUVkXM7zI4N7lJGTgWr1dNp+CPQNA6uWZdTdt5GteGxpdnLg/CZzdOk9VTfXcb4OU9cqhTqcHnpAwsHFwndlfFTwEvUtsqZswpjndnxYaAn/+ucGAyfO9bk64NkxRbZ90YP+cc+r4AE1G2Z2nfYhPxAsYEsjQuZyo1O/NFwQ7p9aRSPGJ8h4sSY2RNpQAbl9vflnNrrx9TfzXLNPW7vF8cxy+UpgfRg1zgSOrdeGghz97HxUBd0GSqHTjfM5l0RBjjEWljkxT3uihYNkcD1AY2yyJnk5+lKqFskpKT93YLlzvyFaGugUoZE6qty5eD4MtvqfCeIm0THmgOd61bNGK0bqGAZRWKbZMD0JL5LsAKZGJHtScHJyWtWbPsZfl1EezcYYCUcmWT9uiC6Arld2WpSw81VkZktdzkiF+jsbVLN8tcLml16au4qmu+kcfhuPGATvUsAV98bq5vvO/WSdnys1U8W1T1O9+yur8LEHlg9Qqsmlgann7yCX//AsBkqQl+EcfTzkSvQXfP9EvGtVWMm3hWVFcEViXmOnM/nQIYqh67mNaexna4pc6qdA86Qyqpk7iPng35vlbNFLsmNLtYMvOujUyhO+yeGbfxWVr2eB68N+SECJFbJdtGV1H8onK86SboHSWtUY2w/fzqYlcUQmeK+BXyh/uc65rmqTSWP6tuBP6dvLqlVunvVChqVRKR4+ZACuj4uhrJYMx5HWt5cggYaikkP5tpJXm+94zcP+IRpaJyvnuXUYZP1kNMv7CyQqEU9SrBKHJyyL5ddeeQBZetjY7bpjsqpKQ/VuIVy5Rmwx4QhaDSC731QrSvHeCIs6ocqCyvmxyBbzWHLkimQtOSpDK58iT8/BK0C4LiKXkE/LQrk+qVWkKcWLjFX6V52yxANbgxGT+bFWHGWgpZuwa6GNk4qx78L89roF/W3q8Rs0VPoLn01eKxrGus5o3hzHp0TmyNN2iAWZPK7jLnGmXnA/bkby1W7R3XFdyaC+I1dGPqg7onUXQ9n8LeMK1GkLxxV0rRIR48PuvDh1fMC3mFm0vfHMe/W0MIaJJ0Au6Th/OE150xaCflWU05ytoKSKF7FOEo61ZkAhVWzFfLz+opVadBFXflZ6Ua6uLaG2k+ruUmFtE401SF7Bo7VQgAZRqXpHYuEm6y94NVkiDgge9NlTOeUEDG3CV1kwIsHVFWDFUsegAhh0RxeOumVCQVkNjn3u1jK5dZSx4FgYDlnvi2k74Mo/SjlQqoUIZxVK5uRh22UM+10RJa7Lx+j1EGKHzb61yCqSiQFlGkF1Y6KDjGoMkYCylqu0SOXf7kCUSenPkpu9mx+CZs6wSqfjX3nSMoglkHMBbRhkc8aFpBhrNYVeeZxIsSHwlkzleLzfS5fJ+xoS4ZYEliReH4mH0PtZtc9DTdnmw649SaV11aCys5TYxUdCS1azH/yxqq1dg23Y7eGzTUKq9TVKg0+uV1y44GQKPvWSzdqzGyd3xukV2KzNwUQ7FySqN2tzPC5GerSOodo9ekS3Z+4u8LUc0z5hodXCrNn/e3g5PcXz6qENNctcXpVZmjMKh4mhnv9+TyCRzFirQ75NpxJTOAqbi9xy/20wPX1IIjHWTMCJDYfn+UeA91rCxQfG49jrCyEMyMRdAqdbKEO6DltlNftU3J3E7uVWK2iLBKREJBIjpdZ751mY27Ok0xhH+9DU0/1UoKsT2BRVQVNjuyO7uk0krlqoawxLVkb6XyRo+FT6m6Tlzm5FPtexSVHstptZEplA/vTegbk9tIms77KeNy+lpNYJOyJ79Wa5kRFO2MeY3khdtzpEVqPDQ9XEfPn8L3trjfbgM8HwUbM8aL1iTaBIDzYPGGsb73V4UFvBtQM7WZWFG/IJPpaGn9qrLatgbd3cqxajWDl3YnSBygsJpe4ELumZX3CJMffJXSrpypcofY3Lg5vE4U1vl3E2NoZLm0vKzaSdQUrqJyeW3jzeq2Fm3kQ8e34e3UrU3RozYucqybhzR0iPy7eqo4BLa911gywto7CKiJr4ZF2DNLuAsHummKtsKgcKZcpw5PnJ4WB3ZLmT9jlUsYu6AVqlqimWsldulCdSOssaz5ebm7vaFW1lkvowl2LGG6yQk21LP4GWr6eBjtdXlPzGAu2e631ENxWu3u3UAlqWDsgYdSC2DjKumTJuvTc9UWLeT6rPbXcmpRdMkUlhRre0c+V5ThTZqk6HesorEPr50jjnVcfQ3rUen1IIX9Y91FRLWYpnVcj4xoiBIuesM0ntocn2N7DxtnG0TbbWLUfVzLbCys0lABcI/J+Vr3axrM2I1/O3/Tb5VJUllWiKS4usCoQyaNZaKXE7BbiFOhUN+HmzRZQxsSo5ab0AE996MUTWncmnw9CyFGlFsLm1Sv6LWyJQJrE+hU4LnnpmRQBDDLAiad1XUmNZmxCPFBBUc8OJJ4y8TqNxtvevB7e8Qeu0Wjqpm0TLp/yRFVnJlcjgttAS8Lcsrkrkyr5XMsdo5bpe5IWQNXbIWzwT6D/5RAJ4fDa6fIbU7BlJi5cNpXc2kjjK37QI8hE1P2/jVFl4qgSp+ypwu/nOUe51NCpTUs4EQTGYEU+sp6lGX0q2tH/5176q5mSdboNfmbv/NnLQaq3cpul8A2IKJPiko82oUxWriEqo5G08otZu0edX99t8Bdc7twXWGEJjb6zKLrVYuSHnO5SFVVb/PjPVy2rc132R/vybDGZLgFxIIXjo9bpCtACan5Sp2fVgninjdk2Jzxxr2NdLh79fJF1n8eQU0oYftPvazmclv4EMBKJai3JbDD7yplUUwg52bu0+LjBFTWc5ESNZVv9s0K/1PSCtajVmgRi8hZszl0OhEgdIJhVWfrl26q57k8vhDPVWINl4svVHHEyAp297f37KkND8dklHmoLbYAgDY6eGKz4Bb2fjULEGOYta/XRLnH22G0BoSWY0DHWYcVO85DoYwHBzvHEeazMy66uRI3sRYeTxcXkWSWzZ2aVTLJWwusafdC+sr62RatVuDuZC2tqs+q9Q6CiAAm0M146tI6FWtIvzKQdmgoQgttT5i5ErxVlDqGWzMPu2caSymZ/CKnt9zcTEvSUvL0Eb4KI0auZiZq8aAVJxivUvxrIl7rQWA5lunRtRFKY7kk3l+TJ2Om2ocsaqVSyjreFthozNzXjbAm7vY5g8TdzotWfrPi99K8ooftI+t3HhgVa0ta657XtfurfF/da1mvZok95E05lGLhOzFwCjibi1zxv2uoVa7eQe6ZLUflcspuseqlgBFdSd3cu9Q6OlLOXq5apYLLSXvYBVyLOY+1swlVOK+glFow2TBSFRkN4TNWfx+pcihYLGI6+snp5V7TYbwpQ63qLoweC5iNcS1EUONq7SyU0BLGIsuEShqvqJVncLPPjf9aEXpCfp6vA3NRum2Pq9a2fI8Ajvlyzer05zy0v/W/ZJuDhbR90P1OWFLYgTRIO3Gcney1liKmmmp4k+izXulYXPpy981QpD+saK9COX31lC3BXRljku2whnAuxVpWFb37j1AAHJTpsF6vNvIaIXSgQXKVdE0fg0xwdrUPzLuX+NREslZ2HB7rFb/Hv4mbc8b7z5hNoiBk1LXuqOyeuDvVHn6Cpl1zi8wv4SEy59Fi6jNyUQwRDfIqmJPveogU4Qb91a3WUqqJCoSKlmuARV5nQO8BsliVZ0wat1mnim3LBS3wqAtM027ZzCDkTVPfTnvontTG+JllFUtIixxwC9RpW1+HoNa57rWs8sjN9e8+YpOrPEvbl64zkrbSgkcgy6W+HcOOPsH1kCwR17nQ1YxfQHBUgOGV8qcu79mEcZV4gakkvAvas+whGJtML34HULT6+gXTuDb4vpMBN05EnjAnyYfFCqHsHCVnRzmbrdk60slaLoc5wrQA4R/zqytRAIIs6Y/DmqXyIgCcivqwuZl4WdnH69zHxQ+GKrh+Mh8iP80DUFEKROolaMkEmniecKJ1wUWuVT2CgFnYFhpl7essteWvHYnM1R6X+LWctkLYUPnq0KdgVzpGSy+SO4diEuHPEB/TKZYgGiebEnIILoJp3ei9e3eH+w/v1ZmJkkMoF4efg3yBGA2ruJBoKfIwPU4oOhjkdRczD8SjKKSNVlclQs1a4r6OX8DqP9tGC0BgR1tpQa/ptXPGUM3zS4jDMoGIcS7JOV6RKLUK3NM9Lf8VTEBld3LU8qYXcEInuXmrV2ADTVGHNg3n1U4HtuorvqzuVy1XGCUGywJC7phC0GLXLOZIMGq6Us2Q8B4R/ORaW2pDi9OEsdKDCmdtVrZlpBwL/CqZapq1/c4/QrBo0hTE2fvphi7WrQljvIWSusTJ/o5nrPrFG3c0r/Y+mlD2MXfdJQ4jSNfOw9tOVwSyC75AiC47v7XPbxUA637qKdSzp39OqyOtw1louw8f5ci+7+5upmvca8bMra2tkxe9D+WP3Ch/1921G/k1uIFAziOaXZukl+BgzJexDlZqsP7Gq/Kgd6k0cjWWSdMo0Lp/IXZwv+coA/fIGLGW2hk1NlvmfEkLbUT9UZrEe+Y8KCC9ZKwzp5J2yvqVd5ULts1sgcJob+tX7klT2FGON0q3e0QjBcgrR83CoYceUrc7gUeiJ3DNOMlrppBXiOQkOM/dRVrk3N1YGe49prRrw/QcBmKpFMDk2YHSK21tMReuxkd1m1qdigEq6epdu0fVbt+hMCKPHKRwVhGuK/vEUtM4EJiT2E5tAm7vMRb08ARi8Zjt/6TpkePhewK/nuiFm6ZlH67IIRunAlu0QFQktRGjNfGzbOA0Fffd+hgYi9ZdWoCZxW6V7DIt9F9NDksLlEUkAhu2SsWN3q0zMVIp0YAm45sqYyrgondc99pJVHvCdfGaLPZ2H+nfOWK93AhaVtf7iiD7vhur2jdzBBCUvI+Q2iZTzeIpE93i3yDCqYGM0JQtjFudw8jnNfpXF9BuLa9Nd/mIQaSNm2t/bYHhs49r7byO7nmS3dUgrZpV+RzFv/W65yjN99Q4bhKHvpijbQwW8w7Dflb5XnaMucOSSLusrtt6cTtxoQdPt1Kk0wICe6TaxEqwaXfH3N9J1asClJg+0D3Vc4oCU6CNZzNavpRN5YhL4d2kxnxdi9976OCm5REaiKMCa/tye63bNmQ9XdakevL3+jZf6wJrUxNPd68keEspw3hZ2Y9L4nJ/UCQFJ53bodFcpwL56NFdCvcJFafpXnC2VW1JFhBcu7h+/91Xw92l0+H+HYSBGkhzOH6whaBjMj0yT7jSIaGPocVmHXEQSk+rArDA1hsVrAl5uBpYmZvUPZkZpw5y4i6HHbTrgubM3twZBdXXB4lLT4kzbWt5eLrLRsL4X1rLAbFz+hk9emYgqE9fk/sx1o1W95AibLjE5WZ4QIWdFeQmgGp3hNKOZ+WyVPvI3Jdavy1iB01yyRy+foRrizzklTBvm5qN4fOw1gEo3Ld4Pt5XJbl7B7mE0S0V0IWyhKgO1SjobyfDnxWhnYtqpbOqDQVs/mqiyOamddc2Bnpkpct9HZEd2oGKq6zzYBIjXo9EAOMwrWbFZRn0E+JIlaFdYTWrxjSqJdftYU3unbUwj7fPWEMbpW1uvskEM4kKiwikCKtWLFYybUuq2iL9j7h5c5Q+nyDhOYo5qGYafVXIUTWnfY91Q22dQTdEz51UzSYU5cmU+5lnjzt52+28We9alwpN+ns6q6sLX98f//xxnNnQ9Xg3FW3qatf6l7vrZ6fRmvtobpIpA3v0jDqh7NGQQGxlghJEDcURSuhEZXNEX2TTU4vFJZ/8wze/Gb49fz7cWX40PGWk2cPHjzO9N0E4gtdbI0RT8an6xTZJtiTJm6pi0IaYtkR+hsRECKqLdgpwm6sr28Pc0D4VAIfHbKZ/UmS9MEkwf7lNXSUF0ri455h5i0OPd0jAcoamaY4VJIv4dgx3NoKR/CcLHg6xFAeUCQ8lYyQuNjWfxpbmstIPJjFSdSorK1KHrPepqdyLPy0t2Ye4VvwRqa1D4k5wEIrfWm5mWb3q+paBLRGcTsrQipXUdKG8sXK1qX3z0xtHzDwk/x733MTH0d314wLP2le8l/YZEaC4a6Vk8pnZJ8M9kdJaL3N9V461j3LVa7DAS69fmpkHS5ZLWYHSD005+e/ET8Vt1rmy8N3vSjlsDpPvbaNY5WLVY9eysSph8z57vCp5Ox33tNTGXaCWAZrs6+v5yRpYN+u1jH2n4+KmXWUofp692p96/B4O1MI0Hdj+3kORQtBv55+7shmtZ/dCck3X3yWprgt9nWtPW2VRU6FVxFBtX2Y4uKdTFl5bXiYFzybSkFeo/3Ug0CUpvgkMjrK2MM7sz4kVDeUwuQOpeZP6wq9OvqJk5iNmDX6cqoOHDx9n3oYNgWq8eNsQK8LVjEh3zkbcmnboPAfxitxI/5LTxu2We2sgP22DXG5ojjkhJ6d3hjOsdKVd5NBZe8fmjtkW4mA4mCQW5YEezqwPdxcep4NcmmPyoSEfOAXXlIu5Uqz6dUYnhOoQ7V8wPEgtP0m82QqZk9aINyDqZyc2BDh1kL5RYbzhT17bPIrnSKL4VtqlznsRktO0Kj/wMzuSWvFIufpdIEcy1A5JHdDbwIy/GM2GzKlq749l8t960V641rpk5ca651e62BmHcOOmddJ+7iRKrL6NLyttVMCPh2w6C1HWVgFNAorSrMSfWgOtTfa1ru+FMkCoPYsfoDI3HtQYCrJU9QZnyXRKQgfbq+AFOTX7ir469AMeB2uYOIUDijttXju81Qa4lZVuQJ2ledxvKc7mWt5SepVDHolX3WJ+0F3RLGxbgfrdbYXm7/p6NV+lvMR4QY0Pnrc317kbp6a8Umpm3AhirVu/uGhJl10gyXBkDB7hmEXaDpEidyvHAnVDHr6ujeIxPjgZ9j/g32PB3r75Yfj+u6/hSX42PH7yaVpwmEiWkDxlLorSrmNagBxTgV88wzrE7diVZnb7mmYtpLY/QLFxtCya+BCi0ZIyHHRNxqF60cmEHOIk80bGh3tLViOQ50rzLqfpKh2CR0DsdiSg88H4PK7RDIgvjA9d4mIUVQ/XzGNk4c5bqsR86WjD3GSFWyQw7T8AH6xMSaK3SPLpSxuCqTWeKI7UuNRXXMiWe9ITCJCUescqZM6CRMDLIruBXXhuu0l1VPqhufnT9xrn5eAnpqzrRUjbIQr6rLJsq99eNBJaP7M3WC7+cnul98rlSlV6bzXKsAgYxpGtIkKtz2GpRtWi4DcuYpRCBKIf/q4clGvvvcVkfqZrqovsUAs819450DVVgaTzgI2TJTOEMVTnohpvWRtbU9d6r5zUMkYQKmSoeyjx6YqouLuuZ7mxIyGLbbixdv3uu5Vtu3vroQp/rU4L2fhab/fWs59cd4snE0YVtmHxum0nl2kXYqd2mTxp6CybCYG0h5BKSqfq9Ay6n13xcPOn5plYMEF6QjBGKpb5SqpPaGHwOv1Svnv2nFYfIGkE8vbSXHaQSspMdFmsVXNWZQlmndT6v1IYzeXJWSqssR+KenXTxImhBJIaSBHLY+6mtJKbYyLb9IhwsrVzS1DklmwNsoG7w5XnaUM4xZjv6x+eUxbznoczb2k1f7VXjGVpoEa36rWk5ezU+AFYFZK4zY0GVOA3WhuHg5K+mQCVjht+y/p00CmHM4KSC46evfi4lT7pTYhHhyB5wbq3uI/tuj110uOdH8U5bd3KKrfPaetawq/lLbaTt1Lc2iJS3DIdZemaxs+kE4WGPHDAC62m6GirUPF3CkknacRyJa5ueudHAlFKIDTIJpT9IGctpFmy19U+BaSdZLkub1lUua2NLte6LfiM6caQcOPG9WxBPD/3rAgmdmt3S6m1denFBDdC2ff9n4jfaImyvM0TqPi8GFrZy6xthTZ9nqRXqonfCKU/j0WvRtPXJBqrHNA1ExwiLaiXR4Fz8s4QdYZrXHIM4xEZCrqFmPKj5aKV/I54U2vxLXno3O50Nqc1wtFK8m3uyRkhCsUD5iYsYuEM9KtSoLRwF8YwFspENnkdOXEjl6Mf0OiiSG23RD5cuWmJ2UKGr2ZUNSYb4YSCJW9zkVmaK/w5/+iT4emDJ9w3Mc07agypXn+PW35i9bpdEeJ+iN41Wl3ihPqukXfF/kk/Hg92I997XxUnKJQSsju97gZQ6QBPuXBer6mpZiVCbndTy31oVrYUQuIVN779vm963H8PuAKULS1B7G5WH9zThWOkEUrf5f+6e1nXuLFkJcB+dFljW36ywRZbFUKt65+1KGXp63vHeAK+2u+RIorJLMXTFEs8iOY/5tnaPXkIk4PkfmyR4gOZagwAEoZNWUDfA+x0S5HcWMCbM9M/r0y1H1drc+OK/nFoUHic99tz0O3G8rPyHOqw5mHqX03JdmXcf1aPx70mvKgvEfu83muJqaRLhc3JLZ/DUFjxIjqLsTglaxBdSbiW2k7HfZCD90smXhrHzmAxbWSlixiyjSBGXgxlzpjM1gs2R+b1e8ysNH56QtLTdn4yKOIm8bvm4ORIjJ6qlmq0nn3z+g9u/Pme26sHzmYrMNy9k6ZP0ayHcaViY9K53Q52NuB1/uE6k4/s1bL2GVb9wUfDQ6zmDsnu7Tcvh20EFQSidT7wPt10W+sXoBJ3VF+C02XRaRC+1kZezY9KyKZfmVPI4Wv2Ppq0gvt0uW4HNvFGNGp7dten5R374NtsoFa5MXTy3gZsdMtXx6QOfaUGCoy6LRRNFgqOiPR1V5VrG5e1uLGEp8dV/c96dp9RFzcUNlFVmx/rtXQeb3KY7bDyR3XXU2O56Q1MuHWouxLowE5ORrpT+HmF7qpgS01Vf6Z4M9xrKffyPJp8jM5O/ezmLPlKHYJKX9yODbugNKNwS8hqSfsn989pazf6VSnSrLr7dvva0QDtBJR2y2vjJfhXzw7sHFuyXuCBjM0Xuym001Q4GZYIdmlJnaViwT5gD9hJhNJ8Xrp2y3zwvhAAXQZH0An7F5QvjcgPK42r1NtHVYvyEe0bM0RVi1knpwlg09T9ALfc0Gh1/9m/1CLc7IBn0LimLXghMfVrtZEE40PJxTvDa1gmwuVOP7p/7z7DST8a7v3s58O9z78YdunO/ua7b4bXxMqvKQY+3nZwkfOUityspUhVSneTAhQUtB4UNItd1f8F/JTquX1gSkz9/1txVxOe7jEk/xeNrldSmx5FJjCmdcpjKRTtwPDL6gJRCq7c/xYuNIHuYEdTEUr56HCOCAtJvutil1D10x4BbYIwAoV0ZQVpJMHDxLKlZLVNaSmf1tjd1FPlL9sBbZbxtsLtAjm6dpCqAqzMb+fc4YFFSfkTwaTEam2Lc7v/1EreKPHbv/unSv927NivGVXZz2gEtdY257a/KPvQ11EpU+ncAs5undKyoPKdzZkL9FX8Oz7B2tlpAFfgYlFGkUrH81NYipe3SuSCdazJba22tYSyymbmUkxM7tI6NCR4ipPqHL5YgQ7NR2PkFghkz4bX74C+cXseUUOmYOoClgVvVrNrp3aARwI1ErwbLVYpgiZtPvSPErxNWGNp2o7l9wU/BgDKUFVaLWwxEwW+5MsX3zPp987wCBT58UdPhvuffj48fPbl8Ku//svh5eHfDdebsHncCIXNshuVEc89Tr7MTzOhnXKiDmYlliqBMl1QhO+GhGZfO8TeEdUW08V1LMuQ/GWsf4dNK0fYc4g+XB2Yek15sO3gqRia5u7iHwGu8K0ENiBQxZFVs1mplMTRIch79OuetYqciFHryYqhmjDYacL7tFA4FqjKzEowKx6dyM1VuVyO8C13td9zKbNCUEe/z6LXCblsBd7VpdwieD+/pauai3k7VdHv4bbgV2qjLFQ99617qZ/UaYw3UFZsxADJ7411b0ljPU2UcD5PFz/KtXkG/L0YWpXGSg7C95tfQpmF+w3mYt/XiWk8yAmYaSkP9DoV2viYstjGeJ1353u0ltXTVvcVSXWBbXWQMWG2lpQgO6uPX2U6o688Wz20sdc+YNBLRhbQGZDGPyupvD7LrIYSyhEA1K7RBaoEsMPWN4J580HNuxgdk6aNu5vXX2hgPVJzbaF4DotbLU+ySe/2znus+qvh8eNPycF+NPyHB//nYeMnfzZM/8//r+Ev//pvYZvAMoqQsaCS1VmxHGCFKJtzM4Ojr0QnAoziu1SqtE1sGzZSMiqNuIEquCp9kvKbobsypgwsFCD+q4nQdUCyfi2u9EDFdubPOmCF+PGv25+b++3RfVNyfnaEwK+K3Uf3ZtcC0cNQyPyAbm/Ly1Eo9Sr96rzRyicKfpWr6fVK1P+ppfpjKxdhalYqdY5Jb1Wi3dRbg+yDXvrSf04g+5qPBL+lqW4LY9Yv2q3WoFatzlCJofpkpIJGvFp/4jLoFVbbEN/FeW4plrjJ0uHqA5InvgrQVN7RBC0lF8Fa7j3ZgBMMQ665tcWj51xCktFhPaEVaxBmx64D7KyBuK7ffTAsQlV89ZtX0OygmjmoRF6jnu4si53qK5c6NVAV/mY9c2BqYaszHRaTg79Ph7IN2rQLAett1WyFZt36e7MgtwQ8j9FfVweub1gt3T/3dSPmo7dnkZuarLVKc9s4eiyWJTx72zvDhzfvhq1PPh8+//zz4V/8238zrNx7RLpnffjP//mvyImSEnE0AzD2PtOEZSbJy7304EVLNkUUzVmfpYfgovTWjKPDZlK9gTOpM/TAy0LycOii9j8DphR5PgJYstYOZi3ayCKUhiuBzRI2gfDQeSibG1wHth/AEiyT+yOuZrOaXiHaXjfKUM8CBON279Wfe4oaxTLWMh/aSdj1Gd6bAG6MRPCZlovOHtwo2i483cr5AOUFGUuXsrEiKXNCEExfnzHxLSdaLrsHrsxDxfW63aE85f2jLgv9c33AXKcVT2T/FLJ2KrmW3uSUfyYGrPOesjT76WSLLeT35y3m1qPyd96Kv+ZPPUZz4ClW5ocLd+eHL//Nx8Nnf/5JxuE5KNYshkrGHPnJoeR+ngPUWEDVUtIJ0nD3H+HRPflkmKMKJ0J5jGU7tY6NG1vgExeQyDNc0WPm6KWZUkjL5TZ6g2qK0jH8VDeGjTx0uvLbt8MdR+GR0zyz43Re1DT7SPjaO7NIuUidti6s7a9lJeq3tze4Xtte3RVdbVn7Db8bIZ++1653aGAudggK+7vf/MPwHtDnZ7/4JROdfjr8T//T/0D8uTH87qvv8DysBr8YXrz4jmbSb4LSLtHyz8OicFn2lRIhc3m6rj3uk46oexihUmj5XDVs1G5B6R2AyYFLLrDlF1XewuWJ62q1uhL4EZjRnjWXbMI7sgTtAPbliNtZfnaREELQLkt9s961Nl5DAMvDlUr+BmyVhWlWW6FNe0oOuILR3lcsJtlB9cll4YtQ0rf2JvarT+49iW5+7isL+EkPqJTqNVALgCQWKAavYQneY1OQfb5J8yFKacXlL5e5T7i2L7DAii1Cp31eLjXDGdd9nLXPlC1ItYStKXVVfJQVL+xAHKC8MPWxRPnsJ/8Le4x7lIBi/ejKysJw9wGj+O5rUgmFLEFkdEa9g3VmpMGlTckprrBZuZVTFleMzx9Tz/qWThgfsk7gaUpbVQfMEUe6rJMKJK6oNYvRQmUr+Tb5Xq8PaugC8oG7xJdHz5gjyO8ef/xxFqGaEjUhGglgbUJp2hvrdiNsdZjz8ry1acm20RIBRqBBDmhdOFvWbrHuqt4fW9EUgOkUF9/eof/lb/4at3Zn+MUv/3T47//7/264s/Gr4TdfvYT6dzrcc2CoZALO25dffI7b+1HYGa9ev6KNxNu05HfkQOZOBCnUJfVQlkcxaumf+NvPr6fIV3Mjs6YtTg9Wkvv3tcY3t1ejYlovUt5Y/2W5yrnkLVZLHvu2hXXHvIGmJJpHN/qsoLS1elXixN/67MiUzPtcoQxqCFXQfmblk/vzJMfs8xAfFQ/0xsKXmzzSniVknjAC4dtlZrVnJfT2bp3lfRdJQVV70pw/r5P4sdDZsp6tQkk+KdTLWUndXEPa3iI57UU6kS9AbrdZmiPnplQk3IN1tJNxQ2vYT8bxpYG34F+FFjm/DXxrH9hizNBf8vjBUp3bSdli4kSNl2weqluuYIlZcpiBucl/s25gNNk3fpYex/F6GWFxghfHlLlUTQ2faQhYEtNvzkyU60oi17pGU3IiRWmWqzVQ/KLOhYjzRy6o4Mk1Te8T0g5raItlWglSdBWqVVVTdOEsySnN+GNgp67WTmjb837I8lE3pnX025HWHLlL5dvf/ur+fs81GjvaMOmr3/86Cd4//dN/Ofz7f/ffDLOLq8N/+bvfwayw4mEjtXwLEON/8rM/iQZ/ihAf4NraQmKXv78j3bKFW3xMGZF1fRZop6s4h8lDYbWD9xwUM8XgLREuMsfPq3VJO3QtJRM7E6G6OfReQ/eulHNzSW+BGtmH9tgj3ZdDW9+3QZe66k2cVVaqCVGsgfFd/SxDcIISliKuqpIiIfS60YA4MZC6B9Eacb9/7N3Up94Ge27OQ91xcVDLGtWIhEo/xSPRjW6gj41zrYApwaywQA9VJTpP6ddPnjwaPnIWDiyaFYor5iCcqFy9nq5nyvucZWIqIv2gig/td/Xn4ds42hxj+9yRURrp1U521+sBpImLUewhs4wLnJV5PvcwjaKrmMP7lOWlFZZAkdcLCtm5jWvM0MtWjrEj46Xok6BEfBiuc0FZ1JHdBlB3J7gOJ9SFnWfibBGWa6iJjTgq7Ck3w6wLQ3+wsFM4yZOwMs726WJ9f7VmUSaGutGU/0Ribv2ga9XbB+uPpKss4B993Qhm/bYO2e0X1T/c92p3Wd9Olf4D47slzf/Lf/W/Gf7izz7PxOD0erl6QL3gM5ocl+Ddf/AQ1/xB3HP1oyDSPo2XtptQusAW8u6RBz2lIn6FA3KXcV8W7vo6mx2r8NI9XEvL976tKhwhyO/t1GZRuAoxRG2FQEHNOS/tGoKisamC061m9sI9KsFKDrCla27Wollg9XtDZvO7tkTdQhdtzDPkPpdAR/a9rmisSkT3m29/3qtQtI5XhjFlZ9t+Rx00Pdot540F/WfPRBR+fOUIt9Uqgm3jaTDVwBTdcYXV1EPOoK4/yg72lgpjA4PwZ198wqzS9XQrnLRDRqoVijd74jRxlKgNtC5Zb/m1k3pFkmL4PtVbsN6T11bz6oqz4xaXyahwpHU0rL61pUitBhIYWoDLa1/hcdI7Crtd9TojqFrk1HgIjcMFcLMrZcc7STkzdG2IUM7fhdFDFfPZNh8M+JjK/kOAjj2I4bxgHrOvxfSgnEn41htqilEtNY5mWWSc9IM7MkI8UPvEqDvD9PwGEDdlOwS7neJU56D4gfX1YzHrP/5j4fv/L9Yj09Iv/CPDWkJaVrpr8VmHB7Eh35G79P7+5b9WML+ksv1g+OabH4a3b18Or6Ab/uof/yEH7f6jxy2lQaWMzaX4tht5KuiJo48YmruzxVhANmKNGsJ796uafBeihbWBuofHCOEhr3PE2wE/t72hDawUUEGmjIFr9Cxj2HRZa5USPYfa5GSETN6OuyIK8WJ0jbp3Ui6kB6uoYBV6dKJ3809yr8n29NyCvlG6DYrOp8991razdWoCcsy3obO/Ge3nbXCnf3Z5ny3V0lIkQfGTcilXv8GiBaYZrhrDmivXq4rlst+N/oKphRI0NdQ1buw+is619jLubdqRSI9UcHkwBW06KRjTXXiEU9AqFUy6LOg2XmB8vAtj75AtFCiFM5zbqlbpQln9jpvzJidbXIz3ZIqXgs2v5/j8GWTJcXiydcpNJT0iy4fXao0Ni4xfU6Cusm1x/+Q89YsXM/yCm2SMZDpOT5xNDgevjjPS+sFDaiGR/tevGb76gvF4wrnRprbx40alCd0Zy6SucxZnExfghKlcd2w7P8HPQJtGld49Gojr+k9dzWi0f9YejmRtJFT1sm4d/XuJdKF8TeQjjf019UN/VL+36Redt1nw7777Q7TbT37+58Of/elPhx0Gyzob4oDC3B+e/zDco0+qIwEm4CnqArnwGZ+HuyHlz2Miim1bwQ26lNtP1W5/VqA7ucw2iWpJG4YtMtjF6oF7a9aXFsm6GlkXzc9/y8M95LNtrXhAUyWtq0XgR3B8fa3AghtabKeW14sl499atiaQPZ5OPk2Fbqmb6R7/UwaSe2uLUj+ttdE6d0Qp7m6t42g8u0Ieq9VMata9gJ/Msmlk8L5rpQhFpcuTqX3oiqHAsRz4gFJqlXZP6VnUcqP9Pfaf1Q1MrqCsuR0VDukk8ebD5rC5vQsFlObGpBvyqXrUKileqKBqzSysuDT+nOasMpLxdJzes0x5iy7gWpkQ1nCRdGF0/dptxWvhhZnYppILKb7yz3MQzyURhLhPoUcmW0MnlKJqJDqFNTyyv6tekd0gU66jMuzofqsS2d89Jq1BlTdDL33Uc252+Q59QblBW99tfHJB8p1ZCV8dMrJ8azjaHsNtg+9/csXBnRzWPlkY1r6A1vbLFcqfuJkD5lly8OaWICBIwTuaooW7PnxptdqRvl03f4426/avbvmyCex7/OMhaJvU0wB5W7Ro+4j2GR3F7Jm63oe1rH01ObYj2h++/hq63vrw8Mlnw6efPsFSfqCT2i5TeXeHFwjm0iIj3GEKLRCrWMpmoiDxmR6EJWEcxFnHe5MWUmCd5usSS2FUIjwkVgXoJpmyseVFP5x59iiTQmJr9gazK4HTj5iOrRU9ok6xWmEcpMeLQJOW14nCtsfobrAxb68b7bNJ9PEqzeD1i8jQUw0Vz5VrmU6GCkGUo7LZiNi5P34Qa/FjZVry035qHNo8ko4w+4x9XozX/9FXBFShr59Xn13XoVlNYshUgdRu9y2uv8VIa8UrlXHKve0BwO24Pgjoou5ry9EWC6M+2bknpvOKJ+b4uYrn6OmFK8tP6SusULouqdt07YIJNEupoPltj13L7rWMzq3h+jOUn01gHccpyJ+ZXmq5X1tcirDYKEyEmZYphzVjRYBomnY3VQ/qercePc5LcBbkNbkTG+ru7HoY9KerOkMO2uzi9fDZT6l5m7o/PPvD/vBX/++XTHg+Gv7VLz4Z/t3/6eHw8BMGqwD9ihjdv2TyccCA41R1rNAW8uxES5IjWIt5i7LURGi0V7eF6gZtrPf+MRBUvzfmqU2qvaoNbJ5Vvefm16PN6S5ttBkLuwMq+/233wxrzOL4+Zef4Iru0U2c6VYOMN38MKxBkrhDbZwgjiidlDvdlWr8VENHo4nTP2gcWJx2D6uLiRUKBKoyJCtrLi7oyt2q6hMJJt6t1EWI97xnDeF+8PAO/6Z7XzRzzVI80GpGQHF9cbX3dg+GHdzfHeY+atl1iRVSrayAlHlk/y2Vy44QE1QqBA3sSbublS3WSQtNag279rxhB3XnI0BL35MscBMctySL3xHimxj/jwGgZjNznWxhtvMm9qw8TXNt2s9vYuD6XUgo/Clfefn+0rD29G7SExJBZqdtTyPi6ms9+OUCx/LxrduYZdDt5CUXpk+olEoT6+Q43ZtCeKt/UvHCk8sMuUQhd7qWLjKTpN1/KiPHaYkzNl3ptDHqhK+vtkiFbAWh9r2xqEyZu6QVyBjylaZvuLlElTmrjC3AhTOTmfgBwaQa+mDPchluignMH94dgGJtwiW9O/zyzz/GUnxAaHdzQP7df/hs+LN/+3C4xvU95KDoTNgwKeU4xJYTC4zj2SD+2sWyvBcGNv74I205EsfSkiPpajI8+vWP/uJRvrGK/sp3C3fn591i3ijY9u7+Gf1idRVjBFtPvH/3Znj1w7PhZ7/88+HnP/tseP78ZaZbpauaGpj2Dcc0Br5Sg7Ob6bDA+2Zxg+8CAt3buANLY5LXMcAGLvDu4avh8P0OCmwr799nvsQh35YpXaI9041Bo2BKoVmNjIdgc+dmaKmxYGNkOpjz5zLo8NJCdTJfXpmj1eNqag+viNu1mnZzKCHdp+vcNs2q3jOm4EPAJ6dV2SNHa3uauMZYVXe5Dz5K0ixxbzrGp/KhATXKVwyNyGETo5GwFm0jRPYRd7ekq1emxOi1WLKv+j9FZ2+Ef+Tq5MW64j2gaWBW8qf9uxBQXXmngX/6J4+Hp3/xYLj8gQJ5plvNkw6ZsC9RwJg44Mm7B7KN+82tBqRK0VjLQQpXlZIMsCVCy16mM55DkUIw0OJVrauc1Rq9gUgR+tlbyjLIMcKZCQRzYoLwj728GF9lTfg5oNT4uL2ISJvQ4c/nvaT7wPgkVVfzD/hk+vXo25oDdoilLpU1bkdMUjZuXMDlmkATWB2iNp+jgvrjz2gteNd5gNNYFVqCQLxVC1c6wFjDg6Y7Rxc7ZoJMLzLW7PEqFmIa15fPTPvHcltu/Ngbf7aFHLUl8eVvCfFtt1ct2QS3a9xu/fzxHyeu63pNod/+e/uZi2yfmVevfhg+//Inw6dPHw4//cmnw1tmKn54Z9HqyfD2PcldNmCexl5akXlK2O7dZfQcebCFJdsznmGxXg0v3nw3PH/1HUDRs+H9ll7FJiCObqUWU/aUczpKE3tPCmW1DmktOhQKicsWghPHzs4omGt0Hl+jc9x9PhPv5N7j4f7GYyZsbeCqMcOCkd1rqwvD+f0NFOQJlhR2EqDS7t5+ABDzsjvbW/zdOJUWLLjChQSjbLCkR6DO6SSudQr7pbdOZP0Dw3JIBYiC9zRGUVOAFXN1N7QEOmYv+dH6eU+B3d7O7tGUwNxs7u2986d9X0dxaJCHslyOrZAts762PHz6szvD6kcThB54CzuULJ7SOpVJbR1ASaxrV34Oc0gAsoj4gEtTLQl43ZYCo/JzhJCjPVJQaT5uA+kM89HVFJWuvKvdJ+wqYBH+6TGc8HkQdzslCgLxurExrfYaf0M2Bm4uJYDGomWIZmbug9p/wd//apjc3sbNnJuAuwqMy40928ES0h/lwb2V4Ysv79KhbCn9KZfXGYqzRA0jqOO9h6BGHMBzGmGZRtACTjOTRM1tMtbC07FMgZbbN45QcuMwGa5otXd8YHDbRPK2BDYr+c/luLqGvfmzCXQTzD9yUMsF6oKZw9I23L93Ya9j1ixus5bElrtbgAXkIL/48mfDL37++fD8pUld40YsH5bIORwzoHeLaOHH9Ox88OBuGoF98+JXw2+/+vvh++e/HTZ3XxBakx6hU/cFQ16qOPpWLGZg3wQyR9x+utHKCqa5tzi1yYG56XunW8P7vRfDxFus6DeOIqTgGy28OL82rK9goRHSxw8/Hp48fjo8pqZ0HTf70cOHCNl1QKsPoMKbWwrng8Shpl+cA3lCkvsAMGob19dReu/evoqQBugw32iLihDZvUsPXrmMIp/NQ/2Ru1kgW7G/dCtrAnX3fipWrL0oBlMg1tqRbG3fph/nMW9r4i4wBTQJVLlOruU9qoMff0zngnSiMBZ0OjggZFg71cXAPkRyvHvP1p7WKSWOqylRwtwotwyWRv8cLKS6xfBB15rXGUpMZ5iRiKo0SbtbVNysoOtBnkCmmUEBT83omYADHCGE3Ovk5BxywwBKYtmZiXtxZaXhOXfFXGpcZj/jm6/eDR9/cocSLATO6bgbAxu9Onz8ZAUq2h3AnHniJ+JEH0yBU1si7WfERTanGhsjcMX9dRirh/yUn5vrdoqTMaaJ08nZs2HtI2hsB8SWcr4t0ckG3ohZD/Zv57D+eWvX4o8fWc0bTVsIYoN1uqX98QflQ4vHWy5wd9UEKU4BSt6/eTN8+smnfD8a/uSXP4GziGuLlcxBwxt4SKz39AluEhbvv/76L4df/eE/D9+8/BVW9RkKjQZgeAm6RsaWEij9ozK8PZ5usXAz9d5LvuPGCpB66FoO0pxlcmbOVcEjQUHUqL93VYeHgM4yvXlpfpl9u0NXwgfDwzuPhof3qYy59wTLyr/v3cHyf8Q1x2NFtxXSzS0EFncaa3kfUOkJrV92UEgSQLaYFL2FVdWSVulYWcakL5prWjtXynGU3O+hQ7eaUb497VEpjCKZdy/p9ibenIV/3jsq6zXa6a5n+eEs/NGHTxaG+49BuQc8ErJ9Y7Bf7N2UYbgSx+Ne680VBa8TIKp7QOEVjqwArQyiekX/p/Tl4dsCedlt8bR4tQIqfS/kGv+zo0Kelb0xZw0z7GAHYYQ2Z82kWIIW9voKbi/pkRPapZLRZN9WtJGVUsFpPqbTY4Ry8z2bcl8XbGH46Mld8mv05MGVW1+jGxfo6kVqKOklwo0aP0kfklmRgUDNvVJMHBsgIjXNAbH1alxPb5NNPb3eJ/AFlb3PbIp9BusQX8ZwuAZ/FGL+cRh4W2t2YKfecvuVf/Su25ayvbJv+egYdIHIxUpIEu7iXu4ymeoAoMTc5M9xYT+83SPmvMQirQ5/+rMv+PnK8G732fC3//Cfhr/5h/9l+P7l74bDc3KzMwT7xJQzkixMG6WoN1tVD9o4dXUEKi6OVWlauDwIAYh+t6IQSqnAQrNASYg3q2JKhE0/QKj2Dt9TSvft8IdvZoYlRpCvLt1BIBFOi72xoo+woBtUIiwtrQ8bdzjAG5/Ew7E58AHa+hCUd2drd3iDQnoHj/nd+3eQ8/cyAEdChYSHY4cDNTe3+gN3t7SUSfKcnaeazW2o4gj06eFDf0Df14WidvRHX31xbm9eM6cpDK+MAuPnFoePf7oxrD5cIpVEzCZGwiJeMFfybJJ8JEourR9VkFGMiZDrfHpvSIXPE9CvzZKpup0C2PLtO/gsu/MHeIvir7i7crv8xTw+jyzYdwGyOkbLHEep2//W+mRTISlqpvfxFr1wD4+/JY02FSrg9Nn8sH30iuvgcT5+tM6Gkezmwe7dX6zYMMGsZ6hyYVckMK/QIMLHyatIXcIfd4Lt0cl24ubT5Oy0tqQEsIRXxJPJCQmIGKxz2CcWLob5u4toEgaLHhY8Hyb8bcHJwaxDd9tq3jB3bm1d15a3BOt2bPL/Qw/n87Kg2eASjvxPK2CKg3jLVol+3acU5/PPHuGyTOAaorQgHH/17O+G//iX/7fh7377n7A2HzLx1+Gg4866b4fyx9xeN789ZKuQqM/tCYQ6daOj2oSzH56bX7TDHyDG+63myFVLpOwK15vYvhh2jt8MW89eD199/19S1b68uDbcv/t4+OjxZ8PHH31Jx8LPI6SrxKGrNE4+t7M3SufRow3c3KcI5WYs6QFxqTHowT6EB2iGDtwxNWMMKqqsK5wxeSlFa6akuaPFEirBrDUu5fdHkvej8CJvHQFJ9c5bK1NvjcI3H1hZtqdf3Bue/OQBc0mI68m1TzsDE1QzfWNjVCrVk8ZgoYyWu+nnxCPn37ER3p5xsMeyfp1f+nqtpSYtKS1cTQW8xkX6IpOzFZM6WHlhEYCJMqwrB1nZp47QzuJ4O3voSs/Psdanz4bXm/84XBxuDcu01Vyae4RLu8brnw6T//bffz58/LGdrZ3ZDv1IhJQbOEYgLxAs2RBK+cQYSXLcUSulz9HMsigO8Zf32CzTKcdHdrKGCMwHZAwBTyR9CBtd46y52XMKPqdWAHU3ZtL+4eK0Me7bLtU4uL4ndURvx5g/pmeVG3uzSX+019m72yJav4871d6p61EbXFcKPZt/X0k218/ma47c0pdfcJg5rHsgVX/5q//78B//1//r8Pz1bwB/cJVIJ52SQpojdsYjSUxYowST52j3l5NUD5YBO91Otrxc/TZ3d/vIFmBShyKzN0vNt8sKonDHeUk7dtH6TcHIiLFeMgfxeNgmf7xz8G745vlvkkNbWb5DHPaQ5/pk+ORjhJT87IaxKd7B+fnD4f2HLUj4m7iyu+nMptK1RcgJVlXq4O7+DrEowBFuroJ6SCxqFU01um7smxQwFBhys/q3n7HtcZ5aJel2lBdVdNqOB9zQ3Jq3GSFyf+cWJ4Yvf/FguPtwGUUB6m9DcN1PVV4sZAFNp7Tm8JP15mIFdU39jMTMJbRV4lZWsMg1RVtUcDN3k9eGtWNrFKfSCdTYRM5zpsw2fqs7cmW4x/iGMyir5wCIE+QuF2buIdCLhDcXw+rCyfBwdYu/z/O5pA6nHw13Vx4PX+N8T/75v3jKgULgoNqdZFCmJSv1wMLBfmDcMki23qcdn82LjTPZEuwrHcl1++a5WQEAAeg5J/AagEtuVtB4yKquvx4W16tm85JE7f4bfo9wpgVhlKgQe/TYSML+2Fr2Q1sj128EsUCG2sQf6dbOBVUDui0KXQQxMlD/1+7NYbVC2lHBjaNoDPLg3urwHUDIX/7j/zz8P/7z/2V48fqrtHkYI5c7PQcSN0dMPc9GQSyWJ9pOV/uAm0OY263g40ahRODakW33cys9WKKa+20IZ0NCu98fMKWtmPKYOkkPpJ9RBYGxyHormU+J4t0DmPqw92r44e1Xw+++/Vu6c98ZNtYfDA/+v9W9WXNk63WmtzFmJua55jMP5CF9pFZTUrhtKdoRDl/5whH+m77wXV/Z0RFtR7jldoTaEilRFM8hz1hVKKAwI5GY/Dzv+jaAYnerfWmDxAEqkbmHb39rete71tp6AWD0IYL5IfHo0+5nP30vQ2LHFL6/BTDaewOCS/72AET3GE9iB2G9zCBWOLzxLqygOcXtPUCY91LL6sjwSmsUSBO9cnf3JZTFpi3QrTROeQR3/2wCWK+XgGocTLy/+HC9++Rn290iefITiDB2YzTpL6nAePL8+Dz7QVE0/Re3VrIHvrvtOuyWWDNWilN86XQ5t2ojCBTJw44A1XjNTnzJ82Ztq9giA4tFbTFGAepgvV1LLp+8iTcxtqqI65qb+p7wYSt9pcBluxfbnzBqcJ17IRVJzDefuAWhXAFKnhAvqWUsdI5mcNl65Za8FbQyGx7jI48hck/jHolAaUHnCWBFnWbsxoWG0vUVrZXCZn2eQXBg38DG3BALOQvfcAXrMjnGIr/1ptU4ZcNqF5ZSuNeU9xbzP3R/7gWzl7M7wb3TtHnOdU9amofmqJdg0cYgjq2y/MFhd/f2un/9V/+q+1/+7f+Ehfw7mE4oo4kPiPTIKo/TfrEGEyKCDchoUca98D84Zz8gthpm9X+oC+mtY8lvAxeklt0Zm7KLd4Y3n6mVi1A2JdPfYw9lpeOeIwjbFGY30oVtDQ9Ou9f7L7Ggfw9fc4HqClz07ae46u8HzTUe3QQscjNtbb7gvFDaGDHxhlzoLrS2fUCjI6iAy1ZfSKrgxMahu+RJ90gnnZEKMqUWYkOLTR1THopg5oU2HyHKxH3euNHFxm8PrXk9AjYNLJIX/OTpSvdnf/lR9+InzMIhET9zbjuOGxhkp93tAVxUNv7iIj2LCSus9PH4xplugIzxC4W12sEYhyYdwvVcMXyqrKNDcN3LjdJnWCcNtVnXPKO0H0UIUcbX6UFbLT9s2zpFU3G5q1f0dc3Yvusf8D43uqWr1RBrlpe2u3W+zxjN8erwH5gPakz5MZxcLlL604z5HIUojkFNWI6Pzf+MGYRuXcwZqHRyYZ2zl7HabRF1XWEiJOiNlcTVNRl9a+fz1JzBfiFhfQ4ML6tkbmW+W3q0GIt5ftqmZ5mE7i3XnXYs6XjXdX1XEPt/3Wvi+8/cI3llWes53+vq/rO9bY7V0YUJ5WkqROd/83/9r92//nf/c/f97q9pBYQmhM87S0v6AbzheaxjDcNtNLEQOR86yXfa7e6iy1m7/yrI4P6r1r0sqNeV5HwWof9P3UhmXrZ7KqFs9xUXsDe/fq56lZYKKEH3yNVyE+uhN6OQXp91P+7/rvvhzdfEy/8Wd2uJlNjjuLgfffA5359iSV8kZ/r86TLWdQGruQlSK3HB2BO0Vq4o12F7i2NCGytf/Nbl1Yq+3TdXup/Ui1zekPANF/hcOjE0wWslMikdzI3XbIo0bvZvhlnbT7a6L/7k02798So7bsw4xwGWW0IEOxhLdYv3Z6WOU5W9e8/TT3ueU1DZr4UBFFFfwxDl1Ti3urFWkFT3udo3dpzIhG3TVyiWCHXyJZIrGjyUCdPEj+nsgO9ov2Q8Dj1C255Al+YzxOPXb5ih40gNiz1+AKz7voTStMbQeQdWfdMU1sm3stmLKoeFBPaXi3kFeFN4FPMgsIi6ueFItrntWnMvWK0S3ib5L7WylLFYESfo4upcMRrPVoWOA1l+CvmA+ZSTb7lBBqBM2SmuTx00a/mH4vdOyqTsUL7ezW3dv/ZQKHtE2L/2r/f4aLm/HoiFc44gQ2r8+s23v+7+97/5V92Pb3+dJsXGwbqqS+sooWHV/NVgoH7TR5zyEAtZVAuUMN1Z8AfXfX8tHqMJW7unB8axgK86Wvt0iVn+rYX8A0XTo9oVvfaLVNfhdyoT+JKTmSS2661ldgMmTroCUSaefHXcff8aIf3b/wNAYg2y95Pu/fc+o63KT7sP+fn4sUK7jXBdIpxHxKG73S58YSdzDxegmjEjQyVuLOeVmyc9QCh1bY9BuPNNpYwsqBr9zh6xkiKTvfuRCg4FqkZnMsZUJEN6SK1tbHSzNAqHxkFfKe7BvTbCaNAL+GaR+E+ghXuS4O9E8QgFz1aDMqQAWmELn5fFtQoqDJm2N6rcqtp2VO/hKn0zbvRnKkfypKv8KusaT8umWGAwuMUCoQJDI0rKzErYXG4KoyY6q+d5ihI7v/yecG+QbEc3tdm9/q1yhF+tNYumau5m0farmNMD+HdzmEuiWjwsSc9qnGm0lgirqzUP2dpcjDMiToDSJRWo1cBjw7w3Xr2xtkzQCNjXnq22S1ixUgKm/tGPUqCqtKa2Te/atVt+gNrVGe8F8n5j3+3Ysor+L/JS4EgEL6/XGtZmLpfP3zNanEVczhi31e7NAV0Kfvm/db/f/VtALdwP4l/j6+U1XBq5iylYzRZ/YI1KKPP6H1rkh5d8b/raRri/9hKXUk8l3M3CP7B30e9edKr478ONPubKJTU5byqiOKlIa7WMdKaH3QScsqx0VoLcAgezHVqomo4t4Ge3b9ImDATeO3jZffXdb7r/k3TQ5ho50Ec0wX7xMTndT0JgWFh63t1+ddv99usfUkU0rVloCt7TS+i3H5Lkf1NsZzCPpB1esL5nxKVSANM3lc/q7k4gYFgxc8CzkNfrngofeBbkk715cPSmWz6gu7o07aHN2+g0wDCo01kFHP4rM1dteWIDtHnCqgUmRw8dGcAMj1hELZ50QxVBiAjFQRbMcb5MFLktQiSgcwwFNJhEW3MHJIcfG+IHy2ieieOk5RDI6whQzS51orriDZJJJnxG+RoQ9gS5BzQNgYcp6q/59KyC4Lg7qUa6Dhe2JLhVs+HWACu7aQ2S7aBu3WXyNVC/fODyClUXqdXjffr5VitcMlkrPU6wfPGiRGwdwCMTRNfCZCrun2PUhys33QZVKLdybmGx+TAyva4Xu2Yh+ljyD/d1hK3fz/7em4WS7DvxvtNmd5YrO79AKH5Gj/u7mhXl8ZJayq/3v+7+/W/+De3koU1571hIiRJzFKPG5UvTq3ZS97v/a2hu5SZbnaDH7pVBE7KSxPt/3AEbueZokLtrryvt77y36OW52AxbzSxFzqbY7oaADskjFjDilZU3W5xUn23666jc2bSOlcs/dN/M1/EvXTStjwOApsAB0n2A70u4m+PjN93uwevu999/1Y2++ttu4++2wyR67+n73foKdbT0ovG4s6CPIraHWD8VwbxtAARgWJdZB/6IzFNZsQhiP5msJTzSIlZDaLsS4rWdw0iCaWRheZxDXUcXy9Ykgj54Xlp7yRkzFOqnKHiGWlQ9PDilxoAaFHsCD6BFDqFEDhDIWL3aHty/SqoadjkJK1PT+EO6wicl2Aum/Yz4Sv+e6tdziaIO9TCIs8cyNdTAIkkFhIV1mqrPNPWkt3Ur3Y/YdZAihiprU1n5RTc7hnZa4BHNWvmfaGCpXxlcU0Wjuh/irW5irZwurUTo9EuMpdHFtaWBOSvKWNCQLqBE9WpSiztDolSXoTqssRFMvwyuuuVH3ihWWER2z/imruc+T9SczAfW8t5Q3qdG7qKm9r7e2ub1XlibAY5Tl31emz1RVwL1W4jcr7vTv/533dcHv8ZafsPrkM4RyCkUSaxXNnvdd+GGMUBlmh589e+rMzxUJw/e1B/gzjl95xB3n8zZmheRI+XyrQ1kehPhh5pMepzvq/kZdrcvFo3WLikVXezmUicxbs0gilVwJPeCqZyCHKKaumtdkQo1lcvD1hYopnY/OGHk205oj/L77ld//1fdMt7UzvYLXNxfhMvpQB/3gJtbryobVmUCX3cehTJt7yQ3tJvc3sFaSUCSCIWWievt4850vOPe9MYu3WdUIMmpSUAvLY4u/+5Rc5E2cFsfrqfgfJHRcwqlMaT7uFpHcgYNUoa/3ibs0qX39cSSxoJBVa3iaKmdKN0iw0fhlbuSdS0xlhpQ81Gi56SiSvy/daKYVT5FPpc1dIPFlLAg8GlrOg+QGat8AfSIuqK5HJaSciQafKSA1x4jjohGw6BpBDO8OC97gtWzJXsGjfKeIcF0DZFRUZt/VCtiTblwYwiFV2Ec4FevrkjMrZvTPcrVUGWC5xGi98UhLrBaMLm8ipruGhX9J/Z1v99LTNpXc/n+UBjKklaclQ1c61oiEUDFznfUUZ5RWTE+oInTsDvhAYXP68FDWL7vO1SGt1mvO8G8N4vtdO9eWK6zUiV3hvH+su8EvreW7Qx3AuovvSoRclehBCBxS7AJilRAmECuzG5tU1SS5E7V5HgBeVYBJ/jmfmatpMjNadyterA3bVilEUj/4ndWJ4pHgVGAC6IyFaAimEsrGah6+8wYBdwYDbbwLDazrsaKpw4OQUGoLGx8vcix5sAx+hmhRWOsEREqk3ME74T0mxU2nteWNBaTe49xzbXc/H5ySnqDOkg6U9FEDkYTxO/tnfnuKUK5srYS9FWSRXWqcz/5YV10LXKlX9JuxZBNcIQQSy1hFU34qMSBycE2kkT2Tx9bVPyTJlk1EgIwE3zk+oQGXZAEPI+I9O0l3gy4jGlDQ1lZRjPgKT6Cc+9Jzm0DAhBKcijOELRYU9h4ltgS2dXiyX4nGxRLIXKmAItmFR1ShBILyoBX2+TVZF2DVJtClcQb5K5RiZ/+p1zYEhprHtdBhM5AXs3sjYxJx0xoGzLD6yuzK905Wv48I9urFNU7qxC838Xt9+ar9jFXj4b0BqsM4R9YrztRLxQyWtp1bbGxm0xFY75ycY76PNj7tv6bwEjqCdf3FrGOXfFq7ftcYi62bfL+ygME9a89uJE7TdLnWBXoRLnN8tbBKz7s1VTT9Pz7EvfNapz0Ou+HyHJ+814pSIp+U7zckIUi5n45RxkYsYFWQ0iMF4uJxxB9Sfojhc4eSaWU52DQaT63mhXrUal8E4d51brShC+7u19B9Xsv1Su6eT0Ql6ZXrJMb/pyyuPFE9w0xbG01jNtUDBcImz119qlztf+Rcyxd/wkVLd7DvICPnYzhk84aZnHvV2+umI441z2/paJmB5YMgI6tPxJ0NSJBv66VcuNA3HuKsJIqa9hDHh97GGsXKxZhM1yptFdYdSpCXWALlF1jFYSuq/XJ6J7zQ9Iq5HfnRYCh3OlWJ48P9lJcCq2zfPHCbC5Bvo2f/UIOnRVROcZTkpzGJakG8M0I3hW5yXM6O9vkyYczL9zLAe2CZwGvm7k6WltJrYW0P0qxJGoPqqkFeDymwbvNoWTM6zMrmDUx+Mb6MzTp2g0DZbGyr/mwVQ6xl7FkD6Gd2tzNh2u/l/yVINbf74WgCY+vPDCnd4bNI0WpeYB2Tu52RDuTtfmdbm+G0YBXuOE8pcRi/bl7IXtgDnPqdt9BX3sLdOfa5mZKruuk7XD1+8PcZf3pwXvyz3YDuqP+kyBdd83Yr9aoXR9KBKA9R6huC8Vk6TflFfmz5NR6hNhNp0JKiuBekAVDCl2u/GFSRemVWi0ndQdNK6TNf+JYj2n53373Zu83eEfrfG4zoY2bNrxRY0tTMOypmTlxCzZniOL2fa3WjVpUhzoJMPmlojAzUOPlxDiM1dg3F/Cpr4lLuZa5o4Vu6XKzWx2tQmbBVUUgbgW1jP31IILE8Fqkqoj+sZy68Sq0lt7rkeuqA6n1yzjAzPCsJs9pL+pnVVoJeywVwyPE8jtkamYNL5F5qWdkIU6uzO0Db0IaGEFDVfFo7fUGNVi2x5wj/ry4aUJ5julfZNb6jHBycnACNrJ0ytwnHuTSRLWGCNwIjeV6GEP6ILSmpks8iQSCOTSTLBBBncvcQE3s1a0NQ0gGj73PbF7EJo+TJAlY9g8uwgDLvUR+7AYQYI8SGB9kmgk/sDKxjHe7ufb0vSz4xxLHIK/5rd/593u8/3v/p7tZGiaBmwBlIWegpM0/7g4onzq73jej3KSoF6Z3/5mdq1KrKpx27lJQsRa59rr6B/J7dw/9R/qNcX+MOyz2Ln95p6ZaXKOAhWDWBD7OpW5ooRO9fohF8JlULFRFzfHCPA5H0Opms2ixTVPlYnXRTQ1komVygaXxi3xvWwyVgHNBczae/f6+bVSYCL5Ka4z+mSj0eFLVW1U7pCLgmgk+TXXY91U3dkwe8+QYXrXzXbg4W65Y0eLnVAzLuKRPl0nRTD/qHl+AluPRzQNAjpyOjAApd+lMr1C2htEZEeHVtzClcrksjvu4J6uX2Yv77D2nbEtaXYwIw4gcYYd8CFMHgdEVtSWmTcwdWOzzpT/PEmmQ0TV7+BUIMylG+zeNKBSwEFrvwyHkpoAuoSAtEl8vLliR9bj7zhXdf0O7w2Nqv2w0VLs4A1srR4OJxb12BPTAefNqEqqnvQmRuOSJI1b+zyDbTtt2AgPWjj11ZephZzJHYkUXqUAJGSU4KXEdrmOhuDmOu8zxTe56jn2nY0UrNWJBMzO9VWvidycZd9blThh7cON+ez+U0RLZuu/6KQupjqpLNMumXJiGGtWtM+fzKMH/f6xVYx//3fFtI4ccr/e7Y+7r+L2K6K+1t/vvCPE7st6sYmMMZQBtrL6ftNC36v+q3443pND1wt+7jiWU5U1UOCB6HFqgR2kgR9Yj1lJhqVg1LqwCbylehv9oMat5VOKpaBefq6McRDiyeggRRPazl4AtEA5oTHZ2UkSUdDEX2TUKtu8q57qy6mgKN/XKeO425PejjJAo7Wbu2xYojhp4RmH5lx990P3JT97vPlt/0m1cw9qRKL5YwigcGvdUC1cLQdzbOp3HRS00OXiFKQ4FLMrUN9Zap75Viyh41qh9QaddiyDALfTxeAJkdiLg5wQPZP/4ZTc5xMtahf5HOd0cmIkdDxfoIGF/5Vubn5Nau704SAnkHIpneQ4hXnjOmb8jhEVIjg6Z/fiKVgVc0+LKXLexuUJrSSQakzqNv55eJGi1cTqnyYrwitSQaDbhch+xrHneZz4ylizwaf1NjasA22tTXv3MgFdtjIs7cnl9lD4l89fLlTfihjkk5U88KBK81sK9BVQqdNP1Lfg6m7+ZmvzJ/a473Cxq/tTvwvZa7VcfSn3XA7i3oj6m+m621Q3JTeEfdEvTm91ZRweBG3i/0TXmneqzvcvZf64ZlhIQn3MT+hK+XgTrzL17Xq8/vJZISpPjchfdPHGbpDMa7+VwbjA+qbIzBlehNKQ195vvluD2fbGcrZ1GOKk5RLus8ivSXY2/qEPTydzFdYPjHfVucNDbprzLIldokL8bu6qcscbHJ68QxD3oe7iwTEWTdBKXt3FHE6P5exLUNvXGReVbgLAod+6dqkYR8X0GRvGXP/+s+8s/+aJ78XiDEMpYWUzEeK2Ryr3/SI31lEUOEF1JF7xmBYv0UahvPxKwlFo1es6quVZ++yp/s7bU7xgk0xvmJBXYxNZS8LCkkGLGTGQ+gbl0xt/XFx93I2RKBT8DAjw94+Afc/rkU2/XSpmxs8aQY69uzVImpsTspzVeLQRgdQLQgRQkzTqCeXJivR19ZxBIc5UDSlEGuBlqG+dvSPTVFuaCyQ+VE1U8wjRxdn49N3GIf+1iLK3hzuDiXl3Nof3KmVslx2TRbhkUboDNsAXqe8VFT25o/gR9qsAK2SdlIdwExROp3Xc/7jpm6p1NXhLSb8B33cd7UejfVYhcoCaOI0VqdbjZHV+vk8OEROBGba5enaWUxJ0iULSbFvFHQ9Cb5rgXvWzih35qHydGqLR2Jra1JnYBL9KzFmhI/m8RkGOAZdJ9Spxk42K0sJxkhaWw0shSBCSgPcfVLRXB1B3su3/L6pIgkEp+NnK177dBN5YtC1vWwu0zSyFCpmG7eVDKIry5h4B5NeM081+zT+l7e/SKFNPXUPYex0pY9tRP1PbQRU90vSpxX21ScFlD87SvE13qIMAPuKI//eyj7l/80U+7P/n5x93zx5sAKKYYygWuDniiytLkytLLYjZFEYZe3G/u37/E42jCGiVU1NB4SRHaamZV+clqc3lLP51LyPUycUSOBSeNSQMOCafqwps6RABH2/QBHh3l3p21s0G7VcHQK/ohA57weZly+o7gFoBRU4Kk16aNQIg6WEpSobR8i0vSx6j1orBZvl9VUriybeosatN+JRPdyZEMe+JEA36DaBsKGReqQRx5EPiRT5sv8zfzZIkjyamxMCZzb3mYKhqD38yXPGmEYK2Brf65cZHeHXiLF7z2/SUNrJImiW4vAeDXPqWhNJd+7/3FJq2xrvUV4ev/0ctfL6n5Y7257Kc7q940YNFXB2vd8SX9b6720YSHSSmIDTeRbEevvOWdpW1/beYyQvHOaR9cTtU+qOGLQJFYXjBUq0istECS3cnHIxTiIsyPofV5+qxhYvF+aTmkr3yP5IBYK48XAX+wAbk4N1aNU6j1rL6zDmXqZ2vYq6c6ul0l9lRQEdw2Al0roRDd8rkrPSktFTcu+KLFyr7I2UFRAWp233xH+5Tf431RdWLoI04QR8oHyPWxuS/pLO89u/am0OTK2oVP9/NzOgP+/P3H3X/5Rz/pfvLJ+4yZo3WN6QzBGz7f92KrPVHPMPKtFdIIxzMydq692Yf7VVbmCrg+hV6nURYutteQWDuFFcbZNczngr+P5YInHiywRnBzOvMo2eMwcxah+Q0hKkyTZhwkxcOz4B5PKP2bjPeC2jrxTGBrgMKfRZZUdn7eL2o3dTuBkpdNQsNDFeGCzDvGMonsmeOxmfDyYpuPwUUFsXXzuqaoxKRIEveVQCduYGXSfxQNTCKEXCaUo/W1UO64lqCFNFaPMNse5OItWuJyxLEEjdyQVmJcoGEZSkvOa8KD/BGu4GUPQOSRl40rOltzn5r4vWP97mThXZv4jpA+lJdYMIWrLJZ/GjK9a21+qzue7LGwp4mB+qLvmNUHX+8ogTulcH8Cf2tXXtaM/wouxRraKsUGvzBBBtP0kaVN4gL9eBboiCYaPNAyUcN5Q1uPKVIG07BD2M7dMc/sFPRgag5liWtURIhmnN14/KP6yFSJ0p3PynvcHOIHfRtFqtGyUWuYUzysCO2EVIekEZP76cSnIKeyyOcsu0YrGsnIJi4FOJPN+Hrv6+7FkzUOzLMkzz1NOq0XFClu5sW10LqEZwjjNdZ8B7rc+7T8/KMPn3b/xccvKMInPotXVsInxhGL3KvBOyT57uQtjHLBW4mVHojf/o89mPpPY0cbmgV88j7LXVYxCWw5luHcjoHsR3/qYtvqUzfbuHyAp0k/827KCVvwoScQA+YwVI8g8w8ELRFOqacnYDfXNKZbXEa5Ev8Kgl7diriq/PgB3TRCaX2dNKdlqjZuCDpPKIa9oGDZ2MUcmCyJ0dB4z7zjTLfCeDj78fjArBwpbSO3lZkM+PSLEAAUPP/mQFbV/YDAfMYYldfVNLdY24yLY2GkUp3hHl/TtHkKaDt6y2qBTCziRjn+KkHyi5lVLBQd2NmMLmplz4pJ0T+Cio1Ukf2Wr31xN6n3Xdkpjdrcu3fMaTN1sV4JOiI5QWJXZrc7mjjywCjufri3zSbHcntArWyk+i6+K9ter/VfiV4Uxrioan7ehVszIAm+TJ3dGtUYK8D7Cqeu/a3K63TSndKdboqE+grHGibuohUobT1e09hrAkUyM1/kNHvZodzVGXU7RRFTPBD+ayGq6TWrNVAhs/HMH2fmCgKsUrawd45j2unb0kKLp/UJ3cwKZyh+9rNFGYuWquSzYAkViy53SP3m5hodHGaexuWtzgyumakPBbz6P7lRF+GEfkq52KePVrovPoRfS/eHke0iMQ4Zv0hIJbrv/YlXlDvahxDNi2rATZabPRQAMnu1vmskoeyb8hKunCHi/fBvWW7J32eyWuUjz7nGIwRRAoQc3DPppAjuDH+/gIc74FjLEBUGy4SCdF53TWZ5bpZwScU7BxcZWwzPOjoAyOZrorWmIC9IO17S3Nxa0FSJOJFXyNgAXO2gSxb0jT3ENQBrH6W9+wJQ8xr9RkMoYFHUahkljRYg1m6NhCoesW9pZjCg0eehgN0gbEf0gJncYmFa3039fi9M13faMi/cMi1tYrkWRM8FHdR9ZFI0D2S8tlrdx639ZNETOWXDNfDGi07QfS+YcS8DfZc0BPzJhmiOZ9OcvaDclTwlwPfBKSxqUCwN4Nbi7Hq3RO7NnJl0Ki1D5DFw5gPnuj9lXm+AUm+68tbiTCZuw0IKtQ+xhOv00FkDFFlWGM3fmT6wtAdX9YJ88dERU76YB7rC+c0T665ecc+XkC/e7tGAmTrPGXPFuP7JGartuWcLD+5iLQEN46VYwcoxWsSutTqms52NjI3ntEom7XVL54kFR3gtqZWlG4OYgx7TEFR+AesQ91Y6WoobnNxWXfzM/03I8Z5DNt/b+zYtVVZAJC2W1zLpzjr64QRhcPjO9sJ899njne7zZzRzQyjXViCPGy8nn916reaZ+TBb7BiXtUChPN6EHlLeGssmjcaKw1pjIsw3sj8VPsFGW2sqlP5N+ij3rzVUKCXVGz6d8voRrx2Du4gE25nCvbfAWhuyTfHvAJbyokFWTzE0Z6DPt/Km51Z4Dhgyu23MoVTxaiaQHIx/ixqpMsb7bJsQKQBsoWL7DdJ/i8SOMhtDtgUWjHEDdm7WV5WHqBtr7aUkAxOpqS1DsGwNEmYD2lzXU1fAh7pOJYCaVoV4RN5pTBI1oiT6LQhE17xFNuCcBGK0iMtYmgsUq4lRkZNxo+0AgK8+TqBNqQ8uUHKpka6CtCtt0gtpns6dYeqxzruoL3/r/Ts1wZ1Y3ikGtatWLC0Xhc3tHgcSuwh17PDibdql3BViN+80m+XBd15u/45MluIuxQNwcM33HJZxbWmj21jewTqupTudLuwFoyREXLV2p+Rs9w7OUh61APNjzRGGkk7c9GnGZHszWkqC4tkIS2RcXyLIo635A2YYszbAqHdNXSZAlWrDj6IwRvWbj9l+0relrSLrP+RZD7WagHd6S3JJFah5OM0paeI9NoIa4m6PuIcaK2+aTBIA4Uk6gdP7iLAooYHnzrrfdGt8bmud7vTPNrqP6Rm1sUrQA8bRHmcAvkrHVHwYPn0TzqTe9LxKIiOAd/Gj4KPhUHtd97vqKhEMlHvagDZrr2G64DVLFwVynJZm8f8p8e4RXsAp1y8lTsG1OdoyeMwAL84BSFJUb2DuTGi7OmeneeTqnK52gldDB9Q6RsFR8jNnyT6EHMR5NUS2Z1WPOGTIL6bXcWLbOPAALNOCOBjC7+E+DZiR3tVVFojAen2T9CwuBNhdrKMuj+6NKQu1jJxZT3DhqHZM9iz8wSG+s1ZYbaSLMMff1dbOs6wSGEVExNALoo4uroz0PntzlnvlahrQCwGMeOPztfUQqL+jG0BmPJg74kZ0I+rxal3vAaF7CannW3FSxYnlu5bQBBDRNno+NaouZWBwvYLqgxrrwnUtIZRLc7u8XkTrGobzrvD18l5S6J/7YxeSqnWcwutYGqx2mzDytymDWiJuNI8rGUMX6pSYUW9ERtX+wSUzXNgw9OTNkFJOaRH9hJjynDhSxtQ6waCW9xVK9gQ333NX/Fhr4nVEMF0C7z//KYhJJaHlW2TzjOQ685rnzqgD3jVvmiTWhOfD52r7VKMu2S4CF8Zfbr5F+gMPSGdZKmVVhuMD5uh5mlhTwI5ma5eXCC3XAa7YbYBYPt9Y7T4ixfGMTnsjOgIGL066oKYvx1k1bEmuXK6u2EObGG4qrd8rcVOrOZYutu+pQbjFPHMui/s7bioWz04aWnmzCLruZ6ybPYnOHbLkqELHRCCUp6YEta7siyGo94j7XALrMAthimoK6+jsAzvqzx5wOogDc9eGehQvWjBgJ5Jl93S1lEwMDhLrPjeb4fVeNsRq9pRW0mPiEV+USa9WVsL12RedhksndHOWFpfK6HcGxkAtCUlXTqKmv/KLdLdTq2C2jT1ykcLsyevQf8QHhlYVPb6Ys2+KyNwp7vFZ0KsMLTNWuTMteiS99msan2OtcANPqXXUxdhDkYgElhUo1zSWS2QuwtnQR61DHm+zjskv5hOlQX098UwTxghiQ+p0g7TW7glZ/dzA0vxKt7mwg1DQMIpendHivRvcp0KaES6kvVypmqpl6Y5KhAbXxI2PN57SEmKLu9d9ZE0FGPQ2UGzACd3R5JBJUhQGvyU1dI4AuMHwSiQMOOD0BnbJOIoRpcfD3qD9hUrLtIdCawBp4j+odEUlZT2zzf3pb270SpfoshWIgiDy2RHPxtxnoYgVM/upkNoF3RR8XUMr/fndbutj5nbO4OLqRWUyM9ZkkGnKUtU4F03aFheekGYadM8JiT6l6dXTHUc0VPLfcCAWREqfLnZSNSpyEX15ubr+Ws1SxE3v5Jq0hD5RlVGVUdU0M+/Z/TrGI9Q91xvI2MG4sLxuUzDxDWQhwmihvj8domQKSYxF7459vEglzDJT2cRYqg9yXcsM96ubPRGAY3kGdImzuDn63H7IeAjuwkuqobSUGrJkU9g/0wi6a+zX7BUCo488B/9ODqxu6ABhXFmhszntB6XUXWIRjuins4B/b5ml7zGnpZSPZp2XIJePyV3pDWr7D7WBdXgKmags2gUrOwSlygAccp32Gz2mGdMtsdIqcdRolgryeuqxohW8V8lM6v+SkDPNM+5WbfdIIbLnPMbV8CGkYuEBKyXbp7mzSe4mMexDLT812zGGUoGrCvfeVS2BrFi0OrPF1DWLQqxFfnV5djPx5dmECgaP3MCl/uCB2mvP5x6MsTM+j4B+nhb2O6tPukfrzxBMCPu4sMewVdLFAfG9wMU7wpocUaVygeK5RRiHt8scx7ESxGemEFCgycN53AycZTNyzgUe2BbjJRSwY2tY2dw1oLQmSMWgazFZkhpPn1/uhNV0gdC/MieB2qbD1dQMdhfPJVOmGthi2ZTNnuYFhmq2emhmyfWhkK/YCxPu6wwmlMCTif69H151H7x/3X3+Z4+6L2kL+WxjBeK4wIdMlxaTN+ZMZQZ4LbFq09fxYASwKn2SSeEBbUxl6B5LM5Mh5D0UiJNpzaaBnPfJt5zb6g9U8WU/wUzB1NM7Yz2P7YWrteSYY48Tr2MGA4VALuK2EssHaGRdzq3UAZtZx+iskoO/RpFJV3W/W0ytgp1w0aF7sL9VctV2pOiNGqjSk6VkZseUmah55hDEGXJhBul2t+O8jCmwsHmOfBFxC0jsLUNTgnciyDLzh/ge0oXGNP7RSuqWmQxdxKwL81otICvIBlMCDy7wieR2NZM9fzi3GkVNPuDBjBFiq/m1TEVxajMYGzChVgq0z9FXua5nAD8nY8q9hKkNzp3Qy2cvec8x13KuOZEkb0I9bo9CqVLRJfLftRiJHT1nBE/V3DZp5UXadyW3BX0mvHeatVqY2SC22Ac9oxNDW9A7obz/WIE5CN4ESzicpRHy+ovu8doTLC4kCgRtYhqIY55DTBgTq55cwgahl9GEEYWXuygdZrvIhTrFVT0jLaTFuQDlxo/K+k7ZUdDrlinDvS0b55NOmMd6uQ5nKoVo86a88Bt93zyWSi/jgk3lT59RzS/RhZZQYHjg88HKxCpajWExcXVNF3aRfTWPy522olLvwqzBJeOa5gRAdCFbD54r+dDsoaPB993w/BBAZ7XbQCidtxleBN/h2wZotLNDjx431NQ1Nbx4oFVLcZenkO4BUTzWSZarrWsawMZYUIsHqqqbeum/RT/b2EHd1Qs7IfDzBMzkWEwFIRV1TRqOdRFv0ULqskYZcB1jjnNAvei0Mf6AqWwAVZcOgOKvdjeklizxa8YZoKRcU0O7EamSKUq3bLtii5yawaNKfALNDnfC1hfLkGLTggHXdYm4UlaPqOg1iGMS5WzIY5C//Td0O3cTUM41YirXIgG5WvASClUsInHkLK5tsel9dugzGAxjoPwJQI85Kl3ea37OYlFF9OytOkujoSnnkak5GrydyDDuQbCKaJSodOMfXt9CeSwDNggiHZLMvSZNcGVrPxbyB0b6ff+WcjOuoQay1MRdP6/LIJpoTjXEPIXUfqBhwtjavjiRcYsVUIttfQQxuOaUuFdckAWa5y4TX3pfFfX25re5eAo8u83mZFcIpN7AYwVy4xm/Q6DQXWZjWM1/hht8OKYz+zllYgq5tMQzwJ4DNL5w+bxKB62O0jzCch6cL3SbuKoqs5HrRj2h7BuVzBwKc0X30aVCZeveRmd4jwpjRuGp9YllWIwLyox8xguW1pmrtmyP9bV6IYXJbKiqpqg71DroaVXcjcJhg54ogPxZkCOcafUhL9yk47goO8uX6W5TzDV50331238kb/fP6ZC3HiXpGxxhp0mslpR6Ov5erucdpzg4gN+VBkkRt25qkN6yfG5uPQNTMVaVqLBrDKH5UH/WUKr0o0JIxwot96KA2SjtwFGCeGBnCroCyf42h79obbGpJl4bs65hqdHK5JA4cnlloYosuJaL8HtRQHg56XzHfetu+/xM9U0x6wSxZ7+msoN15f0W/dfySh6YzZg13RKb6mrhUrCaJlgLXKj5q+oZ+uYljZG+22czisLKJLnqth7dMlgFyhOLnynDaANgncSV1fjWWj2sAAG0whhggQWdxkIswOZZGFlVYhsSLhKNKxgUIkBDU3PRzZ2RH+R2v6s44NmEK+SmM5lv4M9iXlkcyyyH718e0oS46FIhT3t3ujfOCeTfoXthRW2itIgGNF5wI5jDsxLdihc3qa6VlQChl0VITcLfkG9agaZOk+aLXR7qyd2i9pUZbtoJD8JYcX4aC7nxPAI5gIggSaBv8/j2jNkdULKM79Xu7rkr1n1My8RzwTCnn6GdqXJi6jDuFQptl5zkJkK0vcAAJmK2Wz431eKnKNGkC8p1VZEMbFDGJpoYFzugJjxQ3fOioblpHDOuN2COOaV4YAc1rdk1EdAx7q+OBSKwopVJufA/vR9fN3Yfex6thd5a4NtEMXGLdVXe0HX9b373u+5XX/2+2378JGs/ad3GnaClu6rizS1UxFiuncKqa2y1UXjYBcqFWdMqWwIqhhGG2wmII3U0fFoET8H0mvuhvOIS53ptCiXHPWXfHCmQxpECQXbe0EKixNJ9IyVXkBtEa3V18TCOiFHBdLpHaxR1453oVp9igEz5XOJBLgN6LRMGVv0pngiepQ35yoJjmKYR5hkK/7WokA4ilCJ9FxKFjbVYxa0tyOjEk1MIpd2dbdGht3JAG8HdH9924wO6BEA08OHYiW7qFoY+6NKQ/MwYwXMxTHmIykobMn4MYb1RrxIL8HB0H5dlEZHjOhcBO5Otz7+lHbMxAj74v2jJQDGxVnEsDfbVlMaBbgyHl7Cpquu1zS5hWai1def4xXaDCcY5Shodcb9ajxTcCmKczHeHA7rv2Y4i8VDFImp6XTq/RdssC7J0Tffen+u4z6M55goONzK30tpT4w4TzrGQAi5jUhUMQXq8/hSE9UlGrKcqgb+fcd97R6/pXP4KEOcYN5WHcmz+l03O/dulw6r+jBJXSFQiotfcyz4b7TvG2s0QGmwgnHldK8M6z1tGJUxPbOBAGfshQSRBo0+6fdzfMQN/4wIWrlDhNsd/uwdAE2tYgIpdCkLQidUsd02kNX1UrbrIM2gUNd4jwSClUmLqrc9qEFPPgWKufq9YM5TdK7jU//43/9D97OdfdIu0+GfgTMXl4hWp5y1xrKdebmsEMmmVSvQnAufazTf6zLRqWsZ0CUhIA1CT1pbV/aJmcioMCmy5qxe6r7J1+NyxeUgtp+cwTOIepcHpUbknfaZaSBP+EWae9ymCub6x1j36cK1b2Sbup//sJb1wD/Aob2j9MYfBWYDuY5ZhTtec+5OMvjBcQRl5h8ad5DohoxwfVe2opyNOOUx51jKdvhZXYO9gVd/Srv6QEeFC9DM8VN2BIT9vsCrSyxYZ0rlIaw/7n5zwkA8OYTA40xKfWjdWl2EG13eEdrBpljMpfIBLnoP3mHSfRvXbdiJNnbn5iW32syfKndHd7Dt+F55vYN+q5xNzFirnkyl0rrmb3pgC5QbCj1JZy69NdQnXFI1tEy+BCTTOhZOsWQcuIVvBGCejteViTlfhqVagL2YwJ2dc8WRnm8lkj7vN1adBSce4PlpfUz2mfSYIwSyV8Vtrj9Ckz0IOMP/occ8uThDIH+nGhpWFcD2Fsps55Lzka8/YwGObA1sVr0XLZVkIwBrBTfR+Trn37wDKnF2ho7oIDTJWLUBZocl+ZuQ6GH4ay/g6G/EVnePGAYF8u55IjVuvwmVRQYTOhL1eQaybUlGpE2sJLzgWhjwyfedacj69pJ6MUOvVWEE+bI6lMonRY+2kBf7yH/6x+54J2e+9sGTJZ1hVF1UF5LFL8WYgbXLFPBPBnOYRhJETCy8tTk+s0ld2UnQQkZ3bBR8jgBFUU26i0qZA6J7OsRJDBtBRMPlb3GBdVofAigCzQlp594PTA/DI7EZ3wbnH8mB572Btttv+mBCQOTPOe12HESdZX/Nww946fQk+g+u7sM4GGzhM1tJEUfGKgy2eZ1UrbeTeNbC+DJzNovLQj46cqdhRNc7kYehciwjhpgNLaUC0hKXYZQKtFnHEkNnNLbQ+F/rmFSwQfjq9y0LVUxA34foZUEoXKfPe2WDzkHSXIAA4b9P2B/ZtmZaniS71pmWtWCaVvJ8assUSFddVPFmbTfmsxHTCRIXOowRokBStWyDTqHJcBunuQA9hd7Mq3C5VXPFI9WNBr7VOb1WNcsl0JN2MQO3po4IWBFXUHXfXvGZDSWL++S8+AkHcyKyR9HRRe9vHFi9Dhs4j0h4jWovgjuQ8JwiFYwNiIR0khEBO08ri9pJeoXz8PDERyoQ11Upr6YTcq3ojNxsresA1fcMQHnOFT6foRYPVvGu94dsiyLhc2lpRb2+YZlNaB2/+mnsM7S5rZiGvLCuQXoWSz0kU0HVzBEC4rhzHeFrAwvaQQXCDenNtvCdehqinz401ipAL3KWw3SWr3jo+C13Gr775lpmev+m++OTjtIpJ0XMod4V+a8Kz5ua+m0CEp6qHZLzH+00fOdvGvSRo4z60dY2TrStlV3xagRz3eUIK40wEXHRVy3iiVRXFDm7QkNG+2oSXLnVXm6sclJf36tpOeG2FuZjbL4iLwVfOAOosJx24jlvr6dZ3+CMNrr856o54Xo9mN1Ci7EWM0SVd04+ZiH6Ld6jrLcrtaLyylMC2E9FVWvFfwKy5xKU6hbKVkWJhaBDg0sLAEWAXF7SeJ95Q4zhNaMbOZ4mtSIIvLwEHV6x5RoLbqc+ie27qaazVFpXYxpC2fnAq8hl+txtvyBwOObM3BLrpPgC7pbRktWuIi5kNVsBL79iki7ndzXzGvSVL3FM9Po2RRyKBxpwsdN9l3HjqmmS75y7Ir9wSx2HXNF8ttMcowcx2qp0UC1QFN9K1rtOy/3dfQR17DybOOmT10V73+sD6QYWScrQBY+ewoouQAuStqvmdFr17+D1u5CvWBsuCqzqF2bHA+wJWyzmsj6Cecn/NabYhPsZaanw3mZejonJm4j5ruQLAtSqwA51RDWzRbaZHWXzL/xSkxHe48rZ9UfnZJSKkSoXeHrzyX2XqJHaW0oZjhVAuoeHleJnXqzCENV1jA1mJwv04U0Vgo5DrClsU3x6NDlWxhSAqMD0IrfHVLAqPX37z9VfdN99+3/3080+SHvM+e2ELn9Wes33Kx+NqHSU1GB9GQA0RjBudAiZFDovnXBNivRREcI0Zy8HrKVlTqTRixqkEc/anoUzUtFiBT9jnjicllmIhhM86VSTuI9ZCEGwaRbnDRPOPv3zWvfhiJ2HRm1dv+Bz7HbxkSDNvx1nMLLK3lmzLySS0Y1xXTrPA2gNNI2cQGchaKFuSNuZ5LUJpx0x97FnjhrQpxNTbFpIbmcL1PENA3wCYnDBz4vvfv2RgCnNACGofPVpN3LGwOtetbenyWmGCFTgClR3hX6+4QeyrYtGzMxVs5GTRtGiTHFfcWqotpqk2XxBF3aIG7ZDA+hDAKBq3NnES3XynitzeLsY6on691o2wFi8yeS3ZOLJQ+KxsEZuOpJrAs8ePFcCplhM+1IIlJQ2w2XVjZRPZYj4KvaF+zWL31+LCpeICt8yx5b/7x2+7L3/xYbc92u72X++Gozp3M+o2oY2twJO1FamdGYxV9o5edm+pTL8kHrnFcs5iTc0RwyxMszDL00xRpQW+zXoNL6zdM60RJVKeQc0RqrYt8zw3qV63ujgCVAqZhGT+X13S+FAgbDuME8vT8c3JVOcm4RsiG0+JWFtU/K7XaTwNi86NiNDm/HuV8OMpBQZP1tdxzS6IbdnYtnuUoCAWo+ui223dpOMBbelonlkaWmJFQxS8EF1NhRmLs7sARCahAAAqVUlEQVT3pvvg9FkEXzpeusgFkLFIuVxOwZkgrLGcrWu/AmPsrlDa2C2vYxURyOImi4RiOdnfqe6Q0cPnz1oMeaEXJNahdy1bqxKycV999uma7nOQpko4MUMqalbuL/S/1Y3F7tOfP++efb7VTS95Tvmw7lv7B6kQi2d7S0HH9ocQCOAkXxCyVAdHCPaAc5fQ9A7wmmxibi/aa7zHCOVLxofbcWtoV2kZOQTgol9aignowDlVI4dA9oevcLl+gIrHSVd4sDPsIuQ7VvCGb835EVzZW8CfTalwV8e4ZwfRpvNA9Nh/LCs6d+aUOArXAvJA8TNpKalpUesFwymgwJ8pM2pxYov6YyEypFM3QOqXPWOMfyKUGj/zo7L3KZFhIUe4bebYqiJeoZWAj68v4pvNVMTsJPhTSIxQ4l6kx+gduFRWoMa0+eCydonD7b/y7dffdp++oFfM2gZDSne6Q4L2IekPRvHSPbNyrxOUz97xa6wkio0N4w6W6niJhyI6O0FAj0HszIGGhROAR2VRcVKMtXav5NJMXMKCrSHDflc2up3llQamWc1j06gib1+BkKeqlQ0oA17UWPRvRId3z29sNNEixD2uFEPFdibG+cGmn2WdR1zP5jL3o8eEhv8OjECleilnutHYvMQ8n8QMrJPP0vyTrToab3aDgVIrW/Cd8axsHF2tZyiGhgiv0jaN0VdxpGcqQpX0RipQKp6sf5erGrDG+BFDEqFUSBvTLGVgCqWliHoaIrLs5XPvWTe70qHZA5YgqlF6ooce4DzYx/aTVaZEr3eruKmzZAoGMJBGlGjN0IdnfZOiATS/z9POAomLmzufznTE31LyFjfJpWPxZ8+BIHHlFziuhP6ba2bpLMCQI1NhDG+lTfaVSKJsmxGuk+6UqYxVErrnWMi9PShwujdudku7LlZTKSEQAOiUUis16eHhHmRp6sWOLsl3iiox6xJWiou16LgDXjN495wnJI2PaENvqmGZniWS2tXQxqAOz3FGffWD8bsEM7xGJaEhcG5OY6CAMyqHOQ6sa9Fb1+wm84IzgaovQI5PKBezXYOxgcfDb+c+CloXDfUM1ZclTQULkm/HLDGoS2ioR3MhzcGxkRHuBXKJHzF/8PE2OTvIjzcIme0PzTGe8YDfsh5nzHO0WiIuKOt3y9j2qxOZJjYZI672+E0JGb+luVRBoyWQupG6o14zgmpnhs92nnQf7zxKvD9hY8hK0WVMPkx3W6qac2biRmo1SzDRJ3VctTvCeMb6nGFlblnvoU3STJDHIlM/a4iCkC/YPhRLpnaXN2ohesXszc3P5fNs8MIuWVPBNhHjK9HySbV6uQiShKVBwNepyB9ANFli79lr18HC17JjElOaNrh3VRVOhVIXNZZTLirrXu1DKu2hx2drSlMVCqS5RylyAXDktir0utDWjhaKWBVAKmMEaBrlOYJWuoGwrTHAaJ2J3Y/fW+4evVglH79Y3eINCTFiduFwj1zA6LrCSrpWItcjGD+zspPoIuAIBr1P005e9xTF6saZ16Q+ThnRJxC0rHLyuHx+BCIboRw6mzJuWsUdJtrXgPoXF7E2jnrDXfHBkGfulqDZydEUBJhD2tVIk33gebiZx8doOI9oYhTBmyEhaplPOqWnu50d0ES1aCi0rv9s7FJb7RrX6yIbrRIX9zJYMHjivKRJ2v4Mqle1lIn9IlBFRI4w6ffLKMFSvngETA3G8tW3zDfBrbSmM8XYbaqWG/MSpkyIy2EQFZIriyMimDiiF0h3aSGDfulGyxZ6RB3dNkymjekR3NMdrOJSOMBqcdMji1wpcQJlOxCYAYQSU2Nljg7YSMTupj+uJZGaaFaWYyG993auqPOy5nHduc4tXJ+fP3vW/eTx026DmL+mVbEp2BgXjclS+dwCuGpNaz1dLxC+Cg0i7lU+FjKA4QB/EzQaIEwD/i05IYNu2AfGkFpPD6drmpBb4M0YNoCc/2hAXZA1PZqaznbO2u2SB7wAIBMBvUGYNrdhwfC2Uy2596BLGeJJeQkWHCflkfI589n8W/CG99muVC6rhAAJ5bqpxo7Zl7z3XCTWkjcF0TymxpBrSF1lQoFKuOhVDFbnu3WmmT96sdbtPAfUfAIGwtCdJaziCGt4A2/1nPTKzRkppwk8cNYkfXYJo1RKGU7LygqWmX0wxp6FCmmsKt+ZXAnn9Dh6higNnr9teGYRrMq9G55VVczst7/7IeZ0mZPrtjjxVvL4xvZit009mzHaEdUJ5sDmmGTkQNgl2D8L5BjPLnBR3xxido09sIiweVa4uYG5SSyqiNwxaQHTJVe4ZlYM7NBbZWWdabZSmE7eJmYQGRQdUZPfYl1SmtPQ1uQjE1eq2Ir4LohQCJ9Wxvl/1cayF2C1jvIpsLH1hPkRHwLBY5p+86sTcoaLmYhU+YAiapt2uASFu/U7sWqLZZuFShzUYtu6lNrMWlmJ1lur8H+59kPiy+pQbp4R66cm4uEPub8tclHLczvdGWispW+HM8fd7vRh92Z41h3JGxYEUrurXGSx9YrA64wwleXUqd3Ayvzs+Yvu58/f69ZBtO23aizo+4xz50G0447JktHfjZOhRSzFV2tZOd15mxQbL/HshgjmqblV+dDKiIRrrt0JF+mgF4HmJ68lTlUw+dZTTd/XfFd9ps8q3M64sKUVrPv0p/d7RZXPmHzfMeHSDu6wrLI5N7RKSStpjIsSl9wtPS5xZpDUii+DoLKOpj+MPU3TxCpajmUsyfvPzF3qcSiMeWoqPpUHcbI5bPapHQAijBBgnn38pNt6tsrrWliyEHYgALDz3iUiHJ3ssV5YQrnFejug8zmOaT/e514dg8BOIA3cXOJZwFXN4+O+h7gmt65byIlchpPrWvmYxR4K9gSrG6Hc/eGQ5KclQ8RZNM8SlfyB7mNqoSFxh6CFJ5TR4kJPTh3yggwRq1yJvsqOTy6t4hEXXVqamk3GxBmfPz4AAEKwBwiJgfgNfn09n/qcglU0NkWk3NZM2ZWzmkR4i3V0PX2bN5oY0GsjwJbWlLirIPlcg1aHRRit0Lng+UL37e5i99tfMc567IOv5rpJ63keq1QEfoTjBZmaFn0INhXNq6pPtOdxJHlYI+59MYAWNalJSLMmmfmotcbbQFlQmB4k1GEujm5Yg/f4bG2rmzy3jceYjgHH3Xd0P/ueQaz7EAjGbEYFOudXDEyrsvFsf69V/uLFe92nMGGWQLdlQeqiWmGQkiTf7BrFDpgH5krDvVTY/VvRMkqYSoDSWJvXhg4v4uEeEQePObexlw1thPGH5nwlmMi8ybMr6913Fc9IAN3YO6EUvTYH3dhFKtJmm3JfrNMMqbPKZaLABRvtUaOA+8y5tgzcUQhFUUVJQxhnjUOVq1SJiLQ1tiEAtPwjIXpQVlMceiCl1HXneQbEhYZnO083mWtJmdgGwBdzNtdJ5zkRLC4pFnyaxP8CbnxZSQ54YfJ/LdPljD3PM1ZAEBNchBszNJvmQUd5X7KapAPP4S5fMNreDvSLdO+wL60Zg8AhZBuu2wBbye02MDfujVCGBynwwdOdwrQOnbnIw3v7Rv6lM0MmkIaX4SiupkXg7i6x0R6tDzboeLdWboH0OUGbCyzmGXxNie0K1inAz++/olP2jxBuccE3gZCXuEnr8gZA+MvU0M1SiqU/PuTOZnCRdQuSN41WLvQvFSItd9m7k31HsqoU6Lmq9TOtLBRK1s/Uz9L6FF0TyLuFFEGrfBBmm+Om23cZYf2vFOpOm7dsFK76S48CN9OVB6wlVRimuzViom0EZbRIKieanbyXIAiCPY3VHbIxB2x2Yyvdk7nE8FCysHBzjNTb5kBbuGDbkDae0ll7D2bQAZtOkvMBv1ulIBLrZlgjhvzoyaPuw0ePmBVpKKF3KNqqZIq86nCUe5fucK5LDwzp+ibWzi1FufXVCkl1cB2DWBE0tm4iytl7UEFpiRdRkEt4GNat1ngEf5br24NvVdRcFrKP70s9lKWu32NWs94ilbqdVvNLfJ+bFF83gp12JtVky9yvLBoT/eYbjSVNkyQvqWCKqPq76RKVPOc3/tOqqpgGoqVkCBbX6L2KJ/fo2Xr33kdPGG2wQktI0eBakLHxIRiAnoqUuJEzLCFriLUs8mwche6zn1AsIHo97XQ6XFCXdEy6EI0fsvkUAl1T0W2yBeCDB2CB8yxT5sS9ki5S7sI943xEuxM+08D1bvYpbReqObJ9cyxSrfYGR8SJpxTLDm05QWzoWLwjeu68hihgwvNmhrYOaJ0rZo845mCF3iRS0TzfGERRZMxY8+QI8IgYbnVjiQGjdBrgM1rfK2dVQkkyvylYYEV6rIIPIiU1urJaRsECCdTkxXyYfFUPTpktVVFffWdqAm9xNQX2ZCKxhuR+xk6P5noWuc/XcGzNaQ0G3htAlaT0ADotPm3aPq5wiWttKq1jg8yFQFNZw3UtISiraFj7HKUtPvdg1dw51m9ivJMYpqpUptmAg0hDoZPZ2sZtxNyPcN8Wwd4fIdSnvM/WEwcI9zEei6jvAu6vQrlBU2OrQIyoXRctpKvmKMNMFNDT0LPoq+2N08zD6f76uv9rAmJ+zOtyk/SzQX2Ai7h1oSFGKPkdiyVKa4vIBc6X6p07bRaNFmFOYXqLLRN2OCYunk0VKCTmZFOaC0yrUI0K/zlXeIjrB66TiiQuTAFuelbmQVPrGKEsmlxyjpmbaRJf1NqY0XWoihYV7DoW0eT+0g6hww4dI9YcFss9LEGK2EFhU3hxC3E1s2yo1BC8kRR44xgNmT+APzrApkhsHzmPIblJThYFBREgaLYoOTC21VJXpLfsP2Q4oOIXJXZP2F9JTCReQ2phDSsqc3BNj6xz4ssZN2tTYLPmGE32XxPAztoTBka/vvqb1/RoxQ9Yf5/EN6b1LUyfvUNSGSyEbo7DU8OT5KEucZM78P7MVb7dp6XgLv1Y4P5JQl8EKFqni5m9L1ewDPrrE3J0LvQRG1dv39zZhWyLcwpq6XaQqgzjyjzsJEiawN1rXeOr2lzNguVnkQtqiEwNrrlUwGk2PQWgsoW7d7G12r2ErG5jJCFyNbIWTMJAtlfCnzpvGgzXKdtZmpDe/SgrmiJo3mGLjHXTEYJnjIL48SUWD3BgDMJpm8oF3RfzaJzbOEd0MG5uUi3GPh4Yq8Tari6tdk+Jvc39+mWaI2yQtsntaKom0YXXWrlxYvH4VknGYrR6wbTAUJB4f+MyZfNbH1meR1NuQVFpyG0eUZZPaipLVV4LZHAP81ItySWUay/TpzjFfVVNcpU5omtZyq7GQFTJXV6Iay6pAUupRxFvoKpO4uFk7avZcSyhHQHsEmB5la+l1M3NjUCauzTscWlCmMAdxWtZ3V7q3v/sWffsk0c8Czr9Eet5PQvEduY7j1GYtq+ZIZ/seefw4AbzAks8H2RBoPCUyVlTpMdupVUmZYS7rULBayFq596l9nFcQCBj4iuyB/mS9G/DLAoKHGg1JG21AA5j7OhqX1FVpH1Mn1zI6DFFKupeKL0RF9i2BStYrUvg2qN9mCnfHKbV+tSH1vsBi6M9N6AOLdqBgIMsb3pxxk1qAVINJEePITt/+81u993vDzgGrB6SrVNrTNulyNW8GjO7Qiowqey8kmtuaBohx9xEayRpH/Jv7wY1UgCbJeCL2iWGUDE1Z1dUrow10L3Nsy/XySbSzihJUpY4aR7//TmAzOMn73e/3d3rvnn5OiioVejW3tl/qM+J1s/KWfXWMohuNr3pQN1p3RximVQL1DWk/aEPj+tcohN2dzbEHd3vpnDPVuPS26OFTUSMbhJ5dtb0RYKoytea3Lbyv58QxXGsW3UTp97GZx433rWT7qUnUWhxYhk3pdU6rnbYM3osWpPWaFkQhVswlhwEoKjBNokvJQmYfuJ48xx3AQVmq8rE5xwv1bDOm3GKVBNWvZneYCZ37H40Jm9AWd+ELM+qXXe5a2UNXSfv2d4iCq581L7AXddT/rFCKUc17qpgT4RRL0MFI3OI6zIKMd2CIM2zzp/95EX34Zf0PHpvrRvAzz452+9u93THDK3IKNhXyNkgCKOkdc9pKm6G/Sw32M5PA+pVbwAHVWjJ+Boa6LbP8VxNIdEUS+6qF29n9qFldLQ9OYZHLthjM4AR8Zg0UjtrpHSQEK+K3StTMKQKa2l5PZ7E2RjPir3oF2lCVUzlUSa4pUqs574W4FGToaGuECBRRruYXZN/Oz8krkTTzIO4XpJ/Oj+m7IuGTsewKg5wec+h0MkIAuboXr9E8Bgs+vTJdnfDMc+xuHMEd8at6wTYun4jJyTjVtzahvJYzmebhtQ4qzFMLa9UXQQqJtJnr3xii21abFRFsnwGUoM5o5sj8kgwkRbxBOYopbmU0YMQ7r552x2ggM4tKNbFtadqFIB7sVyxdANoViGK3ktpFty4JUnpVCkU+KOmT1kg3odKY8x17IMw7tH65HQ4ocAZthPrNpcHrlCqIHVHTR5XjV+BleXuZTqTrqQxY5ahOjBUMy+3Zdk+C5GzRhLeOWdGybmpnT/KBohQRIgl3DiQRwKiyGLFxv7bnxpg/2JBr1QxASrflKJdFR0OXURCCxkL2EAf10ZlGKH04dS6le1oCtNraN9eo9bdTnE2eZ7g+iXO9OjyWZOiqryk1jRF6LH+Jv05tm+X/E/spwI6pnh6/y1MKvIrL34CXrG9geGYoxTrIIXhWji5vKLNeghOJr/Gwt1QwTGH8TFFZFXHLQBN1iigk0Bj1XOK8JsiVEFdk4PUSorU28ldz0EcZBo31s6DU7jhAwySytZueGcQX7Xqi8uAPguVTpK5gGPOHjgNvdE4XQArQmmJyQWIn8noQ6sTcFlP2MSCByMERcjXeGaBpkxSp24mMH/eChdDljb3Riywj1V8+/YQDQ1CiHuTEdZs/DMod29ewhAieJ45x+A/I1je0C83t0Mcey7dCgspuEVSfR7/fkBL/lssb7BOH2w99Qatx2krVy2uqyBPc4uapMbdTMd2Nh7dqvOgD1l4hsvo458f7NIAbIVmTSvEtlhv6VFC5xnrbcrAmsAK/ou00PuvfXypBqg0vlvOaguBirSi4FtOpGs2i2IZspbTKLRT0kxHEAXGx0L2V93Opa0THapaoyHSRQ2NHWDCrg7pFFXnL1K34ACRKuheVZs69MlcnTax6hlDDNc9xVX2yrQ6NUWYfxm/Jr8p55W1afGcf1P5GJsqqFpjj6cjf6NyCoCkYqopzHowURKN+ZOcrqsQGVQgmxttrP/Q789W62WzEOzEvVyTQpaMc+613OX0KGrCreLLt49VF1phEizh3/Yisl3jCVUZJ3Y0AL+YJiPwq19+133+CxhW70HSR4msoPRnKKDQOM7aZMzuft6jRACAxVlwkQtZTenCUekdhcX4T6qoirbocaUw9Lxcr3TTwNMLrY9n7CAfB2EtMAHZvK779IweVD/8/SFG7qB7/vlKt/QUi2yDcxTzBFL65GqXvdqsTCtZm/3dr38kRuQEXLF1Z3t7MnFM8iGQAAu6lLoxmfPBrTisc3V7PeZZ8vklF1MpD/xkK87J+6jqbQp0LBMfUgFwWLqrzQ63uo2d5ZRIuaFtbDt5eZm2IzgE3caQkdskWf2q/KQa3px6n7c09hJkqc3g5rp2szRUsfJjFZ9N4VLYvOkWt/r6kOvBC7C6+/Dtm+T0lpfWu8vNpRDEMymYhxeuZnrPFhe2iMi9pWz7qin9ljEPjestBcfyP9XqWisbjK1Ae1vn9Q1QbfhL0O9YP3bWPnG5sewJbtk6ja2XUWB6DcZL1WVe68V5Fa6YbC0CmtShrebG4ibahbsS6K6kT8Ztli7rSbKXtao1NHYtAfV4VS9ZnFgFoQqe3XgFEMVD9ulEH1WvG5+z96sKEAlNGZXXmOPfK6sIpjF2fNpSHvXfUq6+1ViyYsoS4pRm6e76zOOa1vPNIzVlpreg283eMg5XOG2rcsr3MZ0Yj0k7nJ+rcO0SCNoNwpn2I2mUTHxJbK6S06pdMuWtesOqoNhX7LUIBIJ8jeVzOcUYHGrV9/rVPZ5z6jJu+yUKNjG+XqzdGgn5OCVATfVX8tnJjjMUSrG6qTrDDFI/xpeXVyNINoQOnNf02BXaZZJuehIJSK8BlPo1e4AQmoOSNXRGlb69ZKYkE2OqlfRD6EBWb6zQEtCfghS6NqqUKyDgaBZMnQQAwZoJx8gsShkqrOYCJ5qBtP7oY0jMn63RqcCOeKBo8GqnZJFgra6xmovrFkqDYJ45x6QJnpskcVJZvHKZmhvXgzGmzuoJRmkkl2i/E1wtA/nbM7TZaZVupTyG3Mw1gri8uQGJYSsphEOKhU8QTPkUS4AE+v8p9xGq7zePLmA2q/FqASJ9+uDQ5lAtR6mmH3AfQ0qRtjY2u/cRzBn7BY10wWqUtu/9cZdePCTN1wDCXH/dxGpDUmVQKVdi5yTFwOVXOqPQzFiJtEk0/tFd5WrsZODnmkC691PTGYpZTdlOzBgvtsIDhTGpGskbUYQNCHLNdd21aaKa5jm57znjzTBvClQqFlFzYbWsUViRvLKGbY3yxBoyrfcq26XmU5ZF9AghgXtcY0SFsBdir6O8arwSqvq1iIB2x1hHGVNuBzv0a60X6NDw4oPN7s//68+7p+8xuhBrZ7s9fLfcT0Zk2C8pXF1jvGp34uvXuH1zzp9UsVFAMU/vWq/RMrATysBmM91L+lwpLFsn94pOQczgV6c05zqr4DpVQEs33dOfLnNsObAj8tDsv1PWn8qRK2LSa1k+jPILx7cpTFxpAmQKay2uFaRYVHNzoUMYO0vL1N7hbu3bW4QP20PnLXGYqYGV1WG3+ZguBbQLpIc+qCwaFw0g4ndEHabJ3OWl5e6TbRkSM5B6l8kRua+wElRY/wDtTUWwQw50FaBnSJGuD7ovTaqwpCzFvWZXyxVQ4Yw/e8PE+Snlm1ROXDZ7ONK0SBdh/nIJoOCg8p4m8F003Q0qE5agxn3BjApd9b/+v/+ue/WKsisWdJW84xrk8o0NaiRJA+3t0RxLto/czLiTAjMxANH+qXgPJcyO8dL7cGXwMpbXQVAvn6C9h3Fx7f8im+cUAoPsk2s21tvxUWpNZVWl5aCuKwe2CsYNNMPN2ahKBog57L6crYga5UILxJXFUag0dQqUhdZuegXXl7xmiQhqUTmcFUOmgaD3YawmK8qbYpGNb9FdiYUEwlx3BXgh5ywFUILULGV+lgv90HVtAUieoVawF9iKKQ0TKudrdFwYdvBjlEAN1bF7g423z/DIzmDKnNuvqKGvqRD1ubPuKyj+f/ZnL7q/+O++6L7884+7IfnIMUCi5YVawgxL8v50461VdXY6e9GY1j/63HRXrf90CUzy6x5fXrh6GCRXOtQ6c8AaIle+Ie/J2xJ2IJin1nFyjRJS4o7jHi09YmrbIpufzzuRtdJHMg4g6NjQGnfXY0mg8AvkFhQMDaQiGxE3rsBvvdXyCQBxA3Izg5Y6ik43C0t4AWiCXgBZtX1ewbnLCJdcPmvEUsbC6w4yWaPEZZ7ge3XVOFMXiZPbst4UDEdZA0rewqW9wR+fsEm1crF2cWXKTTIZHpwn06QKGS0gpio/6kG25LhxDRpKjootF+w4dz6zF61eyBo3zSY/2d3N4JadDz7svvz8I9DIue6v/+aX3cs3r4mP992qECa2u3Ws6TxuSgSZfJLCOZG3qZtoSoXlDA+3JbmNzEzYGzMPALFW+dssArpgzEwlxOAYEALvYYxXISVM9NY1Mc72ziVxqIjKUpQrfmNbD5PPxpluCtMZmk/eZ2pJS1jC0ZDn2vsRGl9LjtS4XFdYf8I4suV041wqkAqwnoiWVopcFAVAnglw3MPQD904egyNEF95z/qaTmzosUqoM4xVqxO10VxmjagW0msNGtsstIKuNcSzwlHDwjmaXAaPtY92EjA10gq/PV7QcfAFXpdXusbe+hf/8r3uv/0fPu0+/hmtP9fpqoL3YuWJBI51JkmrrsbQQsNocsYH55lgFQxfxoCPPv8lrJogpOGCMOUFvVp17xcJq7ppvELeb+womHOriwu/O/eGKbeHsbjEGIEUKnPyWDLW5tl1Z1UwnAsUIo3i5pnqjGmLohuAfUg2sHVohNKYbwE4d7QsM8SykTw5To6ZxXrOkEMckXSdhekj68rZEj5k4f8jcpJpxgwndmhPSmv6tKKAKDZyNgF8TjA7g1kXAfPz5iQlcT+mNb0DUGwpItJlwnWa9MoND6sqyyuvVjMT1ezqeV3qsqBpfdhiSG+kRS1xU2IhUCADetKurGx34/W33d7811AEbQId7CJpios3b7oTmDQbT190H8CUsdpgBe/gDc2ErVx/qdVcZ64H4xVWV9aCZNphW7RWUMZ87gBVbWVAPEjWop8IkdjXWFjyPp7AAkjwlTMXTVmwtosIpW1RtLAZPuM9lYrOg+4pgz2fN2MGDWBw1WxIFrti2sNxeLryfK5iNJtf97FeYzo1V79QalMr5R8ajhjjJbWgB6BC0/Ig7/OCdXgMCuUUSuHaHBzpMkMUKXIVF5byiFLUQuZBlNtasXgph76faxRnLCyvcdkRWu9LxctrE4TRnO4pAniOh2ZjqeAHmTdT+csZrsW4WW9N0vzWo1H3x3/6tPuX//1H3fs/BSOYHHSH35AbDmBJt3KuZtFGb8zwODolNYcRGohQSgV1r5E98DXJ9blyvDet7xh63ITE/sCKY6l14hcgswNK8lwvG2NZ+yY7a5rmVzcIq5TPof2qyEmqBPJsMmiGjAXh2ph78nVpnmnYRi/fS85xxr7MSVtaCY/zBvgY8MbSFMedE2ONsVhqJytGVqAmLfE9wr28BinVzOrGCcEfof1Fo1aJoS7th4L/rWYbYHGXSXyfMh77HEL6JW7Zjz+SMqGOcoMH/fz5Fj66cYu9TmH9EKyvQIgXBbT3S1WUxxFrD6JaQFZAVPSxoLe1ywqUiLDmseNKc32M6R4xsnp9E47p0+Pux9/ROJm40WJrEVsJTnJCUV+wl/a6VwzHueX3j54+YSDpo+7l7hv6x+x2+3t0CEBBrDgXhSTwHPH06Iq1ChBE/pbdtYBSkjihQFyQGD5j3ejdmbaTupYlYCCY5rMskdN5kn9rFY4bg8s3/otla6SJeAqmBXTHw1AXZJEDSpwZpky93xSRSLMCFfQ2oInHqZg3EiJqqTsY6l9EKDnPdBVMPlZoplXXiILGEynk17joijjczhAm3V0z2S7ln9RXUh/tc2kX6bUlto2zVTFjXN4SPj1GU5ymC+StpsGYtD42sSFILHCIG35XEXsSUSodq3/YvFvwVj/4bL374Ccb3R/94nm39XwI4EYxuPNZqNVVIYTLa5iTIT4i3Kb48PQIGQQsZ0mFSDAf4R0uLjsJDCDnDZ9FgC4p6zMetRjdpN4ce8lwaJliAJ/HW8oVbXTt2s9m7Dw1xHTuGJFG0rOyI+BFFJ41elpUq6UU1mG449MAPBow+eGSaTJQF4aZX7M7z4jpNhA8kqWO7JJnG4SMw9mxza4Atli0EHp+CVoZvUjSts8yAmF/aUu4Dy7oLa8FVaUW8/x8N60RBpK10RAn8GBPaYkwANY/JJdp/GVujC2dmjpv2Pg2vVdV5GrU8FArbsmDdwM2t62BhwXE+HceWCYphVROK47lte7xzjMWm1h2e6sbMufw7cuXpHRUha10iaudkaOIIjpAMH/88VW3CQC0SUOszz583q3xAL6jo/chtX5uUK3mfErRiiRgDtSyI0KJ1GoaVziLQuqXAI3jGtKKQy8AKShlYytBhQeNmUJgY7qqO5SO2CfhQ3vUl4stKlfQGCUtFRtAUkJcCW8BkgA4cQtVXLKgFAiFW0tYqYukPQKmlFubbrXuYP/IJsnoN1yJJPcDVrA5cxzXmUMbm7lfLTDntQxkjedc6Sov2ZjPPGmsoGBlUh913QU+qWBKMD1Huqq3S4hDy38KY64wpTpAVMw8wNP69Kc73Z//Nx90n/yxo+fI/7EHZ2g6dQMYqXc2u8AmJ66/mcI7w6WcWC6lQZHPugTYZ73ocC0pvlDh2PezeDJiHNdjQjXqgvX+BpbEcRXXfF7Bm2WfTjvkiuuTXCCVL53P9RwRxFnIA5LLXU4FDp8wMeqlg6A8Ep6hzc9P4DUvDOivjAAPCGVueE3yvZ5khPIZ9WMORLXL2iVmdp6T3i5w8+w20TnfbD4vlRW4O47OUy7cdLo1N7w2wW9P2wVpUGRArGTXzVvEV55DO9jBwLRI5i9gNa0csXGtMwfVvK9oXbk3dUzLRgpLb8nxhPZ2n1tLdzG/FSK0phtEdofuZBo7u2HZnDIldK+ePHvRffLlP6NWbydgif1LVykEfotQHdvbRUAm7goPgVh5vmBDtN9b7gNqIC7sIwRz9HSbe5gnzjyAYggKd/QGJcRC8gD8ynh5zn1pxbo1mjxk26fsU/FRY791u+1cZv8bCdZG/n4Xb1fIXwUY1y/WX3ezHHH7pWYicvgALX2Qz6guBUEKbClhqZ9xJALNV3+hYtQ0U8V7pNbFRXLT5PoLIw0BvAmhLUnGCO3AmBkLo+UPmu01V94BIMLmzo31pDXQ3cNDSpsNXU8bbttvJ+eQTleC2WMFbr6aMN2kL9fu7/dpFH9rDlCesQp3A/70F1/udH/6F8+6j75EINcKaxiYgGT9g9nYNE0iAABLoc7lmlp07vlmeRZDeMrz7EuBLhuL2fnhDEGx/9wCZVzzGJnJDakK3QrbNJgmUzixegJDrt0MwndOjOj8SWfwyHNzApejJU4J1Q7eSjPFeGkRuRarTeapNXZ/XFKFMw0wOk9nO0Eoudn2hbVII0IpyXYOLXJOctv40ps06T5PvjGKUQuIOKjdrumkPRsKWE0DTm9T8zYRIN1BHibC5sGHoxLiiomsWqdgVCIwHQym5QNCTB/hzun2OqhWxM1ezfPc4DoX0ZdsZeahVtCr5TzhSKZ6xQ5mUuRERGsOvTZlg5Km558CiX/6WRDGU0jdAinbTx+TvP8k+cBzavn6OMcmYKSI4g3oFl3w/t1Xr7NrHZC7tUbtKPHV8iKNnZ0NidazlM2OqEl0C5vz0ATC5lA61tAdEyMYb6b5tARsicrmGvNoFY4yB8bJvYsZWl/ir3JLQyi3LUtuW0EyVjSaSQARd7C2R+/Cq1h0OWuD990aynut/G32vZ+I21/MpT5GjydvqRTPaUCOVbd7DEnEORh2KyjUW5qg7UbtNK4VBbbg8VtRcmJnelxDu9NrmXvApx+ylN3WiB4RuIBBdU094FMRb33leccS80wJrQa4+k+er3Z/9l+93332x+tQ/kCy4TQvLKyEi5q1tJSKpsb1bG3ApvuuYsTF5PNXY4ohBCylmdOVMZ0VohAEEOF9Yy2n6cUKDg77DNIHMaklIwPClox5pLTxElcyM1r5rJxx998Eub0Gi8l8SxlvhGM23ZL9NmbkhMGS5vUMrrfg3iw1vaTPARTp9Xr6tjul/9WQuHdlzXYgn9A2hJgv3FX7jfIQZE2sgwxJqzN9MY0rYrrCRToHeTXBvAyqymzvwPbWXzofwlObTlliIwsOibupMSbHxFJoD6fzrtAHSJR2lpjTgs4zk6p00puR/sZrWlCnHd1gqasipFDYuLBuqlDgKnYyv9iDIPYCvXDCLYv/weef08zoJ0DJCygZZ3NAbWL7rtEXZnL+Xvfjdz+awU9cLIU1brJWWAQZrXjOQ9t7uRere3MD+urkatzV9x5t0S5yqfuBlNDuPiU+ZrR53ccv4mYt4zQdB5YBufysAnXMvY11VyWNt/spl69SFKaKkivUjaxQLF9BQluyP93q4wrLKlFBVa/cPj/Yb99YP3dK29Hl7lcDZyOyexuUndiUgUKsKwl1A0UnZ2QFfvDW48fdd6SHDhkYnObW0tKgQM6DImu67QCuxj+1VpZ7Fy1Nl7oIvPJedZq9gDU561VIu8R2rXlXfeez/id/8j9sZ/bje8928KLgZq9PdzuUW1mxYaC0JNEbhP2aJLwfc50kV0gAGTFicAB753wC91jLj7G4Bmc4xmu7APtYGFbbStk5y4x7XGN8wgwjBsc0xda6M1sAcoLd8U66rW1cWbwjI6srXMEzhE71duuoCJqI40wEBBO0CfGGpnDLhE8r9POZn7P/rA3CDJEYgMWaLdOX5xL3+ghL+pKmdMf0v5rHtV5ePe02OdTsP3/vf6y1e79fun/i5+of/G3rP/MZe8tu/8F7pPfxbaIe5hPzMB/8nZv2dn/pfyplgzrxl932/R87n5fPQfDP/frdd0dd991f/acv7KOfdRt8/+HXpx913ad/9hf/5A095q+f/hPvKDoxWa1nZrb+//310y/+v3n9p69oHcL3//svn9p/+FU1/vX1lu9v7v715MFf3svvP/7mP3+26kN3/7V396tiVl+j7gu++UKIx7zBnevZKKKqr6an/h9L5xdI2BwRrwAAAABJRU5ErkJggg==" style="width:229px; height:289px" /></span></b></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:161px; padding:0cm 7px 0cm 7px; height:54px; border-top:none; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">電話</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:319px; padding:0cm 7px 0cm 7px; height:54px; border-top:none; border-right:1px solid black; border-left:none">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span lang="EN-US" style="font-size:18.0pt">07-3814526 ext. 15583/15506</span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:161px; padding:0cm 7px 0cm 7px; height:55px; border-top:none; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span lang="EN-US" style="font-size:20.0pt">E-mail</span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:319px; padding:0cm 7px 0cm 7px; height:55px; border-top:none; border-right:1px solid black; border-left:none">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span lang="EN-US" style="font-size:18.0pt"><a href="mailto:choujh@nkust.edu.tw" style="color:#0563c1; text-decoration:underline">choujh@nkust.edu.tw</a></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:161px; padding:0cm 7px 0cm 7px; height:106px; border-top:none; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">研究室位置</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:319px; padding:0cm 7px 0cm 7px; height:106px; border-top:none; border-right:1px solid black; border-left:none">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:18.0pt"><span style="font-family:標楷體">建工校區</span></span></b><b><span lang="EN-US" style="font-size:18.0pt"></span></b></span></span></span></p>

<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><u><span style="font-size:18.0pt"><span style="font-family:標楷體">電機館</span></span></u></b><b><span style="font-size:18.0pt"> <u>R704;/R606b</u></span></b><b><u><span style="font-size:18.0pt"><span style="font-family:標楷體">室</span></span></u></b><b><span lang="EN-US" style="font-size:18.0pt"></span></b></span></span></span></p>

<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:18.0pt"><span style="font-family:標楷體">（</span></span></b><b><span lang="EN-US" style="font-size:18.0pt">Room No. R704;/R606b</span></b><b><span style="font-size:18.0pt"><span style="font-family:標楷體">）</span></span></b><b><span lang="EN-US" style="font-size:18.0pt"></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:161px; padding:0cm 7px 0cm 7px; height:57px; border-top:none; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">實驗室</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:319px; padding:0cm 7px 0cm 7px; height:57px; border-top:none; border-right:1px solid black; border-left:none">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:17.0pt"><span style="font-family:標楷體">智慧型計算與控制實驗室</span></span></b><b><span lang="EN-US" style="font-size:17.0pt"></span></b></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:161px; padding:0cm 7px 0cm 7px; height:25px; border-top:none; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">個人網頁</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td colspan="2" style="border-bottom:1px solid black; width:567px; padding:0cm 7px 0cm 7px; height:25px; border-top:none; border-right:1px solid black; border-left:none">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span lang="EN-US" style="font-size:18.0pt"><a href="http://140.127.114.67/Teacher.aspx" style="color:#0563c1; text-decoration:underline">http://140.127.114.67/Teacher.aspx</a></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:161px; padding:0cm 7px 0cm 7px; height:98px; border-top:none; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">學術專長</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td colspan="2" style="border-bottom:1px solid black; width:567px; padding:0cm 7px 0cm 7px; height:98px; border-top:none; border-right:1px solid black; border-left:none">
<p><span style="font-size:12pt"><span style="line-height:22.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:17.0pt"><span style="font-family:標楷體">自動化與控制</span></span></b><b><span style="font-size:17.0pt"><span style="font-family:&quot;微軟正黑體&quot;,sans-serif">、</span></span></b><b><span style="font-size:17.0pt"><span style="font-family:標楷體">最佳化技術</span></span></b><b><span style="font-size:17.0pt"><span style="font-family:&quot;微軟正黑體&quot;,sans-serif">、</span></span></b><b><span style="font-size:17.0pt"><span style="font-family:標楷體">人工智慧</span></span></b><b><span style="font-size:17.0pt"><span style="font-family:&quot;微軟正黑體&quot;,sans-serif">、</span></span></b><b><span style="font-size:17.0pt"><span style="font-family:標楷體">品質工程</span></span></b><b><span style="font-size:17.0pt"><span style="font-family:&quot;微軟正黑體&quot;,sans-serif">、</span></span></b><b><span style="font-size:17.0pt"><span style="font-family:標楷體">資訊技術與系統整合</span></span></b><b><span lang="EN-US" style="font-size:17.0pt"></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:161px; padding:0cm 7px 0cm 7px; height:25px; border-top:none; border-right:1px solid black; border-left:1px solid black">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">學歷</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td colspan="2" style="border-bottom:1px solid black; width:567px; padding:0cm 7px 0cm 7px; height:25px; border-top:none; border-right:1px solid black; border-left:none">
<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:16.0pt"><span style="font-family:標楷體">國立成功大學工程科學學士</span></span></b><b><span lang="EN-US" style="font-size:16.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">(1977/09~1981/06)</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:16.0pt"><span style="font-family:標楷體">國立成功大學工程科學碩士</span></span></b><b><span lang="EN-US" style="font-size:16.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">(1981/09~1983/06)</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="line-height:18.0pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:16.0pt"><span style="font-family:標楷體">國立中山大學機電工程博士</span></span></b><b><span lang="EN-US" style="font-size:16.0pt">(1986/09~1988/12)</span></b></span></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255); border-top: none; border-right: 1px solid black; border-left: 1px solid black;">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">經歷</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td colspan="2" style="border-bottom: 1px solid black; width: 567px; padding: 0cm 7px; height: 25px; border-top: none; border-right: 1px solid black; border-left: none; background-color: rgb(255, 255, 255);">
<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">美國</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Institute of Electrical and Electronics Engineers</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">會士</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> (IEEE Fellow)</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">英國</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Institution of Engineering and Technology</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">會士</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> (IET Fellow)</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中國機械工程學會會士</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> (CSME Fellow)</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中華民國自動控制學會會士</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> (CACS Fellow)</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中華民國自動化科技學會會士</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> (CIAE Fellow)</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">榮獲聘任為</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">IEEE Fellow</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">評審委員會委員及評審委員</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">科技部</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">/</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國科會傑出研究獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">科技部特約研究人員</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中山學術文化基金會中山學術獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">教育部優秀教育人員獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中國工程師學會傑出工程教授獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中國機械工程學會傑出工程教授獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:8.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:16.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255); border-top: none; border-right: 1px solid black; border-left: 1px solid black;">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">經歷</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td colspan="2" style="border-bottom: 1px solid black; width: 567px; padding: 0cm 7px; height: 25px; border-top: none; border-right: 1px solid black; border-left: none; background-color: rgb(255, 255, 255);">
<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中華民國系統學會傑出學術貢獻獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中國電機工程學會傑出電機工程教授獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中華民國自動控制學會傑出自動控制工程獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">榮獲科技部之科技大觀園網站作專訪報導</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">IEEE Outstanding Technical Achievement Award</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">科技部工程司自動化學門</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">召集人</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">科技部工程司產學合作推動規劃&mdash;機電能源領域</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">召集人</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國立中正大學</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">前瞻製造系統研究中心</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">合聘講座教授</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">高雄醫學大學</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">醫務管理暨醫療資訊學系</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">合聘講座教授</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">逢甲大學</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">工學院</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">特約講座教授</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國立高雄應用</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">/</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">第一科技大學</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">電機系</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">/</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">電機所</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">專任</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">/</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">合聘講座教授</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">工業技術研究院</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">智慧微系統科技中心</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">特聘研究顧問</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">工業技術研究院</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">智慧機械科技中心</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">特聘研究顧問</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">精密機械研究發展中心</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">顧問</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">金屬工業研究發展中心</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">顧問</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">經濟部</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">智慧製造聯網數據加值產業聯盟</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">顧問</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國家實驗研究院</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">人工智慧產學研聯盟</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">副召集人</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">經濟部</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">智慧機械金質獎</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">審查委員</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">政府科技發展計畫審議暨計畫績效評估之群組審查專家</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國家高速網路與計算中心網路大型運算計畫審查會委員</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">經濟部、科技部、教育部的審查會委員</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">科技部「單機設備或單元智能控制系統先進技術及加值軟體研發」專案計畫辦公室主持人</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">科技部「工具機控制系統自主化前瞻技術與加值軟體研發」專案計畫</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">辦公室主持人</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">科技部「深耕工業基礎技術推動規劃」專案計畫辦公室共同主持人</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">科技部「先進製造技術研究專案推動」專案計畫辦公室共同主持人</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">經濟部與科技部的能源科技計畫的技轉國際合作小組主題經理</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中華民國模糊學會</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">理事長</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國立高雄應用科技大學</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">教授兼副校長</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國立高雄第一科技大學</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">教授兼代理校長、副校長、院長、系主任</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國立雲林科技大學</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">教授兼系主任</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國立高雄工專</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">副教授兼自動化中心主任</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國立中山大學</span></span></b><b> </b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">講師</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255); border-top: none; border-right: 1px solid black; border-left: 1px solid black;"><span lang="EN-US" style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span>
<div><span style="display: none;">&nbsp;</span></div>

<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">研究計畫</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td colspan="2" style="border-bottom: 1px solid black; width: 567px; padding: 0cm 7px; height: 25px; border-top: none; border-right: 1px solid black; border-left: none; background-color: rgb(255, 255, 255);">
<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:22.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&ldquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Dynamic Property Analysis, Performance Improvement, and Multiobjective-Design Application of Swarm Intelligence Optimizer (1/3) (2/3) (3/3)</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&rdquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">, Project Funded by the Ministry of Science and Technology, Taiwan (August 2013 to July 2016).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:22.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&ldquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Special Project on the Research and Development of the Advanced Technology and Value-Added Software Development of Machine Tool Control Systems</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&rdquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">, Project Funded by the Ministry of Science and Technology, Taiwan (January 2016 to December 2016).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:22.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&ldquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Identification of Mechanical and Electrical Integration Technology Capability of Electric Vehicle</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&rdquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">, Project Funded by the Industrial Technology Research Institute, Taiwan (November 2016 to December 2016).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:22.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&ldquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Intelligent Modelling of Sputtering Columnar Target Source Process</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&rdquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">, Project Funded by the Metal Industries Research and Development Centre, Taiwan (December 2016).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:22.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&ldquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">System Software for the Water Quality Parameter Analysis and Modelling</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&rdquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">, Project Funded by the CONNEXION Technology Corporation and the Smart Microsystem Technology Center of Industrial Technology Research Institute, Taiwan (April 2017).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:22.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&ldquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Smart Manufacturing of Metal Fastener</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">&rdquo;</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">, Project Funded by the Industrial Technology Research Institute and the Ching-Chan Optical Technology Company, Taiwan (April 2017 to September 2017).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:22.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, &ldquo;Optimization of System Integration Parameters&rdquo;, Project Funded by the Industrial Technology Research Institute, Taiwan (October 2016 to December 2017).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:8.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p><span lang="EN-US" style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></p>

<div><span style="display: none;">&nbsp;</span></div>

<p><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></p>

<table align="center" class="Table" style="border-collapse:collapse;border:none;" width="727">
<tbody>
<tr>
<td style="border-width: 1px; border-style: solid; border-color: black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255);">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">研究計畫</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom: 1px solid black; width: 567px; padding: 0cm 7px; height: 25px; border-top: 1px solid black; border-right: 1px solid black; border-left: none; background-color: rgb(255, 255, 255);">
<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, &ldquo;Parameters Effect Analysis and Performance Improvement of Fractional Particle Swarm Optimization (1/3) (2/3) (3/3)&rdquo;, Project Funded by the Ministry of Science and Technology, Taiwan (August 2016 to July 2019).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, &ldquo;Intelligent Service Robots with Deep Learning Capability for Shopping in a Mega Supermarket (1/3) (2/3) (3/3)&rdquo;, Project Funded by the Ministry of Science and Technology, Taiwan (November 2016 to October 2019).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Principal Investigator, &ldquo;Special Project on the Advanced Control Technology and Value-Added Software Development of Single Machine or Cell (1/3) (2/3) (3/3)&rdquo;, Project Funded by the Ministry of Science and Technology, Taiwan (June 2017 to May 2020).</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體"><span style="color:red">專題研究計畫</span></span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:red"></span></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">工具機控制系統自主化與加值軟體研發推動規劃計畫</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">分數階群智慧演算法之參數特性分析及成效改善研究</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">具有深度學習能力之賣場智慧機器人</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">單機設備或單元智能控制系統前瞻技術及加值軟體研發</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">優化算法的可控制性分析及其在智慧製造之優化應用</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:8.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></p>

<p><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></p>

<table align="center" class="Table" style="border-collapse:collapse;border:none;" width="727">
<tbody>
<tr>
<td style="border-width: 1px; border-style: solid; border-color: black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255);"><span lang="EN-US" style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span>

<div><span style="display: none;">&nbsp;</span></div>

<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">著作</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom: 1px solid black; width: 567px; padding: 0cm 7px; height: 25px; border-top: 1px solid black; border-right: 1px solid black; border-left: none; background-color: rgb(255, 255, 255);">
<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體"><span style="color:red">重要榮譽</span></span></span></b><b> </b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">帶領研究團隊以</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">&quot;</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">計算智慧技術</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">&quot;</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">協助台灣產業之</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">&quot;</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">智慧製造</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">&quot;</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">研發的成功績效與技術突破等貢獻，榮獲</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> IEEE CIS (IEEE Computational Intelligence Society)</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">之極高評價</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">(Highest Rank)</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">的</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Winner</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">，並榮獲為「全球第一件」及「到目前為止之國際上唯一」被</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">IEEE CIS Website</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">開闢專欄，特別報導的</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Industrial Success Story</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">帶領研究團隊之產學合作成果績效，榮獲科技部工程科技推展中心的肯定，於工程科技通訊雙月刊報導產學合作研發成果</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">由於學術創新價值與產業實務應用等績效優異，學術與技術之研究成果被推薦列為</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">2009</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">年及</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">2012</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">年中華民國科學技術年鑑</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> (Science and Technology Yearbook) </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中之國科會工程處的重要學術成就之一</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">四篇</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">SCI</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">期刊論文被</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Thomson Reuters ISI Web of Knowledge</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">之</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Essential Science Indicators</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">列為高度被引用論文</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">(Highly Cited Papers)</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">曾被</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Thomson Reuters ISI Web of Knowledge</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">之</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Essential Science Indicators</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">獲選列為全世界</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">SCI</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">學術期刊論文被引用次數</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Top 1%</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">之被引用次數最多的科學家</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">(Most Cited Scientists)</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">之一</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">國際出版社</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> Springer </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">於</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">2015</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">年出版之書籍</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> &quot;Recent Advances in Swarm Intelligence and Evolutionary Computation&quot;</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">中，評論周教授所研發之</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Hybrid Taguchi-Genetic Algorithm (HTGA) </span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">為最受全球學者專家青睞的</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> Popular Hybrid Algorithms</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">之一，並名列</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Popular Hybrid Algorithms</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">的第一名</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體">指導的博士論文榮獲第二屆兩岸四地</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">&quot;</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">上銀機械博士論文獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">&quot;</span></span></b><b><span style="font-size:14.0pt"><span style="font-family:標楷體">之優秀獎</span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:18.0pt"><span style="font-family:新細明體,serif"><b><span style="font-size:14.0pt"><span style="font-family:標楷體"><span style="color:red">期刊發表</span></span></span></b><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:red"></span></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">C. H. Chen, T. K. Liu,&nbsp;J. H. Chou, C. H. Tsai and H. Wang, 2015, &quot;Optimization of teacher volunteer transferring problems using greedy genetic algorithms&quot;, Expert Systems with Applications, Vol.42, pp.668-678.</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Y. H. Chen and&nbsp;J. H. Chou, 2015, &quot;Optimization for RCD snubber of nonisolated high step-up boost converter integrated with SEPIC converter&quot;, Electronics Monthly, Vol.25(4), pp.146-162</span></span></b></span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:8.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></p>

<table align="center" class="Table" style="border-collapse:collapse;border:none;" width="727">
<tbody>
<tr>
<td style="border-width: 1px; border-style: solid; border-color: black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255);"><span lang="EN-US" style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span>

<div><span style="display: none;">&nbsp;</span></div>

<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">著作</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom: 1px solid black; width: 567px; padding: 0cm 7px; height: 25px; border-top: 1px solid black; border-right: 1px solid black; border-left: none; background-color: rgb(255, 255, 255);">
<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">P. H. Huang and&nbsp;J. H. Chou, 2015, &quot;Application of Taguchi method for increasing the efficiency of the installation in the synchronisation loop&quot;, Electricity Monthly, Vol.25(5), pp.158-171.</span></span></b></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="text-justify:inter-ideograph"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai, P. Y. Chou and&nbsp;J. H. Chou, 2015, &quot;Performance comparisons between PCA-EA-LBG and PCA-LBG-EA in VQ codebook generation&quot;, Int. J. of Electronics, Vol.102, pp.1831-1851.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai, K. Y. Chiu and&nbsp;J. H. Chou, 2015, &quot;Optimal design of SAW gas sensing device by using improved adaptive neuro-fuzzy inference system&quot;, IEEE Access, Vol.3, pp.420-429.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">T. K. Liu, Y. P. Chen and&nbsp;J. H. Chou, 2015, &quot;An evolutionary scheduling system using universal encoding operator in distributed and flexible job-shop manufacturing environment&quot;, J. of the Chinese Society of Mechanical Engers., Vol.36, pp.221-232.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">T. K. Liu, H. C. Chang, Y. P. Chen and&nbsp;J. H. Chou, 2015, &quot;Evolutionary scheduling using a universal encoding operator in a distributed and flexible job-shop manufacturing environment: a practical study of fastener manufacturing industry&quot;, Applied Mathematics and Information Sciences, (accepted for publication).</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">M. W. Chung and&nbsp;J. H. Chou, 2015, &quot;Temperature control improvement of industrial oven by using fuzzy control method&quot;, Machinery Monthly, Vol.41(6), pp.70-85.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">C. Y. Wang, J. T. Tsai, C. H. Fang, T. F. Lee and&nbsp;J. H. Chou, 2015, &quot;Predicting individual survival of patients with esophageal cancer by using adaptive neuro-fuzzy inference system approach&quot;, Applied Soft Computing, Vol.35, pp.583-590.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">S. Y. Sun, Y. T. Chang and&nbsp;J. H. Chou, 2015, &quot;Design of fuzzy controller for the roll-to-roll system by using neural network and uniform array methods&quot;, Machinery Monthly, (accepted for publication).</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:20.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></p>

<table align="center" class="Table" style="border-collapse:collapse;border:none;" width="727">
<tbody>
<tr>
<td style="border-width: 1px; border-style: solid; border-color: black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255);"><span lang="EN-US" style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span>

<div><span style="display: none;">&nbsp;</span></div>

<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">著作</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom: 1px solid black; width: 567px; padding: 0cm 7px; height: 25px; border-top: 1px solid black; border-right: 1px solid black; border-left: none; background-color: rgb(255, 255, 255);">
<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai, K. Y. Chiu and&nbsp;J. H. Chou, 2015, &quot;Performance Prediction and Sensitivity Analysis of SAW Gas Sensors&quot;, IEEE Access, Vol.3, pp.1614-1619.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">H. C. Chang, Y. P. Chen, T. K. Liu and&nbsp;J. H. Chou, 2015, &quot;Solving the flexible job shop scheduling problem with makespan optimization by using a hybrid Taguchi-genetic algorithm&quot;, IEEE Access, Vol.3, pp.1740-1754.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai, C. T. Lin, C. C. Chang and&nbsp;J. H. Chou, 2015, &quot;Optimized positional compensation parameters for exposure machine for flexible printed circuit boards&quot;, IEEE Trans. on Industrial Informatics, Vol.11, pp.1366-1377.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai,&nbsp;J. H. Chou&nbsp;and C. F. Lin, 2015, &quot;Designing micro-structure parameters for backlight modules by using improved adaptive neuro-fuzzy inference system&quot;, IEEE Access, Vol.3, pp.2626-2636.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Y. Chang and&nbsp;J. H. Chou, 2016, &quot;Design of the output sliding mode controller for MI nonlinear perturbed systems&quot;, IET Control Theory and Applications, Vol.10, pp.806-813.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">P. Y. Chou, J. T. Tsai and&nbsp;J. H. Chou, 2016, &quot;Modeling and optimizing tensile strength and yield point on steel bar by artificial neural network with particle swarm optimizer&quot;, IEEE Access, Vol.4, pp.585-593.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">P. Y. Yang, J. T. Tsai and&nbsp;J. H. Chou, 2016, &quot;PCA-based fast search method using PCA-LBG-based VQ codebook for codebook search&quot;, IEEE Access, Vol.4, pp.1332-1344.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">W. H. Ho, J. T. Tsai,&nbsp;J. H. Chou&nbsp;and J. B. Yue, 2016, &quot;Intelligent hybrid Taguchi-genetic algorithm for multi-criteria optimization of shaft alignment in marine vessels&quot;, IEEE Access, Vol.4, pp.2304-2313.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">S. F. Hsu, M. H. Weng, R. Y. Yang, C. H. Fang and&nbsp;J. H. Chou, 2016, &quot;An experimental design for processing parameter optimization for cathode arc plasma deposition of ZnO films&quot;, IEEE Trans. on Automation Science and Engineering, Vol.13, pp.1588-1593.</span></span></b></span></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255); border-top: none; border-right: 1px solid black; border-left: 1px solid black;">
<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">著作</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom: 1px solid black; width: 567px; padding: 0cm 7px; height: 25px; border-top: none; border-right: 1px solid black; border-left: none; background-color: rgb(255, 255, 255);">
<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">H. N. Kuo,&nbsp;J. H. Chou&nbsp;and T. K. Liu, 2016, &quot;Microstructure and mechanical properties of microwave sintered ZrO2 bioceramics with TiO2 addition&quot;, Applied Bionics and Biomechanics, Vol.2016, Article ID 2458685, 7 pages.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai, C. C. Chang, W. P. Chen and&nbsp;J. H. Chou, 2016, &quot;Optimal parameter design for IC wire bonding process by using fuzzy logic and Taguchi method&quot;, IEEE Access, Vol.4, pp.3034-3045.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">S. F. Hsu, M. H. Weng,&nbsp;J. H. Chou, C. H. Fang and R. Y. Yang , 2016, &quot;Effect of the Ti-target arc current on the properties of Ti-doped ZnO thin films prepared by dual-target cathodic arc plasma deposition&quot;, Ceramics International, Vol.42, pp.14438-14442.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">S. F. Hsu, M. H. Weng, R. Y. Yang,&nbsp;J. H. Chou&nbsp;and C. H. Fang, 2016, &quot;Evaluation of preparation conditions for ZnO Films on polyethylene terephthalate by cathode arc plasma deposition using the Taguchi method&quot;, J. of the Chinese Society of Mechanical Engers., (accepted for publication).</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">C. H. Chen and&nbsp;J. H. Chou, 2016, &quot;Evolutionary design of adjustable six-linkage bar manufacturing mechanisms using niche genetic algorithms&quot;, IEEE Access, Vol.4, pp.4809-4822.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">W. R. Horng, C. H. Fang and&nbsp;J. H. Chou, 2016, &quot;Mutli-objective H-2/H-infinity optimal controller design by multi-objective genetic algorithm for uncertain continuous-time T-S fuzzy systems&quot;, J. of the Chinese Society of Mechanical Engers., Vol.38, pp.199-209.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">W. R. Horng, C. H. Fang and&nbsp;J. H. Chou, 2017, &quot;Quadratic optimal control with disturbance attenuation for uncertain continuous-time T-S fuzzy systems&quot;, IETE J. of Research, Vol.63, pp.98-108.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">C. H. Chen and&nbsp;J. H. Chou, 2017, &quot;Multiobjective optimization of airline crew roster recovery problems under disruption conditions&quot;, IEEE Trans. on Systems, Man and Cybernetics: Systems, Vol.47, pp.133-144.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:8.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></p>

<table align="center" class="Table" style="border-collapse:collapse;border:none;" width="727">
<tbody>
<tr>
<td style="border-width: 1px; border-style: solid; border-color: black; width: 161px; padding: 0cm 7px; height: 25px; background-color: rgb(255, 255, 255);"><span lang="EN-US" style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span>

<div><span style="display: none;">&nbsp;</span></div>

<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="layout-grid-mode:char"><span style="font-family:&quot;Times New Roman&quot;,serif"><b><span style="font-size:20.0pt"><span style="font-family:標楷體">著作</span></span></b><b><span lang="EN-US" style="font-size:20.0pt"></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:567px; padding:0cm 7px 0cm 7px; height:25px; border-top:1px solid black; border-right:1px solid black; border-left:none">
<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai, C. T. Lin and&nbsp;J. H. Chou, 2017, &quot;Intelligent data-driven adaptive method for optimizing system integration scaling factors for touch panel lamination machines&quot;, IEEE Trans. on Systems, Man and Cybernetics: Systems, (accepted for publication).</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai, C. C. Chang, W. P. Chen and&nbsp;J. H. Chou, 2017, &quot;Data-driven modeling using system integration scaling factors and positioning performance of an exposure machine system&quot;, IEEE Access, Vol.5, pp.7826-7838.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">S. F. Su, I. J. Rudas, J. M. Zurada, M. J. Er,&nbsp;J. H. Chou&nbsp;and D. Kwon, 2017, &quot;Industry 4.0: a special section in IEEE Access&quot;, IEEE Access, Vol.5, pp.12257- 12261.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">W. T. Huang, W. S. Liu, J. T. Tsai and&nbsp;J. H. Chou, 2017, &quot;Multiple quality characteristics of nanofluid/ultrasonic atomization minimum quality lubrication for grinding hardened mold steel&quot;, IEEE Trans. on Automation Science and Engineering, (accepted for publication).</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">J. T. Tsai, P. Y. Chou and&nbsp;J. H. Chou, 2017, &quot;Color filter polishing optimization using ANFIS with sliding-level particle swarm optimizer&quot;, IEEE Trans. on Systems, Man and Cybernetics: Systems, (accepted for publication).</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:19.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">S. W. Huang,&nbsp;J. H. Chou, and J. T. Tsai, 2018, &quot;Uniform Design and Regression Analysis Methods for Optimal Operational Parameter Design of High-pressure Waterjet Machine&quot;, Int. J. of Automation and Smart Technology, Vol.8, pp. 85-88.</span></span></b></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="line-height:8.0pt"><span style="font-family:新細明體,serif"><b><span lang="EN-US" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"></span></span></b></span></span></span></span></p>
</td>
</tr>
</tbody>
</table>