Contents
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tSVYBJJ6ncVrSdqbbDGjf7ZNUO7DintLnjyTmR04+33/HTv+D22aU7e3DU/cTuXWWe22ekeOktNbc0VHqpFaT1Gpdw3MAuzO0eWUHx0CfMWKe1GllvCUG9NvzmTMyZwchCRnx4J9+gSais9uvYvVdqiG500Mop19eNY5WOCdwh3khfsf36jcfcfaUFJjriema5sUIS8krX1jPjirYfEr8VXw4ay07bdOzdvrrrasppPmKasRv4UtPjBKxzsjylTjBXZtIAOcgdVApLoLjJLL8oaCnyWghMwkZV+2/Az784H7de1fc7RW6jjnstLTRUtNDtKxDO5s4JbBH/QeQOoiSWWSWOmpYS8krnaoXJOTjAHvk9WkOLubRLihHh2rtos2erLsm8yN53O8RttO1GF3rxbtKWuotltp2NRvWqrJ4A5WZT+hVJK42leSCT5wOg17jJW1DVFfUy1TtwGZskDP9hj2HgdNvtVS6e1rZI9HahjV4KrHpruKGOtj3ekcjwGVmQ//WpP6el/3U01QaQ1ubXZKX5ajnpYsKzMy7s7WYE+ORkjnnPQ9LyHbpNs5IkHyx088g7V9/LrcStxR/SYI65mD5dK1bFadNXN3W+36ot24D0ZEpxMFPuWG8HH2/PRtLZNIW3S9ZHZtY3G8uGjmFDNQ+lS1IBG7diRtrBc4bz9OOM8LqKjqY2IWpjcEZ8Ng9S2mbqlmvsUt1ta1dtlKxT0zysgZScfqBGPbOePPTCrTfYNFaAZGRNVIZUrlWZHh/ioHUNipaaOK5WqqFRbqvmMEYkhbz6bj7j7+COfx1D/ACxP+b/Q9Wo7yWDttQ6ZorpY5rbFDAEp5KGnZSJUblSNpO0hvJ/OekkNOaElHqrrCogD/UImoGYx5/ylg2CR4yOora7S+iVYNDLuydt1ANgkGpoSMVVmBDtklse3vn+vUr8tJSSGnkgkjmhYxujrtZGHBBHscjx+Ov2x6Uvur6taCxUJkb9EkhH0qxH3APjOcY6ZGre3tfp6/wDqao1DRJS3MyTQzqJZZXYbd6Km3JYMwHJUcgkjnDW3ClcorNrhhabf28Yn6z9+tYuzFZp+3dy7VVXyMNHKrQxSk4KPjg59vJ/HH7daHfSz3CLuD8xWQSb6yhiqFLIEZlJYDOABnA5z75HWTS1Gf4/anlCLG1TDHMGOA8fqLkHHIHH2z1FV1nvN11ddrVRy1VdOtTUrGZixYRpIwGRk4HgYGQMgeOuLkotgpx0wnck9Ir9ZurvbVDDA5l8xSAOs5FCunbTqzXl7ksel6YzVNMpYxiRELKo+rBkIGefHRLa+2eqF1AmntQVD2ySopxU07PEJ/VG/aVVlYIec/wCb2PUn230xU2HUVLX0sQrrm9T9VFCPUlWRTtH042jkkYycFfsRkg7yao1XcdfzzvbZaO22mkjiggpldY6WZWG/JUBRIGYg4zjAHt1nmq65fysWSolJIJGRBiYP8Vs+kcK6O7YtpvGhzAjmIO+J3Gd/GiKg+G21RTWisuup6qpoKqoenq/RgELAgH6ox9RKhlw3I8j7EiA7gdgLxoOukZrlDJZqpw9trhFhqgFS4jbnMbgZ88MBu/AZvabuNfLpHJbqs09wT5WcQUpiRAjMVZsOBuIxvzkk8g+BwVao1xrO66HqrLee2tLTWFaN3nrn3M7SBSUkQEgbjLh+ceN3HSzwrxPq6LwjUFF5BwqRAHiCkCCPvvUHE/CGmtsoasuVpcykjPoQomQfl0pFXHQtDc9NWZay4XGOSOrragMdp+qURMy85OQcD+h563bPpqmtEEhpt0075Amk5dMjBAI8ft0XV+l6+16cs086zyRTyy/7wyYBdkjIh88kKueQMjJ5OeteKhdgMBht8Y8Adem9EYtnrZD7Kdxv1/zXmbjO8vLfU3LW5Vty46fpG22JrFpA2W03JKu+jfHSJJPFGI2b5mZUJSN2AIVS2Ad3GMjnPWxNUSXuve43CoLzVjhpmfJLHwM59gAAB7ADrPFZGJVVV8k5OTkAff8A7+3W7FY1RN3pL5DENk5P/ft0bTbEL5jSZcaolTQaBjM46nx8unb1qLmt1M75aWXgcGORkz+wB4/p1gitcUDqy1E74bIBkJA8cD/v36IJKRo1LSoQAQRgdb9i0pe9RCSa10D/ACSfTLXSn0qWIA4O6Q+Me4UMxwQAT1G/7Fkc7kCorMXN6r2VsCo+HQdz2A6kwBQjV08M24NLLHg5/lybSDj8eT1O6L7fpqiSpkuFVdaO208TSPW+oFiLgjCGViApPOAA58fSei+GxaXsTKY6cX6qjbLtMWjogRjhYxhpR9y5UHn6cHr7uNzuN5kiNxqgUhQLDCiKkMKeyxxqAqD8AD7+eqj9q5foKEAoBEc39Q8QD189uxq41qVloziXH4eUkj3AZQY6KWNx4Imf+QqJu1t7QfMtV03boTRpUxN81UVb+msQTDEKCWky4y284wTjjPSz1yNYa5kp9N01VJVU9PCr08YUwUdu3EnbEi4RAV2DagGcZP4cFPSRTyBJaqGFTyWkDYH77VJP9j1taP0tce4uurhofRElDXm0Ww3O71rySU8FKWYLDCWMfMsg9VsHACpkn7UtL0y14Wl555SyQkBTmYOQSCBuqZPbypld411bjNaWNNsW0KRzq5WvdBTIKeZJPvezAhMRMiZO6KFTQ2mKkhrhLS/LfUUJ2lGYfUGx5J58+cD+glde8VBQVwpYbfFWNSsJnpKyFXhcoVYRuMncCcgggcDnHPWX4kL3Z6HuHdrFo6p+ZgtixUtVVLKJYp6xUUTtDj9UfqAhWwMhc456RMdHdbzcEo6CkaWeZ9kaIAMnH9h+T1NqHEiij/t+u5itC4c4DC+V3Ukkr3CZJAJzjxmujfaXvB8HtspbfrS2aP1dSXCnjiugtMbLLQxV5VTJBEXk37I5cgb8DAB5yM2A13adT92rzaZ9QWpbSEpS6UaTM7RoxVm3MUUhiuzI2jBXB5HVA/hV0mug9XG5az0xTXWphj/jEsRndRRx06OI2Lo2HZpZETawKlmTGcddQ+3zVV80nbNQ3aEJcLnTCqm3JtYGUmQjnwBngft0mjWCm6CyoqcSkwVGYG2KaOJ+CuawVarbDbbi0lQTA5iPehUdcDyxNUq1V8B9ltliud2s97vDS0qyyRwfQwbapIGcA4zn+g6qK9rYzGMMoEQ9JiGJ2444xn7Y467WTUFPLG8UkcMiPuB3DI5yMYx4welVqf4Xeymq0llr9D26kqJyztVW/NLKHPlsx4DH9wRz46HXCUP5SAKWF6A42R7NZPnVE/hg7VR6vulXfDRpUzWuogjpi0jFlc7t0jL4wMDB+/Vj+53w/Q6rsU1DUxenVxxFqSsAyYJuMHznGMAjwQP2w4O03w8duuy8tfPo+lrGqbkE+Yqayf1n2qTtUHAwPqzgfj7Dpb/FZ8S2mew9vh0/DYq6+airqZpoKeGRFjpYjlRLK7bjyQdqhTnac4Hkg1qaLSz/AC7qRyZ5vGe/0qtYcD3l5qibyyUo3QIKCk/o5RuOw3J6bziqBav7G69j15c9K00j3GS3wRpPNRAmGJ2gSVvVAwwVS5XcRjIPQjbNf61sGj7l2/vFVWPp+rqgsltkbEAlhkDbog2TG28ckAbv8wOOv3QXdzWtn1pfbzJqGuo4bzDNUXH0ljeWr3OGaMF1IDOxAYjHGeCBjqCivtbNfK+4vp2kehk9Y00Fb/ManWSQOSCAAzYBXLAjDE7fHWdtPLTfKlQS3IKd8Z+OPCvT1zot1qelIQtpTlwJC4AAUYE9YE9sRtTIodLulda/no3SirqaG42+ofKialkBZSMfTuBBVsHh0YZ8E7+qLHTU9UTDCmGgZXYAZkAJbL7ffBxj8ecDrP2ztF31pV21bXSy1FTcpYKL5mSb1mh+sIquV3GJUXB2j6gqrgcgdDPcm+V1bZ3stjo61bhJURUzegXVgzMDt2gA5YLj7nB+562NHErZt/8AbWFlIyR1P7Vhq+DksPKN0kpMmE/8R28c0TUV70rGKCm1TT1cM1vj9OOtggSVJ4SW/wDO3AurD6QMKQBg+5A8/dDt5arhT01Bpa66tqIZFho0q5fRVgW2qocKG85wPSI8dK+z6AistG9Xq3VtR87V8xWO1zLIYcYzJUzsGij/AP40DyHkMI+CdqrWjinp5qGgpbbHDHgPGWZmwSN5ZyW3HnxgHjge2ZP6NpN2+q6VbgKJnwny8ZM1pFizqjzKWw8pLYAH31+dXmpZFodC2Saq1Wsoaaomjp7dUtNDT732vDFMqxlvRaOTc+SCznGAqjrlder/AF19utbdrhNLNNXzvPK0shkYsxJOWPJ+3PXRO53yz6V7f2GgFOUgslgh3yxxiRTJtepkKqfH1zSAk8fSOeOOdlStNXq1TAsaSkkmMAKOfYDwBk9L3DtwlrV71VsjkCeRA7FKQdhsB5dIqxe2ZNs2HVc0lRzvk/Wtarq6iObYlYahYR6aSBmKlB427gCB9hgft0edrYrlX2fUFLDRs0cscEzVDNtRBG5DAn3/APMB/wDtHWjpvtjFf7NHeajWtltqs0gaCodvWUKcD6cYOT+fGOecdWN0D26t9r09Hc9L3SGW3S0FQBE7+pOziPcsgIX02V5VZRlht8H79Mb+vtKCmHXM7CQY5ugmIHxoc5pDvsw6hEjfcTA6xvjypD11Q1BSVM7/AFNEreiyZcA8H3xgc59/2+y9qvmK6VpmleSRvrznJOPz1Z7uFZKX/wAKrpU1VnpEmp6ZXWZYyJYjkDk8gk4/VkecYPVYI6eWYj5dDIPHHnHQPT71d4hS19DFfr5hLCwGhAj518AMZg8rEngknk8fnqTpp5op1qt049Ihkkj/AFZ/H2P561VttwYFlo5QAQCzLgZ+2ejK1dtNZVdst92W5WilW4yERQ1FQUk2YJ9Rl2n6CRgEZOT4A56uKuAyJKhHiaqotHn3AWwSoZxuK+NFXkWi6bZJzFTVXlixBR/IOPv+fPTi7p0tD3C0dR6kcD+M0DbKiRWB9RkGcgZ53ggkgfrDffpc2ntxrSpM1NcNPztBFM8VPUwI7RVbIxBMRI+oZXjgdH+kdQUWiY5qCvornBeYc0xSRo1WNc5Zg2xmRwVVMA5GTz5BH3DboUl4IIiCCNvP1GD4GrLTynn1BRCSJB/jEnfO24pSwGmjjLtVpHKPq2CQZHt+/wButW7VjRFKUF5BFtACqWyN2SM/3P8AXox1vpzTlLFQ3XSlHWx0c+5Kn5shmSoLFgpxxjafp85x9wQB6liEciswIwc4/wC/6dH73iBxbf6Ix8jXyy0ltSpSuROfOanNYX22Vek/kqVpmmeSEBXQg4Ugn8e3QSk86oq7wMADqQvNetRN8sIiojYck+cZ6ig5x5H+vQe3Wt1AK96MXaWkOlLe1WftuttB2KkoLfpa/LReuXNQYyXdUwMKSuW3Nz9Sg/nHVmqS9fD9qHtbRpr+ikkt9hpzXRSyMVmMzLukwYzvQFvp252kgbsnGKt9tO16WmSorJdUz2P5rZCsjW2OtYqMk8DLIMgZK7c+N3RTqTRlsvtdTy3XUNxls+wiSloqKVI6mRWKNIVkKkhiu7Yx4zg5PTULhVmSR+5+BrN0WL+qWhaWgk4gQAQM7ielR1ZrPsU17krrHMbdHNUB6elSoqJ/lcHI5bczZx5JIH3x1Ma5Fp0ZLcjpCqraqt1Ik1fW1rptEcEkpYImBkqCpIb2B/PRzatN9r4KWhp9aaPcUltq8pWVFrWFUd8+mmISGYHBG3aU4HGAOhPv/rVL5eU0lpu9W20ItTJJXxTlYKl4iMQRKnsnpkZQkZ3DAIHUd3r/AOcU2hTIKQemPGTnORjxqDTuBbmxt3h7ZaVryCqM7ghMAQCFZjoBFT3YjU+itM6cuMcdPQw6hqYCKW4mb65frUGMDyrfUSCuT5z1NUGp7FoKnlt2oNUUYq961LRPIHl3MzNIWGSS7YOfJy3n36U3bPRFirdHXC7VVghrZiZxTM8asq7VJ4U/SOcEHAP56y+jRVtNr/Ud2tNJV181IrBHixKQsfhOMrwAcjyB7dCG9QthcO3rbXvqKUnM/Dt4+NG3uH7tFi3pT9wVIaClghMZxAOcxJA8KlrVd1qO4t2m0xWwwWmrp/naob8OYyqNLGGOSWDuxIJAIBAzx1avWen7HUfDVdmMripgpTVIzTclwWhj3swO5ct4B8kc8dUq+H28Wuw6ysdHqZzBT6hZKeOnkUyYSUbUcryArMuNwByPPBwbUfExS37RmmLDpDRrwVdFqHMFfHvKmnYtGA7MP8js6oF4HBO09VrK3Uwu5WUjk5jyjrkA/CamCXHRYe1n2ikpJPQgGPHOKOtYai7bal7c3PRz00Noq4ZYzbvk6P8A/W1UQyjK0SlRv2lOSMqxwegKXsZrajoYa82OeQM+1okCsUG7GTg+5Pnn+3PWf4UNGamtfcm/ac7lXzT1+uVrraeSH+H10VWKZRDIw4UBogcRHDKpIweeerv01ElSywl2RXzll8jjP260DQtaudLtQHEgyZg9OlZlxPwexxNfqX7QpKRygpgyTBkyOkxv3qkFNoCrp554LrSrSikAMxkZQqgjI5zgnn79asduo6mv/h9rt1VXVbSCKKmhpiZJXJIXBJCY9yd3AzwTwbw/+HenZ62eqvdNFd45SjRwV0CTRwOp/VGGH0k8ZxjOOepOPS2mI6r52KwUEVT6Yh9WOBFcICSFyBnALH+56vXnF94pUWwSB3IJ84yPnND9H/BvRUtlzVVurXJhKVJQN8BRhRII3jlNVT058NBetirO5E0U4ADmzW+QiIZ8LNMeX/Krge2SOia/9lJbxWerFf2gp1jEcVOyDZGueEQAjCj/AL+/VjktFqX6VoYiRz9XOPySevw2Czly5ok+rkje2P7ZwP6dD2tdebc9uVEr7mD8BsPSmG74Ds7q0FgEJSyDPKkqHxI95Z8VEmqs1HYO5uUoo9RyPSoMNkYAPOMLuP5/v0I6s0b240IYqbVncD+H1jgt6bQyTBVzw2yMM3t9s8eOrkXG3aWs9NJcbgiQwIPqZ5GwPsAM/n2648/GZq+x1fxNai1L291TJU2evNJTrNAZChmSGNJIxvGMBwcH9IBODjPUlxxdeobPsT7w8B+1CmPwl0gLCn2yUTGFLPw7Uf8AdHvJadJ3amtugLHWX1K8LBT1M49IS1LeFCnkL+W2ngkgDGUpfdaa0v8ApttL0dxigj+dqLlcYKKcoLpWS4DmRwx9RUSNUiVuFUnHLMetXt9XXyvvK63uV0zRQxSU1oapjUxhmJR5owV+gnGAcA8c4CgdX/0/pjt1rjRVgjqWot0lJTPG9LVQySSGNQGJkBYMNxYZGcnJz79Z7rHGuo+1T7XmVGciEgnptBxvW88EcKcK6C2tpOnpTzJCSsFXOczMqKuwwIT4VRLtroqLUVRT0lVTJQVb7TOa6nlZySS6GKMDGCm3IkyDg484L51l8MFqrO2l3uNtpLjb71Y6OouVPV2anhoTJMsbOiFIFT1c7cc8qT9AGSOgQd4LxYu619oNbWvSFy0fpq5T0duq3laG5SwRN/LpoJaV0MrABUJkVtucseOiKwd9+62pRXW35ynsWnZ4jTw01NHmqfcVGFmbMpTG7kHyeMe7jdXBZ0/87dYBGBOST0A3+/Kglhar1TU02ViTIOT0A7qPTy67UU9m9M6jvdDpjs9UI1Rd7oYJ9UXEMstTJ6QLCB5gSW9MvIzZY5lbHPpr10YtlCLdRxUEESpFBEsUabcBVCgDj9gOlB8KPZiPRdjTXF3pvTudzpVjpI9pHoUpwRwfDPhSc+AAOOR1YIn7n8+c46XdL9oEqfeHvL6dh0H70a4vXbuvt2NoqW2QQT/yWf1K+QA8BUIUUfTtw3k89YmjgIIKkN9+cn+vU60MTZZ0DfuM5/frE1NSuOYEGfOABn+3RUO0nGz7RQ1U7EVm3bVUFuDyMe/XKX4kbjcO4OuqrWFzieP+IsixgH+VTxIAEjDAbjx/TJPgcddd3tdBkt6R/pIwz9x565xay7ZWqgp+5V77u1a2+g061bTWalp6lvWqq/1WWlxhcbW2nC5BxgtgDpW4oefV7BDJgEmZwMCR8prT/wALE2enXVzc3SeZfKkJgSYUqCAI6nlqndytVFT1LCAiYKNqgeSc+SSBjj/r1rVcUCw/RTjOAcZ5LYH/AL/36z1lSYpTWSyJHGr5PqcAZOAD9/bqf0dQ0M+paO76kpFhsKz+rVF3aNDFyQsanLyZbaNqhic/1Cih+6fHuSfAV6R1BWnaW0tx4xAnJA8sdZ/ap7tDfqns9raOv1HaLmlPVQf7zSRwgTPlSYnUOVHnHORxnzjaUnog90Y7vUaUFRqBKCaP1amgjqJBBNsbCbkB2Moc5Htnx1eqt07eu/ZtdvpO3MVmt1NLG0V5vDNDJ6JKg+lBHiVk2+FbaBgYI6+rv8Jt3qal4VpdQ1tJR1G2MW+nSCB+CN4G0hhkggneeD79HeGRevNuez5CRuOYEgnuZiIG0yK878ecT6Ahxi9uW1odODyoKkqCczABIUe5EfWqlz2Okt5ikrq75mcfrorbtldFBOQ8pIiB4PILfY89EWnoa6pqIKWy01Nbdxy1WYlnmpIlBaWcyMp2bI0ZyUAOFODk8vSh+Ge40kgNTYrnPEmY9gi2nbjwAMEfYk49/wCsVrmr7d9oI5dMaj0/US3XWFE0ENDC/oNSUIkwZZXwXX1XiZAo5KK5PDDLs82q3ZLz6hj78f3rCk8b6txNfpsrFBaQTkxnl8Sf7Z61Wm+91NazWe4Wa23ienproZQ0CU0ckxicFSjzFfVJKHaWZ849+elpBoaows1wk2KGy8aHJUeTk+B1cjQXajtjcadaaotFvguFbFUUnz81dNKsMTwqyyqokwJQSy4eMgFBgdFGr9EaG0NQUelBoKJJ6S4T1PzlfCJ2lEyIh+tsArtRSDHgAgMMNk9It1rdlobHtg2VqcJ/QMTH9Sth26nsDFbdofDz+qrTblYmOqth3A3P3JzXPcwRUdxEc0heJJNpIHkA9W1+E+/WuzWbVN2vE3qmgmoaagSM7xDHUCpNQ3pkFWULAp/cgDliRta07aaQ1dKsNRZXT0UZjURLGHYseEBBB4H3BGSTz1l0H29o+3VPf7Us9VPW1ktDLT0kkS4EcSVO/cTgnmRedu0Dy3I660ziS01hAbcQUqMGDkSNs0S1/g270RkuhYUjuDBg4OJ28ia+vitrLfp/ttUJQ2WJJrvVrSSSN6ZeDB3Ekhfq3bGGc+3HB6qz2wtlNeNRvR1MfqIadyVL7AcMp+4/fH46t/3zprdqPsNdLWYZJaq3CCWJTtyjo4VTgc42ErnkAA+MjNMNKVstmvizmF41B2sxHjP/APXVxVqpq1cZbwcwfPY/t6Ums3AReNvKEgESD4bj96MO7Fqj04aGishkpqOrRjOiTNsmdduCyk4OMnGfuel6sU7FQ0zHnA+n/wDH26YGtbvHqdqFjyIC+4seTuGQMf8A2nrBpvT1Rc6pB6ZZQ3HGQMeCfx46LcP27idNQbgSrOT51xr9607qC1sYBjAx0FZNKal1hpcigsN12xVEJcCaFJsEMMhA6nb55xj36k7nXawvlHVXm9XQ1EdrlhUBKeKNQZRJ5WMLkfRjcQcHAyMjM5Xafisl0p6r+VJmCWMlSdxb6D/TjI/r1B1NynoaiGqhiSZXR45YnwyyJkA8eM4yM/k9NVxc2qdHU0ke8fpNK7Ns+7qHten9u9ZP4r8xQxwSymUyKC+OEZf+Fv64I84IBHjqJraf5S4mKlkV4zGHUucEccqw9ipyDjzjIyCOs15sIt3yVRbKyaotVyUzUrycPE6sQYZB43qRjPgjkees1vnpZKg/OUQqYXXZMhOG/DI3+VgfHtyQcgkdISE8n+05t0++1GELW0ZTQNVXKaeSRNsSMxyWReW/OT1rbpRwJW/v/wC3W3qaxT6evMlHKVmppV9WkqFP0zRH9LD7ceQeQQQeR1E+nJ7bMe31dFkMobHKBVgve196rX2fVV2SiAoxTemVz/MhYnxwSd2f+vW/eNcWeyaQtVxvcFerlpIYnpNudxBJJMh2gAoeP1N4/PWpS2amgUiGqViQrEYbAPsOVxn+46gddU+tZrPbLJTRxiy3ZZIKuY0iMiyJUNtCysp2NgjChgfPtnpv4jUtdsjnJgHv4Vkf4ZpZd1N5DSd0g7dlDfGd6/Lvq2t1Zeoa6qv1RVUrH1GmdhKkeRiMsRuAYL9PnOD46j9F2hR3Vobvei1XpygZamvq5qeSqjRtjFVfaG+ptv0548cjrWpanT1upaHSFptdtqpZq2WJqmSZzVzBQoMbwqzRjkgr9IYknGccauk7xd2qammpGFJSTxZ9AoCkwVsr6inKuQGJywIA48dZjY27jV0pYnljr1/vXpjie8tXtNb9qUyVbI3AAgx0jYCf2q1FJrHtoKCOutmk2mFVMxR6mljQyD3Khm5JwePOAc446IKDWOg6ywV1fUXKmooqWleaoSoh2SQR7SOUHsCQPpz5Azz1WS2X2+0LTQ1FTSrDKfUCNTRiKNicgBQigftjHn7npd91bleGrrZ8xc5pP4oTDURI2z1YiUG3aAAAcewxnnosyy445AOKQLxemKaShor9oSAJVg+HwnarOdvtKduNcWur13BWLU2kXedKeeV5Kd6ZEhqPT2/zCxAmEGRljgIfBPR1rzVmh47DaZaXVUdwuiR0f0/KbzK8Dlp5HIB/UVfAPsuMYx0itI6ZoNHWystOm5LrRJOySNCzw3JAwHLRkx7MOoAYZB+3jAkKPRdqqbTdtS0tdCkQIQTtFJ6EE0sEkrM6Eho02IyAH/5kij36V3bMahqnt7h5Skz7o7dtsQJz3ime7tb1izQ4yE84KZnblnMdZMDtE1YX4QrdovtL3jGnbbqMXut13DUXWaohjjWkikZWlSOPHIwisCM/8PC5wL5RsZMAE/fjHI/v465ZfDpRySd6dA3ClVUhqK7ckKOQyQLE+SdpDAlRvPPgnOcHrp9BUExgB5SB4OW+r/260fTW3E2wStZUQSJMTHpisx1YJt7lIIAJSCY2nIMTmMCpdcxYwWT2G0kDH4wetunqzGeHZhgD6mJx+2ffqJgqXHG9zu4zzgj7DrOakrwGwVGOA2B/6nqdaJwajadAyk1MirBIUp+4znnpZ6/+IXR+kLymjrQy3vUkxUCihqEjjhzjmWZiFXAOdoy+MccjJfUVEUMTTVUqRoqZYvwo/JJ4/wCx1QGeyaZ/8UdW1UMsD7b/AFsuNob1VaVtrHg7lKt7c8HH5oXiiwgKTTbwtZt6vdlt/wDSkT2nIEfPpmm13IvWr+6tsmuF7u5ShpyzU1JbXaOIKQMlmPLce5wOTgAHqh2odHafuVyrbdcvnoaOWtd6h6GRDLgMRkBhjOM8fTnAJ8dWK1xqWx2Wxz/w+KCOZ2DRo0JR23cblDJnGRx9+B0vewd+e+d2LMa+GlgpWFRt3IrLOY4jsc5XJ84Gc425PnpSF2lm5UtyVEiPKted0pVxp3sbdKUIQZwPT/Pejbsb8FXZHVsFuvV41FeLksSiU2etpxSHH+USqrbnAIPIYo2COcEdXFpuz+haKzU9tsttgpEowq06Rrj01HGAoAVVxxtUAe2McdVQ+Ijvto/t/pC5W+2augodWekj26Ghlf5mGXeDuDKp2AAHO7g+Oijtp8VOv9AdnJe4Pc231mpqS2RU1RO5pFhlalkYD1I5yQsrAOuY2G/P+bzgXqVhfAIW64VIcMJ5hEHGxEA77xS46ym1W4LMglABUBExnB37bVPd7/go7KQWW992LHp5LTqCkp2rpKiN2EdRKPI9DIhR3JxlFX6iOOSegL4aLb20teo6bV3dG/1FrhtsitRW6a21EhqJVGVkdkjZFRSOBkZI9uc2P7d/Ez2B+KzSt00n241zTi9VFDk2u6QNS1MEjcoSkgAmCuF3GJnUcZPIymKtGsV6q9L6iZKa7wSFKinLjAIwSQf+DBUg+4PgHjqPWdR1TRgytaPaJiJM4jpj41b4PsdP1li4tisoXMwmAYO5Eg+R7Y71arTffPTWudbUWltDP/FKN6eSerrtrQ+jhcqFR1BbnAPHG4eecMs/SPqHv+Oq1fC3ZKeXV2oL9EkYNHRJTCQLjeZpBn2xx8r+/wBXtnmxVwudvtcDVdyrqekgQHdLNKERf6tx02aBfvalZC7fwVEwOwGP2NJHFWmW2k6ibG0khAEk5JJzPwIGAK2WJOM+32xjrGScYI/OTjnpaXj4lex1mleGt7i2zchIPoLLULkfYxqwY/gZ6FR3j7sdy5Xj7H9r2p7NnCan1gstBSzcH64KTaKmYeMFhGp55BGOi/tkHCTPlmggsnwOZaeUdzgfPf0p3VdbBR0z1VTPHFFGMs7kKoH3JPjrmf3/ANWnvRee5Ms1VRUNPou/NOlHRXZJmuFHFH6CzARn0y7FS43MSm5lYAnHT/7n9vmsNuOou/Pde8a6vBX1KeyQlLfaYCzBVZoYsFkVmVQGYbyQHDjcRSzW/YCxayulbebNeKzTs1zBWpjoWHys8QwAnphgMAKvOeSMnOelzX3bZ1KGLhXKZBBiY6GY7gkdab+E2bu0eVe2Y5iBGcAnfEjMGDmKRtz7kzSUlNB2/ltcMtXI0TVFWfXnp1+kg/zUCoecbkQ5+r6iOok90L/Z6qlkjoaeXUFHJmrrapvmVchvpKBs8YwcZx9gPaF1doLUGlNd3XSGnaSurFoZtsRWn3PIm0Nu4B+/kHpsaZ7I2K+Wq2TV9ZcbXeJKKSquUlVEJYXdFkbZCFGAwX0eC5yMn3wPhu9G09tP+oEexGcAyZ/8UxIjuOnevl/xPfJuytTh/Mq9zvHeCZKcjcEDJAgVgovij+JT1fmYO5C0ynkbLJQYHvxmDP8AXrsH8Ld/1J3C7C6N1r3DtqQ6iulE8lb/ACfS9XbNIkcvpg4X1I1STAAH1+B4647ae7W36v1JT0gWZ6VZ5GhkgpXkWdIy3OMEBWMcmPIO0gZ4z2H+Fy93i/8Aaa11N5kjkmhQQoytkyJsXLNjgfX6gwPAXHTatzQUp9noqU91FIgHw+dJZevL5Pt7lUpBgAmSO9MO+nT1jt0lzrKelQB1iRnjB/mSMEQf1Zh1w77y947Bq3uPqLW1XS1lwvVxrJTTTmpEVPbqdRthCRhcyPHHsIywTcMYYeeqPx0a6n0b2buAo3K1E9FcZI3QHcskdFKY2Ht9Lsrc/wDD1zb132f7Pd17xR1mgO4c9PWra6BaiAWtEp2SOlgjJhG9WLAI5dvqyw9uehd06gD3zgVZYbSiFAZPagD/AMYnpjQ/wSreoMEEUE26JnE6CUszTeru3MSfb6cAD75YCd++5GrqeGl0Iuoqe6WuB02UVXM/qxHLYZASMIu44UAANznz0B6X7UWa2X97Ta6sarqG4EMYenjUDxubnJJONqk45zjqwmlO09m0bo2omuNFDNea9YoaimRgDEkrEbUyVZdwWQFjjO0Dxz0uXJtUtqKBneBjajts8ElCSfCT08TST1B3H782aJp7tfr/AGp2ywqGilSX25DYzj/1PS5pe5+pqK9tq2Ovqbjco4pooqy4sZtrSxNGXVHPLAOSCeM4OOOrN0di0vpu8JdbnerqtNA5zChEgjkGfMf05wccMfb79SfcXW/arWOmpbZWaOGoK+TDUk8dnjpaxJAMbjLC7rIBhciRSSAQGGQOhuk3zVw4AEHffG/iMH60U1iyuEEIkEEfH5kfSkr2w7k6nuunpqq+wG6U9uYRVTTozCqglOGRn858ZP5Bzx0L91NMWekslPfbA7PQ1lSqoCo300gX6opCoA3YIII4YcgDkAz7P9t+5GuKnUcFHTLQW6104iSlWVYYp5/VTZBEjYLvt3tk4xtOSMgHarNPSWl6qzXu3FoWQfN0NYpCORuCNjgq65cqw5U5HgkEzeXK7V1PtAeQ9exofa2yX2lhKh7QHbw+9jVfbZTyzVsFOZGYs7eRnwB0+tEaNS30G0IpkkkAPqNtx4IznH9vfqNt/bTTtj07dbhT2243evkm3UVdT1ih7VGApYSwAfWzHcu/cVwoIUE9Q+oLfpx6j523aruNMtRJLN8vNT1BMbeUBdQVYgYGfx4PRRGpJZYS0kE7mRtS9c261vFURGM0Y69snyMFJNuj3NK8iMrgsxKZAxnBHHjHtjjnpaSW9JqiipnlWJpiyAt+kfUvJ/YHP7A9GN1u8ty09S3i71qsj1UEcYZlQKfl3BxuC4BwWzj38nHJdpmwUH8NWprbK9dSXShi3RybAYmbY5aNhhgDtxkeQffPRW0tHdVBbYHSc1V1HW7Ph6wTcXxIlXKIEyd/pS/q66glLW6teWSy04Wnhp4sAoik4lXPiXJLE+5Yj9Jx1BT2qntckkQkEsUuJI5lOQ8Z5Vx9jjGVONpyCMgjpwV+j9N1CqKbST0zBSAwqpTuP5DSsCT9wAOTjHQ3X6Ws1I9bp56h0mqZI2s0ZZZZBKVzJHKy8AMSAPpHJQkL9XUWoaDd2LYW/EE9OnhsKG6PxZpmvPqatebmAkyBkYEiCdppT3ygluFuNHHGGKP6qbs7lI8nP2I8j3wPt0MvZ7hG7RtaKrKkg4RiMj8g46PrzHU0/qUrU5jmhJRh/mjPuG/I/wDx1A/LSDjNSfyC+OhzT3sxyqppdZBMoqwIrY/ojRwAHVAwfAB+5x/fjrX1bqfTqdr7dYL5aKqrFfV1VbS1lJPGhRR9BLbl3e6kL4wDnnBA7dH+Vp0mRpE2uPqVd4BJ9/Y8kc9QkmsKy/VElDfLNDXrTH5emp1geNINqgMVELKSWwM84JA46ZtdvihwMqEpiaQ/wr0Rkhd8CeYkp9ISR03nxoPuumf4RSW+8RpVRxVH1w1E0yMlQ248gLzGAFbyTnHHTc0p24v9LYVvMlunmmq442pWQrseBicnGMnOEwRgYPPkdC+nKda1qe2XOyM1sSqkDUVSswUMcfW2G3gY9gR746LqnR98pKmtWyWjVFBSU8zlTR1iQU0iL/nQSsX2ADgsc4HnjpM1S8euGQm2UELB3IkR233rXnNJQHkuLRzNxtJGY8KILxoW3WK2QR60vVRZKu5OTRRvCJAxAH6iCMfrUeMj3x0D96tN6Y07e7NpiiioLzmkirIbhTXBvm4ZJG5SoVJJIlwVBVQFO1hk5J6irjfrfqOWSmqLrdq+Wip3H++VHr+lCuC6xncRyQvt+3HQ3BcNNG9Ulaj3Hcs8exZRGYsBuAV5yPuOvmim8YdKrhznEGRygZ6ePhvQDXdPtnrZo2wDairB5yfDHoZpoWE63v10WjtjUlE0kJ+YqJxtVoTkYZjnJ4K7VGSBnGMnog1ne7DeLPS2KyzVlbaba8dNJ6YKC71wIWOFSFH8sfU8hAGADgc9fqS1S2Kjiu08VpsdU7tVyQSlqu4zNM6ikgBBKAhVJI8AecDB25qCJ66Ch+WpVeJGiamozlbahIC00ZX9cz4AkOR+o/8AKOvvtWytDiUBPXH8/tTRbac820+068t3oOeMeAAAnzO52Ebn3wx2ZV7rWK/1E6wrTNVVcocNlAlM6bss3O55E45GCMDnq92n9Y0lfNtjnlmCZySxK4+5IwM/jrn9ovUlDp3Xq3Cqi/3S1wS07+mgAVpYypKjIBIAA/IPHOOrT6bvckaw1NLSO8cp9T6CGj24BUnGCD+eOtN4es0XdgVn9U15k/EXiNzSuI02qf0JSATk53I9JHxqwsFziZGf1sHHk+Mf34/789bC3SCLB3MSwAGGHPPn8D89K+n1VcGp1RqONMjjfkEjjnGfH9x1o6pvmqDZj/s1FSSXGTGFqXcRlMHdjb45xjn7+/Uq9MM5ri34mQtICTE98DPnQp8dl2uUfYqa82K91dE1vudM85p52jWSJtyFGA/UNzp59+qJaa1d3euUtLcIdV3qlpZZAiqKqWOMRgcAlSB7Z+3VsNTya3uENbDrztUNU2+JxKKOC/O8a7cH6ImjRTjGeWY8+/SW1H3Z7b3iWS2aM7WUtuabbFHTUVPHWAcgPJI6yncuATuXZjbkk8EIHEjN4SU27ZT0yN/LNbrwQ9Zi2/3rttRmTyKnlkDB67g9K1bn8U2r+3MLUU+oE1Kw2s9Pco2njmOePqOHGMH9LAc+DjHSx7i/FdX6wgik0roqyWG5p6gNwoIyZ4FZSpKSgAqSpIyMbQx9wCMXeChsMVPVWNrbYXKVHpvdLFWTVbzYP0qhlndEzls43HIPjB6x/Dx8NY13d5tV6jvlVp3Q1pfFZWNHmaSUgFaeFWX+bOynKgKccMwwVDUNC0lizt03dyvmO+cH4ECBTFrGtKdfNlYnJx7sGfAQTJpT2ewS6tuEtNSVsK1Hp+qDKG+r8Bucjg8njg9PPRcWrIe0V/0bqGeeS0x0hSmtuU9KeqlkJBZgNxwv1Absfym+/Gfv9FZaTU9h1NpOjjt1voEktlvp1C7vSTa0QYBcyE/zi5OSTJjPjrSi1BdNS2xUtUUscaAVMkMbgGTCsMouMHAL8nnDHxk52vQrCw410Vpy4gcjgUD4IUJHhIkT4+FZPxBd6twTrbjDaZC2yCPFacecEgx3BjeaCNHdnbPp27xXO8XWUvCQ6CinKOkgxzvHIA5/RjOOCOn1SVVv1FVW+/Ul0utRcaKBqcR1VxkczRJjcrSSnjnADEhc4+5yodWVMlrqhRGKakqdnpmKZThH4yeP1cHOQc9ZodHdxNJ6Ss+sLBRtcrDcESVp45MNSyE7WWQBsKnqAkNk8bc4zyw8QWfDTVomzuEJShyQO0np4HeKXNBc4oXdm/tFq9o3Co7AbmO2wPzrqN2AoL3L2wq6zQk1JSVd0rCUraxSxES4AOw87sZxnIBzke3UZrv4ae5GuKb/AOKdy6esqgwYvOkhUnkcKMKvk/pCgfYdVV+D/wCIjuD231pZNG3ihud70xqWoSASqhkVJZmRY5g6/SmDgFM+GORu566dDPHIz44PWK3nD7WmJTZgygDBGJHetTHEd4/dKv4CXFGTIBg9pPSq/wDZn4SNJ9vKyn1Jq2RNQX6Aq8HqZNLSOP8AOiE/W/8AzN49gPPTX7ia5snbrSldqq9zxw09Ghb+YxC5AJJYjnA8n9j0Ts3jwc+/4/HXML/EU72VGttW03bOxzSSWm0SVEdXFC7H1ahBtDnH0lVbI85yRkDHFNfstPY9wQK++3f1i59tdrnuT0H7CoDvh3M1br+93KqvzvSUVVUwvTVcSmRWQpHIFBDEbAsiFsqcbdqldpHS2rbLfdPPQVM00tHLGsUtLEzNuCygMrKhByrhs4xyDnHSbsOsu7PZ2vju9vtMs9sqlYNS3OmeeikILE42kFSPTLbkZTgZzg8mJ+JCbuFXUz1+gaSgvCU6QtUUdwlSORkDBW2SElcA8Zdv0AeMjpduLRd9LrSgR55+/Wtl4R/ELQ9DsU2V40OUTKuUKSTnMjO2Nto7UZ6z1RoBWeCWlqReaPesyUMcaQTSmMgAufqAQhQcDPJwcjnb0DcqjWVDJSUktpstQHjjLVdTDCJYy+WReVJbDuuePpZQxOCSqZloq+pWX5WoM0jMszPIHaUlj9ftt8gHnGR+eiXSFwsdqucz3axV1zpoYvTpolrTRo5wdry7FYtgkEBWXPGSRkFcudIF37ro9cdPOR8jUWrMcFa84rVlOFLpEDkmf/iQBgdaaIoLv2YrbVSXG10+pKS5UzisgqauYUZEmUETPSOChXzje30+VwSDc/4QtUiDXl67aUduelpbZpe21rq1YlQFqHqKqR13qASB66oOBwgyM89c/wDU/evVlnoktmnLfQWqLYH22+OR5gRuAPqzF5FJyc7GGcDxz07/APDPu1/uXxHatp7pUVNUtBppKaV5ZjIVlEke/LHk5k9QjnjP79NvDWnflEOKTmRk4ncdQB28IrOtfe0Zi1a0/TGSkoJlZ/Uvc5AMCJ38qsT8enz1ytNr0pS0TVZvlm1BSxRIMyPUtbKgQKo+5kKgD89c2uzWmr1qG31dPQV8MNTSx7oqedpEc0xBBZGQBQC5Iy7r5I5AwOj/AMfeok0tcu2N9gqmSst13kroos4VxCY5Pq/5dwUH8Ej365qfE9Y7pS957tp3S6pHSUaG6WiJVVVa2NEKiKSORQAFSIsCMgJ6Te4PRK6aK1QMeNAbRwIT9/fUVP2rWdh7W6tM0Gs6etq6H1kFtpYZJYt3pn6C86CNSSFGFyc8E+3WzXfF3atR0FdNcKWenucbwyUzvDHuBjDgMGjAXOHOQQM+zL7opRqW/wBHU1d1j+ZWFP5stV4hDZCnePrLZBwnP3IIz1HUq2+KdqNjDNtiaaod4yioFQs6j6hluCBjycADnBp/6c0r9eT3/wAVMtaVe8KdkutaTUNhur0qx2+spkapFXUQxgPKyklfSdslmYfTwc8nHQ7bO8ncDRtkrLHp+p+SrLlBJHW3GiFOwnpiNvkpuRshvr3eG4C+TA2WyUGktUm23/US0FuOwz1USR10OwjcpRgkiOTxtdQwB9+jSGl7L6q1PVy3vXdTbLRTqPkY1oZYI6xVRVba5D7WLAHbtIyTkgDr81ZMaf8A/bRv2kn+3ripFPLuUjmPqTj78qUFLPRvMlUK2aeo9YSgEZkds53F+MA/lvc9POXX8mrdDRW+ouVVcdUaYp47hVSOmN1qDKhp97MWeRDJG49lX1R7dDFh1jcEvK23Q/bygpAgiZJKCiW51IjBKyOrSBzJkkHK4AweMeHdo649sNF6Ba8aj7d2mnu+rLZU0VDcFpamllnDxGOb04WPpyIm4MzAKFK+SSo6mQld2Sl1ACPEyfgMfM1DcuflW5aUeeegj59ooA7YagtUtbLV2qt+Tqk/WryhJFVhjGPDrn+n+vW7qSh0lb7tU6hr6G2PUzRExKacSQxkLgP6asAvtkgHxwuOOq/iqmpZoqund4XiO5JI2wyH2GR0Ww9waW70S0N8d4ZUQj5kLlXbB5YAZX+nH7dRi0NqOVG3aoRfJvSC7+rvW1f7DVVCw6guC0tfHVH+TPAganjwDhB4Kt/ysA3HgdM2m1A+iaCmslLSCvoo6dKiSuqI3IqGlEb7YP8AKI137QQxyVJ9+krE9VUyh45SBKBhweGI5yfxwerC9ldDa/1/boKW4mghtQgMFPUTRFWWF2DbFVD9SkgEZXyOT9weqaivTUB1t0tyYwopPkCI+Hr0otZaZZXyijUWQ6gCQCkKAOMwZG0iYO+1ZLTdpL3R3OvpIx85bl9dqWQ4QwbsNyPdcrlfcEn2PS41DdbhcbtTXAUVPGiDbIYlbcpwMSckkc7Rx4yueeerL6j+GnUmnrTUHR2oai4zSwyNW0dNFHRyNEy7GAYHlSG/S7LnPGTgdV/rtP1Wi7qkM1ir7RLKjL688M0JP3H1AZPH+vVtvWtVu7ZLd6tTiNwYnp1Vgk+fzoRbcMaHaXy7rSW0tqOCJPyTsB5CoLUlprb9aqrVCQyGqpWX+KbVx9LHbHUEDGMkYb84Y/qPQGaeUnPnPvtHPTNutzv9RZ7nR0txqngejm3QxuQXjWNmffxyAocn8Z6AFsdW6h1pJ2DDIYI5z+erLb4eTzAGr7rCrdXKoimNcYoqmnkVZiGiiaVQ3liozgeM846j9L6as+pKlqFNTVVkr/RFU89RVCKJh4KIr+fOcZ9vOOpCqgp6xA1ZuCIjFiCVKrjnkY+n756EbMbjSS1FAJa2JoXf0U3cJH5Oc+cDA88dM/ENutTgcKhEQB18aRvwz1Jlm3XapbJUDzKPTOAPDA+tTOrtN33R9Q1LHf7pWSpUA/PUafMMFKHC/S3I+ke/BA+/Wvp65avLVctZfr+8SxH1Frbe0aFT/wA2ef8A6f8A06yzXhKWBls13uPqGMkosq8HPkqB+n9vuOeoCu1RqaFnZL9OTGCGVmG5W/c/9Ol4H2LcKAPw/itOeZVdu86SUiNhP7EVhtldRi61NwqNUw1lRWwPH6SUDQt4yDnbjaNvjPPH56ywa0EkNG9Rqu0zSIEWQLb2SQoDwgOwAHHGQR489SNgr9T32ER3O8TTQ+WgkqQoO33ywIAwfx0UGk1HWbYErKkRIv8AKSCUOxUewUDgDB5/6eOoA6kqKv4/ip1sFDaUKJwZxIn5/WizTVFBUw0dVbi3r/LvHHUyruS3r67hnReQ87ZUDAG3j+shqets+gbSwhbfWkCKGBhlpJZCfqJwTu55OfY+M46LrMLN2+7fU2rdTVgEzQYSao+sgnOBGowplIH5JO7JHPSJfXtJqLU098uNNNiCRnoYAv0xqTw7ckl8Yyf6cY6ksLNV66E7JG5qDiPiJjhuxXcAczi8pSPvp1Pp2AZNlX0hTy1K06TEgyyhf1OfqYgZHt4544Ht1Zew6vhqbLRw2mQSLAgjaQxlCZdoycbcZyc8Z/fquujKq7XSspblaKF39FkkDujRrj7HkcYJGPfnp0x1peUKADx4yftz1uHDtohLZUBjAGMeleBOL9Quri4KnFH2iiVKM5knM4n5jypvWTV0ccMJmaITFNqhySfsecDJ4z+589TMGpqBoUWSBQxJDl3UEtzzzzzxxz0mI63apCkKR7gfpH/r1+tcDtwoBIOfHjIxk5z/ANnow5pjazNB7Tii9t0BCgDGPp4HtTnk1PbgxgZoS7Dn6gCR424ORjg/v1SrvDQ6dXuRfYrDHa4rT6sZihpiCq/y19TGSfq3gjgbeOB79NTUdLa9RUjW+5Cq9AuHb0pDGXIB4+zD7ggj8Zx0oT2w1Tdde02kNEWqtrjVMkNPOaOVIadXOSDLxG2xeSwJ/SRtyMFQ4o01aWQpCZSNzOfh29a0jgbiE3lyW3TDisBMYORHvTvJ2gec1D2nTj6nuUsE10FDQUQBrKt4hIEByFjRcjfI5DAKWx9LklVViGPLcvnoaSjFMaG220tT0luinCpRxckykkYMj5yztyT7AAjoD1Dqme1dxaftrp8iewWiBlppo4Aj1syhzJVyY5JYKcAk7UVOTySz9Eafrr/qBoLdN6EtNPJGphTeaadSwLMRgkKVUgZGc4B53dYBxTxBb6cP+5UUtDsJn/Fe9Pw94Wb0SyN64kKuFCTP9I7A/U0ku+Vju91tdjvNLA8/ydY6NBFEsm1GjBLNszsClVXDhf1A8/ViD07q+23G1mBpqylqaQZjqaYvh1JGVkAGdpyMMMY989WR1R8OWu73XUT6TiRpqiWZp1qcRR06BVKkEkkgkMOAduF4JJIRvejtr3i7QhrtqHSFDDYmmanWveSJ2qGAO1cqdyZAyAQc8ZOeOn7h38QuGUWLNjod+FqJUeVQCVzJxyk+BIwQRmkPWLPUdV1J671W3CDge6eYQAIIP95BqAoda2K9Gko7+9JFVPUfLz3KqTdTrS+N7YyxkXkjAOQAOSeH92wo9C6O0xJYI+8Gm7pbarBT5szxRozjDrGWhVWjY/UOfpHJwCQKp2GHWfdXVFLY9K2d5ZY3RGR0WFYyc59SVshRhTyT7NjOOmrqDtn3Q0TbqG76siSmohdaKkjr6aQTRrTytIXnVD/MYJhgTkbg4A9+puIuKbHUUpsbt0JOITImekDcT4V90Wxe0t43Ntk5Ex06jsaaknbnT2jIaWr7eazsMVroJ4KuFWv8c4NcsoZVZhJlk3fbAxtDEls9XBtXxt9rYojbNU0N4o73SD07hT0dE1XBFIDtOJkJXYSDjOD9+eqv6L0xSaE7pUti1xBR1zW65tS1sdUY6im2zYClSwH8sZRxu/5QeeeukloNM1ppVt9KlLTpEsccCKFWIKNuwAYAC4xgfbqgi1eQ57Rt0kKAOfe+E7CK61DUGXmEtusglJMEAJMdjAznv6Ula/4ldF6t0lfzpBL7DNS271jV1NvkpIow52jbJJgEgb2+nPCMfbrj1c66t1lc7tV1Foh+UjqZZIGbc/oyNI5wZ8gKeHADZzg4zg56hf4kGrb9Z+0Nu0rpynnqa3Ud0goEiiR2klLZAVAhzyAw4Hv1Sqm7WaUsWn0prta6VKqEmWYoZ/TWoAxKMSOzn6t4OScc8D6sr/FGtM6Qy20+rmcUZAAz9jz64qXTeH1a9bLbYHKDuSdvMx59KXPb64Q3KKPRgkerkr6oROtQUkiVCHY7dy7d7bimDkAO305PB53f+GaPT2jzrSmo1avYiaqlBjSNUeRht2jAyWdcYU8Bhx4BZo3tJ2tvlulZKmW03SeRWpKwHdAjhT+rLeTg4U/cDJOOhDTFJ3RrKy7du5b5WQU9PM8dbBVMzRErJkMcHDZ2hhj3UdZkdem6U/YvFsIIUtKhE9Dscjp/nLXpnBydOtfylygLUqQCM47gkDI3/elzY9F6zpbrtfTwq1jpwfTadcxLlQskfgHaeSDkEAggckMvSU1HeNSerFajWx00UMcGWMmyJP5aDbgs8auWAXb+hAox0UVenL9oudbxephcbdNA9LC4j+XEcjRMqrJudvpzh+DzjwPPSoludxTWlLRx7au6oZaaz1dvlkFbUylHEag+oUO8/Q0io5URhdoOD0V07VbjiBZIWMDBSSJPWR4d8HPWlriLQ/8AS3WkNykZmflEdal9Sae0vR19dr6trJBp6x0ckslNHF6MklagEcEDEKuQ9RgcKPp3kk4OGb/hLUt3q++mq7xUVMkytZHerbP6pZJlIJ/qD/fpA91bxTpTQ6BpbjUXGa3zNVX64PULJDNXbNoghCqF9OAF49/+di7DChc9CP8AC57M3PQ/a669yr9QpSy6zmSS3Kx+tqKPIWQj2DnGAfIXPhh1qeipetbMMXCpWdyO3QeMem9Bbu3A/wC4AIEAZ7/3367UF/4o1wuU9wsdrp4pBHZ7SbtE4Rv5jPO6y/V/yRwBiB9xnz1UC+Xm8aw7UR0UtL8xddJxzSfOxIVrJ7HJhpqXd7xxSGWQrgnZI/hUI6vB/iYS2/5zRVKTF81LSXFZFI+r0S0Iz+Bn75Hnjz1QjSdzr6QRCGp+XqYGKrMnDblJX+xAII5BGQcgkGLXbhdglq6SPdyDXzhppGo3NxYrPvCFJ+AH350IaI0RQ6qtVXdVNfVQUR/mCQLTU6sFyR8xL/L9UruYRjLNx58dbUOjL9qS3ijtlFRW6ENNQxw+kJZ6pmPgcZdh+kkBecYHTw7jz2yj7e2rVnZG0/J1FPUIt8thcmO3V87BRURRNwIZm4DKQFI2kDK9VW1HrW7Cu2vWaiSvpar15zVV+FSrVsl0gVFETBgMAliMZ/b7aPIdBcQokHPTbwjp5571buG1NH2biIUnB3+fj5GI2qR1JpDXfa+elt96SOsoJZ320M85aKVE2tteNWDR7t2QAVbnPB56N4tUdiNYW75U9vNT6bvEoLzzWm6UtXCZAefThqQjqpBYemsmfHJwOlbZKmlpp4tUXqZq8yiZZtzEvIzKQd7tn/iz9+Qfz1802molsP8AtJ/GKakdXb5eBalWqJJExv4XlB/wnHOR5wT1fDmcUPU2N5pw2eyfD5UWyovH8U1W0cEienGaGCH60QkoXDyA54LYw3gDo2vPfHQdv0DczZbJBVVFLFMunVrDLWzW+OYNHLOaiRVDZ3bVAUYLE8FQGrrQ6GqrpbJL0l6WO1DLvNOCCgUgE/8ACxBYAEHzxxnHRjqHUVFa+zunO1lqt9GLhf7m10qriUBnahBEdLCTjKK0gmlZc/8A7XuD1wVzgb13JOCSQemwx37/AM0CyVEmxQsjbFHjHgH8/v8A06/Ia6kSkqYauhNRPIirBMsxUQ4PJ2AYfIwOTxz9+pi46J1HT+p6Noqan0pNivDGXyB77Rk/nnGOoSqtV3pt5q7XWUxXhjLTsgH9x0QctX2jK0keY/mlNm9tnhypUD5HO89DP87GpTSFivl8qpmtkbJRUIEtdUSMscFPGTjc7NhRz4HkngZ6sBS/ELd9J2CTT3bq3Qx0trpEee5VzFEVFIj3FeGYMWXCZ3FsYB5HSPOpbLdLbbdPS/M2ejo6cbxEizLUVQJJnYDYSTnHO4rjAOOBHUlVYBcBp253Culpa2sgnaaJ1jxsEgXcChJJ9QeGGBng5BAHUNFtrmLi6hYRkJ8e57nt086atO1RSUm3aMKVHwqf7gd9+4+qDJRXruRfq2nZi/oBPlYMkf5URhx48qOB1D9vNEXnW9ylnprolqoaaMvV3GR8bVbwiKCGldjj6FPjlsKCeirutopWqo7bZIaGpeudfkIYQ3rbCoI3O/BAwfBHQ5TXLutQQxWam/jBjo4hEkdNTF0RF/4Si4K+fqBOck556is7pN4wFsQOwJiiGp2/+kO+ydBM5JA+x97Uz20bQQ2+S0/N1tVE6FXmmk/mnPuccLwPHjH79CD6D1MjskGoUMSkhCd2dvt/l+3QTqWHuPFTvWX6m1BT0xSN3eqiljjKyZ2MdwAIbBwfB9uhEuM8nqa3sn2pJcGfCaF3OpW91yn2Zx/5QflVtNCad/2p1HHRyyn0abFRMnpkrLhsBcfbPP7KenhV6Z0xXAzVdhpZiPpGIUbefGAcD89V3o9WXvTNPINO0AElTIXnqN2+SUKuFj2lgEQZbkEkk+3WpN3y1nRKBc4qinRnIBwCCPZfq9sfnrninT9Svrv2jYhAEDf16V1+Heq6NpekptysF1ZJUMTOwHfAp/ntVpa+FqpdMQ4iJDSABUBbng8c/fz/AE6yUvY3SEzCnn0vR+mzD1S31MFHGM44PSIb4otVmKOKlrpUMf0qoigRBx7ZViT7546+YPiR1TBMauWplcllYF3gwCPyIx9X56BJ0m5aAklR7TAp8OsWi/0CPQVaK0dk9MWmkaOg0fSwwNISHMX1bvHJI8fj8jjrR1jZ+0nai2NqXU0NOJvTLU9GhKS1DgeAoJzyQMkYH9R0kD8Z+uI6CZKPTlNXXCVf5FXPUORE3gs0fKvxnjIHPg46UV+v2o9aXmo1LrG4yXOufndK5CRfYKPYDJxxgfbovaaU48QXUxHjS7rHFtpp6DyEKUdgAPnUvrXXVy7kXVZZLbDarVRs4t9BCcRwxkk5P/E592Pv/QDXtdLa1KiriYmZgvqLNtRPsCNv+uf6dPLsh8G9w7taKota3HW1RYFr2k9GnNjWr3xqcJJvFUhw31eUHAGCc9E9/wDgB7hWdJKux68sV2p4V49amnpZST7emQ6fbn1P6DpjtL6wYPsQ4kEbyQPrWWaxpmtaqr84ttRChiATjpEVFdtdM3ezU4raqqeCmdNsdMjbg4PhnPsQDwBzz/To4zN9JV/Jz5Oef69I/T2ptW6NLWSpu1NVwUcjwJTFS+ArkEF+CFyDgDx+wx02dKX6LVFvaqjpp6aanbbPE/JDYyCGwMjjg4B/brW9HubZTKWmpB8f2O33tXmviPTbti4XcPwRMSBEeYOZ775xNEqyVCALvJPHg/6dfPqztu3Z4+7c/wBTnr8ihHpK+wnHA48ft9z19SIGXCnx7Z4/r0ckxSlAmsE3qEZJJAHjdyesetdc3btVoqOo09Sw1Go70iSzxjmSG0M20xoP8ks+JBnBIjUH/OOpa02eG7VE/wA7VyUlBQUk9xuNQke9oqaFN0jKvu2BgD7n+nS5t96uncTutZ6uajnqZLxeopWo0gV/TokZRsVWJUiOBTwfpOzGOes1/EPXk6faflUmCRKukJH8/tXo78AeC0arer168T/ts4R2K+pj/wAR8z4VBaks1VdwL5T2mkjrawkUrtj1okcNmIgDBO0oSeWycqRkgWZ7GWzTmmrBT1sUaN6qiSeUSgnecbnYEAk8fnjGOo242WWonaaz2lZJJZfRJKiOFSXwMFfclgSpH6mI8DjasWidTT1FsSsY0kcBWWOlDgJEAeMkAAgAe2Mhse2evDvELtzxMyW+aBvvkjtA3AO3rXuph5ppn2alYP386sTSikMKvBIkiEZQrg56GO6+hdOdzNDXDSmo43ekqIWy8SqZVIGdyEjAYY6kLTTP/CqdZ4/Sb0yIwyc4GOPPj/06WveHuDqex6G1JfrPbDcVsUJeZSzQn0laNGPGcgepknH5OQQDmWjaLqSNRbYtfddlJT5zIz0IwYoF+WS85yEyCY+JildpHRmk+2Vgh0zb4DaZKeUqK2rpVEtR/MLQu5343hWYkY2kk4Ix0wZL/RXarXSteKKr+ZJVaYyxS1EkKyZO6Nm5XPC7R545465/9wO8Gou4d2krbpUmOFQpSmpXb0Qo/BBJJwcnoXqr1FV3Kqq6VJ0+ZbeI2IlOFOdwYheeAPH3/A635PArmovKvdSfPtVZMDEyDM4JGNseFNY0S3bt0MtKAPlzdIxJHX+1XE+JHQGqaa82TVlDSXJLG9QkVUKyX+bGyBzGGAJONgVAQeSBwCOb4/Dp3EbuL23tV5rZlNfJTqtaAm3/AHhPomIX2BYBh+HHXMrt/wB9NSXXRd37baxuF5v8lcKdrPUvN8waSRZPqV3JLFPTXPuAA3sSerNfAj3BrKTubqjtS1L6NNT0v8SkV23PDUJJFC8fgAAiVeMcGE/fjaeGm3WdLFs/lTZgHqUkffwrEuLdIuNL1EpdgpUMEbEiDjxznzr6/wARzWNFa9TaEslVUinBllrVkZjhJ4gGhbaCM8k5yQCAf26o5e+61dqypW11V2SEw1GcyMWVmXdg5zyDuHAGBu/AJfn+J81wn+IPTcdOkUwhszlEqSTBGwcFnZf+EKck88D8dVipdKQrSyXG41A3BNyGRDHTuXK/+WWBO3aWOPOFX7nC3xPb2zl8HbjJCQB4f58f5pbTxJqGj/8Ab2aoCont89vTPwpr2Lua+lmt6QUtFdGjkV56WnndhTsHAAlyu5SGI/UByR7EdRuqtZumu6nV1q1HNQU1VXrMVkmVpl3ACQb0CbjuYgAIv0kfY9BVnQ6SpKz+KVSRzVLuRBFkKdroylXGVbKYPgfTID+Biqbff54aSCGprM1L/KoEB2yK31EsqsDtAfAyCDjkfUSFBvTLRDqilIhWCSP1DwmcDw3wTMTTAjivXb1SX1LASkbADO31z5etWC7m93Jqmy0+h9N3Ir83siq6z1BMKhSpEnBIKkvlAP8AlcZyCAqe4Hcyz6A03TUWlZ862u6SR1VYGDSWugckFEwBsmmwG5+pU2tn6lxBaprm7a2iKTUqpU64ng+mgqRHLFbUfbIk0q4GJeX2xMDgPlvABRvqzVdTNdbzVSSySSmaWR2LPNIxyx58kknno5wzw3b6MOZoZ+ZJiTON+gout671RxN1dCEwYB6DuZ2/j5PP4WOwN8+IfulSaGjdaC271q7pUu//AJNKhzIqJ5Z2A2gfdhnABI7mWKxWrS9koNPWSkjpLfbaeOkpYIxhY4kUKqgD7ADqhn+F921uK2R+79TpWkSguFNLbaCv+ZCSBUky+2L08vubguXGCrDB9ugDk/pXGf8Avz1oto2UolW5pPvtSTqCyGQQhJIE4mP6o7Hp4R1mqH/4m1mg+f0JqOORhVSCrotrEbSilJBgexznnxjz1QCoaotN6lIUmGsAZHUgKsy4yM/ZlA/qPyerJ/Gjq7ulqHvbc7D3FkigorDMRZ7fTuGijpJAGWU7TzI6bSxbkeAAOOq93igp66gMckjsobCuoKgHzx+3P9cdXbzTf9RsywoeIpSY15Gi6yLkHbCh3H3tWzS6jrbdJUNU0FPV0dxpZKCtoqgsYKinfAaNsEMDkAq6kMrKrA5HQVe+01PBUJW2rulpyktLyF6Snu87mtpUbP0SxiJiSuSNwG1v1ADOBMiiKtHJJXqqJlmLYBLqfKrn3z+r78HHQVqOqabUFRPJhljfYAeOAo/7/r0lWiXNNWq0cTtmO3l51t95+S4htWr+0VlUCR1Hj5H4VistP8pLNQVOpLF8srAlZrfLNE7A/qCiM+3vgcDrJdqW13MiYaljmmBESiC0HYsQPGzcy7R542/v1FSQ5ZniJ+rJGT/16xfORQQOszEy442tgA59+OeM/bq2bhZ/TvXTWgWiADckx5/Zowim7ZmoiGqbvq+9UEU0TPRUlHTW1Aq+cfzpgTjIGFU8n6h0P2O4vrLXVy1ZeKCOGloqaWpFJTAiKmiVRHBCm7OFXMajOTgZOT0OGomlJyQyEg/jHt0TU/y9g0THRCnZbhe5fm6h2H6aZeIgP3YMxP2I+/RPT0qKwD50n8QC0tmCq2BGCMmTJ2+xR3F3FoDalpaC6JRVSjdmeAsAwxkZGeeAB+OgzW816rrgZKuXcJipVaeoeSGfJ2h0XJGCRjAzzkHnONqzaciqLdi4pLEXYsAJMcexI9vPHRDpC102k9RWq90k6Vpoq+KYUdfCJKdxnkkecjA5H2H26etUTqlzae2GQEzyzEwJ2Ox8qyLRE6RaXQYWMqVAVEkTA3G489twRQLpDRtbqytmpoiYUhQuzFM5ceF8jHvk8+Otm8dstRRYqv4RFMVPqFonGCBzgAHx0yu6Wpaw9wL7NpmwUlsonb5mSKBFWUrJgyEgBd317vHg9e0/qikqrekdTd3kmjUJIrp9ZxxjH7+es7F4u6bS8nAIBjtjrW/adpOm6c1+Wukn2skc0bicRPh671E0OkbhfLbZor5UyRUnpGenizh/SzxgnkKSeP2+3RZYKtKoSWuSVKtY2/3aZnUkxjAZfyVP+hH26j7bcp6O2VE1RKIKajlmp6X1HwxiDsxVR5xnP0/v0O6F1JCgprNUjMwmaRJfWwxByQmMfn3PQa8tOa0WFASmSI+P+aMqDLYSlG56+WKmO6tHHHo69xJCYykUDkJGNp/3iL9Rxx54/c9V29NPt/p1ZfuJGZO3mqZDEJFjo4WLGTkH52nUEjBz5PuOq05b7j+3RDhZz2un8x35j+1ZrxKktaitI7D6VavVQ09RVsVu05VmoSOMioK/Wu7jA3A88Z4GfboVvctO9I0dZTPK2DgouOfuW9h+Tn36mk0nq2kkaOexyEAnc6EOo/OR5/brUqKSsh3Q1FBV0m7gt6bKy5/OMDrXLtLqypSkcs9Ix86862ammeUJc546yJPjj7ilXPQTPMpmjSRV4Ow7v9OsuxKNFcU6YP0hiv8A3z0ZT0uj6KBrhHcququMcypNQ+iVEye+2YZAx+R1FXFtK1siPaRd6XLqZlqJIn2j3CYC/wBM/wCnS65bez/qE+c/flvTe3qBegcquXyIHzz5ECDRhovsb3i7lWyO66M0PV3ekkkEJnppI2SJsZw/15T74YD9unn22+BTuNBXU947oQpRU8U6TG3wskzzoMkh5ASEBxjaAcgnJXHKH0BrXVHbbVtNee2Op7rbao1EcKSHbD6yM4/lzIrsrITjIJI/qOr9aj+Li9dqbbbr73Gs8F6or1N6UEVEfRnh3KXzuYssoC4A4XJxk89KXEV/dWLjdu0sD2kgGJMjfMx60+8GaRaawldwWiv2cEgnBnbGD6U8rLAsVvgpYIDFHDGI44lC4UAAYUDwMDHt56l7LSTXQCP5d4lp5DnChvBOMc+/SGs/+IR8O1W6096p9WafkRDv/iVn3IOMjDQNJyfYEZ++PZpaS+LDsdqe3is0ZdrhfIiSHalt0qlHH+Rg+3Dcj+48A9LTOmpRD148AgbkkZ9a0W4cugSy0wrm6AA4iqVd7PhR7q9vddVc1ks9w1DYbnUvVUdbBCGMQkYsIZgDw6cjI4I2ngkqByy2e79uLnQV2sIntor6eXdTbCzqBKV/mDjbyu8YycEZAznq/wBqv4h9OVlE9lodA1tynqkyBc3hp6ZWGSodlMsgYYB4Q/j79UZ7y002otUwXXUFxLSS0rkU8MYSONGqpvpU4yRnnJ5JOSAT1pPD3FTF3fItLRxKylMmM7R1261iPH3Ajen6O/qV0haOZQGYj3j0ET3gmjSmrUqV9eCZJIyv0uj7gfwP+z1lD7zjaD7nODj9+k/BqWXRsTU9lpYmjmfLqIx5Ix5AyTj3Oepil7kV+FaVIYicgqU5xj7ZGetWRrdufdXIVXmJ7h64B5mcpO3Q+ozRJ3Qq7zY+1OobraK0UlRcxHaY2dNwkgY+pVYBGCAkaoT/AP7eOQcKPQtJV3642qrvN1ms9NUlKd5I9oaLhGUkZDYyI2LblCrg545Mu7Os/mHsmjKn5X5i1WYz10cR59Wtb1vc5GIBDlfZvU856Wtvi7sa+tlpligpa3SliWopKdfmoEdCn8ydwm8SFvrDbfHPGNxJw3j55zVA682qATA8hj+/nXuD8JtLRw7pVvYr35eZX/uVk/CY8q6A9rdLl6a1SSVSXWkgyFqxIJP/AJaZxnzkrgsCdxB5AOAz66CwW+dXlpkZox6mwqGwVAA8j9XgfsOqe/Dd8QOrtIWmv0TdtDaivNRTskkUy0jhaON9xCuoU5J+pwC4354K8nq1tbe9KahIeVK6lq1gjnb16dhHHkA+mcEgvg5wD7j3B68r6jo2o2RUzzSrJTiJG+I8fCK1t5Slu82SD2/cdK3b7qfT9DSb5LlTLhWAHqgLlQCQT9huHH56pR8XmpdR6uoI7XSVEcFogrGLRklXlAXCMSM7hgk8/wB+OmpqTU1E2oloRQJKksjxwGGH63H6QGXkHOMBT9RBBGPAENXdtdd6zulKIbItFSXedUkmlDRoikEgqCo3DaDwB5+3tY4asb5OopeS2VKnIAkep/nrFErd5rTEB7mAI/5ffb1qiVVBT0lbKlRAwaLhA6GMoMnggZH78nkdYaivWOR/QIG0L6bxHaQw4yDnng9GnxCas0LfNWW3T/b+eOqtenKAWr52LCpXS+o7vIpIGRufAx7AY+/S/tjVC1Mcn8wyQNwxY/QwweCPfP2+3XoQ2imglTm8DFTabxB/qiCGU8vvETH30OJ7dAKLdO1OoLfPRVlLSASQSQvHE3IcKQVUoTyMgZHnxn82Q+DzWlFYu81pq0r5Pnrtcnysi7xNDJGqlRKdpZ8zbipUeAcsDxWq226qlaFKB5Y3n3Iw352hRyWAxwcj7+D9uTbsdV0Fv7s6VuNyEkNDa6gVcpwUb0lKjGV/VnCZAbGS3RGyu1tLITsrEVHxTo1teWIVcyC2CQrtsTjEz4/zV/fjh0zHedZ2pRTwwCrti4qVo4mmYiY5j9QqXUYUEYI5558its3bbt6sYFVYGjkEarNOskyb8ENj/wAznkY4AGPI9ujTv33wtuvu7FVZK3Ua0lTpP/4P6VvqZGLPH/5mV43ZbcWyoCkbcttz0J0lzttUwjpNVt6sHAaSsiDIc4zhipbyR48fv0u6zdXH5tRDSuXEGN9tvClXRdEsLiwbU97NSiMzBO+x8fCgPXHafRtYJXo6uqo5i5n3RTszkMAH4Ykc8+QeT+egus1XYdBSG06Qs3ytfDAFFzqivqLJgr6sQHCMQN245Kl8LwoYu6+m3Uen6movGr7bThYZG9SqqY2jcHIJO0g8+2MDOOqkav7k22a/1dXSUlNXiOQLTYLLBhRjcSMMxyM/bnyfPXNki8vF+zSn3d5IiPWPvpmp37fh7R4urhA5knAGZ/8A1naY7DvisdZbhSW6S9amjnhpqiQmEnmask4JAJ++clznznnoZCXTV15o7VbaF5Z6qZKahoaZS53OwVURfLMSR+ST1H3nUd01BXG43etaom27F5wsa5ztRfCjJJ49yT5JPVof8Mue5R/Fbp2oodGre6Vqergqqo0+82pXgcipV8YjbK7MnGVkdRyem2w04MHmcMr+Q8v5+lI2v8TO6mr2TKeRkdOp84+gwPE5rrt8P+hpu2fZTRWgqmEQ1FlstLTTpu3bJggMnPv9Zbo8yq5Cnnz79fvAPK/nnrQrqFJZRWKJDJGpACNsJH9x/Y8c9FQIpeSJxXOP/EetOhbT3TtzWGgrE1dfqWOuu1QKp5I5ogPQp4hDz9Z9E+CMALwd3Ed2P+Cyu1xo6bWXci5Xazw1MeLXBRJH6uwj/wAwq4O4Z9uM84IwCb5aj7U9ttV6lfWGpNF2q6XcUItZqqulEkgpwxkEf1ZC/U7HIAP1eepmsgpRTrBHFsjRdoVVIAGMYAxwAOhOv65dWWnKRp/uu9z08gZH9ts5FGy4UZvNTN3fQps7JHXEZPzx18MHl53J+CPu3pI1dfoy6W/WtHBFJLttn0V6RLwfUo5MnP1HiNpD+R46qtqaBKR3qKqyK1RJI6yqS6lGXH1EHwSSQV9sfnrt9eaKhG4JPJBMPqSWCRopFPjKsuCD7dc+f8Q2zUtF/CL2tFSS112rGSruMdOkc0iRodiyuqgyMdx5bJxGOel7R+Ika+43bak3DxwFI2wJMiZjHjTadJueFbZy90h3/ZGVNrEjJiU+OfCapampZKYH5e00EOFHL0xYt+/nrANS1nqGQ+gGweI4F5H9R48da8h9RGCbd3OTuOetR4yDngFvseem5OlMI2FCHeNNQuhDhHl/apKr1pqByZVuDozAITx4+wwPGOo6rv8AdayaKeoqHmlgRYonf/5aL+lQBwAPYdff8LqpAJPSmdG/zemSM4zxj8dfEtsqolyaWXHn/wAs8D79XWrMs+82CKDXWrKvhyPqBrcpdcXeB1NWFqEGMrgIc/ckDnoss+o4LjA1WFk2gbZI1A3Y9wP6A89LSaFvU+pSn/KRgjp1adpYe3vb2DuhdqOSGoqKgU9jpIFZFmYq4eplfBwOGVRnkhjyFx0Sa1d23QpL6iQRAG5JPY/zQm501h1SPYoAUTv0jyre7nxBtRWy82GCErUI21AxaR2yDtaPGVznHIGcN9uom+GpEK3m6adrbdcpG3Q1InVlznIPC5YnJ4OP36XUPcbVlPcGqqKeOBVfdDEYhIEUeFy3Pg4J8nojre8N81LYp7LcAaSQBGiko8qJSGX6JBuGFwC24ZO5VGPcJ9tpbtuhLY2HXrWyO8WWLjThcBJ3gjBPzz2OKI9FW+muut6eXuFdjQW2nk9aoSXcq1En6ljXaAqgkhiTzgH78TmvtJ2Ox66rqq3LvobisVfAsDJIEZjkr9wu4EjA8FfHSutet9WwV0dcl8q5ZIs4FS/rxnggqyyZDAgnIP36Ik1RTNBBi201EBUGacQlguGI+lCSxVMbuP8AmPnx1FdaVcBwPpJOCkpG0Hr50LsOKdPVc8rhKUxPvRM9pH7xTcvlJDcO32s6Ro90n+zskwQnlWjmgkBPHHK+OqillBPB/v1a+3XKa7WbUFXQOsqVNjrkLKwd2U0zsB+VDRAE4/t4FbXvDliWo6Iknk/LjnqvwpbrYslMvYUFH5gUD4qf5tTLjQ5gpKTv5j9qvPG4VcCQn/mcjAx7n7noX7j2q93e2089vqFMFMzS1MRlwWXHDknjC88fnIzjqamqaa3Is9RJHBGzAAs45b7fk8dA2ttYXRJXoKcUq2t0IkdWjkaXI5yDkqAOPY/nr0Tqtwyi3U26TnoN/wDFeRdIsrly5S9bp26kY8fM9o/vSl1PTSLc1nljjRJUGCODweR/37dQkwaGRXBJAJIYHz/bPTKzb7hTtGaeOVGGAAB5+4xjH7j7dBmorUlqkRInIgkBHC5AfPjPWaXTBTLg2rV9PvQuGFiCMedfekalZNT2tqy9Utrp6aoWpeoqC4jjWP6z+kEknbgADkkdG3dX4mNO9x57DZKLSklDQWSsRxXVMuJHDDZIWiAYBcYIw2fpz+Ana2eJjxI+YmL7CmYyMcHdnk8njH9eo0UEN2hNSCIpWxgbh9/fjoc9w9aauUvOmXE83KJgZET5+daJw9rl1oCT7A8oJSTgHbYeXlVz7do3Q4oJ7XqDVET6UrIUrpK2pm3JFEm9j6aBSRnC/UCOeMZ4Km7L/ExD2lmulig0w1x07W3CarhemY/MxRnhFDNwy8ISTzwffpZTVd2nsVNYqi7TVFIh4iLNj8hV8KM+SMZ6xQwU9v2R0UWFYBfpUvj98nnx0P0v8OWkW7rerr5krjAPb+oQYk9fKnLif8U3dSuGntORyFA7DJO4OJgdP5rofZb9T6voLdfLFchPba1Y5YygLbN2HKSY9x4YHwV5HGOhvVlu9Srpvmo2BFEfTldR9cbVlUfpJHg/69Vu7C91Z9A6tS2XKpc2K5SrHWRHJSJ2H0zHHsDjd+Oedoy5O9/d2zaU1lpmguNJO1NW2ONzVU+0srLWVEf1LwVGFJyMnnwehH4faE3wlxgtl9csqQrkUeonr4jY/HrQH8UdYc454E57NMPIcRzpHh9QRkeUZIqJ1HQ0frLFT6elqJgpb1YagrsHuF4wf26haKwrcrpbLVRWeopprpcKa3xPLNnY08qRKxYqMctn3/qeiltS6WkjhD3m0ovJ3/MxsXBJIOC3nxzj9+iTt/LbP9udM1dbVxii/ikM0bogdPUUloeV4I9VY8nkAZPjr0LqOm2/5d19tUkJJwE9p6Ca8r6Etw31vaupMKWkGSrMqAO5iq7937tBdu72qNS0S7KOqurpCjOVzTRERIpI+yRjj9up/sAkp1LeLXajUUzVcyL818stRHA8hCgyqTn03+pT5/VkhvHSs1VekutfdohKJHpK+cRD2aJpWIY/Y+OPv1KRza40ZpaLXGlada2TUUrxSzU/81aD0yGVJIxkByWLjfkAYwAQcYTqNv8Am7dTXfvXsa1vE2DiXSDjoN/Krc2PXNz0neLjfLJqm6aRpJ6kfM2ulqqL06iAON07gyCIrtLALtJB/wAxzuE9Ytc1EtRPb9QamtVXLdpp5y9TSUFU7UxjjSN429AMu9UICgDlQeCRmjVJ3N7yU1NT2pNeaiohWHcEpq+elhRyzclI9q8fSR5xwBxkCdtne3uxRxRQJqm4SxQruRqjZKRglhueUNuyTyCMfT4OThY/0QuJALwIHTpTH/qrrZUXLJfNAklOekE4+vSKuRQ94KyzVkVLC0cd4oIjFQ1qtSUzzRIJOA6KHAL4TaSc7yck7gFpq3urrCk7Wah7k6rneBa+2VNmts7zyRyVFdOwUFI0BGI1DuWJydgIAGQCnU2sLR2dslFY7rZbbqvuJPRrU3KrqLfHRU9nEyq4pfThCGaRVxuBIRScDcchV1W94NQavip7Hr/S2l9UWiKR5ILfV2WGKKB3AVmR4lSRXIUDfv3fnqxbWKbNxDTiyQnoBiflTrpvBOucTaeb+zt0tBwSOcwpQ7iAYBnEwDvsap7ZbbCWmb1AJqVwIwgK58DcMgHkffoxtVFSRyJWVkW6nQsWCY3K+0spweDkgf2I6ZfdLtNpj5eXV3aa2C209Iscd5sYmkn+RkYhUmgkkJaSJ2wpDFnjYgcqwI3rL8LHdK62K2aqt16slCbpSxVsFHVPKHVXAOx9sZAG1gTyR9WDyOpNZ1Sz0oJdvnQhKjAk9fKotJY/0ML0+5bKH2/1AwPEEEmD0gzBEEUqqmskWaQO6JiL04mXIJUYX2AxncSfGc589fej6i4iqNwSmY0e5aRZvU2mOQ/zA2PDEhGOCPf8DqQ1RoS8aEuM2ndb0TUlfSQeqQMOrgbAPr4+hiCQR9QwceeYbTlOKbVZpKQtNDTRO8yZ3IrAYyceQC/BOTwOB4FuyDT5S+0oKScgjIPiKq6/rqriwWVHBkYIH6vqN5jyqV+LzTjaW+IjWDQ10lZT3a4Peaap27N8dV/OyPbguRkf8PS5odfaztkaQ0WqblFGhDrGKlmQMD52kkZ/p03fjZuT13edoHqY6mS2Wi3UUskYCrvECsR+T9X/AH46QAZVI3KT0dacUlPumKxMrU24otkiCdqkr5qO/ajq/nb/AHmtuE+MB6iZn2j7AE/SPwOoxuTnz+MdeLLnAA/6/wDXr8bg+P8AXr9XwuKWeZZk19Kpc/QPH4/06uj/AIXXdew9su8N4GsNf2DTVhuVtEU8dzAR6ycN/JWKQjC7SzM2T9hg5yKYpV1gwkczqB4wcdOT4c/hW7s/EZqegt2lNP1MVlmqvSrb7UxOtFRqq7pN0gBy20YCjksVHGc9fUmDXCjG9d/6eqpq2miq6SeOWGZFkjkUhldSMggjyCD/AK9fTHIycE5xz1H6ZsUOmNOWvTtK5aK10cNIjMMFljQKCfycZ6V/xB/FH2k+G/Ts1313fFe4tC0lDZqVg9bWv/lVUJ+lSSMu2FAyfbqbyqdM1U74ou7GuO1HxNXy66R1DPTxPBQ1VbBToZIJI4qeALHUocAguRz5CvgEZI6K9Af4hmhK+vprF3Xs76XkqIk9C5UrvVUcxLEEsqrviGR77lHOWGOqwV/xdWnvp3PvOrJtLUGmVuy0VLUUUsqVL1EaJh3LbV3ACMbl242/kYM/8Rtb2rufaykpNDU1sqrvR1PqD5L01MESI8krqg8KFU5XGPPuOlfX7z8xqabZQlBShPwSAenefOnjhzRGWuHF3SiPa+0dVMmcqJAOYgpiO3xroV83ZNV2am1Jp+upLjb6tS9PWU8iyxSD3AYHB/Y9Uo/xDO32rL1pzStz03bpq2ht1RWNcAn/AMgskZidsngYE3P7ffqvXw9ar11T6looe2XcyWys9UkldHHU+nFJFkbhJTk7JnK5ChlPOCCDyL8Vmu7xeKKW0aktluu9NVQ7Jo2VqcSbvp+ojcBnB4APSJc+x4Z1Ru5YMkSeVWNxByPWP3oibFzVbBdo4ZQoDKSJGZ64+dcppu1PcKnstVqOp0RdUt1HF689S0BESR7tu4sfbOOff89DK0ytkupwRkAH/TroV8Td0orf2A1BY7WXi9W42ymjVcyEUzGRjE8rcnmMnOMlR+D1RGW21owGhCpxjGBkYz4+/Wt8PX7mt2n5rlG5GJIMdcgfSsd4is29EvPyiVE4BzA38ia0aeiUllRUVQmQZZPH9vf8dSFNaKmmpjWSVwjhXJzExyf29s9aTUz7/RlQqynOMZ/uMc9SVDTXe7Sw2qjeSNqhkiRANikMcY+kAfckEgf26Z2FNtJKnEnH3mltwrXASreviyWO23W7vqXUNDJHpy0xiascEg1Tj9FOCOPUkIAwDnaGb/L1Aal1Nete6gaqrTGBIFSnpIzsgpYY0xHDGn6VVEG1R/69FfcDUVtu1VQ6Ks9aYNOWR2SFi5dZJnK+rUMcDccg48YGMe/WGew2a1lUoKZXljQq8+SWdznHLfp4Ptgc89KynlXlz7f4eX96cUsDTdPU86MgAfHYfufKoa9dt6qy6L0/rmuusSxahqqumpqP0X9cCn9MNLnGwoTJt4bOVPHUbQ06zfyhTRKBxvx4/pjphdw9cm827TdqgtiRUVitqWyngmCTBZCrvUzLxgb53kZcZwNgycZMdpLtjWXu31V/u1ZPQWuGkeeCQQlpKmUEAKoB4XyN5GMgccnE7+pW9ll9QSPH6edVWbS7v7M3LQkAkeOPh5UPUNnevr0t6mKP1XWMuxKqMnGWPnHRdqbspq/RdLHcr3bjBbZzthmEqskufDAHDbT9yB5+/HQE094sleoro6kU4Yb0cMgZG8fY+CCPGePbps1vcCwVeka+wX29XO7z01CIbbDWV89T8qyMhCxFmIj4Uj6BjbxwOOq9xr1vbqQn2alcx3EY8/lVBelX6veQtIA3BmT6zj4etb/ZDRFqv9Ff6C63eG1GGSAUlU8rBQ8gZdhHuCPYYI5I+xE732TntN5r7VNaJZHo6qWnZ4a1TGxRypKk4JU44yAcdaOgrvUz1rpJDUU8CrHP9TgRuQwGSCck5JAwDgFv366DRdrNP3uJLyz0+a9RVHEjn9f1eR589VWHUC4cXzEpUZA7YFHHr96ztmWylKiAQSRPX+9JiS30FdTtS1kcEkLt9SNDuH9iOf8AXqEqNAUog/8Agwp2eIs6xSbsEY8EsDj8E/8Av1MLNCz5MbHCgbj7H9s5PUddbLcK6aWpp7kVwpZFY7QoHvwetz1Kxt71uXWgs/AjyO9eZ9E17U9Dd5rK4LYO43SfNOx+tLWtsl0sszUyUNSgldpGZQ7PuYlsbfYDJH2PkZ89R+oYoqu0yxqZXZULEbfBBzgc9F9NXtPCdtS26VSrs+SWGD/6+wHn79Yrbpp6C42+rJavts9VEJhE+HWP1BuU5wQSONxA/wCmUdbBaPst0nAP0B2z9fOn5TydRUb1oBLiTzLTn1Unc8vhkp8RtXe6T1kdIJSEARSuFjUABueSACTn79aFmqfTnSF5GTecf19sn+vV9O+fYTtlUXestdJQ0FhWaoSlprgI5f8AdwFVcOkQ+s525ZlLMpyTkk9Uz7r2mx2LuNqK16aaM2uguc1PR+nG8amNDheH+ocD35znpQsNXavX3G2wQptRBkdjEzt6b1r+qcOXGjWrK31JUl5CVgpO3MCQDIBkd9qyRxyNGsMYkadD+p+QcHkY9v346+pilLTM87iJl/Xhc5/Ax1pWS8GWGSOskERRVJBz9Q6/bzI90CfLFMMNxCgADHt9zz/16PruitOTSOWlh7kXgd6imulVRI881OxWoG+EMnDKCRkexxgjP3HRbrfuFNr9tPVdbTxwtbbHDbjsYu8rJNMWlkyc7mLE4z4Ix1M3nRVpquxti1pFVKKy3VE1JWQhQd4mqX2ZI5DBQP1cEHj36Vc0tNRzKAoYAjOMj6SOqNmE3yS/HvIKhkfTwIg4pmftzap9ig4cSlWDIPafEGRUq6wcsUJJG1TkgDn7dO34Z9RXBLrfbWssAhtVnrL3EZ5HASSJFTP/AAjG/dzjlR58dIJ6sFvpYgff/wBOnT8KVXTVusb/AKYlnp6eo1Vp+rsFJJLGzbZ5sPHjHhi8SqORyy89WPzq2AS2YkEehwRVK305N06hLyZAIV5EZB9CKAKr5V7vV3CK+U1PT1DkkSFtwzg5wBzyemz2boLRqSgitNLqytmrEry70kdtq2ikpv5bMvqJGUU8S5DMoIP6vHUDoLtlUd3am6xf7P1dXcqGWlmpxHIkXq0+SssLZKqX2jeBkM21guSR0/O0d7teg/X0fcKaptVOkiyBhEsZjA4J25GR4POTkHHOT1m3FuvnTGYabK1b7wB8JPpWlaZpy7xzlcICO5mT9APnWK6fDNeKwwvabtU31isSNTORFPIh3Kyxv6mzcNv+ZgoZWOWDEdR157b697WVlLSXiy29DWAJRVtpneWZJFbdtilZFZZWMgTc2QD6YB5OLU9s63RUF8kpa6tleor2hQTxVD4UE7lZssOCHU/pBH1fc9B/x49oNZak0lZa/t9q6gqIrTUzzVdB816E0iP6W1w+4Idm0nB5OeORjrN9F4i1By9bTdraLIPvqVCVpJ/SP6Qc4BEzOabdZQ9a26mbZ15uUjlSFqKCOuJOImQaSNTrHQ/crUtZqTujru2aT1TM6m42y6RTRx1O2NR6sNSiPEA30khnVgxOFxg9GV1012puGgWpKzuToDT9Ta6tai33eO6Q1T1VLLkzQPHRCWaTbtDoXXILFRw521q1NcLlSaAprBrOSgrKu2qssIqQ0806SblZPVzkGMCLbz7H8grRKK0b4pbPcGjeTf6kFQRGAqgZ+sgKVwffB/B61lOot3LZU1kHrBg+v719b474utLJq1t3EENBPISIUnlwBAIBxgyDIJqwXeDvJYBZq3SXZt3qKi8vBNftSNRJbHlEY3JBRwRqq00Icktg7nKpnAGOn92z712Tu/c4dP01grILjS04anopBErzIsaiSUfWqJ9RcbS/AC4yTgU3otEa+udwmpbbp16uE/zEq4ZIVpTESRkSl/TAODj6j7j2x1aj4TOwvc6z60s/dy7S2Wk0/wDJO0EMt0gaqqRMhG301Y7CpAL7yvI4z7JHEunJ1q2U6WwtbaVFJGTMAxjeTGN/XNIytX1fUrz/AOqLMOKHMT7vh4AADAEQAIqL+J3t9cf42t8vWlpqayzU8VMKxZ4cpIrM5ZWG8KcZ4cYIJ/ol+znZiOfvV/CGu/8AE9Pz0kde90jh9IS0h/mzBwSdroYpEcqWGVyCVKk3R+JIaR1AaDR2tNW1L0kVUlZVWq1wlpqmTDoqvVNtp4lwWyMvyQfbBEdfdxLd2/8Ahyq7TpewUdna8QNQWCgph6ktPQ7S1TO7uC7AElQ7nLNJ9JxnHf4f6jehDenXqYWQYSB+kDacmJG4nB7Uza1p7CLBt1ieVGMkwR4A7nrIxFc2O49+rNSa0vV8uEwkqK+41NRJggAbpDgDHAAHAA8AdDAZQwJUYx7nrJVzzVFVJO/Lu5Zj5yTyf9T1jKgnLZ48f9jrVBjas5IEzO+a+mKP9ICjP/Tr7CE5ClefbrEqEewweskETGRVjGXJwvuT19Ga5iBg1npaRppljZ0j3MF3ufpGTjJ/HX9BvwoaAg7Y/DroPR0NZa6x6S0RTTVVtUfL1EsuZWkVv8+S/wCsjLeffqhfbT/CC1DftN0V7193bpbZVV0EdQKO2URmEKuA21nkK5bnnC8H79dCPh77Ry9ie0lj7Wy6pq9QLYxMkVZVAKwjeZ5FjAySFQPtUEnAAHAAAlSAK5b5yeY0RdxtU0+h9Aak1lWSFYbDaau5OwxkLDCznGeM/T79fzva21JftZ6gr9Tamu9bdLlcJ3nqausnMkrsTnlifA8AfjgAddef8Qr4urB2k0TcO0enRQ3XVmqaCajqoJCsqW6kmQo0kyEHLMrMFVuD5PHnjlVJvcvGcK2AAW6jU7yKkVdSjGazaXt9NcdV2e3VQkkiq6+np5FjJ3FHkVSF/JB6cXeDXNBo5Lz2w0dTx7Jm+Wuta6qSoVlcRQ85X9IDt78r4GSjqepq6Sqhrre0yVNLIsySocNG6kEMD9wcHrAZqpnL1Mc0jSEks2SSc5Jz7nPv1SuGmrh5Dy88vTx6H0onbX71rbuW7ZjniT4Cces1tQM8JE4eQSZGHU4Zfzkf98dXn+FH4h7jr8x9tdYVDTXemp/Vpa+eQMa1E4IkDeZFXByT9QDE8+aJtPKWMK0rqduRnx+/PRf2xvFy7ea2tOtIYlqJrXULMYGwyypghkP/ANSkjnxnPQriKyY1e0U2pI5gPdPUH+Dsal0i9c064C0q907juKvx8V9LR27sDVXWrrpXU6tt0UwVWLMny85X9WAQGdjwfH9uqRXW5aciq0lt1bJXxlR6n0tFtIxgAMuDnnkfbq8fxhfI3/4Wr7cqKpSSmp7xZLjSzKwKSiUVEZK8nH0hef8AmHXORnZotwcjJwMeR1a4OfVbaIwhIHXz/UfGg3FumNX2suvOEzAGDjYevzpnadqbBXSHZCYp413Ayv5HuQ2fPP2H+nRDSUUlFaK/V4mReDarX7rJNIh9eYfcRx8cD9cq88dKbRWmr9rvVFt0dYgzVlzmWBWwcRqT9Tt/yqMk/t05tX3qyLXQWLTJP8CscC2mhBU4kjBw9QxxjdJKWYt9seMDDNqeurds/wAmlIBO5Hb+9Lug8MoVqqXXVkoTkg/LPj9JpZ3TR95+TZ6K1zVCIN0gjjLIqc/UzAcfpPOfbr5t9E0Vkp/mIDv9IFmcZbz4/sR/Tox7hdz9ZaISm7dwzfLTW+mWnq2KpL6khyzopGVKh2cE++Pt5AdOX9bkZqavkSKWEFt21gCn/CoHC+wwB+3S3pF2p4lTieUHYzv4nGPjVjiO/VqLMst8qEqnBmRkAx/c1gkiSSujSqDNFEw9QRn6sHHCk++P7Hq1l1rdLV2lKu6aLsdbVW2Ghapp6GLDSxKgAgp2UFiQqY+s8HbkcsR1VyvpmhjqHeFBMHdn2urBFBPuDjx0b6Z15BUUluo7LcGhq6KKKFmRnQgquC6A8nO0ew5PgDHSzxS0q/5FIyEmT5eJp80i2tRZtWS3OVZSDjuc/fyoVtMc2o7y1JKTT0kzMJfUAPppu4B8ZIHHPOfbrHqjQMdpuEUtqqpKuiUj1mX9UXnb7Y5IA/v5x1Ya3SUVdEgrrfabxJc1MdXLW26nNVJH5JNQFWfKgEj6+AOPbrCmi+08Hrz1VbSCmpnO8SVAmywHA+snPuArA+MgEnPQH/1Ilt7nSlQG3KBM/Q+WKhu+G7hlUl1IB6maU/bfTVzulq1Bq6qiWks1mpmjFS8TbZamY7IqeMrkFstuOfCo3PVwtC6n1QuidPBRCQLVSAFl5x6K+ekLrDXc1y07S6J0i+zSMMiyLtxtlqVBZlA8qF9TwcckHwBhwaKv00OjrDF/D4zstlKuSfOIl+3ThYLDtsl8JKSrJB3HalfU2AwkNIUFgE5G3SlpS37Y6ln4GQSM4z+MH/v89TluvUdQTGiIQpyd52/3yegugmMik5AcL5AOV/Awf/x1L0blXUptJX/iGcfuOvSTTyq8yXdo2ZEZrBqW0pS1zVVuhVYGCgxU8ZBU+7HHsT+3nret8zdv9MN3YvlHLV05q/4ZbKCCVknr5yN0rgKCEihQbmZhgt6Y9+p7Stlj1dqKg07PIsUNfKTVSE+kkFMg3zSsx/SqRqzEn7dWN7a96eyN27Xyag07R0Fut8NZV2wUM0HpkYdgoYbfoVkYH2yGwSSD0s602iSw0YUsbdvGnPg5lxCk6i+CUMkZmJPQT9e+1V57w92p9XWWpqdB2lJaum2VzJUytPcZ53XLysCzK6HORgf5R4GAKj0Wj9UX+eWapsFfvqZsvUyEAB2b6nIYjPk/bp8681tb7Vcqytt1DQxoKwR0zUKbY6eFchVjA+kYUKF/y4UjpU1OvayquF0kp4xG9ymaSYun6RjACAHjgeeSTnPWROMP6Opy3SkBc5O/N/5eu/nXpD8/Y8TNtXoJ5I91M/pg/p9DjyqF1Z27q9LW41jXWhqRFIvqBGAcAkAe5B8jweoW13lVqGjgb02dZIwxC4KspUgbvGQT/fjoktNkq9Q3L+FT1kEdNMcLHHGGkkIGfIBI8c8gef26ZmhvhYuOuGmFHLSKkEfrSSTOy4iBxuHGSBkZIXC5BYjIz1ZagtkhlXvLOcDMVR1bR2b5PtieVIEDaJ9aCNIz3WZKzTVrkoglyo3hnhrsejIqqWDbTnDgjKsMEMeDyemJoLsnoy5aH1Fcaellq9aWOmmaGOqmxHFUxjejrGp2OD9ON+5SDjB56Y+nvhw0xoq4mss/cXR96k2LBIlRfEG1nUcoULPxnH0kf346jtBW++aU+KGo0xU08Dm4W6nQwxTJLFIPQjZHDAlWyuffgnBwRjqPXLu+Fur2PM0MK6gnl6HwI6dau8B6bYIvksXZS8FBScwQgq2IB7Hr4zVMDztVsYPsT46cHwyVlPaO4dFfZCAtouFurmUfqZIqpJGXH52Yz+fIHWX4ou29q7f9wDNZnCUl6ElWIlP0RSbvrCYAwmWGAeRgj7dQHZSGZb1X1pGKaCFBOxznBYkAfuR0Wau27q2FwjY/Hy/ahh0t3S9VNo/BUmdsggiQR4QZpw2Kx0tg7ja903BNUQVtnkqqOSNahY8UyTOsrlih42lSQnJBx4z02tP3trXXVNqvdTFerLRwxzRQ1lsSeCKj3BAkTuAfUKFSSdpDEjeMdLvWVl7kQd7rl3d0VoW8y2W52aGpqaq3UZrI/RraAQ1MwYIUVt71B+oja4x7dLG0dxLZ/E303e7tWx0FxrxW3AyMKdJMwKuAIjnYZDLuxgsoXnOOljW7QuKLrRO0kDf0pm0XXLe2T+UuUgnmgTt6z0nrV1Tq6w0tVVVSWKgp5KcwPLPbMxyU1CyYQyRuWjVxt3EcMRg8kkdEti1XRwUDXy6WGGSChrGWGquVxUxRkIrhpI4zEEzkYyGPIyOQOq+2fSdt1xRfxq0iJqYONojYyHCLllkiKkRAcnewAC88gZ6Lrd3s/wBjKDUGlb4/8fuFEtJLTQrsqECqG9NXwNjptBLEJwVQkkYBzuwesLu8/wBxgc+3MW0qIIx2xEgEjIkTT5qFozb2xuWlAgCY5yMeGYOJxsYNU9+IvX8Gru5VwhtlBRWu2WmZ6ait9NBFFFEVxvcqg2lnYcs2WIVQSdoABLZVxV0dSKmqxNkmMHAZlxg85Ckjj2z56aWo+2dHLcJ3tV1l1BKs7fNVFRTCJixP8x8liX5Od2ACPq9+iCxfDBqDVNDHW2aGyss8rQ04apMXrHZuBBIGAQD/ANTgc9aRcappjDQQ48E8sCfvvSMm2vEAXHsiEK+H2KGNG115ttrersy1FNcalhG9WjOhiiwCVRA20MwIH6chQcfqOLnfDx2R7ka1Wx3e3apgtdtoPSSf14vmDOgILq31ZOQuMZ4zzjPVQbZoe+aHnq6KtslVBJNGJJGLAhdrcMrIxWQYLDKk4J+46sh8PPfFbA9Las1kl4qJFp6JIVkZpXbHCoTyxP4Pv0Mu2gHkOD3298RmfjS7qSg84UukgwPSPnv/AHq0/wASHw96avGn6C/2iaG0zWuYLcagsVjeibmWRwAWZ49u5Mc5yPfqjPxJauqKzTl6ulBST22hSmitttpndh6FGn8uKPBzkkHJPuxPOOrQ9+u4FYV/8OJa9mqqdFrL1LJOcmbG9aYsGwQi7WbHk7ccAg88PiM1vW3e8xaWjqgkFEvqVMMbnBlbBAP3wAMD2z06aZplvZIVeobCFrAHl/fvUtxfXCbJLDq5AmPCaTQixjI5zjr9MJOTtIA9/t1sU1ou1ZE09HbqmaOM/U8cZZVP7jx06uxfxKao7JUdRYpu2ehdXW6ZiyxahsaTzQE/q2TIVkwc8hywHsBk5tpQT0pXWeU5UJpOaetVtuV8oaC93n+EUE8yR1Nc1O04poycGQxp9T484HJ9uumej/8ACB7fXzTVr1Cvfq4138QgirYKmgtsXy00MihkaMl8lSCCD+eqhd2u9Vq72W+G2Uvw86G0hcYJIvlblYKaSik2qNpjlVmMcsZzxkArgc4znq38HHd7VOve1dJYdZaAm0fd9I01LaXpTC0cM0KwqIpIkYAqCq/p5GMEEgg9WBbr5eYCoW71pS+RZ8vv+asDaqGK0WujtUUjSJR06U6s/LEIoUE/k46+qqpjpqeSpnlWOOFGkZmOAqgZJJ602uMoJwVbGBz1Cax1TZ7Lpi5XHUm1LelNIJgzbd6sCuwf8zZwAOSSPv1EpIbSVqMAb0SZWHVhtGScAVwe+ITVlq1v3x13q6wSyz266X6tqKSSR3ZmhMrbGyxJwVC4GeBwMDHQnTaNv1fY4tSLRSi2z1b0UE2OJJUUM+0E5IG4AnGPPOQcPX4mewGkdD11HP22S41s97rnZbdS1DVsdJGcEIMIXwCwA3Oxx5z5DObsxUXjQWnbLbvlbDTWlEJnulRBBHMSPrcJGzOrFgzHIXjJPJJ6X2tSbvGw6xkGYnG1NF1oV1YOFp4ZABxkZ6T3qp9i0ozt6bKWYck8c/j9+PH79EU2mbdTIkk4QSRAqfSPABGT4GAcf9/awdF2C0hNK61PcSuqZQ2xordZJ0O5sDCyVIjhPkHO7GPc5HRBQdoPh+srCOp0v3A1LMyqxW4VsNJTqfLH/dEZv0549UZz46+cjrudqFrQEZUR8RVZqXRtJe2ioqWjaSqqX9OnjTlpDgeQBx+5/OeBnr4qtLVtkoDcKix3GCjhRppJWopAAB7kkYA4IH3PA56tzpao0PoTUlRryy6DoLfT+iIo6H1DVQRKAVWRvWYMVBO5mDbmI3OWIB6xdye8l51HTrb/AONaevdpr6b1jBTJEwSWOQ/y3Tl0wrJkMd2QQcY6pDnTcBhwH3pjGMeP0G/eiqLBhVkq8S6DyRIBzkxABgmOp27TUlquiterfgx1BpOan+TvtBpSjukVK+N+ygZGmLkZGdjMVU8/rHXOHJEYQce3HXTLt5R0Xc3RMNJTW1RUaosl1s86RKpKyz0kwZgB9IzKgYD78D265qCir2jWUW+faRw3pNtH39uiGhILdoWY/SpXzM/vVDXUpFwlwHCkp+kftT1+He0Uun+32rO4tWyivujjTFoYnDJ6ib6mRffPp/SD7EEZz0KavtgpK2b0Kmnp1MbZjkkSKERge24jdyRwOTkYB9m5qWxUOjdNaH0I9I8EtmsS19aPTPqC4VmyWbcT/wAKiJQOeQfbpR9zoba1jkqYpz81HGzBSPUzuYAkk+AT4J48AeerTjanEKcH3970vM3AZBKD7yv8Cl1fbwa8k1srTyAsTOMsW/OTyAeeoaOvMixU6UUSlAV9Qf5vyfbx9utq0Wu9XeNKKPbDErDBnwqe+eWP/TqRegnscs1JPQpOq1GyRIgrICBnG5Sc+R4PQsFpj/aEEjpNDgW7eW0wT2n7+FadvuzGmq6QwCZJwMoZirK2fK84PHkEHr90leIbJqakuFcrCGCRWdUILEA8gZwOtuo/hyNCstrem9UFo/Uf6pF5G4eOMjz+/UZJDStB816sD1DS7RAzD+/7dfh7NxKkqSQFY/apra5DbntEpIMj4jbrHSmbeO59bWI09NCYKeXG0JJ9W0Lg7sffPgce3WlYK6Wom9BJTK1QMtBUwhAmMnduyAoAycnge/HS1kmkjlkCxbI5PpDr48jPP9f9ejHt9cqeyahpJpG+dp50eCaCo2ncroUIBPg/VkdDl6WzbMkNiPv1rnV3Hr9RfuVkqPwjsBsPSKPtP1k38Pa3o6vFFPIpjJUmPeVBdWHBBKqcr7Dq4mjdIU8ej7FG6KWW20qk7n5IiX89UOkTUVLcYtQrbohR2uqeKRafajMgccbQBn6WGBjHHXRO01DRWujiWxDalPGoz6S8BR7Z4/bq9p6XILZMjceHh+/rVdsOJaDBPMBJG2PD9/WqJ09/rUzJDVCFmHONoI+3nrYoNdagtErAzRVik5MdQvjH2Zcf656Eoagufpc4AHgeD1OaatMOpL7Q2Waselp6uoAqahV3mmphzNMQASQiBm/p1qX5p9sylZHrSSrTWXDyKQDPh9mmivcat092vqa6otjQai1rG9NRyZO2ntCS4nkGfPzDr6YI8LFJz9QBUuhbncYrzedNb55IK6Ra0wIeHZTnP+p5/b8dNunr6fXHdF7pYtOUlRZ7TRmCx2a5hpo/kKaMpSxTKuCzEKhbn6ndunPS9orxV3aCpvegO11BWCP1Ueks08ZlQqNwjaOUCTZjOVJ/5ic46CXmsNM3SLm7eCT0ncgYOwNPdtojbWmrsGEYI+BmR8DSbg7cVWp6+LSrVlKkl1EKxyPj0k9VUaPlc7SDIqknJDDB6T8vbfXf8YqrLR6avVbXUMzU9TFS0Ukskbg7cOEBwxbjB5J6uIbNdv4nBHJZdPW+nstxVpHtltEgqnjO1onMwZgoBZvLKWUZ8Dp+XNdS6J73UFspqXTkdu1NM10eNLNT/M1Mcsil1mnG1tykk8ZywH6hnFHWNX0zWE+0tnJUkgEweu3SpuGtIv8AQ5Q9BSqSBPb79aoX2Y+G/vRqjW8dtj0rd9OxR07VNdWXG3PCYqYYyVEihnY8ABQSSfsCQ66q6jtFc62wWm52jUloqZVpqux1m2umjEAyvrPCwCyZV9wR/pJ2su4Y6KPiA7tah0HWal7cRWykjh1La4g1YikVsCOS2zLHAU4ztAHB8A8ivva25iz1EqaiC/w1UKkNGI2cZxtBT35854HkY6Un9eb0Z4qtRKxhUjx2HX1mtSt+DHtetAbowg5Tymem56ddiPWrPaK74SR2Weq0T2A0SglytTUtK8EJBbaVZZnXc+QAcN59vbrVeS/641fFWaip9F2i6MsMFlprXKpnpD6qbVPoJKQGwqYeRSCRgAZHWPTF20jqKMRfwejNK0abTvjbMYyoZlI5zjg8D7Hpj9sNO9vdH6grb/p7UKrGlMQ9I4chVGDlmZ23cjJIA5zjAwB+/wCotldWym7q3PtJGJEecnOPKom/wxvdKuxcW1yeQA/05naISOs7kiqy/Fl2wl1H2VbuqLS9JcNLXaCkrVkccUc+IUIAPJ9ZFZj5zKeSB1V7tdKfUvFqj2pJV08DxPuG5WSoQEKD+okO3H4z7ddFe5mm7ffLF3b0vDDI9FcLY9XTxYKKpklQxsA2MbRMpAPPA++OuevZ0JB3GtlJNH9VUKiiKnGDI0LemPz/ADAnHTNdISm0WWRgCf3+dKiVLOrsKfM86gkz0wEgemBVrLLb7l3F7J6fsVTVz0sej7k1pudFSTTfN19K8yTUzR0+4o5JnkiJKMF2btpIyoVD8MsQut0/2sFPbPmrUJKSdpTIFqDU1BHpI4STYkSIrhi2SzHPICy/cexyXPtXrex0EE6VC0NJqCJIyFLGjf8AnnAGR/Ind+McRfjqrFD3W15YT8vbtZXWIKoCj1iwIIIwQ2QRj7/foLZhWoMB1sjsfTxoxr1vbaXfFF2k4yCOoNXU1dpqq0/oarrodXUtJTUluEFz+Zooq5n2rtypYAMxJAXK8HH1eeq2WrSfcqa7T1FDWXFYDVRUNQKeeMy1azxSv6CyAFZJDDGwOW/VIq4yeRil+Ibu5HbjTNqSOohEgISWip3xjByG2ZHPPn89bg+K3u36m6prLbWqkjVCJUUzbfVZQpfhwckKoPOPpGMdR2vDabHmNu2kcxz389t6HXeq2+rrSFOKhIiCO3rtFNI6e1RoG3UFbcqWGChq4Emhu0saSLIm55CBIzEep9QBQnIx49yMWPvhUUWs6JKXSldcKaGRqipo4H2xVCpG4n3RlHxuVlywAOxcZ9xqU/xp63hpf4bQ6J0hReoCFqG/iEqwOx5lWJqoxkg/UAUYZHg9CkPdm56ivNdW3HROmq6uuLyFpVesjbLQelxioxjdiU7gSX8nGF6Gp4SYUpSnhzcwIOY33yIJ/amS+4hurm0RZWwASnw3iCN57d6fknxqxablqqaz6VX5y6SL8okJMkUNO6gux9TIaQbRjIxkDIwpDNLsHqDQlBbK/u8jQyXOzvsjaSnWOSqrZVJSAlBtYggl3jCq20lUUHpC9tO3h1nUU9BX6GtNbWNPBVUlxaaZITTlWWopZVV1KIwBZXBXZtyCPPTnrLfoCnMNToiwtZrTR0cVNTLMmyokjAYmWoK/rlO4KX8naDjk9FNK0K20tDdu2mAPEk/Gl61c1fVLsu3IgBPvAxET0gRP7UFd0dc0umbbX6pv1RPV1sm+RxJgNV1Dtk+p74Zjk4xwfxxufAt8I/a/4ktLak7md3Kq6XOu/jBpkpqWqanVDtEjyOVXJLFsAAgAD88Vg78a/k1dqdrLSuGorTI0ZYNkTTDhmPtgcqMAD9WPPVlf8Mbtb3N1Vrat17ojuFBabNpqspo79ZTNJ6lxgkVyo9Nfpxw+1m91OPHTWp72iwDsKEau77RXs2+naulegO03bjtlpGDQuidJWugssAwKc0/rFyTktJJJl5GP3YnqSi7f9tUmeeTtrpWSWRSjSfwqBSV/P0fjojgpamaHfEmdnBXHI489YplmgcrMjIx8Bvf85/8Afrs9qDpC0gGlp3C+G34f+5dBLRaj7V2WKZomSOsoI1pamHPG5XjA5B5AbIyOQeoLRdg7n9o9KUHbbRGnkvttssTw0N5v9/BleMysyo8cUQOEVtqhQAFUDPThYuBvIYKT528Hr53SE8sGzwRt/wC89crClp5QoipG1JQv2ikBR8R/EUtbppfvtqiKNrt3Rtum0yDJT2O2sVRf/wCSR/ULe3DBffHt1Uf4v+4Gje0bJoCmrtVdyNbzxRVRjqK7ZTW95P8A9PKVSNmkck7li3EYOTjKnq/FwrKOnhkFbLCq+mxKyOFDDge+AOSBn7kdc/8AV9w07fdf3+8VtBbJa2Ou2yw7lmRY4wUij3LnOyPCDkfp8DHSNxdrzPDqEFbXtSucEnpE9xGY8yMVo3BWl33EL6ksOBoIgyEpGemRCifsmqoaj+IDWNPLBPWaBgWdZDBUJW+p6TSZDMgRCuCp8NnOPOfdjWb4rLFSx0tRc9D3GjroUEnoK8YiJZRhhlQ2Cu3aRxhjweOrIXPtjojuroqey2akorfPcpfmIXWjPy9HOHy0gAZdpZEK5/P4x1v6R+C7tpbEt8+qYKXUtTQ0/ps89MYY5H9V5PUdUkzJgMsQDllEcajB5JStK/GHhOwZUdTt1tuJMJQmSSO8khIHSCryph4h0HU3rgi5d5yoCSRy7eQztvGap9qr4qe4tzrJpNLrQ6fgKSE+lHFNN+n6iZZhjcQNo2qpP0gZOOlRL3f7xU1Yt0h17fHYuzAtUmVc45+hsjwR5HuOuj9f8B3YOvqrvcaygu8S3AAxQUVaY0txUcmmypDbiM4kDgFiAMYxVvWP+H78RttqpjpGx2m+255ZRSNHdKeGdosAKzxyMoVmAAOMjI+3PWr8K/iDwrxmFMaZ7riUhRSoDmyAT1M8pPKdsjEjJQ9R01+wy6kBO0j769Kju2vxTaRvVO9m722IJK0ew3WggO2YHg+vCvjI/wCAY5P0jrftGg7Fqisr7voPWttudIoRTUx1QEqu5IjRoDtkBJKrymD1XDW/a7W3ba9y6e19pivst0VVcw1SY3qcgMrDKuuRjcpIyCM8dYNM3i56OutNfrazRVNJLHUJhjtdlYEIRnkEjBH26Y39MlCnGcGCe4oMHGucBW0iuiPZuA6BuGlLFWXDe9DebaJCQeN1Snr8gcLiQrg84Pjnmqum9D6nk+KOHsjWSiqhj1S1unjkCtG1Ok25ifBAMa8gEAA46cUOoalrnHqGBZ5oqCWKuB9R1E3pMJdvG3k4UDJ4I8HOOorupb5dL/GB3q1RRq0cljtVzrKQo3IqKilEascfbe7ZH285I6T9FUpDbnMck59aM8TttuhuBgCBSl7vd0D3D7l3m92Fpxba2tkjocsOadSI4nJIwpZVVsfpBY+Ol/X11HHSNFV01LHDCzK1xdDKzuQoIQOcHaQcEAY3HJ8dZ9E6da4VtXUXCokSioYS0pUkEKuGfnB253IoJGBuz7dQGuKynvtz20KKlLSoEXPCF8+FHGBj9z1zqOo/mLg2LGGwBJHp9x8ZpMYt0IHtXzJ+k1H3C6wtLLLRpN6DFR/MfczH/mO0c+eMADjzjPWvBNqSZnloIYjTswLwIoUNtHHB5OMnnqRt0VfBaEdLbKaQbpCH+mN3UEbkJOWx+OpJrbdbbCZ4KFYXoVjjmLgbnlIl3bQf+ExOCfGV/I6HKcSgEJA9aiW4EpIQB61F3uuFQtJS1dOr+hEymCTG6ByfYrjI5459+o6gtMlzlent4bK+Q0Ry+Bk+B7f9Oo+suFaal5aoRSyO5O7bySfPjyOpOy3aay1KVMSRtkglQMBv9PP7jqcNLZahG/yqy3brYZ9yJ+VSNfpR4tPwyUHo1lTJKytFTkySKq7TlguQq845xyOhSClX1dqSOjpuLAcMCATwejyO71WpSLZUCshpZpThGBWIOcH6tox7DyPYdSFx0xYbTbjX096oXuFI235WKJgHx9icHnCeR7t9uq7d2pkFDu5r8w44Fcjm5+96+e0dmOrrzRWPLJX1tXS2lXPgiWYZdyQeQBjAwfp6tdq34ha3TWqrzpykSteC1XCooomUEBkikZAQM+ML0pPhGsVNX9x7bd5KkCjsayalqxIMqiU4LFjgg4LBR+N/vjkCv13rrtfLjdXriGrauaoIy3l3Lf8A56P6U22kKf8A+Rj4UY06zafWpZE/f9q06U2dFVZrU4Lf5hVOAP2Bz/16fN50na+2PZ6z6Z0/bp5NddzRBWVO8kz01pc/yKZPdTM+1jjkqoB4I6U3YjT1BqbuNbZr+pOn7Jvvd4ZkDIKOmHqOpyQDu2hMf8wHOemHpXulqDux8SVNrm408XrmrlroqOQkrSQQRO8UWAAfpVFGQBk5OBnhw1e65GkspABV1AEx6d6XOHdL9pcKuVkkJ6EmJ6b0zPhj7Kax03qm63vXtHbLRKkEVHT0VZcqYSM7Txy+pxIcBRDt9iTJx4PVm6zWtitde0tT3G0JT1zxlU+Zv9PvKn/7/HHj3x1QXWrLXyPV1EXqS3KR5qnaGDb2OdwXgLghvv8Aq58cxdp0zSmINT2lJ51cNvmY7sgYzvHIA9hjGD+OkHWdD03WXUOXKlykQIIHUmdjnNafZaXfNApRyGc7E/Yq55s9q11e7i1s7t6SuFfWSJBR0tJeoIsso3FVxnfxn9ORnGft0w9M6F7l3LuPp256guGmjDpyhjhlgSr31AhjOEkMYyQ3I+oBRyRg5z1Re2W632iqa33CYNOVSVljm9QqQpYjhfp8sSeP6+erHfBpabFTaq1ZfbTG8ZtFjaTMbfy45ZWAUYAAb6RJwec49x1JYaDptuoNshYGP6pmNpwK+ahY3bFsblxacTiIPbGTQx3lq+wkGppLdrXuPeP9o7fE9JcWoKNZ1MoldtpZtuTyQfyMZ46XFfffhlipGD6u1zdPRAb0KO101FISOCjSSPICeCeEHv56SWoL3T1WpbrdayLD1lZJUgSQq31tyWJJ+nLDPuRnHUMKqpuFW01unndJSI5B6TBmJx9JC4U/WBxg+3VZ5rTC+XFWoV4kkz+1E7W61hNqm3RdlIEDlASI9d/nV2NCau+Gr+BTV2mr13BivhT5ZKasmppJghCkK5SmVACPBUluDkjgdMG13HRv+y15rdOdt7elztEltVJtRzT1Q2T1scMkkojaMAiOR2Cj0wCASSOOqZ9tbRUUlSlZdYXEQUxtAVOGK8BiPGBwM556tvoK1Ud47Da1qLvZozTvdbSkGVbJaOoSQgsAP0/b29+r1pp+mhXtjao8uWcetc315qSbYti7c5pAnnIzMdDtW5pjXtx17cddVtyo6OOS42C4I89GTFDM1KiJGsETs5VdlOCcuQAGP3PXOq7U9XpXuVUvQy+lLarw0kTIM42y7gQP6f69dGu2FNbKfWdp07RUZFJU0twp5sEorB6CpGPuwJYjHvySc+edPciczdxb/KqKhesJAXJIyoP9Tgjowy4LknmGDIjwpF1xCrJhC2z7yFJM+MH9xVnKPvAujzS6wraX5haZpGkonwBUrLFJE8ZbBwrKxGdrDBH2x0t6mn+Ga9QRwUfZDUdPVYKyNR6sZXBIyCvrRyKf22DjpZR6gr7jpyi0+ImaSCba7kktgNuTBP4YDoo02tOjpLMZBNKdpbZuVj7eQcDjnpSs2XNNK2kn+o1rmposeI2mLxSQQpCT8RJHocUd2nt18N/pend+3fceNiPTZIL9STRljxnJp0bd/wAvjn26+qrsv8G0g+m9d1rdO7ksj1FvqEjQAHwIQSefGft563KEW5qdIo5klcDK7Wxlj4CgDH9f3/brVNDR09S0oRkmZth+s448k4H5x/Xx1NcarcMp901WtODNLcXhEeRqFvHZD4V6O2l6fUPdX5vJQTSU1CISM8H02CsBjzl+g09se2lvLVFo11qJGZgkcdZY4V4Lc/zI6pucYx9Iz+OibUN5b1JKYwQIjJtLDAdSQeSP28dB9RW26CpjqJi8kcJYKfH7jBP6fv4/fqkzq94v3lR8Kgv9G06zeKLeTHc1bLtJYtJ2zRkcukbxLdJJqdorlV1VMkDRIDgUgjDt9JwGZ8gsCFzgkdLL4jderpGzVdroZ/8A4hWnZFGxHqhXU5kwuCQBjn2Yqc+xlOyeurXbNEagFfN6cdsC1c7/AP7MTIecD9X/AJTAeOcD36q7rTV9ZrvVFw1PWo8aVUx+XgLcwQgnYhPuQuMn3bJ6OaYHb14uOHb7FDuJdRY0HSEtWw99yfPxPpsP81H9ve21z11qa2abS5W+1/xKdYvmrhVRwQQp5aR3dlUKBnyck4A5I67a9h9D9oO0ugYLP2jqrWLXTosdZc6aojkkrp1UAyzSpw0h8keFzgADjriKs4EfoQq5Yjx5H7eOrW/APP3muGtqS16duE6aMoqoz3hal91HkjmNAf8A5pxnA8bct7ZaWrZoGCaxd2/fgqIzPl9/vXV223qpnplqlqFZag+onj9Pt++cZ69PWyzzPOxTJHgE46i6e4DYC82//wClcD/TPPWQTjO5sqcZIOfP5/PUS0+8SBV5t4qQEkzW00iuc45BPknr8f0wBkHIbGQP/bnrXM8X6gM8Z88//wBdfSVASMzNOqxqNxbnb/QnrnlNdhQ71Xz41dHzV3aqs1XQ36st9RaamKcRwDMtVJIFgSnjYsCoOS5Vc5IzgnqgtB/FbVDVRC5UiTUM6xy7HBWVwoyVwx9QqWwcE+M8ZA6tB/iB93IJb/pfs7TReuaVlvd0ijkYE1DxstNGSA2CFcsfpP6uq26Btsdou8VdrixTfw8zGn+XjEmfXnQiIFGPqD69vDMC2AM856WNS0i319xVqSErEQYnPUfD51vv4eaiWbIM3jn6QSgRnyHf1+lEVHryv07bRaqx5nkkfbDTs/p/zSwKptK7uc525znH7dMy0fFfBoyyWmhnWm+croZkua01QRJS1McrRojxyLLjiIEvuAAlJER2rvFe7lRoqp0rNaKeKievkMUlFcql5fmYqWKZUIVAoyCuAquABhsc8KoqRY4qKrV2NU88MASWoKJtjUhGDRAMCSSu2XKthDkfVjpXb/CKyugE6iOZSt+WQB8843kb94FaqsnU20IW37oPUb+PkN8wZG1dAuy/eKTuHTSWcWt4Y0QSwVtVVNLJK5YkqTsRCoXc5YY2jGec4nmudkvpmoLddJa6lj9PMsYkamLyM0fDqwDhWUhsEKp4Yjnqkum+5Ot7dcYaLTtQ4ikiFOkIndZIomYE7NmCoYszYX2zn3ywqfUlPbdSU9gpq01tNUVkSVlbIw9MQHazxbQip6SOXJwMkljkjHVHWfwMtHL1u40VwsBKYJkzIkg7ZnYzOD4Cgl3wy2lbihgKyEjO25JPyzvMTVp7pP217n2H+F6hmsd/tTyvTbJwksTyrhWVN4wrZH+Uk+Pbqn3f7/D4auuYu/YGrhgoqhW+ZtVyqiRTyYOPQm2klD42vyp/zEeGxe9dT22eGltcFFXLujenEcoMbAsBjaoIGMDgDzwSM9NDtZqY1FPS2N7EaOJS1PDLJWI8lQ4wxAjXO0ks+MFgQh/brZNJYvrKxQ1fOc7kQogQCfl8YHkKxDirg/8A0lP52xB9mcwSCQPkfl9KpjT6G1rYTX6Mu88lLX6etqQVOYcJIWiP1Y8EEchuQ2QRnoh19bEqu4fe2719IIrumkLNE/qSHb/No2WoYjByd6xnnOD74J6th3fhoLxLRaatKUU2o4y8dV9YL0qSqBFDKR4/U0pB/QozjDZ6ob/4jvqBu+lxo5Zbl/Eai3UtDVyElloxNMifTjgFRHgE8fnHSipsWq30pMjGfnQe7cVd27ClCCen35UjbWHsmsq2318rNb7tRH10hyWCMAcqB7jAbGOduPJHQtq2lvWhbpEsNSskVYPVprhFGGiqFH6tmRxhsZGMrkA49/y6VtVW6ljq46wrVqWCMH27mUjYA2eDkcfY7eiKtpKbuLp5qK2Vey40kbzmhkG0SyLne0Q/yybRkpxna2OAvQUgtvJdcylQhQ6eB+8R5Uu3JZQ6ptxPu7z/ADQXR68vFJPDPV1wqhD9cYkiDlOScDPsST/2OiWjvV21Pc/W0vTLTwW23U1PtqJEZ5Cq4LkE43MRIx/BbwOOlx8jJDUCjqJFXcQAxOVI+4x1P2VqTSt5pbtFM9dBh8xK+wnjC8jOeT4x7fnq9c27QQfZAcxBjGD9B8ar3DDDY9wDmIxjB/apRu2mpbjQTahnkhTZLKnogbiXjZVYcZA/VwcnOD1HaduCWO7ul2pXDiKRIlcugSUjCN9OGyD+ei09yLFU0lSHiraWRojGUQ7nYEhiRngfpx98Hqaak0FPaaK7WGrr7rNJSEbbk+PQIOXUKv6QuCSeRjdjnHQ9N5cJQU3SCAcCBEeu1U/zTyQUvpwdoER60H3DWk0VZLst8MMbYG2MOTu2/ry7M3J+ojOCTxgdZ9P1sF5rkgr7ZJKJMh5E4IHJLENnnPOf6dftXZrlE0QqIaiWSYoscODmR3wUXGPsUOPsw+/RdZoKm1SSaKsVFE92rQKetqlBLRsT9cSZOM5+gsPYuBkHd1wtTRQEtJ949Qfn971M02lxuUDO1GvbmtPb/tF3A1bSpLSz6mnh0vbFCnIhLetU4yOV9NI1P5kHSoaaqkYyLHkMdwI2jIPTh+ISSh0zBpzs3a5ZJ10Xb83J1YbXuk+JJ+cf5TtQfYLj26Tx1rQ20m3K1SwpT6IKu2CF44/t00Nk2zSWQJI3ptsm/wArbJJP6s03dC0z9vfhku+pqqlMdz7nXJbRQEj6v4XSj1Khl+waVo1P4CnqO+GWxz3zurVwQS09Piz3BgJpAOfTKhQePqO7A8ees/fW6fI3DTWgIJGVNIabo6F4yxHo1kq+vUgA8g75Ap8foHHHWHsVR9wdCd2bLf6rRd9anlqEpJv/AIVUcQzEKSv0HLYOQPc46IXb4d1IhR9xJ5ZHYYn96n06z/LaUkpA51e9n5DNPSD4Ze8GoLmleuiY4qTaCsbVMDuw4IZtpx7n2GBj89G1y+GHXtvtSy01ttdI4iLu1dXqiGTOSc4AVce2T4PPQD3V7n907fcq651eppbVRVY+aotNVlKtO8Vt3FY3jdi5WUjH0hcggn2GQex9w6p9GVkeudaaopaaZJqumlWRKpq0iIqsIkqJVZULZBKI3g8ZHQ9eoWAd5OVR37ffximpi31w25d50J2xCjvjfrHhNG107UUNAi/x/uv27oS2dkf8W+YyxJJfEKSLuzj9OOM/npi9l/n9BUcEOmNZWbUTa6q6imllgWSKKGlpIZTJI8kigq38wE/RgKh98Yoa81Rc6qepgkkkwn1u2VAXd4Gf/wAY6s1om26sfsnZ49PU8txmprPqC7rEIwHEEjrTsQxfLEEBs49sY5J6mt9RtXlQ0kgiDPhI6eVUde0rVNOsVXV44lTZwYG5gnr4ipC0dn6W8XCWAdve09ZWVLSgCXUVQZZmZt5fit4wOcgD38A8EOnfh5u1krVgko+31AZZf/Jnra50YBsHAjZi2PHB+2eq2dudPXips96vVXHS01NNFFbKmtu9a8KLUL/Mj2IoBztgVSDuzknAzldGlrdSauv9FbDY4J7RbXq5qK3QSy/LxO2ZH2tlmK/5myw92JA6sq1S1ZA5WBkfv5Vl7muXCVH3z8auzau1tvr4UqqG5drLnE1QKdai31dzkRZmO0IMNy5JAwCDyOD46a9Nom2xdvZu3tsu1jorsa+Gpq4oTUbFBj2xiRpS0mTlcDgYwAOeufbVlRZdM0MMVvW1PDVyVNtNJXTxz0zl1MjqhYt9QChXJGdoxx0UUuu7bq/vRp4WIVSQVbW6mlmq55Z/Vqv5QklmycSNncuduDjgDPVdWtMuJ5fZAbDtv6VCjiG5UQSSYI3P81aKypDovuBRW+rVJKu3TXGGdo2C75Fo6gBzlfpGdrYxkgDrnn3iiSPXVTFKVXNPDIxzkuzAnk+5Gdp/+nroZr2pFL3X1rc46iKKO20N9mIQFHL/AMPaNGbHIzPKvP3YY4x1R74jLPTwakt9xjuNN6tTDJTywgZZFiKbWIzwCXceTyjdW7Me+QNpNNnECSrTec7wgn5/zWHsjoezaoo7lcL42KaCpjihjFR6ZLhDn6sZwd6jg+346edl7YaEWohR6euhicM+ErWZtgGQcYznk+48dCGgqq06Z0zbaNhaqnCepEtLcqZ3fPksjSDBJPK5ODjOeiOPuDYLRVxw3ajqaOSqPpRoojkLYyc5V2wOTn8+56UdRRevPrWhBya2Dh240HT9JYtVPIKkpEmepycnxNGlH2h0nOzQR3O6Q7wIzItWGZWI4A3KRnx54/HUJcex1NVULt/thc1LsFG6CFgAWwvIUc//AIHRna9RpLSR/JUFzqSwDtspGAYnOQp8bfHI/HnrdrL4IwIWttyiKjHryW+VguAeSVQ8/wBvvnoHcqvmU5Qr/wCJ/iirVxpFwrlQ8jPZYH0NJXUXw5W2N4oLbqSpM8xGWqadf5YwW/y7Tn/p+c9Clw+H+90VZHHDW0VUZ4vVVWcodoP1ZBBx9vsPv1YaS+aXWVIqvUEcEjYxG2yPZknP0lgS64OQMYyOev2mNHUzfPQuJYTAiKXlVQ7ZY5+x8+49vPt0AVql40cn0IoqnQtMuMoT6g/5qm3c+xXztpaTQVsfpT6kiNMJIXBUxQyKzj8jJTH/ALHKfinbJiYsccA/bpyfFSZz3RDS14qo3t1O0CI2RGpB48nk/q/qOlAJSiGNQ2CR4Getf0JCk2La1/qUAT615v4yuUvau8y3lDZKU+hyfUyamtLtbpL9b6a8UVdU0klXFHVU9I38+SMsAVTg5bBOBg84HXZzQFl05pWwUFp0pahb7XSwLHSwxxlNq/lDyDk5Oeck556rn8KfaPtNbe02ltc2rT1FcrrXUsVZUXCpiSaeCrKgSKjkZjCMGUBcEYGcnJLml1RUQN/MhKwj6RmJs/Y+/tx/f+7Ky37s1l1/qCEvcoEQT8abcNwdoQKfLv8ApXPKqf3/AGHUtBiOJYyOUQFmxwSfz4z/AOvSysl6qYs7PUZigIYKVABP5PJxn7dGVvusU8ZBLKcncCckDzk/n8dcODERRGyug5uc1OzVECRmSRhtVSzk5bgDJI8cDjoD1b307baKgL3fVNvila3fxalpGm9Nq6IoWiWLJwfUIAH7489GYk9YKkckgxhsEnLf08465i/HvRQ6T7iVtVY7hDVMJaVKmOokJkhxSoY4jlzJIrKrEsQACducKOqy5SkqkY7/AHvTjoDGnXLyjqSlJSkSOUAzkCDPmPpvFRt67p6guneK8dzb7T0dqu9dYqm82U3l8wiqERkX0nCDa6KrugViQ5RdxJx1C9xNT3/XFsbuDf8AujUVENzuNPDSTRU8tRLFNFAJ3jhVsLtileKMszBsNuCHjKztGrdWdztQ2i3JMktz/h0tBbBUVAanpaSGkkUwLGwPO2NNhBByAOcgdatwpKzTddX09+ulNWVVtmkkqz86yVCM5MUlOAQSXYrknH6Bk48dCjdQ4OXHaOn3403Wd/bNXy7VQyse6Yzynp4YOcjNMy6aS7o6h1HcKvRX8Z1NaKxqGEXKvp/m62aaCKnilECh9xjMk+McABlX9Q6Oe0dv1bX2mWk1Fo68RUEcoiarghZ4onBcu5bd6bqBEwJQ4DAg5II6Ae3Xd282q5Ra/TT1tRrRVyNQ09bHHJTCGoYSekkYC7TG8vq+ouGyVyNq46MNN3buvp/WR1RpaKpslyodJmonkp2jhomthpqaOSrlzhS7nfKVKK26ZGGTjJhF+EhLilEY2mevXEfxHWn3RtS1TSbNs255m19FLgJlUbk4AJkkDMmelMXX8faTROl6PVti1fHVWmeAVtDUGjdfmV+b+WkaNzHskKyLN9IO4qucDGOhWDub21/8S6W20Gt7UdAGiiD3GWN3qXeP1JpVRGIaBnKmFQAygsrYYkgyd2pu2Or9J2uHuvqUU6pOy0lmtdNV01trlliljo5adJgqK4mqHYuCsZWNSfpDE49ZdlL3pzTVNS1xSiqae11NVR22WYU1XY4BWp9MIjyJYsF5d0uT/MdioYkm27rLNs2lbqD72wJ3BmCMdInbvS3f8Y6i6eRb6sT+nG058RiBkZ+FD9h+IrtoJI6zVOnbnND8408VNaK1BFUBI1CJKJVJjRpQxz9R2MVxxk2I1prJbD8NcHdns/dau41VPViKSumjjh/h0TSDEqU6rkjLIgLHaNwz7DqnFe1k0x88L3p2CtWzRrT1exo3SpqmIaTawDKrBTEihQFAJYAHdmHh7g6805ab3aNOWJKK26mkhiufy1JKsM2I2CQqSB9IWXKrncDlsjcB0Mu71V2Cm2VkgY7HzqZ/iW4vbdtlOXAROcR2Mz0PTfrMVZLtvq+5W/sNqjXF7u0lTerkLjXS1LygSmrqQaSI5zkn6WfgcbTgcY6Tvw/0v8SXWlbciY4hV2yiKAB0chKxiD+wAx+/v0dapa30/ZbROirbQ/Lz1FObzVNIxfD4MUUe8hBhf95kOV/+ePt0GfD/AA1FJU9waT1Q1LR6htQddxRRKI65GBzyPqwPzz0r+xLVqtKt+vrS1qS+dxB2976f3pafEJ2Vu2gLtLc6SgNZarlNLLTzQxnMWWziRf8ALww5xg4/p0qLReKqnqFrVlMNTBgSSc7ty8q/78EE/t1dnWlRNc6ippI6OKpCRcLuGCxXO7GPbIGceB1VfVyWaTU90np54neb+WUhO4fSh3NnxgE4/OPx0PbdBaKFCaF6jprbNqX+ac7edQ90gob5S1UzxGnnjgaWJhjAqFwSp98MqsP/AKsf1GaWGaplZpoPXi3DcV+khm8DPtnB6MtJ0VRXSrQTIs7TQJIu855aaJc+/wDwgf1/PQfd5Vp7rdLVSVDPAlQyU/pj6X2SfT+cYzj+nU1sclhPT5Uv25UolhOY+QrSraT5eq9H0zA+1Ww5zkMAQf7HPRLp66Sad3UdRTI9PUGJ978MQp3bQPG1mC549vyehYRVImSSpDgnajFueMADo1t1NDVTUVxr9/y7TSK/H0hEUeARxnx59/7yXhAb5V5EfMZxU76ISG15/mjCJamGhGr7rVMGZnSkDuS81S/1MUHhQgK5P3OPPKnXw/wUVhuV674aopUnh07H6FnpmQKtVd5h/LBU8YjXMhx4wv3x0paIXvW94tVloYn3tspaGEDgGWXaB+SzuWPH/Tpw927jZtLQ23tjoopXWrS6PFU1TjPzdwfBqZtwxwGAjU4/TGuOOotJsT7QuEbfYH71HpqPbP8AKv8AT9B/f+aW1+utVV3a53u41Rd3d6ypllclpJDk8kf8TMB/XpXu7SO0jSKSxLElj79EOorwWo3pYWK/MzZkXn9CnOD9xu5/+0dDWX9oz/8A89MFs3lSlUY1q4LjqW07JH1q1VRT0Gsvii1bcI4Y7jabRd666VQlJCTxUzH+WR/wsyKg/BHnp5WjRfxIX2CLU1o7gV1P/ED80lMblUhcsxIVY+VCDPgcAe3Sc+GXQd+v+lr9qyhts9fNfLnBZpflx6kiQZ+YnZhxwxEIz7/V46vfaaGa02dacw1cKKoTc8QRmxwAw3HaPbyffpl05lLDSlgZUZqpqVwp0oaJ/QAPv5VX69274l6KmX/aGutlzpYW2KKpKZow58bVkjAJPjlsnoPa5V8tbXQ647daWo6y3yq3+8adpm3kcsoVACVAwQAMc+3J6cHci4arudxo2odM1dcI6loI/WjJWJtpO5FV8HcNwzwRgA5B4BNSWvUVZ8leZIbjW0UdsiNVWGBgKdlGwU6ncR5VR7ZH+UdI3EfEd4wtaLW0SrlIPMUzIjOIHWOpPfetD4U4bs7httd5elHPI5Uq5YVOMyfE5AB6GRUVdbFYbrVj1uyenzD6gV66Gke2RSMq8lY43KnLEcBV4z4PPRhdabQmrrp/sZqCjistnt2h/SuVPaSWihU1kEixRDcCSxKA5blnJJ+8To+3V4vVFZr1RVcVxlrIFKTIuVWXByfqyn0tyMZIzn2HWl3btyUXdbW9vsVMZkM9BbaRI5im1/5MhVWHIAWNhgKx48HoNY8RvXFvdPOsoSpsjpH9KiUnwkCavcT8OotPy1uLhbiHArdRUIkAKGdyFHbHapjSfbb4fdPWep03W23VtTb7k61KW6OhqJXjlTcFqUYzbQ2xipUDP1AZbHWKi7ZfD7/HrlqWh7t3+lqXRUpB/BAopG2FXjlhWVPVGxSpRgMhX3FuT0Y2q+0d1aWkvteYK6lgCIqrNVNCD4KkKm0kefpyMD8dbcNXUTU7CzRhDW/R6qeqrTKWB3uW3jceVO5iV8+2Os//AOpmoRzXFu1zQIGQB6zmgjnAOluLBTzdc7mgQ9qPhzrK2hqdP6uqq+QSJ87LJQVcUQX6dqhIzhQecqWwd3J46a+nvhQ7ZxahpdanVl5nWgq/4tQwgrFSUscbGb04l2N9GF8ggnGQeemN227ZWDSVBJU3Kkpz6u1lEblo1GDwQFQPkkDBU+M++Bo9z5quwaO1nqK3SUtJFb9PXSSnMTPEIy0J2tsH0q2SBwMkgHPOOmnSOKV3lw0y80hJWoQBJMfH55FALjhKwZClMhRCcz0kfXypK3HWFFqaj7taptr76K6yUa0WchzDUXSmjU4I+n6OMEg4UHqm/wARb1lz7g/IUhleOnolKqBtCs8khIJJHJG3n7dO3s3UiXQWoRUNC7XC/WmF3cfVKkK1FQQDjOA8UXH29+lvfdK2/UuvL7d6uZtqTRU3pwEBTinjIPj7t/79a7olg9qTwaa/UQSfjQvjPUGtL0pTqtuZKR12A8u1Vkv9DcqR4zWxSKq/SvBKg/8ATPjqOUEAOcg/g46fncvSDUlN60MkstMQFAkbLEngr9zjGc9IqaExzOhBBViu1snGOpNV017THvZuUt8P6ujVrbnTiO1b1HqjUVu9M2++3CmMR3RmGpddp/BB/HRLb++PeO1LGlD3Q1FGsTb1U18hAb74J58dApTHCISPfHXyVIBBQj3/AG6Gl1fejAt2zmB8qc1F8XPfuBEgqdbmuhQ7wlVTRSDd9zlfPA5z7dS9r+MjuDRktdNK6Ruud3M9s2tubOSSjLknPv0g8uPA/fPXjIxOc8nqJfK6OVQBHkKmaSphfO2SD4Eipu+apuuqLxU6hvNQ89ZWyGSaR3J58YGfAAAAHsAB7dHvZnshrnvbepbRpOmijgpQrVlfVllpqZGP+YgHLe4UcnH9elbAzAgsRj3AOOr7/wCHPHSU2idX3MXd3kmuVP6lGUISAQxOfUU+CW9XB8Y9MZ9ur1rClhJoJq6lsMLdRv8AHc1Zjtr24sfarQ9t0Pp0ZpbfF9UshAkqJj+uV/8AhyxPA8DIHW3XUmwJMZo2cH6ipCF8/wCVcqcDjx1H1WpLg9XJFRUInp42Ad4Zf5jnOACuMYHvkjGOOtevp79TEVlVQgJMCShOXDHwmPBIAGTnoty4is8cf51FRknrRlp+tCosUpAmT69hI+kZ8nHg+/v0SWi5U01Qyx1QZgcctj6s845/7x1XymWrvM00tNJKNjhGAJGOf1cZGOB9/wADos0tSXWjZmM4Us2GkQ/zJGA55xgeD/r5z1wpuamttQKYATNPasq6Oe11K1UIrYWjIaIRbvWwP0YPB8e/HXID4lrjeH17qye+aTuka19ykkm/iVbNUzRSLK44LABdohaM7RwF25xjrp5Xa9pdI6bu2pbxVx09PZLXUXWSaSQLl49qxRgfdpZIx7ZAIx1zhtHeGivOmrtovUFotF/nvFyNVSVFYsgrKOolxvlSTKo+58FlkJX9eP1HIPUXOVSWB1+xNa/wnYXOrWTi2m+YkpCZUUiRk9CP+J9NxNLiTRF0ahoaCy2mgqo4fSuYqUYPLTo5dJVlbwQpp3bgEIOc8noavq6gaqrbpXUc6LUVcssks8YHqSuSThtuGP0nz/pnqytd3H05oCorqLTGnNKVsGo7XAlWsdIBLb5DAIKhOEVYpHKM7KodAX4Zgx6kdSd4dHf7P1mkKTspQ2+eSKGeiuz1zz1tAJI42eSIuuxg8JIAwvDggjjFRFm6CMjGDEz9/wAU16dwHxO2tvnS2UEwpXMecCRmIzPYbR6VWjTWp2amisVb/vFJNOFhhcbxA8n0ySJk/SxGOBwxC7v0jqw03cC6msu9ZoRHvVDcqWm/2gqYaJWkeCJ12Up+nYywxQrgBU592ADnf7WaZ0DDZaKvvFw0rQVF31BQRU887GOso4A5+ZqmWLcImKAqpwp3yK2QFOWPrWq7O2CjvFo7Mayt9lN1pvlGsslrWnjmEkK0TOs6FleTKethyo+rezE8Dm4tbzkIaTJPjird5oesrfcsFW3Mk/1ySjpMEDB90Cdh1ikXrPuJc+6NppYqfRkc1NpamAp5N0cU1LtBk2kAv/IjQYJUKWVFzjaACiPSfcrQOg7hra53K4U1bdbawistNHNUBfnIZIWkkQ42P6YfLEH9QHHuOnt7qC0yC5WW0Qy0JkDSSJdIquOKpjcxtIyRAhs4JUYOOc589Q111fq+p7hX3VFovl2oZlmNcWpa0+qSXSOeX6gDlzGFI2jIVQeB0NvFvAJCc8vfbpjeR51VtGbVbwtLYpCG4K4iDAGDmQehMZ9QToUeuK+q0nbKGKzWa122pRYljEfNUPUf1pJGbdIA7AglSMiPbggABnU9puncTuroaxJS1t8uttqqe2yy2slbbIjJI8iGZirif098jMR9bM48fUYK26htPdKzUGmrpNeBb9Pxj0VeTJbYEjhjFKXZcgbuVU5eXGDjcWBZ9D2zRmkNTd39Q1lzpam1q1DYLVOQ89LVFdtNJIcKGcPCX2bNoRWzyQBat2yVpVPf7/zX67sbFn/fcXGTylI6mYxufpABI2IE7nqWzR69ukcaI2k7XUyq0HzLyetR06kthnJILRREJkkDev46Uehv403bTW+qaysf5mrv9sqKlhKFWSQJWtzg87mc8e2AcfaNvV3qkp6+it86PEYW9SOTAVoyADweQcDPHPHU12wElN2R1pdLZKRX2692yfeAP5a7ZQjAnnlg3uP0+/GJ78ezZUsDJpbduiXUpJnligx9ea6rTNBZXrIYmUq7u7uVB88nBA9vHUBJYLxCZZ7nC9FGf5bySnbucjOBnBbA5wPAI8ZHRZojUstLRVURrKeGSCd1E00waQCRTzFGBvZic5OSOVz0RXW16Seio7pfa66yOAweavVP0A52wwhixY45zxnO4+wU375bDvItEDpGSaju1OPK5ZKo8MCsdst1Bb9MTXem9RHrZIo6RON60kGCz545ZzD++c+QR0J6S0JW6y19SW+xU7yxrKpqJY1+mNcDfjGeMnaPvx0cmt1V3Nq6Ox6G0zU09LUxCEPK31SKCcyMfAALE8cBmPk4xZ7txonTnaPSUdDSU1PJVAGe43CVcPM6gnJ4JCKM4GeBz5J66s0rbClK/Ufl4VT0y2NuSpWSd/2FVj+IXt5adLXm3wpTxR1NVSzVFSICR9SA7SwPg8YyPI9+oi52CGGx6etVEhekecipZPq/3gxAlM++A6bvYFiB46mu8eqTra51d/ggk3Xd4oKXegPp0Qb6R7/U/wBB/wDucc9MXtD2xs2oqq5XzUNX6GltKP8AMXeolH0tFGFZkQ85klljVdvGFRuSSAY3S484hhrJMx/PpPyqvqri31qdG+wA70O9uaCPsnoW69xa4suotSRy23TCynBSnzh6vYRwCvCHPO8EZHSmqK2eplNESzzVD/URyWOckn9hkk/joz13rO991NV1+qqyZ/k/VaCgpwx9Oipl4hijXjaqqFHAHufJ6Abl6dioa65iYtV1YNvpFIyQP/nSefYfR+5P26dWrcWDEJyT17k/x9Ku2LItG/f33P38hQzdI6eaulalUrTlyIVPkIDgH9+seyMcYbr82EAOY2AI4z4IwOvr5jHGG/v1faQEoAqhqilOXS1fvTu7U3KttNsaqtlXUUstPVN6bwzOjKdo5BUjB/b7dPuwd9u7FuMm7W1xrYU274a6T5pX3f8A827A48f2x17r3TJbpHsRiu7kkOGm72n1xrPWd0LXKrsxiikEZRrUuSCMnBV1Cn+h6dF2htWm7SlbQ2mKKGVGdoKZ2gXLDLEbPBOTzjj7de691E62hS8io2lqkicUEWJ9K2i8U1bYtG0dK0K4hMkrysjF2LOScBnJz9RGeqx9yO6eoO33crUkNuo7dWrc75W1VR87T+pwkkgCKMgAYcjOPHGOvde6X9Q0yzYWyy20kJWo8wAEHB370xNX93dpW4+6pRSnBJJjI2nanQe5mlqGxacrbh20t1VUXKmptxQwRpG8g5KhqdyACCQA3vjPTFou41oignem0dHEsamNVSr2YVQCACiKccAYz17r3VG60DSWXAEWzYj/AME/xTrwvaI1K1U7dFSlc0frUMehFLm4/FJVG5C1z6OlmUuy5a/1m0YYjhd2B4/oDjra7r9x/wDaz4VdZ3SkszWyUVNBbAVrpZzslq4GYln+o8Aryfc46917qBmwtGyXUNICgDkJSD8YmnPi7h/TtP0f21s2UqlH9SjuoA4KiKQfbyJbV23tUgCztcL5dHbeOFaKmpEU/k/zXOfz0PUxemvWoEDk4vE6cAAYAUD/AEA6917p94FEXx/9n8V5o/FMToaP/wAn/wDVLnvxqi42SW1263FYmliaUy7VJxnbjBHP7npGSVE1RNI9RI0jvlmZjyST17r3VXiy4dc1NxtSiUgiB0GBQfg23aRpDS0pEkGT1OTXw78ZIzhS3+njrW9VnO9seOB4x17r3Suo03NDBNfqrvBOcYH79fm0LkYyT79e691x1qcdayJFny3OM5x9hnq/v+Htb7pYe1191baL7JTVFw1NRRIggRxAKemqckFs5L+uuePEQ856917q1aj/AHBQbW3Ft2K1JMGrbWe1xz00ldVTPPUV+ayplk5aWRzvJJ/cn+/t460O4VopzbUKpCSq5AkgSRRycgKwIGfxz+evde6NHcCkNxIFupY33oR0Y9GsbQ0VuipopnI2BmfDDjOWJJ48DPH36NaQKi1LBRu3mLJA4AwB/wBfHXuvdfSINVGFFSJNVb+OrUxtllo+3sNEB/F5aa4Vdckm15EgjlCQlcfp3Tls58qOqb0dJ6iU8fqFVycBQBx9uvde6XL3L5B+9q9h/h7bNI0S1gbpzv8A8qKbHaYpPThkkPpVcgiZVUZGSOQTnB8cj8/fqfr6q46X1VTUVmuU8dTbauKGnq5DvkibhAy58YGMDPGOCDz17r3VxbaEW/MkZxWpXCEtWyuQf0n6V9903Wn13XW+QPJURSfL1lTvP+91Cn+ZUFTnaXbJ2g4GfJ8mV01cKRXjnjt3y9dpumjraWsppmjleoFXGVkY88hXCgDAGxT5zn3XurFsJfUk7SK5tQFoCVbY+YH81a/tdaNKCmuOlaTTNOjX68Qm51szl5pmemlqPoZdpjUMhAQEqdxyGHBXHxxdt6TS2mtP6lprrU1FPWgUiUkwGacRJx6cgxsBD8gKMkZJOevde6ivGkFtayBIJFYdxlas2OuhdunlK0DmPU/Hb02GBigf4WbWtw1zZqOzGGy1NZcqanStp4i80KiN5WILsRuPokBgFI9Rjk8Ab/xt3+XTWtE7T2inWKzafp4Z3O7MlZUSqSZJD+FcgL4BeRvLnHuvdC7JILZWd6QWP91XtHMkTv5x9AKrFrSggp7FaLioJqKpqiV3J/yDaqp+wKMc/wDPj26cPwtWyjre2/cynuVPFVU1ZHRIY2XBRoxUEMrA5Hkcfjr3Xuu7lIUCD2qu8eY8p2mvWTsFo7VEkVxow9rKzIgjjBkAIOSwJIIz9s46aNw+F7TV0vq3G436oAM3ppT0lHBTwhF5AdQp9TkZy2f+vXuvdKxAKpNFFNpkCKZ2m9PWPT0NRTW2gEYkG5pS26aSTgBnkOWOASABgD2x0t/iPuE9i7b14gCPJXTQ0LSFQGWORvqx/RSPvz+Ovde6kIAECuVDlSY7VWC7XRodR0tqhh2RU0zTA7ySXRpSvn2BkY4/16Y3f7UVforQmie0mn3NNaayyUmormysQ1wqplLfzQPKqQdq8jx/wjHuvddaahIeUoDPKPrVHSUh2+bSvI5SfXGfnQHpu4Ti0QMOXqT6aMST6RxjI+/7cdLjU1bNX32pjc7YqKWSlp4x4REYjP5LHLE+5J6917pobUXHEhWwFS6oA3PLiTWrIuyJFBOXJyft+3WIxsCR6h4PXuvdW2DKBNR37aS+okdvoK//2Q==)
Some traders use fundamentals, technical analysis and risk management, while others use chart patterns and indicators. The goal, though, remains the same through the centuries. Maximize returns and minimize risks through a process of continuous learning.
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Once a stock has been issued in the primary market, all trading in the stock thereafter occurs through the stock exchanges in what is known as the secondary market. The term “secondary market” is a bit misleading, since this is the market where the overwhelming majority of stock trading occurs day to day. Investment banks handle the initial public offering of stock that occurs when a company first decides to become a publicly-traded company by offering stock shares. Domestically, the NYSE saw meager competition for more than two centuries, and its growth was primarily fueled by an ever-growing American economy. The LSE continued to dominate the European market for stock trading, but the NYSE became home to a continually expanding number of large companies. If there is a lot of demand for a stock, investors will buy shares quicker than sellers want to get rid of them.
A partnership can also limit https://en.forexbrokerslist.site/ by making the business itself a legal entity. This way the business may be sued but the partners homes and money outside the business will be safe. Increasing earnings, coupled with low inflation and low-interest rates, creates optimal conditions for investors. Any time a bear market is on the horizon, a self-actualizing prophecy begins. Financial analysts with a voice spread their pessimistic viewpoint – despite favorable market conditions still persisting. But, this sentiment being pushed to the masses results in a negative investor sentiment taking hold.
You’ll likely fill out an online questionnaire regarding your income, assets, risk tolerance, investment timeline, financial goals and more. The platform then automatically makes investments on your behalf, usually in funds that hold a variety of assets. However, you probably won’t be able to select your investments or buy individual stocks. There are several ways this happens, but the main method is by simply executing trades faster than you or I can. Next these same big money managers contract with brokerages to pay for order flow.
The First Shares and the First Exchange
A stock market is where investors can pour their capital into corporations that they think will perform well. You can do this by buying stocks or by investing in exchange-traded funds . It is important here to note the distinction between shares and ETFs. Investors invest in shares and the company gives them a share of the company.
![purchase](https://topforexnews.org/wp-content/uploads/2021/03/image-irDcHAfQtFTyzMqn.png)
It is used by many to judge how the overall https://forex-trend.net/ market is doing. In really big companies, like Apple or Microsoft, there are billions of shares of stock owned by people. If you own one share of Apple, you own less than 1 billionth of the company. Investor sentiment trumps facts and logic, and perception becomes reality. Investors need to track not just the technical elements of the stock market – but the emotional elements as well.
Market cap refers to the total market value of a company’s outstanding shares and is calculated by multiplying these shares by the current market price of one share. High-quality stock markets tend to have small bid-ask spreads, high liquidity, and good depth, which means that individual stocks of high quality, large companies tend to have the same characteristics. The NYSE and Nasdaq are the two largest exchanges in the world, based on the total market capitalization of all the companies listed on the exchange. The first stock markets appeared in Europe in the 16th and 17th centuries, mainly in port cities or trading hubs such as Antwerp, Amsterdam, and London.
Invest Smarter with The Motley Fool
As a result, the pool of buyers suddenly increases, while the pool of sellers typically decreases. This results in both higher bid and higher ask prices, causing the price to rise. Stock traders are those who buy and sell shares of companies for profit. They are primarily looking for potential investments that will increase in value over time. Traders generally invest by buying a stock or an ETF, then holding it until it increases in value, or until they sell it at a profit.
In addition such a strategy would initially result in all of the money being placed in newer less mature companies. The best way to simulate an average investment in the Primary Market is probably to invest in equity index funds. The Charles Schwab Corporation provides a full range of brokerage, banking and financial advisory services through its operating subsidiaries. Its broker-dealer subsidiary, Charles Schwab & Co., Inc. , offers investment services and products, including Schwab brokerage accounts. Its banking subsidiary, Charles Schwab Bank, SSB , provides deposit and lending services and products. Access to Electronic Services may be limited or unavailable during periods of peak demand, market volatility, systems upgrade, maintenance, or for other reasons.
- Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader.
- It’s an abstract term that refers to the way investors can buy into public companies that are listed on stock exchanges.
- That is why options are a gamble, bringing great rewards with their outsized risk.
You’ll understand why your investments can be bought and sold at a moment’s notice. You’ll also understand that the market works like an auction system, and prices are governed by supply and demand and not just the underlying business fundamentals. Such investors have historically received sufficient returns via dividends to entice them to forego the immediate and alternative uses of their capital in return for uncertain future dividends. This supports the buy and hold approach to the market – on average it generates reliable long-term returns. Robo-advisors use algorithms to invest in the stock market for you.
If investors feel that they are in a bull market, they will feel confident investing, adding to the growth of the market. However, if investors think that the market is falling they will sell stock at lower prices, continuing the bear market. Stock markets grew out of small meetings of people who wanted to buy and sell their stocks.
For the past century, the stock market has produced an average annual return of around 10%. But the truth is that investment returns are never a sure thing—and individual stock picking is especially risky. Who can say for sure which stocks will do well and which won’t? Trying to time the market to buy and sell at the exact right moment is virtually impossible.
At the beginning of the game I was more concerned with the questions students had
Few investors can consistently predict the ups and downs of the market or of an individual investment. But investors who are aware of the factors that affect market price are more likely to make sound investment decisions. The stock market is important because it allows investors to make money on the assets they already own and trade them for other assets they want to own. It also provides an opportunity for people to invest in companies they believe will succeed in the future while giving them a chance to profit from their investments if those companies do well.
A https://topforexnews.org/ exchange is a non-governmental, self-regulatory platform where stockbrokers come to trade stocks and other securities. One of the most effective ways to build sustainable wealth is by investing in stocks. Nevertheless, many people avoid the stock market because of its seeming complexity and high volatility. Understanding how the stock market works is essential to breaking the myth about the stock markets. For example, let’s say you think Netflix is dying and want to short sell it.
Matthew Monthly divided his annual $2,000 allotment into 12 equal portions, which he invested at the beginning of each month. You may already be doing this through regular investments in your 401 plan or an Automatic Investment Plan , which allows you to deposit money into investments like mutual funds on a set timetable. Finally, the high volatility of the stock market works to yield high returns. Some brokers take advantage of the volatility by trading as prices move up and down. However, the only way to get the best out of the market is to invest for the long term as even the worst market crashes recover over the long term. It’s worth remembering that while the stock exchange is sometimes used interchangeably with the stock market, both are markedly different.
A bank loan can help fuel growth but one day it will have to be paid back, with interest . That just about concludes our explanation of how the stock market works. But, chances are, you’re now left more bewildered than before reading this article. You know now that you can stay on top of every technical indicator – but there would still be factors you aren’t taking into account in the form of investor sentiment. But to summarize, rising inflation is typically an indicator of a bear market.
![individual stocks](https://topforexnews.org/wp-content/uploads/2021/03/image-PXt5TbgJl2mS79o4.png)
These systems can match buyers and sellers far more efficiently and rapidly, resulting in significant benefits such as lower trading costs and faster trade execution. There may be merit in following historically winning strategies such as investing in low P/E stocks or even momentum based trading. But these strategies cannot by definition beat the market if they have become too popular.
The stock market game at HowTheMarketWorks is designed for the absolute novice so the screens are simple and easy to understand. HowTheMarketWorks.com® is a property of Stock-Trak, Inc., the leading provider of educational budgeting and stock market simulations for the K12, university, and corporate education markets. All information is provided on an “as-is” basis for informational purposes only, and is not intended for actual trading purposes or market advice. Quote data is delayed at least 15 minutes and is provided by XIGNITE and QuoteMedia. Neither Stock-Trak nor any of its independent data providers are liable for incomplete information, delays, or any actions taken in reliance on information contained herein. By accessing the How The Market Works site, you agree not to redistribute the information found within and you agree to the Privacy Policy and Terms & Conditions.
To get your class started with our free stock market game, just register now and then follow the links to create your own contest. Still, analysis has shown, that after trading commissions, it is very difficult to consistently beat the market average. I believe that beating the average requires consistent and diligent application of an intelligent methodology.
You don’t need to wait until a buyer wants your exact number of shares — a market maker will buy them right away. The highest offer to buy shares listed from a market maker at any given time is known as the bid, and the lowest offered selling price is known as the ask. Numerous studies have shown that, over long periods, stocks generate investment returns that are superior to those from every other asset class. However, the open outcry system has been superseded by electronic trading systems at most exchanges.
Your receive $30,700 for the “sale” but you are essentially in debt and must buy back those 100 shares at some point – preferably for less than you sold them for. There is no time limit to do so but you must keep the equivalent of cash and stocks for that amount in your account as collateral, so this amount is tied up until you buy back the shares. Two weeks later you are in luck and NFLX drops $57 to $250. That is a profit of $57 per share and you can cover the 100 shares for only $25,000 with the $5,700 difference being your profit. You would have to buy back the shares you shorted for a whopping $50,000 – a loss of $19,300! But you say to yourself “Don’t worry it will go back down.
Contents
Some traders use fundamentals, technical analysis and risk management, while others use chart patterns and indicators. The goal, though, remains the same through the centuries. Maximize returns and minimize risks through a process of continuous learning.
Once a stock has been issued in the primary market, all trading in the stock thereafter occurs through the stock exchanges in what is known as the secondary market. The term “secondary market” is a bit misleading, since this is the market where the overwhelming majority of stock trading occurs day to day. Investment banks handle the initial public offering of stock that occurs when a company first decides to become a publicly-traded company by offering stock shares. Domestically, the NYSE saw meager competition for more than two centuries, and its growth was primarily fueled by an ever-growing American economy. The LSE continued to dominate the European market for stock trading, but the NYSE became home to a continually expanding number of large companies. If there is a lot of demand for a stock, investors will buy shares quicker than sellers want to get rid of them.
A partnership can also limit https://en.forexbrokerslist.site/ by making the business itself a legal entity. This way the business may be sued but the partners homes and money outside the business will be safe. Increasing earnings, coupled with low inflation and low-interest rates, creates optimal conditions for investors. Any time a bear market is on the horizon, a self-actualizing prophecy begins. Financial analysts with a voice spread their pessimistic viewpoint – despite favorable market conditions still persisting. But, this sentiment being pushed to the masses results in a negative investor sentiment taking hold.
You’ll likely fill out an online questionnaire regarding your income, assets, risk tolerance, investment timeline, financial goals and more. The platform then automatically makes investments on your behalf, usually in funds that hold a variety of assets. However, you probably won’t be able to select your investments or buy individual stocks. There are several ways this happens, but the main method is by simply executing trades faster than you or I can. Next these same big money managers contract with brokerages to pay for order flow.
The First Shares and the First Exchange
A stock market is where investors can pour their capital into corporations that they think will perform well. You can do this by buying stocks or by investing in exchange-traded funds . It is important here to note the distinction between shares and ETFs. Investors invest in shares and the company gives them a share of the company.
It is used by many to judge how the overall https://forex-trend.net/ market is doing. In really big companies, like Apple or Microsoft, there are billions of shares of stock owned by people. If you own one share of Apple, you own less than 1 billionth of the company. Investor sentiment trumps facts and logic, and perception becomes reality. Investors need to track not just the technical elements of the stock market – but the emotional elements as well.
Market cap refers to the total market value of a company’s outstanding shares and is calculated by multiplying these shares by the current market price of one share. High-quality stock markets tend to have small bid-ask spreads, high liquidity, and good depth, which means that individual stocks of high quality, large companies tend to have the same characteristics. The NYSE and Nasdaq are the two largest exchanges in the world, based on the total market capitalization of all the companies listed on the exchange. The first stock markets appeared in Europe in the 16th and 17th centuries, mainly in port cities or trading hubs such as Antwerp, Amsterdam, and London.
Invest Smarter with The Motley Fool
As a result, the pool of buyers suddenly increases, while the pool of sellers typically decreases. This results in both higher bid and higher ask prices, causing the price to rise. Stock traders are those who buy and sell shares of companies for profit. They are primarily looking for potential investments that will increase in value over time. Traders generally invest by buying a stock or an ETF, then holding it until it increases in value, or until they sell it at a profit.
In addition such a strategy would initially result in all of the money being placed in newer less mature companies. The best way to simulate an average investment in the Primary Market is probably to invest in equity index funds. The Charles Schwab Corporation provides a full range of brokerage, banking and financial advisory services through its operating subsidiaries. Its broker-dealer subsidiary, Charles Schwab & Co., Inc. , offers investment services and products, including Schwab brokerage accounts. Its banking subsidiary, Charles Schwab Bank, SSB , provides deposit and lending services and products. Access to Electronic Services may be limited or unavailable during periods of peak demand, market volatility, systems upgrade, maintenance, or for other reasons.
- Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader.
- It’s an abstract term that refers to the way investors can buy into public companies that are listed on stock exchanges.
- That is why options are a gamble, bringing great rewards with their outsized risk.
You’ll understand why your investments can be bought and sold at a moment’s notice. You’ll also understand that the market works like an auction system, and prices are governed by supply and demand and not just the underlying business fundamentals. Such investors have historically received sufficient returns via dividends to entice them to forego the immediate and alternative uses of their capital in return for uncertain future dividends. This supports the buy and hold approach to the market – on average it generates reliable long-term returns. Robo-advisors use algorithms to invest in the stock market for you.
If investors feel that they are in a bull market, they will feel confident investing, adding to the growth of the market. However, if investors think that the market is falling they will sell stock at lower prices, continuing the bear market. Stock markets grew out of small meetings of people who wanted to buy and sell their stocks.
For the past century, the stock market has produced an average annual return of around 10%. But the truth is that investment returns are never a sure thing—and individual stock picking is especially risky. Who can say for sure which stocks will do well and which won’t? Trying to time the market to buy and sell at the exact right moment is virtually impossible.
At the beginning of the game I was more concerned with the questions students had
Few investors can consistently predict the ups and downs of the market or of an individual investment. But investors who are aware of the factors that affect market price are more likely to make sound investment decisions. The stock market is important because it allows investors to make money on the assets they already own and trade them for other assets they want to own. It also provides an opportunity for people to invest in companies they believe will succeed in the future while giving them a chance to profit from their investments if those companies do well.
A https://topforexnews.org/ exchange is a non-governmental, self-regulatory platform where stockbrokers come to trade stocks and other securities. One of the most effective ways to build sustainable wealth is by investing in stocks. Nevertheless, many people avoid the stock market because of its seeming complexity and high volatility. Understanding how the stock market works is essential to breaking the myth about the stock markets. For example, let’s say you think Netflix is dying and want to short sell it.
Matthew Monthly divided his annual $2,000 allotment into 12 equal portions, which he invested at the beginning of each month. You may already be doing this through regular investments in your 401 plan or an Automatic Investment Plan , which allows you to deposit money into investments like mutual funds on a set timetable. Finally, the high volatility of the stock market works to yield high returns. Some brokers take advantage of the volatility by trading as prices move up and down. However, the only way to get the best out of the market is to invest for the long term as even the worst market crashes recover over the long term. It’s worth remembering that while the stock exchange is sometimes used interchangeably with the stock market, both are markedly different.
A bank loan can help fuel growth but one day it will have to be paid back, with interest . That just about concludes our explanation of how the stock market works. But, chances are, you’re now left more bewildered than before reading this article. You know now that you can stay on top of every technical indicator – but there would still be factors you aren’t taking into account in the form of investor sentiment. But to summarize, rising inflation is typically an indicator of a bear market.
These systems can match buyers and sellers far more efficiently and rapidly, resulting in significant benefits such as lower trading costs and faster trade execution. There may be merit in following historically winning strategies such as investing in low P/E stocks or even momentum based trading. But these strategies cannot by definition beat the market if they have become too popular.
The stock market game at HowTheMarketWorks is designed for the absolute novice so the screens are simple and easy to understand. HowTheMarketWorks.com® is a property of Stock-Trak, Inc., the leading provider of educational budgeting and stock market simulations for the K12, university, and corporate education markets. All information is provided on an “as-is” basis for informational purposes only, and is not intended for actual trading purposes or market advice. Quote data is delayed at least 15 minutes and is provided by XIGNITE and QuoteMedia. Neither Stock-Trak nor any of its independent data providers are liable for incomplete information, delays, or any actions taken in reliance on information contained herein. By accessing the How The Market Works site, you agree not to redistribute the information found within and you agree to the Privacy Policy and Terms & Conditions.
To get your class started with our free stock market game, just register now and then follow the links to create your own contest. Still, analysis has shown, that after trading commissions, it is very difficult to consistently beat the market average. I believe that beating the average requires consistent and diligent application of an intelligent methodology.
You don’t need to wait until a buyer wants your exact number of shares — a market maker will buy them right away. The highest offer to buy shares listed from a market maker at any given time is known as the bid, and the lowest offered selling price is known as the ask. Numerous studies have shown that, over long periods, stocks generate investment returns that are superior to those from every other asset class. However, the open outcry system has been superseded by electronic trading systems at most exchanges.
Your receive $30,700 for the “sale” but you are essentially in debt and must buy back those 100 shares at some point – preferably for less than you sold them for. There is no time limit to do so but you must keep the equivalent of cash and stocks for that amount in your account as collateral, so this amount is tied up until you buy back the shares. Two weeks later you are in luck and NFLX drops $57 to $250. That is a profit of $57 per share and you can cover the 100 shares for only $25,000 with the $5,700 difference being your profit. You would have to buy back the shares you shorted for a whopping $50,000 – a loss of $19,300! But you say to yourself “Don’t worry it will go back down.