Catecismo da Igreja Católica Modernista.
Vamos expor
OS ERROS DO ANTI-CATECISMO MODERNISTA
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mwATa2tx+Y1LGHjqNOf10xBBuLUwOsb8dPzWqWMmNeGh7aAINx4WPM1LqEgGoN6paAWXAGpuPZQB20FtOyqEAAG9+I460gByHs40ASsLknhwNDAIXS9TA5OC66i/ZUuiCTmRbmw49lT8VfAfJgKqRYaCn8FQ5sJAAva9WsVV0FyZ1xfXh2cBV2aqpYokiWW/EGs/nx/dUfC3gBmS1lb20n3GPxqPhYjdNx6v1Vi81G9yuLOPK3PmP7qdrNtKo0vEBAAYnRRx4121RiyoTEtdD0rxB0NvZeteJHIujZZAGTgfzVNpQ00yqV0YlBcsuuh/IVVZ6ktroUJFPI6idbqO0jgf01pKWxEMYhU+awbwjpsOVS9iluXknstWKu29jSDi3Va300nkacQHHQi8iqjG97Dh+rWtK3TcIlqBGQr5a7gQWex00ueGtbIzbKxGyZF26lj6xfXRun96m3oLqPYrKYukkgHpv2HhUWLqyyaESbWU2cG4NvzUJg0LNYtfqQodulzfSmiSLgPFuVi7g9KnQ3HspgzljM8nUmwIOpSLnttw7tEwKJJxqTmSecd9reUDwFv9VD20Gt9R3doL8e21Y3Uo0qAjcCL/TWdGymYEdl8zE22VLK44Dy7s27f8dYQ1ZqTq6STyd8qebBozBAijUHa28E/u1omREAjfdNjSRfym3bmHC5G8/xtVU9ROTSrH4wLxEi1gbE8tOddTOVFsHl9Y4i+766GNFc5DkIelVN9vbpfX6qVQZBER0AXpcasSL37ap6CWpZHNtUW0AF7Hie2k0ORjclh+VqhuCkpIFwo1PAWH5GsrMpC4yENwxvY6qoN/wBo/wDyrTFi4Ii15ZVlZJGwK4LNwVP7a2SM2y2HGURgP1O2rHjrUWuXWp34W7De7GMcEuRr81T8o+BdfSy6DnXPZ3s4W33mqhBLGwPHjW1awiGyqRxbQ9R0H9taEsEdlj4EkcNeP10xAiBZWdupmPPsrLJZrYqq8SDY4djt09h4Uq3vOoOqJwxNHGIzxHMCtW5ElBIXB7bVna0FJAYtobWFq5nS1ty5SBoFHb7atY61Dk2RYkWBNxz+upeRDSASAwsuo4c6h5RqoQSxuSR2/VS42sEpAcAaHWrriQnYF7iwB01rSETJEFTqeQpoCW0AacL02IkNAOWv66QzrW0J1/uoAJJ4WsRpz+ilMARPD2e6lI4IgezUfopSBIWt2GmtBESgJvbhwHs+mpY5I68tONvdSSGaOICPT5tOO7/LW1fSSz//0vaeU7NoOHC9eY5bNkiewlOGvP6afOEKAiO4Fr+41NnoNHeU4AJAt2doqfMtQ0ZIx2sfbcW4VacsTO2C1xbX3VurEhVRcnSmnIie0EX5j6q2dSZLFTkTp7ez2VNajbLAFva+1RpW5EkraC/PhTaCSnKkEWPKz32oje3l2VFXCHGp8yyvWsnKixYL7ZMUMscoJDMp4Kx9i9Nawyp1Fi0yhSeZ19oqNGdHmSk9B6B/U0uGI8OcmTFZlVSdDHfTj8FKIM70TUo94Np4XIpswCbAc/aaEwBYC3HXU/20xAAHH8jVAAjhb30ADaTSGEjTsN7a/VUwAeYHbw93tqGMIVFGgsTyt28akZxHH81OBB1uBe3M0DO1HAX7O2kwDrx40gJDhxseZpgwNYHU8qUAce6f770IDhYWJ/PTgZJV7BwpQIkzWFwdeyp51TiRwzhysbHhQroIZ1uNjw91OUBLbYUxHKgJtx9tABAuLfm50gAQo04CmACFPv7TQtBHG17kXGn10+SCAFhax+s0rXqt2OGwEjUXuDpU/JR9R8WgiJPcOAseFYPBh/1YvncrKRXOl/8ACo+LF0Q+VjjGpXu8KPho9kHJ+IQmt7cOyunHRV2IbkmQGU3sf7K6amTKJYN0ZCgKx5kf2VfJIXEqMZUqSjbtQVTQE0K68RcWSl89VPloqgDhzp1smKyZOI74w/E8+y/ChgiZXg47y8Ow0DJq6vYg3BHu4VLlDUHG9zbT9PGlAxaQ7pDf+XHq3tNXWsEtkEZgWAW6tcgHgD2VpCMyuRnRQjLqe83K30ULUGMQsEUa9LWs3ttSZSGmYC3aKkornO2Fio6qa3ExJUU23Rtv0O4fpqpIhFqzlYxv75uNvMgeylGo5KmyQ5SRkKlSbN7B4arj0JkdWeOTbtNwRp/jWbRomSBIJ199udZV0ZbMSGaOXJZmG2W5ADaCxBvzrl3s2dvGKl85hEWrKq2KqeHAcqqTJCC5CrmBXYKJCvkKT067e7b5epq0r6gsvKarCTduZwRfqFgumvOuuTiLISCN8dtg6R7amxaKSxmLSXZbXC25+yqWhLIglSqyWN22tqeJ5UxDDlfOChgFCEOOPuqeg2WLYxjU2A07fZXG7c7/AKG8QiDOSAEtoRdjrb2DtrpVerM3YKqFJKgWPb7aokoCRvPoAFiHAcNxqnsJLUbW9hfTtNYNWZrojmTVT9P6aXDxCSJNjY24fTVtpCSK2eNFDMfoqFlTcL1DdY1KmO/rA1Isi1ujNkRdEa510F+VzypiGEUpGF5241LLQFtyOgtbSgCY1OvAcTQBAWubDX89Q2NIiSd3C45dlRynYqCpjodNL1m6tjTOFr2/N9NCxoJOcajTSrhCJEbba6/3U4ADd65+u1KAI7dRpc24CgAhlA0vfW4150tgCLquvGotdDSOBBbQ6cLWrF5vAriEcbke76qulrP9RNI6xvqOFa2omTIFF/fbSmwOZSF9vbQBxFxf6hTAiDy4mkBzE3Bt+as3YcGhikfgZjY+L/LWlX5Qe5//0/oKxALZtdedcNaNKDSQ+Wp8Pt9tXxETCAC9vpqXWByQsSw5D8vZXO7S9igmIEe7lW3CEKSPlAaHT81UkKQiMjQWHOtaKCGT8u3vrZkh2nT9IppCJBde021+urEHbYdo7aAMf+p3eP0uSQEpIhVkkHha/i+Vr7ahT1NKKWeH9N9Ay/UzvgZVUN94W02/Naq5QVC3PbY8GBhY8XpkoWTYAhLqDu3d74tn7VQxpuZRgZ/9JxnI3YD7o5ZABCDfZ4nu977aSuzRRDPboFjUKOAFhahI5jtw4cK0EDcD7PfTEBrm/ZyokAgEgA35UMYQPZpSA63bwoYHG4AsdAb+2oYyQJtYilASAg+720AEKBz996YHLa1jz+ipgYdl+enKgCatYaD89AESAb2Ps+mgDiBY60AStyOtKACoBFhUuiY5gDxKxsDrXPfta23LWRoAhHAN0+2p/wAVdGP5A+WpOp4/npPtfqHMIjAHGqXbJbC+QkBY95q0WFpeqwuS8A2+k1tWsdSGzha/G5+uqEAgeI6VPJDgB223X+kVPKo4ZDdHawBPbpeue3c0+29v5TRY34hBU6EEjstUruKv23B0fiFpB8Jv7qfz/hcOH1I3uLhCL86hZV9lh8fqc0iINQQL63ArZZfCtyXXxZyyKRa311dcj8LVJa+pMEHl76uuXpAnUFl9p+jT89Ve9VuhJMNoyAeY0oV6PUIZE7RfmTWysiWmLSkQOr/7Tt1ewnsrVOTN6F3mIqF2OgFydOFEAQxAd0krWG46J/qNFmth1TLJZQt1HUzdnL20IGUIqSKY0uqjjftpvQkljuWj6rA3N6bEiudVklCHidRbn28KEDIReYMddeH5rGqe4kNYs5lW5sSCVJHD31NlBScgyMmNN6DqfXp5XoVQtYSR5C4Fz5gAF+Q04VZE6jqFLgsnWV0vqPbas2jQ50WRSri4+q1CBlWNtvsuVZNSvG9NiQ2LWJ9+lZxqWebj35M/lmwjBA6eIcX3XI1/erjW7O96KR6RIZL30jHTbnbb1bP3aqDGTKMoTJj4bgU/DoxJJQurcfj6tv2KpN8kVZaG+myRGFw1iwIOmorriDhLEQJjAkd1deXvoe5XQWiDCFjcqBwJNre+q6k9Au0ZKw+XvBF9P81C8QYCsW7bECGbRh2W5ndStaFLBKRkjbFa5Ww1YezWufFSNX6rGt2LLK8KDzOtWNlHi99q6oTMZgvmmtHuXVm7gHG5qUhtk4IwkQHM6uRfiaTclJF1gD2modoKgrc6jW5PZXNbuNYNFQgUa9+APD3VmqXvr7RuyQu7Ak7tQe5EOfvrupjVVoYWtJYqbELt1MeVtB8q1QiCqWdEbw9bW7aYkMXUX/PWNsqW5qqsAZTqBx7Kw/yU9lyL4EN7WOlLnkfTiEVAb8xb89T8d3uxygXFr2ub2raihQS2ROjWbTsqhHWHEA3H10wBy14j9NAErEldDpx1PKkwBpY35moeRDSBbgBpWTvZ7FQgd4Xtb9dT8dnuEoOl73N6qvbrqLmTVbdQ4VosaQpAwA/t53rRCOAPuJ4UxEtvAcbcPy1rJ7lkCo7ffRuI43sCOHD89JjOJvcjQ8eHGocgd+b2/wBlRJQ7i/8AhTWFu9/lrej8jJe5/9T6QoFx28/d9NcyfQolYc/z86p6CRzKLWFiL+ysNLF7BUC36tOda1xol2AdSTe/bWvEkiQvZ76ngOQ6X/RVcRHXA9x7aEDCbn2dlawiZOF768By50QDA77QWPFQSfoosCRmeoRReq+ny44fyvMFwTyIsf3azpkV1Jolxepnf0x6TkenQzPOy/fkFVU30Xnr8VOZLutTSmaCKZmCh8rb3tAwWs3oyqqV+IPTMCHGV5I4thk1JNyTfvMbmtKrSSctug7uOo4e32VUpmAba6ced6oA7Te300wDYgaaeykAQD2WpDCvDjb++iBSSI+ntvQwBztUDOvbhQBwNuA99AHXJve3GgYbW9/5qlgG/wBVAAux1+ugDlUDgNaTAIbT2W4VSGEk3uOFIR1/bx7aAJ2FwP7r0gADbS9IDt3ADQUwCxGvaeNqEgk7nbkP7aqBSDcdRxuPbTALX2DTTj76IAGpY/F7aaQHcQQT9VAgjQjtqLNFQStbif7qXJBBA8NB9NXuIIOg9ut6lwMidABx7SKAI7rXI5UwJq1x+qmqibCTYdh+unAA3e3T6qEDOvy0rQkXzV3QEHUg8vZV13ItqheWI+Ro14zbptrTT1FA1H0sAbdQ4e0VBRCSNzJZDa/fPEWPuqkxNFwUKLe730hlUJJU3PM/X9NNknSAB1Yi9jx9hpgHHO0yR8Re456GlbxHUttHEGYCxtyFqlWkcCTPGuwSd5ixcD21pBDKYiyTENxtfb7P+KqIQxvGx2VupDdR7D7KksKTK25rWuAwPtGhpMCt5BHkRyjhIbMey/CnEqA2Y6GUa34DjWSRqYuE0cjkqNGkZwq8wWtuc+6uJa2Z2W0X/YSlkaSN5UYxtYhCwG0Kg2Fzx+JqtEP6mWkl54zEgO2RTDuOgS6oz3/a3U41Ks/Kb0N90qjhe9zra9drOAtMu7FRVu5YWJBva1GzGVsW8oJtsGO3XXjTSkllmLEUUPI13OnuANTktBdEXEjifrPP6a5+Ls/xNNhWXILFY1Q2OpXtt766UoMmwqN0t+9KBw4hQf8AVQCLI4dsm+RtxGqDkO3Sk2NIuBAtbhyrG2Q0VTmJZrchx56+6ua1L5H9uMtNIjsXjzNa07atWS8jYWB2EC2oroUIzZXFEE1axc8bU2xJEZ2JRT2sNPbTQmGE3XzCQC3Z/bQxokSq30HvNY24o0Usj5i8zx4Vk+4rsiuLI3BGug4cDW6ehICVJ7RSbA697W4/RUgAsNLGmkBzKb6cqYgX27TzrN8mVocTw0+k8tKn4/EcnL3SSdAfq1qq0SFLOYgMba1ZIOm2p1oGHlrx1vSEWi/I6W4UNDBYqR+a9EgdwN7W7TUsZE372v8AjUsDu0m/6aEBw7L2NS2hpETctYfn9t6xsykiVgF19uv0VVKMTY/im2JMRxO65462rprWKwSz/9X6SORPV765igs2ht+XZwpZLQNIF9NO3hU4q9QsyQvz1/xrpqZguOZOvZTYBsONqcAde/G5typMEcBr7TypsAkLbQe7XSrJAdvE8fZSbGJT5asWijsxOhPLWuPL3SWiNqYnuxNzjqVsvVbXTQaV5/LTQ6EmCDNSXbirIVZ7hG7AOVd2DI35beoi1Y16Dv4cs48xgVX2WJt211cTLn4FxHs1FU0ZycFINgOPt0oSESUWHtq4ETsRx/Pra1AgA7vbbhTANhYW19poAA4e3h7KQEuJ7allEQCDpz7KQHEAjt9lAHbR2WqWMkRf20SB1vrNLcDgCCddBwogA/n14mgDhxP1GhgjttuenZTAOl/z6VLaHBwta3D9VZ/LWdx8QhlGnD6+ypeaocWDo0u1zR81fEfBhDJbiLc6Xz18Q4M7pGo1vWtbomDiR9VUrCOIAHs51YHXNgLX9n0XrN2tOiHCOJ09vPW1Tzv4DhA3Dbbh7KfK0bBCI/eE8P11wW+RvU18pIFtL27eFaUreNyW0Bg2liK1fydGSoI9d7hhrwsKnhkfuHNV0J2Y6E8OwVssV/uJ5I6ygAty91aUo1u+RLYVtxHHhWpLJdmv6rUMCOultfZUrcZIXPHhWqJZzrdSKaEJou/FeMklluCedxwq+pHQrRlZUDtZ0HeGl7jnTEi5J7W6xIARc8CKUFJjAIOo1rHnrBpxKY+kFT8TcffWzMiLKSDfh20gYASMkHwOtj76fQFuW5C7ojtOoIPvtUpJFMTmuTbZtU3Zu3SrIZS7DeoCkRpbd7zT6C6l5MglsCAbH3+yp6FaySChYxe3E3PvpDaKiCyLG41GqkXHd4VQoLmlDQSFdNqm/PlrWdlBpUwvSTD5N4iI9zGxJvtQktpfu764Ycydt3oSyZtsEskShy8hAY8ArL1Mu3/LVozYskLJ6hDNHdkV7szG9wW8tCfg2/6KK3iyQ2pqeid3Qh2Gh0J/ymu1HEymNZUDsdCW7nsNU2thJFm9ZoyxF9pJAHs0oSgNy+C34dOQP9tRdSyqvQm12W1raWB99AxdoSrqL3Zr9XYf/jVSKC6NQiWAFhx51LKgsGup0rO1W/1GtAKBY6cL8eNVxSFIbg2117KXNTEhBwJB7COVU3AIDP1a8tK5leTTiB3v2+yo+R22Vh8UiMih1tfb2Hsrpxz1MrIESqOkG9uB7atiQCiAseNuF9axeGkyy+TALXFrVaqlsEkR3jc3FqbEcFHC2nAXqBnMRfQX/LtpiI7io1NAHcRYn2/noGDpGtgTpa/ZQBMDsHLnpQBAcraC+pNAjjfdxB91ABUjaR+miRhseelJgTUki3LtpAG4B5W/LWiZABOlIZ1u2+lQwQDa3vrMoJIHLjStYEiAItb2m9Z1csYSBY39tdCJHMQXw5+Fhu/y1utiT//W+kMe36awKInQWuA3M61nfXQaOVm2gEWFTilKAscC1xYHXjXUkRJIEX19txbX9NDAOh0PO9ORQAN2Dnz40JgEknS9xyFOZCA6a8D7a0JM7NzGLmGJ7AfzG/0153ddxGiOrFj6sSdioFuK15sydSJRyG2pAFrX40VCyJwRY8WR57cbdVuF9Ov81dfa3rOrMMstaGoNeB0PD2g165xhCgjX6DQAbcPZ2UogDrjX/GnIErg/3+ymI7U8fyNAHXJ/LtoA6/T2XOtIA3vbhY8KUDQL/wBlqQzr3PbUOw0jr2JA4HhWakoNhf8AK9WkTJ3DhVAdpxvQAd1+f6qQBpAdzOtuf5qcAdcf361DSGcLdt+08dKlJDk7Qak3pcF4Dk6yt7OyrVE+hLYNo11+kULFVA7M73mrVUhSdfkONAAZvyvQwB5mnd0HG1Y2yte2xXH6khI3Zf31CzX2VSuK8TrsdbaHnxqlbI+nEUI4G2h0FKbdQ0Ovbnzp1xg2SJ+jsrQkjpc3/upgSIUA2v7xVJsTOs1uX66aTFoG526aE8zWducaQUoInfcWYAVi1mfWpXlARIfFwrN0zLqUnQjaS5uTp7daXHN42CahG7huIPLWqx0ybPmJtFMkLx3khJ3E7nTiD216ldkmctlrKIh4JG3rZZLa7haq1QbkmRJEEsYtKL6Dgf7qUjgtQhUVTxA17b1nayktJlKSA7jfgxuTyPtqyCMmTBE1nkVTpxOpobBVb2KZc2ER+Ysi2U2JuNL9tUoBplxz8W9jKpO3dYa6dulQWkJzZOLK+0ydRIKCzGw0tfaLVSukS8bYVniIeKUkF+AANyO3hSd14gqMh+LiiybsXddm4nadAefC/Ki11A643JKXPjYyII32DQvoB/EV6alZFJTxsi8kk9gIygQaXI3E/RenXJUl42QycuYY4ghVBPICtma1h83S3hqXZF1oZsOJkYscmGAjMFLmwZj8m07PD1VznU3JY0myRFAjkWKzSBEb7sqq9/u9PxUPUmChUylmRisf4YBW8wIxY2O+MHXppOq39Q5Nb8RLOQxcdJH3QjPE6ruaQrurf5UjB4ick2SXUrtVlBsNuhJ+nvCp+YfxojHJkmILGyHcm4vyLW+X/TTWVsTxoks+XHGl5IlBNhZGPEnb4qfNvWB8EXhsny+qYF+KsgAX+INTdiYQLZQQOZd0luAC7SfY1htpc2OEIrm+oxkDIZAlzaxuxHY6Krfw0ubL+NFS+oepSbo4gZWNz5wsFUX7q+Jqn5B8Eavp08s3mq4YBSFUMOq20G9/fWlXyRldQNbFvzG3gDWH+MuUyHPQmLL268q6EoMwWAGot2UpqvAeoCR21SYQcXW1HJChgIFtaTuh8SPYNBUPIh8QW3aW0vR8iDiG1rAGnMgR0BNhx/TTAHSOFhQBArc259g1oEG1vffgKT0A6w7Bc6gdlLkhwHw2o5IIBzsL+2lyQQGw1JtS5oIO+7te31VPy1HxYdN3DS+tqTyofE5SAeGh43qHlHxODWOlT8o+JzOdL/31NsugcTgS2o4fXRTJINQAgDUAVbbEgMRb9FZNlEN1uHv1rn+SC4ODgm31+ytceYh1H8UgYc3Z1fVtrtpZ8G/cQ1qf/9f6MOPt4XrmaLInjYW91JrUDhc3JvryHGiiiQZw28udbJkHBtNdOXvq9IEdu07T9VTA5AG4m/0dlJ6Ag3Ol7W7Nf1VpVQJsWzMsQjy0sJX5dgt3tax7jJxX5GmOkszATv0uzG97DSvNWC91MHRbLWuhBmBkFmIA4g3FZWo67o0V09jnXJtrqp4FaVV4eoqTopioVCxDLx/v0oaaYNJmjiz9fElQLFdDa/ZXf2/ce2xyZMfUdWSMgdVt3bx05Wr0jniCy9hrpQI4Gx11FTAztbcfrqhHaD3igAbtfZQB2trm9+2gA29tSMIHUL8rUmhna2B49nspQMF9fdRApJgak/XppTABOvu4kUQAKUAcNB+v2UgkI9x93KgDtbaH2frqZKOFuH5fSahjO/R200I4nUa6860SEcdCdSRyogAgC3sOtxrRIA58x/bTEAkX107KTGceA7fb7KjRDOW1jb81Pkgg64sONhU8mugB324KT+aotma9tylX6gaQ/Abdnsrmfc2fssXwXiRMhAHQb86F3V9uFg+NeIS731Xhpb+6tfmyNTwI4rxAszbgAutYf5GTpUvgvEtLMVN1APtNz763pfK9XWpLVQgtY6fQNPZXTV26mbg6407KoR2+53DQHgb0hgGg1/NVCOLWN+HsFPkluxQziwHiAGnE60vkr41Di/A5uWmgrURRkQqyl7XKgg+7sp1YmdiH7tgOG42J48aVnG4VLHKg68Pr9tZzX6FwxCJ1DSsvxHT3V0PoYoXkkmGTI6dS7FXaty19S3u/armzWiDoxLQrMsYU+fuRiTtVuBvbvbRWCubcSErxp5aMwu6jqZhYpx2hNvxUWuCRU+UjgAbdt+rc2xDqLfMrUkxwRXMx4EQqVUEaiQg8eDLtDttppg6kQ7PnOu4MZFIdwpkUrbo2oBpu8HVWjGlCJB45YI5J0NiNfOWxVh4B3dqP3kpNMWzgsjzsUMYyWDEEKg1UW5Lt6uVS2xcSuLPxmjl3wv0jbM4NySeEY0vRyHxJYWdjy+YIk8uI/wAwyyWCqNF6u+tN3gHWFLI/+49IeYxl42lB2BdrOh1H+5bxfFTdX4EpjT5WNdHARQ4DkjUXNtem67fmqHYpVKlyop3ksdsbnbuJ1ew8Ngf4aVm2PjA0fKkRFL2A7tiAwt20JwIpOQ4mQgb9w2BBrYgdO2x8VWrSHAsmkbGmb8Q0awtENrFiWabXuKx4fPVzAKGtPVy/sM9vU/LgXDkjDsy8ATpz191Rz8B8NZOxfVHSIxKptGdxLAtpxKjdt6vmrO14LeMvb1WFpFMT9S9+1rkHid2u2lzYljISepCKVmZdB2sdRSrdMfxaGh6LknJimkKheuwsbgrYbba114noc2WsM02ANrk3p3pPUyTgiwBPEkdutZ/4y8bFcyW1Rt10p/DUXNgKjl9NHxL6j5HWAA1seyl8C8Q5gIvbXXgal4fqPmRKi/1fmpf46mdQ5nELwH66H29Q5MjtFxz5cez6aK9vVPQHdsJ10+mugg46WH12FAEL9QNv1ihgEkcRwHGk6yEgUDn9XKodE+hUsFgQ3Zw7al4qhyYSLWNvz0fDUOTONiTrrapeBD5AI0ItyOg51PwLxDkT23BI0Iq/hQcgW4W4/qqfgQcggXPDh7OVP4qhyZ1uFx9VS8NQVgCw0FJY0h8jiw46X4e/SpnxGRJFuHGoa5DTOAFjc+3UUqY11Bs4AW6ffYVvVIhj+Jb8FP8AtforoWxJ/9D6NcX4GuUsibk3H00JiIsNLCtEJhAuRpa57eyrgQbcCOFLYCLDnz0A7KuRBAOotqeP5WqU5YwXYC/s6f761JMSKOV5ZHm6n3dRvew9lYUwOz5X3KvljSuxcqgMVQWB1AHPWu5KEcsyzpi28QwR+fPbqvbaiE+K9c2VzpHI6cVes8RbIafFSLzegqwZlGugN7rbw15l8arZP3HZXWfcaU/p+LlfeqNrvZhKnPhx5NXbfDW6nqc9crqZox8nElYS2KHg3I152fC6nVXIrDf4wlCsgBFu8PZzB7aMfc3roJ4kxmPM2AKbsLaueIvXXTvFszC2F9BxJVkBKm4+qxrtTkwgO7S356oQbm4119lAHaczw/wpgVDLhfIbGv8AeoA1vYfbT4tKRSW8T+epgolrxtp7KlgBTcjsPZpSGS4cTccuJvQIjf8AuFEhBwOoJ0oGHWx1F+yhiO117PZSGR7b0mBMXtqKUDARwvew9tSxoJN1sOPKkB1jcak3qkBK7Hh9A+mqkkiQ1gdKGhnMOROnKhIUnGxUkHh20MYL2spNhRAABFyLnSmBK3V2UgAL3IH+FICV9KE0MgbjQa0QB2t7HhYUxBGhHOgCwkm2lrCkxkLkL7eVqaEC/t0tUyB23S9z7KHWR7HKAw1Jt21jbt3b3WGrwQMa7rE3BFZ/4FfEv5mcIAQSOPAa2o/wKeIvmYdqptuTf2mtK48ePe394na1uhzSoptuB9nGtX3WJe4n4reBDzoQp14++1ZPvcW0lrBYj50BvdxfmNaiufBZjeO6EMpDiuGjeyvc7TzPbXrVco4bLiZXrZeAgdTTzqApA0ZR1NubtSuXNv8AajtwLp6jP/H9LiRduTEw3jduIUd3y1ZWrk4a/jY6ZSRCfMa0QcmWWQ9UlgJdrd1Czb1Cbfhq0txfQKTukkiHckKMCxLozMbKAeYcJ8tQtge5Ey+ZK8KNvCAMbjag07bbqaq4l+4tW1f4kJJ45EvC7eYgFmvroPBezbaqqsmJ2TrJo+netokbYvqdnhIszSC5Ab4wR3K11MLJdB3I9ESFBkYDM99Fi0YWY95G7zbPDUWryRVMmupg5Mcomfzg4mj6mja6hte8qrU1TWhtpuV5sGQMGaXcyEsI3uQB9nQk08fqRGRyoEMLG9QGT+GMRjViFYkWANtOskdX7VdFmokwUo0vTpposaSBzcmTRiugUAbt23gtYZtWbY0Nqxlkh8o9QO0EEFdpXwxs+jVhtJo1I/6f6flSSr+Ii2qu4vI3Qqi+nPrk/wD8aVpWmv0JtkhGkJI4i8fp8XnStbfkk3QG3ikJ6vsJWqXH0oxcv1eWpi5npfqeRkSAqNypdi0inieLa3732KFit1L+aq0RGL0z1JZVSSLcDH0ujAWv06bn71FsTIWVRAT6b6gZZlS6tCo3uWA4g20Bbdwo+F6B8qLz6ZmLKUSNiqhWJJUgkn7dQ8DgpZ5ZePSM7QGPeLWB3BSP01P+O+hXzo0/SsaTFx2idChDcRax0411UrCg5stlZyPMbcr2+ilyt4EwgkgnhT5PwFCIb+QBqHl+lh8fqcGsL2NL5bdK2HxXiEsddDrVLJ41sTxOsbXtbnc1oIFurbf+39NDAjqAbi2tKACQoI/PSGS/NTEVkaaj3k0gO0O3sFMRwUXNuFqYwqOm3h5ClAHBSbkfRb2UmAbaDiBRqPQPTa9r+2pYHALx/uNRyY4DzsNaFZhBFvyv2VLtYcI4HThr9VS728Bwji1+VE3DQh1X4ac7f21FldjUAt2kE/4VNcTSDkgEDXT3j30fGxyc3beqWEXI5bju/XatlRIlsfxf/Dm1+L9FarYk/9H6KNNePvrngqQ+wae/jUapjI7STfl+itaMlolt1Gmh1/RWpISunsPKiAB5ent5/TQ4EErrz9pH6qaQFOTMsMTM2p5D21aRLcGTEGZr36edu096t9jn3JbpDv2rck7YgO3tqMjhaeouill6Y7YcG2Lc8kjbmawJLHn1eGuZVj9jrmRXNkLPskUO6KE3nnu6j0ivO7qzmDpxLQa9Jkb8P5BI3RGy2+E12dtk5V/UwzViw7YNxG6/I10sxFZvT4JFG3oa9+k8awv29LdDSuWyEX9Hy0kSWKcSbTcxvdQQO1qzXbJM0+adGaMbiQN5y+W6X3AHkPFpatJjf2g14EY85Q4Vr7D3HN/yNKudPX2iti0HdTY/38a6TngWzsmXHx/MiiM0lwqqvt8R+Wrqk3qJyJnFyMeMbE8yeVgzZCmxV/Fu3f7dqrkmKB4ZcKzrjM33zLuFuFvbUOriRpjWjDs7agZHb2G9hSGSB/RrrQAOJ4fTSYB1trxpgAg2oAP1X586Q4O23FTIEgBb6PyvQxgYfDa1Qxo4KADe36aTYBOoFxw00okAhbi5sAacgztum3l9dqbsI4gg3FrjtqLXfQaRxBtwt2cKl5GNIGo1A+iqTfUTQNuhtx7RerVhQcLgcf7aJGELYdl9aIndBJ1jay8T2UKtUEsDLf386oREi5uKYHKDuPs4GhgSHHT66hsZwW6ngCOFSEENj3JJGnA2rnazN6cTROvU4CXhuFvd21KWbx/tBupJdwHeufcNK2VMvW39pLdfALKzLxG4dn99bKto9RDa8AKBbvG30f2Uvib91/7R8voQMCE87++/GsF2ONfcX8tgiFRrb3adtartMa6EvJYBjUC9h7dBf66uuCi6VE7tkfLAGg/RWix18Kk8n4glgSUda7766gce2tE2S0gS40E23zI0ccBuUGkyk2imbAx2jktBHvcbSxUX0+ahJJg7NokuFiqSRGgLAA9I4AcKIDkyuHHjM06mNQgZGUWABIA6gB7qppQTLDkQqsWS4A6wWUWGjBbULWAcqRWJVkilZx9wYEIa1hwLNVNQ/wApJmdy37uWacKqltkepUcGvpfnSiIHyZYmIkc+2FvKO3cVW9r31JT4ah00NFkDlRw5EPl5SAMDcXNlJ9/wsPDWbRrVw9DKyvSsfMxpFwYhBk71WVJAbKQR96i/L3uisZSNdepmN6jJHLKsuJBJnlhEsJRrvJf+fw7vV+3VNJ6hD2HovQvw8RmzMr7hSXkSMFQxbVh3tN7dGxfBUTI0+iXmGMOFJMwy40SRunQBEFKxppe8o6PPb5d9WqsLWhamucZG1lJltwRidpt2r4/2q1VUjmdvAEbAiACyq4Oi2twrWDOZKsuF41ypgbXhsL8bqG5/tU6taEtbleLAxGPKWJPkqrnmSDup2e4JF/4VT5/UQciwb2WXb061M7DguVTtC7jf21k6PxLkkAbjX36/30cX4iklaw48apJhoQ2gc+f1VRJMMDoT76QAJA04k0Ady119vsoA5iLacRw1/spgRBGmvDgKAO6fq7KTQw7Vta1rUgCVHAjtpAR1N7GgABQL3oA4LY37OzspgE258eFIAELYEc6ADdRp+agDvaNT2UADgeznQBxtalASdcHX8r0wCVvc/VSkDjbb2n21nAyIUC2ns+irA4gW/IiiAIW/K1KYA4nXhy4UIAGxNvr0oAko1sah2gaHsQf9tO3vP5qdH5GDP//S+jaEa1iMlcnhrbjaq4ySHab3tWfFplSStY6e89tbV1JZwXkeXC1aEne4acNamNRgvax53NqsRj+qThpCiHVB1H2mnisrNx7TLKmkURuVCpoTJ3RbTnrW7MqjGDGFY3tddf3vfWeQ2xIbllKRtIFvtBJAPZWNnCN0pZh5EXqOSy5SKHjcqpQaMAD/AH1xunyam3LjpJpQ46Rss0N0YKVZTwN+T/ZrWqVdUuIm50ZcuWvm+S9lk8PHXtqnlXULY9JXpLw3AdvLlb31oroy4wSsb6/SKqRFU0LMDtO2TgH7B9NJ1TKraCuCBkJ8yxsNoTlbnU1xpFXvOwwiqqAIAFHAVa+hk2Lw+oQyZUmKNJU49hsL9J+XxVo6tKSZGZDLtPl2320ve3uapUAZ3p+EQJTkkNkT65MZ4D4Nh+Fau9vASQ2cmKHIixGe7upZD7F8J+iohtSOdRnlapGE6WoHIDc+8dmtABBFxfSpAIPZqRwtSGAm/vvpztQM65HupMCVyRwN+3tqZAkp5g3tzqRnMbr2250wOFyBrx4UQIlYinAA0BHD2a3/AEUNARHDj7fzUp1GE2BH10QIjYXOtraUwO00JPssaaYyQUcjoBxtTbQjiQOm/uvUPIhwzl0On08qPkQQEhNb8ew0vlXgHEFjaym4PC/bR8mo4I3I04E8dNf00vlnYXEChgx7OXI1CWSfxLbRK1766CrhkgJ9vv0qkI4WB4/Qa0JOAuL315VUAEHgLaHjrTERJ1sP0UwOAOmvvpMZJio48edMREjSx50AdtItY6USggiCLgc+znUu6HASB2a8uFS8n0HxBcaaUcmECmfmxYWO00lyLgKgtcseCi9Uk+obnnn/AKi9SbcUCKoI6Qu/Q24Nu6uNVJXA9DhzSZGMPPXbPqJEHs4afMtCZFlBOSA/hzjjpLRkAdlharT1khrSAskcEYc2DEKpv9QoQFvkp+JaYglgmwDlxvSnSBinrg//AKXOttTYAaWuSKzvsa4/UhL0eRfJHFliO25J6VZQ23n3ZK50p3OnIo2NQ+WXV9oLE23+ICx4GpbgzUwIepzsYJI4wRf7sMdBvcbOJ/5Y691Ou0l1Q56ZCkPp+NFGoVRGvDTUjU2Haa6EpRz3fmZcwGxubAG31U61SIbKMJP+2x3JI2C55cRatrPVkIHqBb8PKgW+5WVeepU1zq11daeQtpR+RyMMfHjBuwChBbiSBy99O97ctENVEsh5X2FuJUGRbcC17J7NtZ2tJvVJF2HMI3SN2uZL2BN9V47ffV0sTkr4GloR21qYA48uGlAEQOVtBwoYHHzLi1rfT7a5rVy9HQtcSBMwvZQbcaxds66VKih15R4foqfkz+A+NQGV+FtBxqXnyrdf2hwqHeTbkfdSXc3DgiO+xJNiKP8AKtIcETEummmmoFX/AJTD4wCUdmtqP8sXxkldSNDx43rfHmrbr5iXVo4ltbVuQcSCPb2UAcNeFAAY3GoH56EASeo6cfZypgEcNedIDidRyvzNAAbhw95oA73UaAS0troPr9tRzSHAOm9jxH5qz+Wk7lcWcSBYaWo+eniHFgBFtCPd7KTzV2TDiztqnnx7PdTV0EAsCDzHOqkRw2348ez6aYETqbXtxNZuBjuKLYk5HEg8O3bWtY4ie5//0/owX2a/XWSYyQsG1+mrqSTBG3hbsNXAiVj/AHWoVQkibbTflTYiBPTw4UkBTl5Agj32ub2UciTUZcirWS6Vlnn8uVSzMWsbXJ4bjxrm7LK+T/IfdY/LJWk5LxOx29V/ZtI23r2HU89MbjkkSKRUO4sbM6kErc8f3a5e6bVG0dfbw3qVzN5YChiLnUXNuPA614StZnpJI0PT9cSJuJIF+zjXr4PQjiv6mVZSZhciMokchA3Am499/wDRWOd2X215G2OP6THnyjD14/3jx3377iwvta1zqu/vfBWDwJqGzvpXxHsfNWUAAlZQAWjIO5b++1efbHajFaiNCKZ9+pO3n2fVWmDM1aW9DnyUUDg9nDiDXuo4WdY8iL8KYhXMiypY1jxpRFc2Y2ubHjtPharq0tyWUrhzI0KDYmNE+9WW4cn4W18V6rl/3hA1jZsM7yRqy+ZC214wb2PsqbVgaZcQTcjRraE61AzLkxRimHJmPmTecDJLw0N1CgfD3emtk5kiBhsp8SGISgyTZEnRGNSobXT/AKYpcZ2G3AzB0jZ5nmMveJOovraoYy7Xbf6rVLGdrx7eypGdfs0/LnSAN7ngCfp5dtMDgxBP6KlggjdcW4/rqYGEEk9unGkxhLHaD+XOmkBMf40AQLXPu404EcSSb6G5oaAJv3eR4UJAEqTw/R7aqBEFudQaUAdYA+w8KIGWABdRakACLG5Nr0AcAWF/y+mnIEtSL2tfjUjOF77SQBxFJJgALcacOVVDEBwVI1ANZxfxqVoAbzoDr21UW/EWgOqxNxccByBpOt/EJRzK1xdtOzSpdLP3DleAFDa6ke3iRTWJ/cE/QBva27QaW7at0f3WFP0AAxNyT21So/Gwmw3JFr+7lV8RHG/vqoEE6g21/TQBGzWvf6DSaTCQ2N+OltBRAScALEE3OvZRxQSdsAX21QGR/UOJLk4SmK58ttzgDcbEbbqB76GOr1PJpOEfpYqeRvYAC3VYHwd6sXU6eSPZ4zIzwsrIXZS8mzW7MB13+HSqomjK70YxDG7TRSsxFlYG/O9v+Gt2YInmxmTHMYvuuD9RBtrSq4YrFwK3FjqePbUlIQ9akEWC73PSyHba99RoazyqamuL1Gf6QiRtMoJ2nundc2vu4/Lv21zUeknRdyasUTotmkaUsb3awIHJdAKUEWZnetFtkUcZsWkswGtlC9V/3qq2xWMfwCRhQdRYbbBjxI8J/drbnFU2YWU2ZYzoo6m2qdLm/wCqtaudjN6FZMbxmGNha3SB7OdVsIjlNFdUaQK1zdBa9rEU0mJtHOysYlRg2xr7b6nQrU2qy62RnZWfhu+wHdlA7WXq2i3KUqNvKk8FnqNZqpwW4EJeZZmt5ak+WAQdR01FaNF2yJrQ1SAD7Dwq4MpBYnU8OdTxfRjkkCbgWvzofJfkGgOBNyRft/upc43QQcVA1H00+aFDOvdeF/76pNMQAOfDX9dOAANNo7f1UgkG0Eg2BJ59lTbHXwqPkw7B8NteVQ8VPBD5M4RptI2+3TWk8VPCo+TIGNLC448ah9tR9B82TVQpsOHZV0oq7EtycVAB01/trURxAtwt7KQjhck24cbUDCguuvbpQAGsQbDnTAOoNz2GgAEEjs7LUgJBBa51PH6qh4qvcaYNq3P18azfb0K5sJjW1xfQWFvdU/4tQ5siUW9wTpx7Kzt2i8RrIQ8v6QK53gNOZHymFmLkHiRTr2j8Q+X6E9rW43Ht/wAa6FisvcRyXgAhr97gKztS07jTQbW46/mq5jcQ9iE/hpzy10+j96uir8rIZ//U+kfl9dZJAwke3h28K0SEdqB2mqTEEmxA4eynIgMQeHGlIyB4DkPZxoQGRmT75Wa58qPRBxuTxrz8zeS/FHRWKVllH4cSMHa5biicge016eDCsag4ct3dk1UJdSN5INgdALfVpXQZgBjbQja3AFNNKVlKHVlGRjyKFkNykeri3Lk1eVn7WNaHfhzzozS9LbzMGJzqGBt2ca3welE39TJZUbMoZBYLe6jTSuXvcbfmXtNsFknBiT4zKplZFdklLsDwaJ12Sb/s7azwZqtcfcd/X9q/3leIzwS+VJvcRofupLBo+a+XJ4oP4K1ulfyhdSpX/wAf/vmnjSLPFFMgtvsVB5G9rN9NeVenC0Gd1EpjfqWeuHDvYEbiApuOIIZl/c3V7lbvY48eLkxqORZYllW+xxuX3Gt05OeyhwHTft7Be1USJ+pR5bwEYzWvYSKdTtvqU/8Asq6NJ6iZD0/BgjiheIghNY5RYMQe8snbRezFVDWLlQ5IZ4zfy2KN7GFZ2q0VMlrqkiWdQRfdY/XSljFo8R1zGypH8wbdsSEWCA9766t20gmBeN3ysx5sN1igj6PMAFpZPEG+JEq3oofqENjK3rJFBKjZEX8xNTdh2KKiPEZfGS8aMRckAnlWbKRLS/6KUAHb7OeopgE8rDU+2k9BhCka2/PSgJDbiTb6aQwkdAtqTypJCCTYcPfQMjqO8twaYHAWtp7qUgcL3JtTkCV7C19KYHLbXsNAjgCSdAOygCSLa97D6amBktuo5fl7aYgWPGwJPPnSAkOnQCmBzAEXvftFABUWHCxppARYG9xa3O+tNAC1tTYchSs1XcEpIFksVuL34/4Vi+4xr3VL4PwAXB4kVL7rH9w/jt4A8xeAvrxGp/TUf5VB/GwAgrYc+NxfhV17lPZXE6MkQdTb6K3Vp6ENHbRb231rUkIUnvfXQASnupgQ8s8OXaeNABsQb6cNQaBAAtfnfjTAlpb9A9tACGXnCGQQR9Uh73MKPmrStJ1M7XgyHxt0rvGFMrXZiwFiTy6eFU6IiuRo28KaE4kcy7YlAsygWAYHa2n2qydYcGychaZfOjKsCtzvtx4cqaQpLTNFsLk2BO0aEa8KmCpCkqTMVVgxTjYGw/aoagSaYj65YenykvtAK9R4Dq4kVlk2NsXqRk+nu7tHu2gx7t7DTpN9m4H46ypRtaG9rpGsM/EYqfM3fEQCRpx1Glqt0fgYckYfqM/mvDsBaM73GtizbtzAM3D7nqqLUaRtWx6DBYnBxy/Fo1vfttWraS1MLLzOC4j26HQippSHp6QblGf5gx8sROfu2BKEngD/AIV0xKME4cAzMny5zJsDRoAS2l+YW37Rp1Uoi9oYo+ZltjiTcEkjuGBAsXY2WwPhVTWiqpI+RxItHEqEMD95r1X1Y8yx+mrbM/8A2jmHI2NN1H7iX+Zbwv8AF7qi6lfqa47RozbW/EnX81c5ucPo7DpTGcRoNNaTA7b+fT2igDraAnXkKQE9oPv4kVPBDkgVqxHEado4UCBpbj77UDDbW99amBkbbbgf3UAH9IFIAHbcHs09lEAE2Ol9B7KYAtxoEda+vA9tJDADpcHQcRQBI3J9vtoCAHkb299AAtuuP00QBZddpt/fRIA5/o/IUpHADJx0v2UpAjuF7fWalqQAWGi/l7edNIA+z6jVCBY2N+PP9VEIAHvX5cKXEZMWPLTnesrY0UmN4pH4eft1/RV0rFWhM//V+laC1tDWQHAHidb9vtqkxM47eFr+ytEIlYg2Iv8Aq+qhgAjW31UkwYrmSeTCbGzNoPZWOfJxr+VjTHWWZiLcg3G0DT31p2mHhWX67mOa/J/Qm0oA6VJPxf4V2wYyQjhkkbdKQAo15a0NkpNl0aIFZxz4e6kykgLC5bpuL8WY3FuwDu0NoET3PjLsUKYwb6aEfsis61XQ0dn1JxzxZURXVT4lOhHzVjnxK1WmbY8msoVaGxK96IgqxPMMLfRXz/LhaV5lU9JOV+Rk5sbYMseQGJVWUo5J+EiRZNG2rKK7cGVWn7zoXnUE4s+SJWabWFjfzbj7u4uF3p0NG/x/HSyY1km1fWRen+vvMf1D1+HN2RvHtjjYlDc3IPeDeHWu3HidawZYrVrrPqPTYfruPN6d58EJJi6GhQ7iB4LH4a6sSnT0nn5lxf3lUkmS7tk5EoTKhF4cVTca67de/u8VdKS2S8v3nK31NuMs0YcjUgEqdLVzmovJhFmAjfyoSSZUUW3E871SsJmVgZKY65MGEoknfIfy4yTtVdBvfTpWtLqfV9pKZqjNQzDHA86cWE2w3CE8z8tYOrSkuRq/TYi627NaSYxPOSaLDZcOJdAdqgd2/edVHeq6NTqSyGJ6fjCOMjraM7kmF1k3Hv72X/LTtZgkMY2fBPky4y3LQ23NxGv/AA0rUaUjTGjb3VAyQ4+w8AOFIDhccOF6TGGxtfQH9dAHa8qQydj20QIjbiTw50hnEnlx91ABA004/VQMibk8bWoSEG+mvG/0U0IPDT6/fTAmB7KQEjz150QBEkfR7uFMQRrpfTkKUDDztegDhpcfpoAiulr8D2CmASLsbHlSdl4hBFvKI6iLHt0rLJbHZRZ1KqrLYiEj05j6a5PjwdP/ABGk3O2J3rXt2Vp8dOlbCl+J2z2a3rSuJeAnYsAHv9nKuhKDOSJU7r20qhHDlc69n00nkqt2OGcXUGxI4XsKh56Ld1HwbIeYvDUns5VhbvKdOVi1iZxZzfaoBHGp+fLf014j4VW7OG8jqrox1yR5mZt16HX4c/bXTBBmet5zYsKRxybcmQ2WwudgIDvrwtu71a46S9TLJaEZyoB4mLN1SSE3uDWxzhi/mEEsYbHcLcL22uzfN3aTKqpGPPlxhJjpDvjkXdFtPUHOhurfNUcU9TVWjQPn5yJ5rWLRKImX528f+WlC2J5W3DIcmWRcbcUBbcsgOradV/s1Mrctzsa0aiOMImijlWb1NUjL/qCTy8BiRuUsBtNuQL/6KzybGuJamX6fdceSQsPMYhQg1ACIqjq/ep4loTnak5mcneEtIe06XvblW5zyU5yyNiBWCj72MGS4AF+OhHUtZ5NjbDueh9NSRfT4Vk1suhPIX6OA+GsHRWrDNLOLF6NawOh4eyufHkdXxsOynUXyoF8wSsLKE2uwFyBbTbeuxt9DNJdTNy9ghbGiNkAS7Nq5IO86mtcP1Mc8C0ryNkSSyqIse4kQLqd5Hl9ddCSS0OZuZIxecMkPkIUWRLruG0KFOi/n6qbaa0HDW50uU2R9zjgsBo7LYErcbupu58NNVjVi5S4N/EyYZAkSnbIoH3bXB0Ht79ctqs6lZMZFxex07OOtQWErz5XNNgG2trnhSkDt391ZPIk4ZUBvYWJuK1JIA7jrw7aBHXH6u2mAbWIH1n3UgONh7SPooAiO6aQwXHI8Tr20hg48Tck8KBB4C/ZzoGdz4/V76BAAN731NIZ1xw7TQAR3e2gA6Ef2UARuAb8+IPKkMkdV017KBEra6/T+RrOSiPb21aQiJsdR/faqESAP+NMDhw40gDbhaw9tAyJBBPG/bf8AtokR1wdNLch/bWdkNMcxT/28/uNz9FFbSmNo/9b6YE01N+yswCQbjn+fnUoGAXOlbokkLG1+I/RTEAmwvewpQBj5cpnl6R0Lop4/tVnXFztyt6KDtfioW5Q1wwihsZAOrsA+Ku5fU5iYit08Sban+6gIGCihPvDppYdv0Uv4FR4hRGJBcWHJeNJsaRKV3Xpi0cm3sFShsipAXXj28z9NJjI+XGbFuXMcfzUOWGxU7vcxwXkJIvv4D27qyyYKXTVkXXI09ADFdyQ1jH7ddfs2ry8nZVTlOx2U7hhPpkHksixqwbihuE/cWujHhSUzyuO2dt6nnsj+ncgy7VSBY0uo2Fi1vmuN1Xya68jorlpGq/tNv0T0jHwIAwj/AO4cWmYnjz4fDXTV6HBlsnbT0lnqOZj41roXna3krtuSSeRrelW/1OezgSxM7NX/AL2fqgdzHPEAbxnwHbatL1WyIVnubg11Fzzv2j2muY1M/JxpcfHlb0xFGTM3U50sCdSNPD81XW0vzCa8CsQR+l4YdXEcgIaZ2G5pW+Ec+qiXZhEGhi5SZMYcBlfTfE+jLfkwqHWCpLyWA4G/ZQBTkxzvC647LFK2gcjhf3WppigRBi9Py2UKLeSojUd5n3Npb42ZqvdEl+FJPDH/AP1CYGdyXCXF1v4P2amyT2Gh4OGAK9QPAi1rVBQRr7qTBEhfS407KQw3tpz9tSAd/K1+wU5ADNb9QpDBqdBa1MRNeF/ZwpDIlrDgePKmALm9qJEEaajl9dAEt/AjXQimgCTYa8B9VAg7rgnT6O2gZwOlrXJ5UAcGI4jWlAEW7Tz/AMKl1+o5CTfnYWrO2BW3GrQEKr9R1FqX+LTwHzZx2gcBofqvWqw1WyqS7NnC97Hnzq4gUhFiCDTA4cOz6aTQHM55AE9t+FTaegIgyMxsW0tyrC+C1/Vb+gut0tkViAXv+njWK7FeJbzFmxQRfsrZdrRMj5GHbZb6D2ceFdFcVVsjN2Z27p4aczWsElM+RHACzuqgDW5+iqSb2E3BkZHquTM23F+7iHGQjqb/AKYbu1sqLqY2y+AnO2NciUXNizuTdtR4mY/w1op6GTaD6fFlGBl8tnQGyMOd/DRdqR0TZu42IscTREDc/wDNPC5rmblnUlCEcpI4JYzkbt4OyFgeNz09NWnOxm9GSVlEsqTyFkssjKVANuHVz8NZ2noa1jqW4xhfJkZSC0Sjb2qra8LdNSlZblN1ew9qRfT6KARk/wBQIpwS+25jkRgBx42P8JrPJsaYnqY/pLpPIuNJZWlaVgym4YA9SKRU84roVekuTbfDgJ8kIEUi9xobgi3EUVs11JdU0ZPrmLkRrAkDC7yAlr27movp2npqrXlajx0hybfp5ZsGDceoINy9htVLYi61GNoPGovjVv4grQQkUyRSRtoGUrce0cqzxXdXxYWUqTDZM6QB5MLzHJuJGABt8HxCvQleJxvl4Aj9PyJsiPzccpHvJa7XCAAkbderqq3dQKlXOqNrJxochQkq7l7PotyrnVmjodU9zAEHlSGJU2tE1wo0uPbp4q6uUqTlahjaPHMoIuCNQeDKfoqGoKQ9h5u5/wAPkMpm8DWsHFv83y1jfGjel5/YcNx3TcDlXJbA96viaq/iRLOBoASNal2yrpzKipF5GFrqQeNcebM36quvE0rTwZyzhgQTbXQ3op3caMdsRMdQFiNTXoY8qsYWrBIAg25fRWxDAWNtddbXoA4X01seZPsqRhW56f7KGACLEC5oGDiRc8Tx7KBHcDYc+XsoYEtQLcu2gZWL6a0gDt7vadDQAeFgOBrO/L2jUdSRJ+ocKxbyIpQQDEAkC47Kn5LLccIkCDpbhVLN4i4k+I14V0V8SWR1vqbCmBwvxGvspVA6xHHT/GrEcD+X1UgCQTccfZRIztvPn7OFRzXQcAtqddO2nuIbxgPw04J5HX6KKrRjbP/X+oEey9JImSNrXvwpOsBIQNAONaJ6CBIwVSdSfZQ2IzJp5JW2s2250jHZ81aKpm7EJCuscfHmR4dKtKBNkdixraMDfxY2/TTkmCSFYhuY6nlxvQGx11CmWU2+Ef2U34BPVk45wyFmGxORPE3qLaF1cmdkZF3L6gAWFjy5DhXlZ+6btFGdmPComw+uLJ5MZL2cDW+or0sdnxUnNZa6ETBM5F1U69tVJMB8iZyEW0cV9WGpt2LSmEPUZ8ohNCbgcNB+qsVQ25HGOTbYv7xYcPoqPjHzRVFipEx4v7+AvU48KpsVbJJcF3fXW6MhX1HCGTFZTsnQ7opOasPrrSlo/UlqUVT5GJjguw/7ojrij1LMBrfl+9VVq7fqS2kS9IysjKxPxEwCh2JjUDgg0pZKpOEOrlSO3Gmn5eysyhSTChOWuZMxYRqAiObop5uPmqk3EAVZGei5ggxoxJmixY6AeXz6/i+SqVNJfpJbGIcmabIK7P8AtwgYSEahibbPoqbV0Ghoi49tQMrONC2QmQyXdBtT2X5050gBQCGHOnknsDKqiJn0Ww4op+KqctC6k0jjwI5Zw7GBrFYhYgMeUf2qNbMb0LsUSMJJHfdHJYwqRYqvwsO2psCL76W52qBnWN+FxwvUsYQTrxt20QASSbDhajUYTccb3HCmIkoP9tAEWHA/XregYNT7qBBBIFtacAG3UCRw/XQAT7jQB1za2vv40xHbjfmfo+ikMNjqTx5UACw4W5+ymI5rX1HLgKAJBmAvagAG5HHhQBx3XsByokAbiptbX3dtAEl6Rbh7Kh3S3Y4YGYaDX3VlbuKIrgyIJJsF050nls/Sh8V1JKGCa3H0U6Uu/UwbXQOwixN72retEtTNsUzMzyAI1UNIwJAOg0ratZM7WgQbJzJuL7ANdqWB7e9rWvFIy5tlTxo0geUkkcCxv9VV/AT+pVlSKigxkXsRe1/3R/qp1RFnGwtFiS5cscaiy94uNb6996p2gmteTPT48SQRLCg6BoNOOmt65ba6nYlBYd3vHPUUhiHqvp82XFGsRRXVr7mHK3AVdLJGWSrtsZ0noOc4V/PQuRqTxsRw3atV/IvAyeGz6jvpPpsmBHMjFGaR924aaABVBvUXumzbHR1WpogACx4nhUGqMb+pSyYSsinVibjjcBiv8VY5djfCtTN9M2fj45ZozGUUql9ArnbvUd3dv8yue230N2vA2w9s5Y7atExv7mFqutjFrQwvW5VymjVtI4Q7NYm52tt6fmfZ00SaVRtejI64EZa7BizR7uOwno3ceC1tj2MMvqHipABPCrbgzOK6e3tqL1VkNNo5QStieFRTktHsNwSvpcd0VV7wpQkiGh1uLfl+mnTIrA6wZfqeO3mxzIACRtJ7CO7f7VdWN6Qc2SvUTYOAssQ423J+XirRGT8SVlkANyTe68tf00bAOQZ+xtk73TgHPEfate/2qztSdjauQfV1kFlZWHA2OtZNGqLCNQRy7OypaGVvAGJOntriz9qrapeY1pkaIqjIQb6A8+yuHWjNd0XLZrcPdXp4cysjC1YJFLA66GuhmZHaxtQM7bYGx/upAcASbk60DBbp4/mpCOHO54aUwR1wCRwJ0oGDawPEi5pASCXA4XogAbe068qQEgth9FDAFgBYaDspgFVsLHjz7KSSANtST9XCmB2v0/lwpNgjttrA8ORoSGAqDw0HbVCBw0B0pSAbtftrO2pSIjS+lvbVVUCC1wdOA50ANY1/w85A5fRwNUtgP//Q+oadnuqzM65OtJoaIEkDs7T76SUAZuXLI86rGbqoN+VqutZ3M7WKUS1wpI2nqdha9bwZkw1wAhGvitRHiOfA4ssSdYvx959po3DYqRzIwO3XkCNBT2J3LD5aKXcb2IuAeFIqCibKO3rFmtoh4CvI7zNaeC9J29vjTXIVwEeXJQMN24mRweSju1jgpyuvtqdGW0VN0XNrcP7K9g89khew9vZa1IZIa8vz8aAJanlakMib8j76QAt7bA8qBg1Hs9lIRwDcb6UwF8iKGJZspUUS7CTJbqIAq6tuEJoz8P8AFz4kEOHeOFQC+Q3E36iFWtLwm2yFLQ9FnCWUJCPNQXEso0AItt0+as3SFqUrDRRWTawuD3galFGanpqYzhYoyYCxkDL30f2376tWnOSYLJc3ZkYqQLdJpCkknLQE6dtLjo/xCTQF+H5qzKOuTw+jWkBF1WQEONwPLiDTARnjaKVZGTzIVsuPjRrwY96R9dtWtVAiD5maGVJQsTsyhUAB3AnXnSdV0BSadz9PZ7azLCbWHInWk0KQgnnSSHJzA+z3g0ASseNre2mBE6acuGtABF+PPlTAi17g3Pu5a0CCOdIZyi4ufpvTYHH+8UgAWJ5m/OmAeQJ40AG+pHHTnSAG6w4UwOLC1zr+c0IDr3HD2UAcp19tIIJdotpztSljIPfdx1vyrB0s+pUoG1Sb6ke2oXaqZY+YdePDXWt64qrZEuzZIceQrTYgkDb6TpTAryJdij4joAe389NuASkQyCzbZNu83s72sNdfF1baeNtsMtVArY67Lbhwt+qupM5BRx95YkswHA6n83dqkyI1DHhT5DddrtwUa8OHmNQ7pDWNs2sTEjxYQE1Y95uZNc7s2dVaKqGh7OdSxnbtCOJ+qs3boi4AL9txzqq6Esle/DX9FQr8vT6Sojchrfj9dWlBLYGOthwPGpu+hSMX+pN7QRILFZH2XJsAW4NoOVqjLsbYNzJ2BcWR2LSIgLJrYgAKHP2dndrJKTfroPSepFPUUnI/7ZkSMPcaXKyMzeza1C2JVXsJZzCWSRktYys6rqN6WTifm3dFFh1Wx6L0gWw0juT5YsATewtuVf2a3q9DmyLzDpNjoSb8TWkGYFBuRxrOYHucb2B5UrvQEBTrYHTsqaMbIEEdQ1XmByrG+N0c19BSc7kJY1li2cQ3d+jW/wBddmO6eqMrVMRw0WQ6srBVP3gHFfmAB1Wutao5GoYV8u4Nzrrcai1BJFgOIa/G558aBDfpUAjaWViWkktZjw2jTT6VrK950+06sdIX7GrbcdCbCua9OXXiapwA7gCNDWbrdbeYqUFr25kc6wyS/VUqv8Sq4UjUjn9NcStxehrEl6vcAE6ivRw51fR+oxtWDgDfXSulmYOZ59tAB1tpxvQMO22o5/TQByi4IH0UxHbTfS9+VIDtv+NAwaAWvQI7lekBwAtz91Aw2t9PZrQAdtv7Pz0AS2/mPGmwARY2+r3Vm7DBY3te/aPz1SEwWv2+2qYHW1OtqQAN+RpDBtsf1cKAOYA++gQ1ij/t59NbH9Bqhn//0fpu4EcdK0gg7dy4AdtAhPLndbxjja7HsB7Kolsoii3AM3d0sO2qq9CGiwwqxW5soGiaVcigqklUCy20GhOn5qAbFpGXWSRuo621J9m0VRMiuRnTwrbHga54SMCbfVVVqnuxN+An6eM6bMc5TuLC67rhWPC2vSy1d3VLQST6ml6nEAgyAbov83t+i1+9Xj93inzI9Dt7xoN+mQtHB5ki7ZZdSOwclq+3x8aiy3lj2nC9jb6K6DKQ6DW5058aAOB48ieVKAJK2ljwpwEnEXF7X+ikB1hy1FMAG1720tUjO4kWB+qgJO8u4IIJBHDtFASI5eJkzyJAreVg7PvBHoxPwaeGtK2S195LUkciSL02NJFKx4wspisLn5lPe6aEnYJgeV1YKy9QIuLcx21EDkkbbeHEUDMf1mZ8TIwpliLwxM11XmzLsUfnrbGpTRnbQMebFjZbfiXklzZgGkjjUssa+FdopOsrT0jNOKWOVN6MGXtHb7ayaLktLAAaG1SBE37NeNtDQAvlY5neAsu6KN9zDle1lqk9wGVG0WH1GoGG5Nu06kUMAcNRoaADpe4uL86IAkG1tbXnQAASdbUhnAkEi2vOmBxJPHX+2gDtRcEUCDay6dn5qQyNzYAe2gAbtDfT89EAcpNhppTAP0XB4UADcbacaAOubf30gBr2W+mmBLW+n1XpAHd08PeKYHXJtppSANvzc6YEd3EKLi9YvL4LkVx8ThuuL8tLCmq2e4SuhMEqpOlapElcoRwCygga662PbVCTgUm3S8S20dxF0J/+NRy10L4qNRRsedn2Mm3mSDpa/wAVdKuoOZ49RyPBjiANrjjppf31Du2WqJF6qVO0AC/Codi4LLkLb++qEBibhV73M2rnyXb0r5rF1XVnE7Trp21baopJiQFi1jbTnWGuX8cf+8v0/sTYngLWHE11VUENyQLkg8L9tFnAJEefGs6+LKZi/wBQum2CMkl9xJjBsdpXbf8Aeqcr8sm2FalOEweMRPqHhkWQmxG/p6F//brFW0Zrda/0ls2PCkTQmxAxtqxnW2xlG+3xd3qpp6Ep+b+YW9YhhOVJtO10CAleAABv0/8A8Oqsx45NX0U3wV5kFgT266E/s7a0r6TDIvMaAJIBBHt5VqmZM7ix7LWNDAFzqprCunlLfiA3BBalEMJLLdJA510Igp2gbRoO32Vnx4ualTO5VNix5HE2cd2RdCL/ANtb0v4GVqzuZeRi5eOCTZoxqzrov0/DW9WmjntVooVJJyEXvN3yOIXm3w0NqqkVa8may2j8tI+pOEbe6+6/srlcnb0GVBI7P0UySdtKBAJtxP5dtIZxGg9vKs74q23Q+TRAJZgVa45A+zsriyds6uamqyTuEFmW50NdWG1o8xnZKdCS3uL624/RWxJMKSt+FqAOPEWb30AHcQCBy9lAHEaA/moAIH18qQyJW97cP7qYgi1qlscHKNOfurJZJHB3i43J+iq5BAbX0/TR8iCCXv5U+SYQQJPbrTkA6e+gAa8qoDhb20hESLn9FIZwPbrypNuQBYHjw+rSjVANYv8AJnPs/UeVWnoB/9L6ao07b860IIOyqGduCjU00hSZ4RpZTkSd3woeVNvojOJ1C84GkWpHE8rVdawhNlUuTsS8pvz1tarSnYluBE5j5LlYm2INGlPu/wBu9VCREyMpEsRAXU2HUTcm1TuVBydMDEcQDf30bsa2K9xM6sQSuy5+jsp9CU9R1XMq7RHoRwbh+as2jVPwLIJW2ES2WxspvxqLQi6pjCsptbUW4jUc9KSaY3KARx7CeVAiduGlzzNAwgcd3HiPdQIiAbanQ9tIZPYQxGluXbRIHBNbHiOJpAAKCbXv2XpgSIHG2t6QEGU620JFu2hAZsfpYaRsnOb8TMNI/hA+WP5q1d3ELykwQTMxcOQY0BMisLhb6IxICR7j3N/zUcW9WKUPYuSMhXcIU2MUIYjiPdeoahllrorgbhusQdeRHOlICMcSY3qORPI4VJ1Qh20AIurJereqSQgSz4fp5lzfMLRzMo8tLEF+BZLeKmk7aClIYxHmlQySpsBY+WPk8JYfFWdlGxSGNGItrbWpGS04/moADC4BvoO39dKRnXuR9dAHAaag+6hAHQ+/spgdazdtwaBALXHTy0tSQzrADXjQARzOv0cTQBwFiON6ACQAOFAEdugNtOdAHbAb205ntoA4qQLdo+sUxhCWFuNICJjJoA62hv8ARUWsluOJDY7dNT9FOtpBo7ab8/dVEhAJvblwpgdxtSAlpx5flrQBH6LX50gOAYMD+VhTALaqfyNOQKpAXQoLjcLXHZ7KBoiiGPgSTzJ1OnuoSG2FluSb605JCT06f21LbewztBctw5mkoopDcG53AsDsv9furFWeXbyYv77lRx/YmDewsRbS1bwqLQjc6xa9x9FZqrt6ipjY5rgAEW7b1uRJxFuV+zlQAAG1IOvsrJvkyloA6j2e+qvomC3MD+oNyZETcFZCFI7Qe6b1z5FojpwdRWBrHDNi+2UXDaFQ58vp2nq6XWprsXZamhLF5vrCIO4kNmHvLHbpVONiKtpSJ5YPm5EikXE584XsQCAqD3VnY0p0Rq+irIuESxDDcQp9oADfnraulGYZfWPhSV1H01tRzUxe4bMCb3P9tQm6vUbUnbSbsDrxt7Kd6ypQkzhrYnS1TyTQ4glYf38qdLdBNENp4jTtrYk4LbWw9nZUproBEruUg630q5ELHFhx23INivoV5D7NLJbQqlS6OLZGq2FwOGo1FAPcsVeR191EiCe6O08TaoeRIaRwBUk2HHnQsiYcWDaxtztrVSKCe03sBQB2w7SCLNSYwKB9NTMBARwt9FUIJv02HAcqAO2nmbezlSADKwW2lKRklsOWp5U0wgG1gTY6U2IOywsNb86QAC2Gt6h0RUnW1HZal8aCQNr+V6ytjkpWAd19KzdLocoF2F+YFJO6HoHcV0I9/wBNX8tl0FCAW1tYg9tUs3ihcTri2l9fpqvmFxB7QRbtqldMIZx4EW0ppg0ROgs1/f7PferEN4v8jI+z2+w0LYD/0/qGznwPAWrQzFs02hYklVHEX46939qqRLES0sxtfYh4XOtaVUGTcskIggve1uGvZTY0jJZ3zMvy1H3EZu9tLkVrEIynkxmWJdqlLgDurwsKlaFWLIIruNeGlgeWlTYpFwiJRk5686JHHQXyFCBX4sE011rDPmdEmvuLx4lZwORY8hVfMfaNCETT/GqblDqoYzuC6NxA+v8A+VZT4mseBQwRyJAjJttqDY/TY1nbXWDRONBqNldFcG4bWt6uUYWUMsNre7jxoEdp3rc9R76BhHt4+40pA7pJuOHsvyoAOn18qBAtblSGcdvKgCNyWuR/dTAX9Qx5psd0glaGSxsw53qq2SepLRnY2CsaNGt5IZgBJcfeLIAOpjV2tIkh/GKKzwllaRD17RbjwZvbWdixgWva2tSM4qrXVrEcSCNPqpyIys1EhnbIlTzSbDFjCkqp57tvTuY1rTVQvL9xDAvq2Qzx/wDaeXEziIlm67m9wqD4aHjSW4KxrnhoPrrA0OGunbSbAIAA04UDAePbbS1AHXAHD2UIAm1+HHlwpiAdNLX9/CkMkFBHD66cAA2HI0gOGtrj36UAHSxIHD6aAI+7nw0oA4nT85NqEMN9L2NAjhrx49tAEmKflrWN89a6SWqtkNzHTQCseeS+3/DqVCX5A041tXEl+ViXYlfWw05e2tiAAnmOWtqAO3DS31C3GhgcSOBPO/bUfItl5iuLDu7KsR35CkAL625UxAvprwFTaySljSkr3dmgPOuZ5LW0RoqwcW+nt7a25cV9xMSdcm17XP5cqrG7PW3lE4ItIFNr69l+dZZu5rTT1WKrjbCu9hufQfD/AG1z0x3yvlf0/YW7KuiLAxvxr0loc4b6ez2caIA6/C3Ht5UpAjJLHHE0kzBY01c35UJjZmQ/1DiO1pI5IItNski2U/MbbvLWpdk9Ey+Fl0NMNzGt+Fuw0NxBJzsToKMmwVMX+oGULBcasStzrbgaxyLRHRgerKcaHpiBsXZg8Z4dwN0t9VRXYu25NFzHfz1G3NEFnjuNoZpCQP2EG2lMrQeice0RztsU2QACfMlYhr6X2g9X2OqiykePobfo5k/DujWspupHY2pH71aUtyozDKvMaIvawrbHsY2AbkW9mlO6lAmBSbXJqMdk0OyCbgg8b8e29TevFz7QTkjc20vWacMph3GwHK2tdS1M2AsTw+uuduC0BeIHs19ta47yQ0B1BsGG4DW1r1oCJcbDmNaYgKvaPbQAbWFx+flSA6xub20GtQ6plSFVaw0ueys3RrWo0yQGvA+0VdbyJo5uVWSda9jahoEwbbk/pqazsxsJNxpoaoQQAefv0oAiQNpF7m+p50AEg63PEVm9HJS1O1ta/wBFN/QRIe3lS1GRe9x7aOYQRP5vy1pyBAkWPIU0INlB4UAc4sSePb9NIZ2vsHbah0TCQ34G1ql0Q5YACQbacBWN8UlJnbQBY6/RrUrH4j5AZuXP8hWuOpNmDnc/RWxIzi/ycg6XI4/QafQD/9T6lu07a2RkKZYB2C11vfjQJi9tthxB5c6upMC+YZWVIU6WfQnmF7atOCLJi2HGoSR07l7KfYKpkVGJYwqqwN+BB5adhqS2ieOo3O3P30rDRMWDkcyOVIZWYfNyIwx6VFyO23DWsslZj8bF0tA/prr7qYztu6w4g8jwpQNM4JsPG1xz1FIck1tw5cxVEh3DtpAcDa1uHOkxkr8L66UCBwGvHlTA7ebg8qQwbrG9AjiRbjcHgKBkS1iDobcaJAJcDjbhxpAKZEEzOpgkEUbG81lszdlm8NUmJqTOxWxsTOzHv3dscaXu5J6iBzatbS0iFEmykisARcXGoI/TWJoTJueNIAX7RQBmyYsj+rxzDojRC0ZAuC50O4fZrVW8kExqaV/ZWRZ2vst7qljCCR7h2VIA3AflxpSxwcD9dUhQE7iaGAPZfS+gpgcDbjSkIOB48+zstQAQ3ZTA6+liPo/VQAAb35nmKTQwMQAb1Diuo9yPnLwUXPG1c1+6S9PmLWPxAZGfRunnapVMl9/LUc1RIW0sde2uimCtSXds4rYXBrYglY0wCAL9o4a0AAMLEAcOXZWDzqeNf+JYpU6sAS1ybi51AvrV8G/V5hTGxPnYD6BVpJbEtgFre32CnAEuYvp7aQyDML6a/l7KxyZeOi9RValZJOvC9cyra71LlIJ93urspjVUZtyA31t9JJrQREs7WCLe548q5bZrXfHH/wCoaKqWrCiBeW5uN+NVi7atNX57itdsnawHHj7q6jIIGvvpgQ3ENYfSfornvyu4r5aFqEtQluRHvq3vCF9TL/qMFvS3tcojo0luIQG5qnsOm5lS+SsJXcZIpEYws7gsHbRUXXc27wrXlVVuS9tzslQegi3QQxLKwvFGA7nTUAXJr0uDdkzjbQUzcaUqEa+/u3BAJPzNpV3rKEtDI9cAkyYUc2iVT9JY63b9mufNOh1YNmwQyB4lQknbaxXvAkbV/h31mvqOyLN3qBcBZFVlA2vxuvYy/H1U+RMIz8iLykYGQyO1hGrDQMDuZmPd3OlD1LqzW/p52bCdywJJ6QOQtf8Ae3VtSsVZjmfmRqluBH5XqsexjY4E3sOVaknFiDcajnXPZcXPQtaokOoDs+uttGidiJ0G0DXgDWd6aaDTAGuNRxGvKlisOyCw1BtxqsiQkwD2CxHG1ZJwUwi5Atw+qupOTMNza40tQwBckCkBxJFOQgOpPspAENYacTx5cqYBFtwB5UgCx4W07RTAjuNxz1+k0gBzO3gNdaAAdCf00gJbtdTqaJA43LEHhzpgcTz5jT8jSakEdflewqOJUhDcbcqafQQG6re0fRTaT3ArLEEa6/nvS4RoEnagfm1rJVtJcokNTf6q1U9SWG5NWIDW4fmoQAJN9Py1pMZEnifdppWSsrFQHW9r8TSunAIruWsba34eyowXkdkEcf1V0mY3iteLI08Pb7DQthn/1fp4AJ7fz2rUyKspLoTwK9Vx7KAFHKqFYmwbh7zWpmVyKY4mdtZZBtW3K9NasIggIEWBUjuBcfpqp1JjQlID5ajkBfh/ZUjYYxodAPopAjlQXYgWFuXv9lD1GicIHmhgdAoGvvqbbDruMi248qksIW99TegCTgrtuNOd6Qw2AYW586BSRADLpQBNRy19gpAA6Na9vooGC+rX19ooEdcG3GgZ2hY207Pp7aAOJsAQfo91AB6Sdb8P8aQA2jjbTtoAiQNOz3UAZeRHj+mJNmJH52TK1lZ9TufQKvwpWqmzj2kvTYvjyMuJIjmFSJOksgNlJ7tS0nsCkf4EdvKoKCALEW0oAjY6X4jhQBw1uaGNHWN7VDkAjiR9dSMFieH1eyqSA43oAmN1r0oAixuvtFWIiStgPbSGAMBfSgDi2twNDQACSTccBwtUtjg4MSCRc/oqMlmloh1RAgnqb6K4Vjvdzb0mspbBCgEbdK66UqtjNsOhJFreytxHC5sRy5UCJkaWFAHGRVNuLclHGubL3VaaLz3+w0rjb19pILI/HpXsWsljy5PW/jp/9Mp2rXbzWCAApsPoFdtKKqhGLcnC50B17DVCCLhjce89lMAWvqe3SkwASL2HH66wy3cwi6ojsOu78+lTXCuo+fgHadvC/wDjW6SRB0hAIvwFFrKqlglJDa7qwYbV+Ht+1XPxtkc28mP/AOn/APkNJS23CQNPYOVdKhL8TPcCHcTYGw4m9tazpmVnC8w3WCTWt21uSRLX0W4148dRUK3LYNjgSL2p2tAJSQJN9B2E0UQWZg/1V6u+BjRRRDrnfqvr0Jq6/td2ujHRWbkhuDIj9axZH8vGhvCqNIyuNpjZu6iMpO/a5/8A4dcd+14X52fuN1mdqwhSb17PXHgxcpmKiVDJIdG2j/b9vxV23VWlavpsc1W1aLe09OuQMuOIwSeZgyNbpUqVFvu9dp3feeLwVx2s0zpqpUmVk58uWIZS4f7tUcA+NS27l4l+8rLK1KOjCtGN4isSsqsLA7luLkkA79orNlWGWQgAqpKHV1A11Bu9mpOSBHLSdI/LWXbHGVZrKNxZ+i1rdxFWqKUMd/pyQFXjjQLDtBJF9XOjDWtqayjHMtZHPVMvMxoo0w4lknmYohY2UWF9b+Kqq1WssyalmTJ616p6c0LZxinx3azGEXFgBv2vp1dXd20qZVaSnRHpkbcm4DRgCD7DWrUoz2ChIAB09tYUtxfFlPXU48b248a6CCJBGp0vyrCy4uS05JE7tNB2mtt0RsdfUkDj9Ncl9HBog66fkNa0x36CdQBdDbTnXQ9TMNjbhr2mslaCwmx1vpetCQaj2rfSkAQCOB1pgC53C/uFMA7jbThbspAQHu15HsoAkAQRpe/6aTY0cb621vpWbUjAeQPuqq7CJWJ1NWI4X+rnyoA72jW/bQBwB589TUNDTON7j38KVbSNojt5c6sQBYD29tEASBF/1fTTA4g8OzlRuBHS/toAJ00sTz7aiybQ0Q1GnD9dZ0qkNsIJ+gcaq2rBEbG+t7ezSnVJaiZw4ajt09lNWQmhjE/kZAPw/qaqTGf/1vqBHZwrQyIygshHAW1/vpgJwQBwJpR18hyFXPQlVBMDJMBrZDx9p401sKwSpI4W7KqRESA3Fb2FqABGLRknt0PaL0gQHFhaw19tCEyyAdRvwsNtSyqjAA5antqSw6DnbtpAEntuedAyICgac+IoEEgW093GgZyixtwA+mkIJAJseXOgZxUDlx7aAOGl9wvbtoA4EE6W9tAQdYW04+ylAA4kUAHW5udDrRAEdOBoAXzsNMvGMJbYSQyuOIZTcVdbQ5E0KLnS44MeYY3lTQCIks5/6Z/l1XBPYmYJYzZuVLHJNfHjjJbYOD34Kfs0WhbeYalmlcAgGsSztw5cPzUCDcWoGHQn30AcwFuH5ClIEWIGpFr1LGgG272froAP5/dQxoiSOFv76YgX17D2UwBxFzzoAIAtYjTsoA7T+0ClAEbLcdgogchI14ilAHWA/TTgDgASeV6Yg2AGhvYUhnbWPHQHs41jal7PfjT8Sk0iQCg6Dbz4VdMdabITs2SBsNDoa0JOvx095pgcWH08OFAAL62OjdlAAD66gWFAB3DXS16nikOQ3B4n9FAFehNqIFJw5njYVPFTI5JEga8Lc7VTaSlgVMxkuB3ebdtcdm8zheXD/vNFFf2DvAHstoBwrrrVJQjNsz/VfXMf07b5gZpGG4IBrbtN60Skl6Gdgf1fiZeQmM0LRNIdqyXDKD4d3DvVUQC1NybIigjMsrhIwLlmIFRxlhJnRf1F6ZkSmJJSNdokZWVDflvYbdaocMx/632thYrEEkSkBtNAyknl7K6MG5FjA9LOPBgZuRkMCGCwpGO9cnfvX5dtc3d8rXrWvs85riiq1LfU8/BGVO2xcjFkQCJARa7IpR/laNkpYE1iSf32Jv6p/ExI83IgJWCZokPeCEgXPsvVQmKTX9JkP4RgTcBzYAdi8/tNXNlXmOzD6TZwmZyqnVVcKCfm07KysoNJNcSSiQgoY7Btr3GqcG4/PSeiMhPIli8mYmG7gAMx5s5RuYDdVqagvUY/p5kDsALMFIY6DqDbe7WuLdmeYt9cR2SCUKhiRm8wurOFuL79sdmXu7PM8G+qyrymVNzMzB6fPjwBtscErpHFtHloBIfvJ1A2nu92uTt2+TTNr7SepVukBe6BYWtbTSvRRyyHdcA8Le2s8lOS+o6uCQZrDsNGNtrULA3XvxPOraTJJX5/T2U0oAJO4XA41llrKKqwH2HUmuZKNCwpu+kV10lEMJHO2vZei9ZEmRU2tes6uHBTDpqeI5dlbEHFgBwt2miBnA68deA1oEG97X486QyJOvGx40ASVvq7KTAN7mxBtrSSAgTeqA6+mv0UICV7USEALHTX6KYgjXX8vfQxnMdvDifqqWpCQEnhw5g00oAiRzOlAEtOH1UwOGptyIpAHhw5UwI3JB5UmMrNzyt2UgDx5e7s5aVLegQRIuD7Pqqa2kbRwHG2tWqikaxR/wBvPwtt/UapV6Af/9f6gTY6cDxrWDKSPYTpzoAhI2xC3Ia0JAKxIDZje51PI1oZnMwFzqLdnCmBEsEjstwSLg8aYiZA2oo1pDFpm3T7RpYXqlsQ9xjEC2a1xqAf01FzSgzf2fSagsiePZSGS1O0cuVqAOsNaAOJGnO9IDiSLkfn40AE6jj7qQHKRfXidAaYHafTfjSGcSNwt3vfTESG4AX+gc6BgXnrSA43J0oERFrCgZ1rW11tQITy8RFc5UECyZNrG5sSLeH56utuj2E0KH1LNxU2TIjTAgKpJu1xceytFRPVekiWjWj3FQWsHt1AdtYM0JAi30amgDuFhx7KBh1BtUtAgEm3v5UARJFl/IUxhNr+7lSSAHI258KBABN/z1MDCNb/AKaoAEjkePvpgAXvpwFIDuCnjpxogAWA53PZzoAkOygDrWH6xTA4DSkBx/PzNAywcBccfrpoQCSb3GlAA05UCOJve+hvw/VagDh7OFAzjYMOIB4CgREnX2DmNaBgvc39vE60gJBi2n5z2UMCN73v/fQAJGVBx1PIc6xyZa03KrWSBuwF/qrP43k1t6fsK5RsSDWvfgforqSMyp3CgsxAA4sTpQB5f1FBm+tLNCVkjWLaQ4O0N1bb/wCassuR1RrjqmcuJCcnBHlQwtBkEHy1IL+Xe9i3+33f26yx2c6ch2+of60d1xcY3PlGQ77cLgdO6u4wRXFJh5fpgtI3lt5Z8piqpZLK+nSv79ea7WreGdUaSXeoY6z/ANMKs25fIQODbqJTpTvfGK9XDbVHLfc8ObD2i+tdnEzk6XYcTcB94Ht9BHZ+7WGUaKYoZ5WJijLgWvZS1vftrmZaTZ7b0HA9Mw/TkbMlV5ZvvCr6Bbi2zb3mqHSXLNVdpQhiXJwvPjbEB8mRgrqVKqzANIhjYjdfvrWV6qJRpWz6l6SFxuVSRHGSA2uh9/i2muc0gpnnjZnuzO0QBLkdq3hIH71D1HVDXpUjPns6WSN42YJzvuVdzVrhiWRlWgj6t6nO2RJDaQYx3IvlsU3bTaRmddrMrM2ytL3fQzpRdTGdnG15dBDH5CR6NbaNu8XPTvtWKXRe63M1+po+j53kSQzRsRE7iOaMHo2sdm/U95XKtV1s04ItVNHrJcqCABZpkj46MwHsrok54Fs7NWLE8/HYOpKr5i2YAHxVSExI5Cq9pN5baJA5ZmXqtbrB27vs1Cy1doL4OJNHByN4aMsXKWIvxseR+KrZI6rcBb6KkDm468KxyV6lJnIbH9dXjmNRWJbgNBa1aEgFgBfUVnapSYeHSNDy7KdUxMGulx76oQSp5634/mpgDbz7eNIYNjcOGvGkB3UqngNaQBuRx0WmBFb8qADrbTjyokA2J1PLlQABcLe+lMCYuB2mhARJudBb28qBHEm17fR+ehjALlTpqedIA2tbn200Ab2NuJoA630+ygAEW0tf2UpGA2ABH5+VKABa1hz4a1DqOSJA7CRoRRSsA3IQvDj7bdntrUkZxv5U9/h/UaYH/9D6fuHHlbX6q1MgG5F/8aYCmVKpKRG+vUR7BVVJfgB3KLoOPHlVITFBKZJ1hB4XJIq9tTOZcFxW7c7WsRSkonuNywtcafRUwMTDBp3sDYaW+itOhn1H8OILBc8+o3rG71NqrQY225/mqSgWPK9vopDCQpGl7cbjWgAAWHCmBIAcdaQHbbC9vp91AB6ef0mkACqn6OF6AOANuY4fkaAJbbadnI0AHgO3sJ/wpABtQNLjlRIAsL2Omn6e2gDiF0HHsIpADaOY5cqYwFRxsdPpoEIZeG8+fjsf5CAsCOIce2tFaKvxE1LNCw/PrWYwWHE8ed6BnX4k3+uiABu5/rqYAAPMDWmB3C9AztLXI+vWgR20W0tpRAAI7dONqUDOFr8KEARbbra59vbTEAEW1oAOlvdQAAB9JPGgYdRpagDtezT81AjuANtbfTQAefKgZIDXhccqBHACmB1h2e+kBxQX4WJpyACBxI/K1IAXOoPOgAEWJtb2CkMja1zYe8fqpsDtP7qjcZ3utp7qoREhSb+Lt91Z/GuXL3FcnEEQxJ6OWhPH6qytd3cV9PuyFQlucdez6RqLV0paGbZ5f13OZvNksrwQ6IpvY6963ietqohszZZJkiMiSbXcrtA4hzwI6bfLUZMKs5KWSFBV6gsiJ5su6Rpbb5toUAEnYqbBZGezVWOiroKzbH/Us5cj+n4o8hlaeawI4keW1nkb4dtv2qulJYuRkyZjDDgxlxkjUEKuSDdi9967fhqK9mlk5N8vxLeZ8YB6h616o+K2DK5kRypMgADWN/uzttxNddcaq5Rk22Z+dinDSOKQWyLBpAeIuAyrt+Hq71Vjvybj0BZR/ElBgs2MJstGEGQQsTDv9BAOz5fBXP3GSNEb4cTtv6T3XomLiw4G3DjMKXO/fZizAWZifFXNW0l5cfBwWZWMWbzjGtkv5hHAjkxX4krLuK2tWK+oWOyT1MiDJaXJiK7lw4WEkUdtS1tD9n7dclKui19Vjoeuo2k8ZIfkl2a/BSxb6HW/8dPk2CRGWJGKop6DE6qeLMUfi3Zt6ttDekl1ZDGyzhyybFMks1o4SOCvu6lb7O5HrbE/AzyqSlUaBury8iWIsD5r7iQT97sXpX7dbqlZg5ndis3lRMEyk8uKYkxSsSbGzFQeO5NOqsL44ehrW8oW9JkZjHDdPIWeMNbjbzOnb/DTdfMVOhuyxQ5eVPkMkUxLKD5lwEjsRa9ztk2/ebqwzZ4sOlNCn0nJj/GyxGYNiEOVJsoKoQEfb8TN3K66PxM7rT6jE+ZGwjhYMIXO0SBbWVfhW+/q+fuVzvDFuVfaNW0hl/pudFFI0LpsVj0TX4n5x4a7U5MWjcXUan6aGiUHcCNTWc9GUC/L9NOtYEcCb6HhrVATtrzOuhoAIuBxPGgQL6jX33pSMOpuAdDVSIJ5a+8UgIgnXjegAN7Bx+mkMBXXQ++mIIBA4H6KUDO2W0/TQB20m/L2GmALNttc3oESBAUflwoGRN78PZSA4bhz0pgFe77aAOPZYj3UAdfnQAQx9utAAN+I+nXsoAAvbsH6NaYAIt/bQB1wfeOAoCQH2cDQgGMQt5OR7F4fQdKAk//R+ne7WtjEiTtBLHTU2/vpjE13F2kbQtqPcOVMghK1hc6rytWiJbK8bHEd5WJ3tr7qLWkmtepISfeG11A1PHnRAJ6kg1l09pvQMpxlDbmOhc2v9qnZiojVXaNAdBbjWDN0de9yOXKgDha36jpQB1xe3O3bakAAR23H6qGM4uo0OtJhAA55aHl/iKACH14j20AFWJa/bTA7S2l9eVICV7G/ZrQB24a60gBx4dulCGcTpa9AAut+GlAB3DgDr2WpARJ7eeopgAvyFECCCtqBgvrf6qYgXFyOfZSGcSNByv20AAbQATSgZ2l9ePChCO3Aafn40wOuQf0UgO0J/XSGRLW4UAdcE8b+6mhHb7DTj20AHdpfXWgAjQaH2fTQMJsF7P7aJEddb8PdxoGcL3HZ/dQImB9HbzoA64/v5fmpgENYW4W1pAG/LnzFAEL6m/DnQwADrrfXn20ARJ8I0pDALnmbcqYHAjgfoFS0M61h2HnTEAkAa6W4k0nZJSCKtxcdi8edzXMm8j+3H/vNNK/sE6C1vqrqSSRElc5Ihk2i7BWIB4aCmI8JlzPPEA8YXYb3J1BFxqvcpWy6wjqx9umpYE3IqtIrA7jLqCAQB3kreluSOTJj4MaT1vE/9cMfymmmlJaQggKupEYB8fRWtcNnr6TC2ZV0M2WCWwlaIpFKpVSbXJu7cAeytMdk+pTTRTCuTIEhVC+1xYkhRcW11+zVt6DW49MuFAy5ubJvdwHiwoerRSu3zXPc618VclslrTWq8v3mqqq6v1CeNDN6162TMLec3mTFDoEUdvuXZXRHx0gzT5OT1fquKhEMMCiNYVCoPCAeG1e7pXm5NWel2rhOTTxMdcaIRDgbk27b1dawjmy5OTGSyglSLi3P++qMjztsL09p4JLvI0jeXEBdiAOgWHy1wZ6Wtf8AA6aPT8gQARYgaQ+XJJ1OBY2TioAJtU2U6I02KXyI1cRKsrSupYn4iyiQr3tvVeqtXQaYrDG+VlIMaN2um+UMSu12srSO977elOpKqqcR9RZB5DjwwpjZASRVtGhtc7tzWc6/NUXlX0IS0Ks+XBSSNsUl2XSZbAxcNTHu7h8H3ddF4YseOyEfwsx9RxxEjJI8iEXFrWO7zCp+UNU100LsS9T9ccZc0GIyfh3Z0Y7QTYEhm3DX7NdS7Clot7ji/wAiyF8H1FIlttIQMu61g9r6tw6q1v2rS8vqEs6b1NpZFEZHmhlbrWVdQbke3oriqm3quNqm70Kuswu227TE2Vr8Dpy8PirRbk9D1WPv8iIt3ii7vqFaGbR0mZjI+wyDcOI1NZ2tVbstVb2JqQ2t7qQCCLEEHneqTJZYoUHjQIkDcXtRAExblwPCgCD8L/QKTGdpa/OiQJAmwF72piO14Hj7aAIk8gOH5cqACosLH89AEu2/DtoYyAPOkASTypgdxFh7vy0oAlyt/hQIi2nD66BguT/bQBG548P7KAJEn6fZSA48bczxoA63b9VMCNrHj+igDtLD9X+FAAB1typgGy39o5c7UARNuXKkAzikeTP9nj9Bpgf/0vprXHvFbGJRkuLLGPFck87DWqS6ibInXhqOdOoigr5hsbBQeAq9iCyQ7UtY3PMcKSGxN32IddSdefDlVkbHSvthsNXOgNvr1qUh9C6BNYo9NLs1rcuFTZl1Q6zaW5cB9FZmhHzBe/C+ovQMiXP0/RQAdxJ7RSGDfoPfaiADutwN6UAgB73F/fb6KAJggAWNABBuw/PagIJdOoY393spiOBF+y+tqQwF+I4j6qQEgeX1a2oADldRe3bekBHdrqdB+XZQAAbjiNOdABDC5v8AmpgBjre9MTOD6cbDhQMDMALE8aUgAMCL39tABvxNyRQAC31cqQHEgcONMDgy8Pp+ipGduN/dzoABNrgX9tAALDSmIIa+o+qkMJYWGvHsoA4aHmKAChtwGnZemwJXFie3hSAFtP1UCCLAimBZcAbr6UAcDqRfqoAiSLc7c6AOD69otTABIBty/soAG4WtQALrrc30/RSA64N7fV20oGBre886IFJIai9rj20QMrcC49lc1qfI9fRUtOERuLEHTsrpSIYFcXtyHOnAhH1fNSCAx79rzkop4G3Fqdag3B5rFKxyvJkKWhYcVIO0gbC473VXPneuh1Y2+MSSlyo8qSwZngFupj1KvBdw7vV8tV27ezMslfAxMEKPVGjkkBA3DeLWIXmmljx3V6HcWfxxU5cVFylmpm5IibHu7PMjSAeZa20dMe5R0DfH4vHXF2ibb+03ytIQiiOaXM0vkoG+6RWsFt3toTb/ABtW3cdysbhL5Ax4XZS3xGk9FxjEBjygycGuVKm/e7p3fxVwvv7TquNTb/HRof0zh4+E2Rvf79gq7yLDhuYRtfq62/grtWf5EmY2x8T0DPDI8cRYMwO/Q/DStUdbQQkyAMhgliBZTtNze/OrVdDOSrK9Sghy1hNzJYDagLEk3+Hu0tIHqJeo4mW2aMgIrGZQqLfaV2HvSSWb4qztWVBrSyqTdMfGdHyirRHfEnMktr5ZTUttTuVxdxRpeU1x2kRlix55w+MXigiAZTbaN9tse1W8Hx1FU0tfNY0DhT/h8wNKsmyZGVAo3nR7ncifDW+NpE5FKFcrJw0HnQFuk2IKFgNbXVpSvVRKb3NKuFsJL6nHEpSDebkHdYDUcNGLLtp8WHNMdb1pghyyjfikDCJ7Bluw29Oo3U6N8jPJDrBlriO2RIIEMmw7XJO0AN8V9O8teq8yok7bnnKjtMFy+m5Ue3IeMCK1mHEqCdG6PDZqVe6pZwmU8Fkh305pGiUROA8W5ZLjpZNwaNT8PQ/S9cudRdmmP0mgI2Z0Li7yOsQNtArlQ22/y9VYo0NFcxsTH9ULEu0MpYA62Dhdg/ZptuGKtU4/ITxwkkIZ4Edg15Jw/ULruJVyF/lk9yvNvZzxk6l4os/p3LeQvE1woXcByv8AKPD3u7XZibTgnPVRJtzzCCBpdpYIL7V7x9gromEciEf/AGmcil5MS8I+ElmA4dlcy7ireht8Wm4/iZkOVEJYgbXsVYbSCO8K6E5Whi00X7gRw1/X2UwOBA5adv01NkCJbiLG3HS1FWDQRck9vZVCAF6eOv6KAOFjr2dgoAPM6X/toAG4EWt9XC1AHcR7OygADie3+2gZYQCOF7UICLDhppQwI2BHD39poA7bpYj3UAG1jf8AXQAQb39vOiAI2bxD6ffSgAWtx+m1MAc78udEAC/PnpTgAc/dwoA5ib/mpAX4pvDPppst7fFRAz//0/pjAXvW5iJD7zJlbknSv6S1UyOoZHCpYnXlz4VSQmwQnmdPyvyoYIk23iNe3WgGxKXU2aw52H6KshgjkWTIVTYoguey9JrQE9RvHIYNJbbu7vLQVlY2qWMxPHTX8rUiwWJYdnK5pDJWu2vPnRAB2G+v0+2gQGFgBY+wUDIhbW0Otx7O2gRNEumnP/CkMkuoFzbj9VKAOI4CmILALY2Iv+ipGdoCbaaae+mBC9xc/XSAkdFvY0DDcG5PLhagREkDhoNONIDrDja3YKAOvYkHQjnTA5rj9IpoRDhr9fHjSGdYnQj6KADt17O21AyZBt+rjTERYC4HM8qQHOBbt5UAcoBF/wAtdKAOK6AW/NSAhtFzzpgcOAP0DTlQBO2oHM9lICVgfo5UAwWJJtxHE/40ATCX9/aaIANtTe2nZxogDrKbcgaYjtup5m9AHcAb6DttQBx4iiBhUCxNvooERsLDsoGC/VxvflTERGoOmvspDDddOykACRfTj2UwACtuVABU3UWOn5qVlI0Re2mn09lCUCkgW19v1/opgQmnhigZ5WEcai7MxsBSGeU9W9dgz1mw440EA0GVKSOoc40HXS5RqilR9TMb1DICbFeMIEsVKX7twDdj3qybndGqrHU6KXKm3o2SQoGoXaosen9pqnlx2RUTuLy+nziQTRvba24Olxp2qt2rtp3dbLjbynLbtbV1r5zosaWZljyJAN3Wseg6mO0k3t8FGTNWtXapNcTdkre01JYWj2bSIwh0i3LwHMoD/qrxVaT0kiashmVi8cEugsyFSQSO1ttQ5j3ZKmhpYMD5j+Ww2LGd0jjUMB3dv2q6O1xebknoYZnpBpS4KgEXUsDpuHP3ivU5HHAhmYyebBF5Qi8yQBpo+nTV/CVZt+zxVN7tVlbjqpeplMqx5GRsPliKQrNHqbrvO3qPVXE7NtNnbRLjBo4+Zk5B8o5flqR0dCki19N7bvh3Vr80dDF4VuXyRrEfNmldwDu3OQQD/LL7E7vzVF8jsgrVLYRyZGYOALLGxRlW4Q7LDdpUbGtSqEpFLE8YZ0VyFa92e4VdoHveoev8xVthGYZ3qEgaSIRQA32nQ8b6/wD6alOtOvmFxYj+B2S+Urh2UXKDUAH4nO3p+1WyyypDih3G9NkcCKUC9uF7ubdSlm/26OTmURay6kN0qMMCOIgzORkadbvfaOpgvLu1rduzlk40kjSwsLOxceTbsM97xrIbsE7XXkv2qx+SbQirRG5d6b6Y0cO6YkSOfM6GNgD4drL3a7Hdvc5XCeg5HE6TXsJVUgi4swsRe3hZqz0kfIzM/Lx5zPFGZBPI97EEB1TqVm/ZHdpXskpNsdG2jMaUf+PEW8u4LcbHb4W1rL8mbqupsehZKw5i+b3ZRtBHAN8R0oxNKw89G6ybvqrwrHGjMty4JiuAzAdfQv8AFWuaeLjynFj9QjlY7Ji+XDIYUW8h3XJZeJVviXq8VeXjs+UtHXoXf09Y4PmAk+Y5ZgdSARYX4dOnTXr41ocmV6mwrW4dQ9tWZklvt4e0UhnbjYafmrK9eqGgjiCOFuJFaVEHeQtj+b66Ygi2pAI99MAnX6aAI8jxH99KADcjl7KBnLxJ/TQIlr9WlMDmvz/toYyIPI6dooA427KUAdqdOf5qcADS/HU04EceNqQwXOovxveiAAbkUxA43vxH1UQAOWunt/I0AA6EW4HmaUDGMY3Sb2L/AG0QM//U+mHgBe/aL+yt0YlboH52I42poTKXiKkNtLR/F2HtNWmTAbxlTsIJ4aH66AKV0HVdbHqPupiKm/D3klLgqot3r3t2LThi03KEEWxk18x7AAgqTc0OSUaaqqgAWsBpWJug7bi/h+r9NIoCKAbniOA9lMA2FyfoNIJDw5W9oNAwEX5WtwINIDkB3AkXNDAPlgi1/eKALLgKNKQMiW1BJ/XTgCLrt1vqOXKgDhfS/LSkALD3W5UhnMQdDw/VQBxUhuwmgAbRrfh2UCD0iw91AztOIuTzpiAeQ1Hs4mgCIUX7P0UmBKyjU6E8qACqg8j7zrQBK1tOXE0AAKDqbE9tAEiDbj9VICNr/TyNNAda5pAAxgm40H6aYjto4WAHZQMO0qRpTETA56e+gJCFX2X5/kKQEgotYcuBpgd7uPZRAg25/RQADY6c+NqYAU3HKkBx2g/qoQyBB1tr7b0AA3C2P+FAHblsbgEUpHBBjYfWbcqYHEnRTY+6lAABAAHDsoA4kEe2mICd23Ps40QMj5qMxUMCQbEaEg+2iBScWAFwBflehjRg+uZXmTvAvVDioJJE5NKRvjVvsKP464+4vEV+86cFN7HkQfNjTnK56jfjc8e3vGriGOZQbQgDcTqBpa9r7gOdGowLKkMOYi45lym2hXsDtjA6mj8Xe77VW7TnykNaQK4Pq2bDKm990RuArXsBw7au2OrM6XaPRxDJhyJPMhMuMNZpACVU26G1J8Pe+CuC6rZaPzHTyjUqmm8/y5pLY8bmw23ZjfVbs4Veq1TWnGUvOaJyicYjXpxoBIm4B5pySTrqVQ9b/vVDn3P+TGWp6eU9N6JHIuIJHteTVRbgoG1eN/tV6GCsVRxZnNh2S25QdNdK6TAR9XiHkCQLuMTCb9wh9NPZRE6DThnlmd5JSXVXV2Z2c3AtISRp8S7umuK0NnfWUoH8WLzIhA6kbAhUqCSWvuG2Qd1n7tROug2OZUYZFl3M3l3RlSxRhdWcfZWjojMTWV0aVIccFGCSvYnYF8UvC7K7d+mykjo5FeQTxWV42H3RuFBO3vWB6vs1E6lWRRmxmxM0xUueqOLpFtD1X3PXPjtroioQomZjwOywwAMCCelSffv6q1+Oz3Yn9B/Fzo5ceQZCvFM7Mytc21HHco4Itb1sqr8jmyYnP4lebi5cM0UxtkRoA0Eire63J1dPGKXy8vxHWiRoYeWcmJ4lg8pmKBy/fYN1atZX7i1NIq9uQZE43LMzKSCeK7AaFiSdLHpB4c2rqbg5km9i2B4pn2iQF7EsoPL81LQIjcsPpWFm/eSAiRBtWVDY8ON/Hb5qLJM0pZows306bByijkNGFvHMLDcvSD9l42rC6g7cd+SkhAdzoqnezGwVdSW+EAVlxc6G7sktReaL1PHnOa4ZMvcxLMbkbt3dvcd2u2yez9J5tWn6Td9Oc5WPBPGyuzEx5TOSSjAk8Tfp2dXVXPfAm0WrtJi8nr8MPqZlxQpgAWN7X61XTd+z4K6k9TPjKPVY8sU8KTRG6sLgirMWi2356ACAQbc6IHIL/wBmtEAG1v1UgO9t9KYB93KgR2g5a9lAzge3h7aBHaD8v10AHTXtoCSNyB7O0UAEG1uR7eVAHG30/VTGC9uGlAjtOBv+qgCJb89MAEC9+A9vtoAAJb2CkACSDb66cAdzvbWgDidaEBfjL0Tj5OH10hn/1fpWv08u2t0ZQDnofz6a+ygIDe2nC/KhCgpnx1kAaM+W/G47atWJdZM2waVoZyElB0DE7WHxJfStJ8DKNYYxNiwTx2ddsottZeRHiFRyaZpwTFzHmre6LIw1SVDtOnJg26iUxcWPRO5jG8WcgXA4XrM1RaCSOOv5tKQzrndYfT76AOuV4i1AAOpv9VAEdTccx7dKYEjdSBf2a0gOsQOz2UDOLG4NqUAEtc3ogCG4m4AoA68lrgXIFMDl6uGt+XGkBIkEAe2pGC5te1+ygCWp04X4nhQIBFtOymMHbyvw0pAdtuL6+w0CCb3BBvb3igCQF/roAmFIH6aAOawIPP28KQESNPb28aYEuQvz4UIAAcefsoA4D6r68qAOItw+rhQIIVTqR9NAA0vpypiJITcg6nmaADyHLtoAJ0Nze3PnQAAwOn56IAn/AIUARv2/XTArY8Re4NIDt/PQAaUAAtx/TTaCSvdp08eyos+iKREX3am3t50VpH8QbOYmxAuTbtqySIF7a3trQM5hZuNAFCZMLv5aSoXvooYXPGgUifq7P5ccKyGMTFlJQ2bRGdUVj8ZpzGqBmPEIIocaaKyNLMeuEkvcDo8+/efev3qdyuD5bKzX+46OKaNqH1OH/wBdFnZDiNZFB28eru7Y/i4V18lBlx1hGLkIMl3mkyPIWVi7Rxi7cFG2V+rq2/BXl5cs2lV5nbSrVYbFl9O9JjHTGz34AksTUfPle5osdegrlelQhlmxnOPJfWNjdSOPRYHb4q2p3D2t5yXhQpBJk48waZmjET3SVdACRbSQAcq6OSa8pCq/d6RdoVmyjtW8JLETNoGF943WHTutWnOFr6jPhr9DRX1IPJPCscmWjgWjRrRl77m3WHcrndISc1xFb/kaUmblyCNMlY4MZSGRFu7nb3E7NK5orrx5WsbVT3ZZB6e4lbKLHe5skTnXU8wKjlySoipSPSYgSGGPHGhRQtu2wr2aqEeda0sskAaVQT3datEkchVdGRtVbp14a96iQPIxp5zN5wYRIrSSngG8sMLX/wCoErha1PQnQcwI2eb+UZUsoRL7VvogLWt3akVi58e8bIswMJb71FAtYKN2y/d30glFc8cb4xx1uqxgCCRSWvGF/lv4tu5+r5KTeoV3IoFttUbpRdizd0uNu61StN9i2xSXBjkAyBZPN6gG10PbcVl8jWn2migzpmhSyxC4Glltz+itqy9WJ/QtMDxQM822MMLqzMSQDwHdZmb7NSrp208xLUDmJl+rQwj8JGZMYkkNIo2g36iOrw0W4e71GdlI7FkYfml5pVeZlJLxEsqsOTabdzfFW2O6SiDK1H0IN+IzCzNDZNSu7kPib92sMl5ehvSqovqZ6TY7ShDJulX/AHYhcE6d128X2atq1dV5QTTHO7MjrM8cgGu3cS1ju6vB3h3azrlstQ4p9BvK9ROdBLj5GOPPC78dgQOuw0Knu/vVs8ya1JritVyjKwckymSdRtnSFgAPCxO2xbtWunDTjJl3GTlC/rOnmw1w51XKMyy28uE3vGRo+v01ryhHPxbshfD9RyMSDJEa3WceSRfqBt3wB8jVkbtSUlIlmBkG3Q7gDbnw151MtrQbSW5qn+o/V8HFhSHGiMRG4MbsQLk2kAIt01smtjG1Lbmx/Tv9Sj1UtFPGI8lFDjbfayjRm17taMzjQ3jIABt+oVLAG/6uQoAJNl3WuOwUhgJsLcT2UxBDjhfhx5UBICxN7i369KYE+Gt6BguPeaQHbiNdPqoEdex04n6qYES1jbXS31UAEPcX4jnQgBc9vZ/jQMO7bwFzz7RQIAK69o4igDiNNaYEdBegDidQQdOVAA56UADdyt7xSAvxdpinFvARb6KbGf/W+le32fordmJ2hFwfooGdrbj7fpoAid1zremBTIkcnTIoccgRcj3UCaKkSOLuAgcCdfq14Um2xpILNwJ40DANwHHX8uNAEt3SOY9lIAhuPGwHC/00ASvcWufaaAJgXAtegABSWOvDj7aAOtYmx4D3UAds6dO320gJFbgXOltPbQBC2uja/XTACrrfxeygA2BsPq5UAArYkfTQBw1t/fSgZ3M25DW/tpASIXQfXSA6wPEGw/LnVCJbQbC3vpDCVAI5D+ykB2ha/Lh9dABRdCNfbQIlYBeF7UDImw119poAltBse0am4piAVW9j26UoAB5dg50wJbQGt+b81IDrAXtx7aYiRUadv5aUgAU5jSmBwtuN7nTjyoAJ00A1AoAgALa/TTA4WuLGpnwGT4DTU9tMRVrY6aUwOLL2ce3WgAWF/ZrrQBEk3P5GsXZ2cIuIANu3h9NaqsEtkem4vr76YgEAE34UAG/SDb9IpDMv+oZ3g9LyJIjaSwXdwIBNm2n4rd2qQjy+NjNkQJKRtjRHkjCdAUp3RK/e6/lrlydzxtCNaYtJZZJ6njt6ViojvJleeXOtrKNG3af7iHatdFbGdhH1EvPG2QxCuyGSRk08XlxpJbo8wr3umlaJFWYJ4mdvxHlmcM3TBCAtiEUcFQdP2q4s6bukvTU7MTSrPuLkSNYhLlNsJt5cVzb91R1NWFm5iptWN2Wg5bqCkZhjPDS8hHhtfpSs/Inq+Vv7C3JSk2N5j2Zp5uBF2exPHb4a0srR9lSVZL8i/wDEoEIkKA6jYbEW530P8VZqkvQrmoEJIfSiehi4ckrFESQNTov2q6K2ydf7zKKjML5UcXlxquLjrrdtTa/yisrKrcv/AIljSGO4OPhrtyFZpmLXV2ubcjyGtY5bWej8g19DQiR8qbapMeLFYtIO9uB3BUuP391b9phl8jDLeNDQiDhi12Ot1Lan6/8Ahr2DhGvMsUVu+yk6VMDkXyJhDjl5m8tA25mOtlFEjR5zEniy5nSN3aUh2Nh0AbrxI/LvtvkrgyKGdtdjQw9uPZZ28tGLHyBxHxyuwA0LLSlILszJvXGBMSIkcRY3sLhtbX7OVdNcSjUxd3IzjFJmWSNjE76FQu7VztZt/iX4eqs70aZpW8oh+IQT5OMqpJNAoLHvdZO61/4PkrJ0aLV0ynzY3JhBKxXDNEhYFFKizK4+InuVlanX3GiYv0SReTjjal77mF2t9HV1VLlOWaSRkxHzZEHnE+VoFGluXdprJwW3qItRNgGPj4qqs8iuL9RJNuZ18PVT52vqghIfObCwjjxg0rC4byoztjsND94Nr/5KmmCzcv8A+Mi1yOVC+VioN8iAA6iRmufnv7qpXdHsWsdbCRwYUcB3CjVSGUSd73/5u9V1zPeCrYk9genZHqePvRh5xHh2M5vy3Ovd3bfHRkpS0P0mK5LQ3E2GRmlTdOg7iC5J+H2ftVxpT+pq3Gxm+mwzH1DNiyg0ckkTi3wq3Z8Wp71erjsuOhx5Vrr9w/N6DAmVjoU34aRqk5XRizFut9e79is3fjqxpzsR9Zw8aOSOFUWMRoCjRjabknqZh7qd3Gx09tRXWphZauAV8ssL6SgE3bva+HbV0Znko04NTLVJlXGZo8bzApmm3bibKF6UB2r00k9SGpW5L+nosH0uSX1LKyPKx5AYsWOTSRlvq7Rr7uiuhOTmtoj1eHn4WYFbGnWXTVQdf2k71NqCExjXcbcLcT/ZSGG4K252HKgAgddyLC3GgAX1YXsBQAb6+7lxoAsB5GgZWRrxsTz+ugQDcLwvzNvbQAC7XH6BQBEMBx/P20wCvAkaX4UIDt2tvbxP66YBB17DbT3UAE++kMBGg/NTEcVufaOFAESSOHDhrQALi9tP7r0QBwBPs9t6AGMYWSck8UNtdeFAz//X+lAAgW5c/wA9dBiEC3A3B1oADigCotb2ezlTSGRLaXFvfSApYX1B0/TQMj2a9V6TAIX2+/nQBxAFraanQaUATW2pbsIv/hQ0BIDSxN9LX5UIC0AW17OVMAWNwb8PpuKTQA5HW55/2UoEG3SAfppwBxDWPLnrTQA28yf7KADa3Hj7qQIBXl2cKEByr28+ynABK3tYWtSA7bY2+s0oGiTrzJ94pQAQlrm+p4HnaiAOCgjtvqTzoAlstb/E6UQIkoUHtvwvTgDglzuHClAziCRanAiO0Wtwte9EBJK3A8vy4VMDOKDt99ABCiw40CDtHG+nKgA7QL8+RpDAVGns4UxHafm4UwInjob0gOYi1yf10m0txpEQAfZ+ap1Y9gWAtwFtK0SESYAUBJCw7Pb7KAAbn3jSgAcDpp7qzh2HsArf6qtJITZFk1AP0iqEEJ9ApBBHt9v56AO2XPbagZnetJiHBf8AFBmjUhtqnaxYd1Q1J2jUqqlweSxxKI5jhbWUCzxOCw2DdryXxeXXDldW1yOzhC3L5po3iJyAru4DTlRYHSyFVt0qiVEtOEdGOlXUz48VPMbziWAH8pCbyEkaM/gVV79a3zONPKcqwRb7y440KWVAFckWhisTbTi7Vz829/7zTiiwI6ygY8aJINHlf71xa3dU7RUNprzPT+ihaXgXmLMmBbInYxjTYg2n9plHT9lazVqr0rzBx8RR5YY28hQT/wDTEOPGtlVvX/eDstvUNj0tJ4wZEWGMixiGrnj4rdO2s3nddnyDiQaDGwjaNfMfkp0t7b2FCta+/lqUojQtSKfJVSwXYCGuRZeNtNOr7VS7KgzSjw8wY7PEq7bXViwVu3dqrVti7Xk1a3pOfJlS0Ro+lnEeEwxBV8myugNzcjdcn23r1GoORuR7yLDhoOVNMkVysnGgUu5AktpbUge6la6ruNVbPN+o5eV6iEgxlaOGNryvKNl2BunxaL3q58ncVR048D3ZX6T5saPIDHFEGYpM3cAHS23xcR0bq5rWmyS9Zs0lXUx/WfVXy5zHGdkDHbuPeOuu6uvFi46vzXOW1506FEoZ3jRT171WLlpe3b9mt24UkLVwPNi+oYMcwyIWCMrKjod3WeG3aTbqrGuelupfxtD3ovp742PJLPrNkgb1PFVvcLf4vjrze47lu0V9NTrx4oWu50sWVBkHIjdSx0ZG0DC+hP2PDQsiuoZr8fgRJVcoyIbI2rRm2h7aNXWOo4guMuJuaTcFBA3atqTwUIps0hpUpZ6EWaWpY6WUyzII0XcUjYgIgsep9x65fir08WFVRxXyNsgMvIk3P5RTHUfzmcqjG5A2aLK/7tbSZx4gx49hecZ4WSaxdSgKEm6hlBdfh8VZWwq25osjWxQsDSZ4RsofhFAdpiuwOS23asguib7bd9cmSqrolysdNb2tWZ4jvpqSl5BjN+HgBC5EZBIJYbt8Tbn3Ov8AzN3crDJZJa+sEvE0HeW7BSSLKAxNrWt2VzuqL6lkqRyGNn65WR4wxBJCMNx4fYrs7OdV0rU582n9Q600RRcg3aIRkPtBa207tba9NLJRuiQJwzC9dyMKBI3llbzDdolXrZw53EML6Ivgdartm7p1f/yzRZPicr3C2D636XJGqeY0JZiWWQabvevRt7q1WXBaZXmBZlZ6jGR6TjLHJmhVCojMEsQGIHT3WXsopmbirQn4nnvUC8yLkzS78h+mwuAFHAfLXXjesGOSqS+p3pmVJi50GTFfcjgWtckd1l9tasyiT6glttzpfX66RBIbb3A1FMYWIUaaHkKQgbri/bz7aYHBgb8dNNKABuBOlAHBrnjr7qIABbS35uFMCJP0fnFICN11J7fdTA4ar7eVOQOtdtNP00AFWPA/o7KACSb2vbtpADieFh+ugDu3TSgRE6kHh+XspgA6m31HnQBG2tiPqtyoGM4zHZPfj5d7fXSYz//Q+lhltx0t+eugxAzMPbxPZQBWz2W310wK9xPMcPfTArJN/rpDDrbhY0MZXe49g5fmpAWKNLaE86YA22H66EATxHaProESZl58OXvpAcGB52tx10+igYd9gb0CIBxxvb38acATViRe970oAO86BeANAEtzbr317TQI4sASQbHtoGR1bve80AEaLx07TQIlr2++kMINmHs4WoERJ1uRegCxX3Cx+kUQMPPjprY+2gA93h9dIAk663/LjQAVNtDr2UCOJBNr6dtAwfn9hoERuBx00oABYmxt0/oNIZIEWPHTgANaTcAiZ1I1tY60hgLhTx04HjTgCJcW0HCgRFyVGn1+ygJIbwp11P11la+sL1FKoN1zfi3G/C1OuPq/UDt0QbltTxrUkN9Db6qAAWJFraU2EnEEWI17aQENddfeaACu61hQAdpHE6GiQOYg8Da1MAb1tqeFICBYk8OFAFcmVDDHvmkEaDxMbcKTcDhs856zly5kkaYyPNixKXd1U7WbsBI29IrnzZFEJnX29Ic2MnGw/UZIXTFgPl5AG6Q2UgC/QL+H465rXrOvqqdFkiT4mQ5iV4xG6KIyV6ncr07o17vd6W3VLyLoSrsI9EzdQzvFCe8B95JYn4Yh0VXySpS5/wBhAxj+lIukUgEYIuFBUm3xc658l7dUWmi+TEMEbSkhFGm1ALkmw4t8VYc5ceosTyotsLvNOwjAsIlFmLHuqSPmrbHbXRCshfGy4MXHu8YWQ3LAC7WPd3vWl8bu9/KJWhFkeVl5Y2RkLuF2IOi3vpuNS8dKblKWWxpBjPs1lyCbIpIZzz/ZFJt2X20DTZGvhxKW/wC52wqupQNuJsO7u6efw0sFKcpb8tCMlnGg5NtzpggJ8lQCQnSAvt+Lf3K9DFm5W8voqctqcVr6i2FMWOVmTohhFmPDq+Ffs10TCM9yEudkNIUiW0ZGkhN/4f8Airgy94vb5jopg8TMyRGzObkyk9T+I9oU+HdXHzs9/MdNaJbEJGjxoGdlARALjgCTqFW/eNKtXZlt9EYuXlySoiYkRVFtZBY9TFtxsOLXavTw1qnr6jHLhuzJki2qHk6XBJPPWutNdDktRrdF2HeXNxwiGZgwZkXQ2U7m49NTl1q0vcFN5PTPlC4IayE6rz9itr3t1eFweq9x6dUGKV94jOu4XUjXnbbf4qm1dJBlOVjTyNeNtrqbNcAnjwrTHdLdCZQMSVGuyK7nQyW9nFlrTmuhMjEKQtMxQDy8f7uHbY3YjdNJx+yld3bU05P1WOPLeXBeZgxMJCugBNjroL9Wp/irsa8TAWkxcvNz/KafbioiyM4AJtu7ijutudVrHNk4KTTHWRyP0/Cw3R8dbSIpXzG2uxv4n+avKv3FrfqddaIlNPL5ISLa8rsqoCOnjfqB+Vf36yqlOpdqnRfi1zHE3THNF5iIerZsO3b0+Lq6quyrx09pmdJlAxhFQCRrDjw4a6VEGtal0e0JAzqdsZIdrEgqdeq3zVatZqKmd4nUYjzBHNdGUpkqDGl9S68Snysm2rxXsqv8CLVTZ4D1fJWb1HIcMzpvYJu4gA90fDbw16tJjX1HJbcSXcD7LWHsv/hViPTf036gs0Z9Py36EVvJN+RJ3W7a4u5o55I6cVuhf6v6KyRxx4t5DKb6roCewoo27qWLNrqaWryUGh6N/TONg5MU2c3mysQ0IW/lq412t8TLXTXKrHM6xseouOd61MQm4N/ziiRwcWta+vupiODLa17ns50ARB0vfhQwC3Hjp9VAEQbG/wCigAEix0Nr6igCLHgRpf6KYA07LH66ACuoFv7qAJgfVz7KAD7hw43pgR/SLk0COF9SNfZQAQDfU+6gAcNRzoACm/O1AAJAa3LtpgNY19k4uO4dKTGj/9H6F5m2+twRwrpgxIecbkcQeFqcAczaa8ef0UICO48B9X0UAR3beeo0+unuMPWdeB7KQEb/AJCgRJdSKBloBHLXmPppAQkFuOh4W/TTAj1XsTwuPqpgSOgBBJPZSADKWHGx46UkAQLabvz60ATG63GgAa3vz9lAE0Y37Pp+qkI5r8jbtv7aBkVcseQHLn+um0In7zrSA697a6UASQg63+qkB3HTjr2UASWwHHjwJpgEEn30gO23GvDlz40AHUcCbUAcptzuTx+igDm1GoN/z0AQ3i17m+uvGiAI+YCbAn3UgBuA4HUe/Ss7X1hFKpysSQT2a0Vr4ibJ7yGIuR7NKuBBZiedzTgCJXQ9nspNwMgw2qdT7AKxbtbYqEgiIjnc8Dy41pWkEtyciXHMcqsRJk1AHD29tMA7Ta3ZSAltXaLmgCskk25CkM4DTnYmgAZE0MEZklYrGLXPHiewUm4GlJgZX9WRCdkgjDoDZZHJW+nw2vxqOaL+Ni6/1RM6AjHVGN7sWJFtPZUWzR0OjF2rtrOhTJ/UfqDklBGo9gLHX31n8zOhdlXqxOT171O21Zj1cLKun5qfyWY321EKtlZc26VZHl2d9yxOvHgazvr6goqrZDi/1RnKdrCOQDQsy6jU/Dtqfj0J4Vs9PKaMc+XlY/4kKuOWBO03IC9rDxNp0LXLeE4M4gbhx48eJ53BdlQuznvEKN232fZqKLnZIVnCPAr6znw5rZkczBna5W522+Hb3a9bgogwnU9N6TnfjsVpoyYnR26QQe8v+VjXk9wrY7Q/OrndSLodlKzrHL3hYNoLC9hesG4s0FVBi5DGeey32xWO63E8FUV2USrX9giWUpFFITI/Wt7Ja9nYcSvyLWjs0JItYSxReREw86RisfIhQOtv9FSmrOX6ag1GkjeDiRrZlIabd1yr+f7WlY5Lt/qUbcTRXKraR1HUBY2+14RXPBEyNYrWje42Am97giwA42r0u2vWtFHqOfKtdTFb17GLEtjHykYlWVrsVvYPs06ttZZKO/U61gtVSOtlY7IJIJFMfE3bbqON91cbxtMW2/lM+b1vFVimPF58xJO7XZybj4/2a6K9u36ilRvbYx8rPlyZv+4fzJQelO6qg6cK6lTT7am9ONPKvNYgGMagXN+ftvSepvBW7hkbfcgixF+OntqlMkXSdXJqej+leR5DyW3I28FCerRl8t/mTd4aHmV5g874+KgZtHLlZBi/ks5CEcLqFR+N/Grba5s2jN8XpGcdSt2ZgEUbnOrAW48K5tW4QXtoU5UU+RjPI7viQxu4O1D1RAhl3D+Z/L79dXlVvLXmc+vUxz6vi4fqGzAZ2wQULLcsDcrv2+Z1V0/C718/rMucPQ0BI0YkSIB5XndGvoAXLMut/hMezdXRRqtE/tIam0GnIMWHB3ZCqoO0ttNjIVAIjQr1cfhrl5tm6rBzY+NE7yZWOpgKAec7s53MdIGQ+LcfBWLta3uty+wIM7FhynxF89dgDNbw2VTbiD3E8NRl0todGNpLUnHNK8o8tRJDHIo87cvVIe5Gg+0etqpYHxkm2RNjMks2HG2TKwlySAjXHSADpElvAprKeTj2iVVBQs/nxm0YLHqABBNyP2aTrD3NEoGcYy+VdwykFS39l66e1/5mn2nP3XpPMeuTZeL6umQrkBNs2MF4BCb7dLW6q7cLTroc1pT1MzLeCTMnlh0hkdnQWtoxvWqIRWDZb878PZzvTGaHoSvL6pjqBq1xwPdCnf8Aw1GTVMvHoz6A0qRRSyWAUKCD2k8BXkpanSyhJW/C2e5uws3Ebtw4dlaUbnT0haqNP1J8lMOd8RgswXoc8r8TqD1V6bcI4q6vU8bky+s4bl4syVrk7y173HEsp3DbWOPNWzOm1JR6r0fOf1DCiyXFpGBWTQgFlNun92uk5rKB8g7iBxpkHG2zhr7DrQACACe0caAI3FABB0N+ygCu/TqOdMZIAE2Y2HZQBIWPDh7KEInoTw+mw+rnQAC9teVEAQLLe26mAfMW+h1OmutEAR8zQm2h5/TQEnF1va9j2UQANxsdvKgREtw0tb8vZTAYxG+7yNTfyybfrpMaP//S9sXa5A4HjXYYBuwvp7qGBIuSeOpP9vGgYbkjdekBAsSWF9b6inApJnTXnfjwoHILblGp0Nr0AXqApAPIaa1IFl7AEjhyoAqka5II4dhpgR107O2kBIkWsNDx40xh2EH22pADbzB+kn+yiQCSFFgBQlIHKQRpr7eVqQHXPIdRtxogDtwtc3t7KIFJJYxfcDrRIFlgtuPZakM5FAFza3ZQwDZQL/TTQgx+0e3SkBzkqOy1EAR8wbbcu2gCd76DReNqABcC1j/ZRAFZmtz1ogCDStytcjQdlOAIm9rc/EaTQBGvs9lZuWUcEA1Juvw01SBNh3W04Wq4EEHXjqeIpAEciSPYKQEr30v7yON6l01GmFUJvbiapKBSFQRw4UASTaBY6UAcw3cT7aYEAQOBJ7TRAHNdtL2FAELAa6352pAAuFXhx1ogDE/qWeQxQJFKFXf/ANxbiAwsrGsMj6G2NSYkbSS4JxkgRYmYg5Btu8sHpGvdaue1ErcpNlZwZ7t5TmK4J4pt1BGm2zU716ndgyJqEB3D8dCeX+NQkbXt/wB5qek4c0EBmyYtJCCAR1LsuV3Lx2mubNmTfGr9Jza9Rd/RsgztJAoOKbvZjtH5fDV/5NYh+sFJP0/Bwp2jC9flHzZSOBYn7tL907anLmvWfy9H/jM0l0NDPnOKAXc+bK/lob9KjiTs5v8ABWXb05uH6aiu0loVZI9YRh+Fido5AEF5C97jqMyM+3nXoVyYvaYPHbqeImxcmGWSKSNlkjJDpY6AHjXUmmZtMe9BzZMedogHk85kUxRttJHVresc+JXWvqLx3aPWf+xwWcorXAuiG1kJFhtU93vV5NsFl+R01s2pM5yd6YituSIAyNwNz4f2q1S933GpW7LHFGyEiWS/4ZePSL7bW99WlLc+mv8AzCW/6gRQwwyCeaYtIFKkjpGurhftNVOzsoSFCWrOaSaTICrIYt9xHEp22Tn03/iohJbE9dTfxEgx41IYANwUcBf/ADfarhvZvRFE5pZpsfJhQbjIhEbHQX5KdfFV4rqu4Nap/aeYZXG4SAxkEhwdLMpsRf7Vdy30PQTVqSVzG0YaVSh2hgr8x2r8VUqtvQh3rxlm/jYCen46ZLwtKSoWaRTfqbqEnQ10RP5abPt1Tfgefa7sxL1WfDllbywTlO4ZnXQAr0SrL8TMvcpt6OTTBV8lHpqZk7bFLKLtYED81Z1U7noXtxUosjjhibzJZBJN4UUg7b9i/FUttqEuNTm5KZnzBJmckFmTIc/dqCQIx8eh+Cmnx29H+8Tonv6zSly8DHtiyZAjCgdMYJtfxNbhXNXFe/mgztlrU7/2eP6R0znzvNG4RpZty/E3seqrhvdyvKRly1a0Fh6/6akX3ivqxdERyVs2q+atwrSJ4q6H29nbR8anP8sL8jEGXgvnGecSOhkElhtu2u5tynpTdbw12KkKDLnrJr5nr2Jl5aTxYbImxo5VuOtWG3dJYbfux3N1RXG11GrM0svLSTAgOPB5gIYRSPYFXHSE3NuRH0rkqocM6U51Rn+dmOy42RkLFD3Zgx3H7sXB6d8j9XTuXv1tXHWeQmzUzcf07Jx9kbtDdAEULIGsLaBG8O35a150es1MuNvCwYXxYgh8pvw8B/7aNx1M99ZXHyj+Xurmz50/LVmuPFZuX5bFs83nRXMRZyRZVI/Ja85L6nSlDFIMcNlmdU2OosVBsRw7O9WrtFYKaW5oQqzLIHF+DLrYmxGnirftGuf8pydypqJet+nw+p+nI0IBzscKUUaF0PeS3i+Wq7fMq6MWXG5ML0f+nJs2WYZCvBHCp6mWxL2uq9XhrrtmS29xlXH4kj6LiqQCzEngeF7/AEVm8zPRr2dOvKxqemph+nzRSsBEtirsdDqCg6uNS22Vkx1VXHGptSGTZGzR+Yig9AtrwBk16ehe7XImlucrXgOQqMYrE2yx4KQP0W6q2wZG6tmV4kvUIUkhJuhj0DdmqMvCu6rlHPY855V/OxbeaZyEBJOoI3bx0p0rXA4q059B1qWjY9MMeDixY6MGiS4bp2yC/Nl6lZt1ddO5rZx1Oe9GapIB46/RXUc5wser/CgAaa0ARKgG9+PIe2gCWy44XHZQBArbXQCqEcLbrctdPppDA7BNBwpoCoO5vew5+zlVEyc7sADw9hNCQ5IlhcE6H/GiBHLINQQCfbQ0EnFrG4GpOtEBICSoFtb0ICBY8jY89fbTgRASMTqw10404FI5gsfKyxfTyj2EcONRboXXqf/T9yY1FiDfhf2e2u0wIsbGwHe4Hl9VAjjpzuOJt/dSAIJJHO1IZII26/D30DgO21za4vpy/LWnIBFgACePP30mBK7X00HK/wCqkBIEgaWv/ZQBFjr+j+2mIh1AgHjegZaoPaPbepGFe3hf8tKYiBFzfXd2nSgAaAFLWbtoCSWgK25jgKAJA9Vhw9gpAcW10BPbQBK9zxItqLdtKQDdh02N+2gAncSBc6ihAcVPG9gf1UASVgeHCjUDjcg9lAEA4HKgCMkrBbLx0oEUmdjfU6cgKqAk7dfU6Hs9n1UhgDG9gSbHl2eymIAJIudBf8r0mBPebBRcdp91JDAZHGvGhAUHJtlrCASltrDQEMdpDa2LJrtoHAyzrGlgdeVC1Eyne+697W9w1qiS5JNxCu4vyF9fdSKC2TGrEGRVtyvrSBIsV9yghr35camUODvMJ4I3utaiQgipyzo6Kq8VAYk69unepNoIJMmQdAES3O5P5umlygaQun4mVms6Eg2V7Hh27b/6qzWZNwiuGgnm+qfhZ1xUvkZZF/JiQsQDfqex6a1kSrIxi5KZSNKktgl1khKgMjDiH1urVDY+Jl5OP58eQnSZcgizkGwYNcH92vHed/JyZ11qogoxfSotzDJkLw4ygrEhtHc3tvvq9O2ZtOPIVEB9QwMebEiv9ysd3tGgtZrd4dNLHkddH5i09TMg9OzUlSbHXeAel17yjh3TVWzUtKZ0clGpqyZsuPGTJKt1HF0IYn2sjber5a5fjTeiMG/qCD1BsiMRunlZElwUY6bbd9R8NU8aq5Xpr/rgJz1Fczy/TMOHFgcqkslppQeoAXduofufZro7evyZJsZ3cIvhgwp4VfHhPnMxEE4JNhY9Uu4tuj+Krvmas6jVNEzM9Xz48eJMtU/7h2DdZLBWW6gbbhfmo7bE5h+igZb6aHmMn1X1CcyCTIkdZf5t2OvsIv3a9ODjFopDG4cd4c760xHpvS/UYfT/AE1Icobzko80cel0s22McenzP5qVxZ8DvaanRTJA4BBl4S5Cm8cq/f7CN+8gbo7fFeuNzS0P/wC2dNbJlGVkeXMTCgecKsIXja+rqnw7U21pjpK19PrFawtKBvQ5C6qCywwndtAFhvc/F4a1q9NP7yf4jkbYWOQ7IpkktshXXS/flfVqxsr209tff/5CkOYiTNI023bI2rTSjQD4IYgelft1heyiP7Kf+MtI0IIUUs92d2N3djxI92i1z2vMDaKsjDxlyPx7xCUR6zQmxVh3SwH/ADEHVXX2+bWGQ24hGZ6qsOQp9NxWAgLKYVex2tIzWSEoP5Wvi39NehW0awY2XLcSk9P/AKgSSOJ1lUjRGUny9NoXgdq7ap3pEvYji2ML6PkRYizyvuzJnLPG1uonwq3d3CuV9xWzj21OzFNNCmSCdMSXJeArDDYSO7rfce6m27dTfZq6rk9Ga27hVRg42PJm5IjjYCRgzBjcCyKX5fZrtPJblyw4mZk45DxG5uBr1X17tjU2oraNF1yWWzKsmcyyySHxOWsbcDyqkoM229xmKFZ/TpcpP5+KyCRe2FuhW/Zl7326HuECGlr8hyNUKBv0/CysydcfHW8jXNyQAFHeLMai9lVSyq1k9Kv9MImMyRyhs06Fj3NPCthXH/mKdjd49CHov46EORC0uIZPKmA1Ktr1AH4B36O5VbLfzjxSjdXaJFCMPKJ26WuNOGgrzTqeu4plxS4krElnLG4IuAb6WI1VXrWrTRVXJZJ+E8gyt0so3BrE6e1RUKZgTsRx/JliEoJYA2sDwPvNO6a0Ycih55FynRSo8uxVj7St+VaVouMhJp4Epmf7xVAU7QqEkWuNd3OtMCi6SMMq8oW8mORZR0x6XZR4fDcd6sbPVpFJuNTkz4oMXI9RkO/HQcb8fgUX+M1rhq+cEZWkvqeROd6nnFvwkLNGp1WNb2JNwN4r0eFVuR82RimdH6jA6rnq8d7kK9xf3HhVUdXsZ3durPa4OVJN6ZhyG0jhbMbey22w7teXlrLa+1nSijL9VigZmZN+RGbLrYAce91fw1eHC059orPTQs9L/qDHnP4Ty2iLgkys1xYAs17he9Xe1FdDndXMsc3ojCVUYq6ggKAdh5i615WRN6fadNRWXOxlYmP76RyVVV5yHgP4q1xYL8k2ZXyKIRpYHqe/DeXLKwtBpKxNgNL8b16mO0o58tOLK4/X8SUgqpaIX3Sbl0HbYGh5apwVXBZqdDTWZWW4sV4g8b3rQxK1yoXcxiVC/wAAYE/u+ynAi0yALpw4EHT66aAAdT+j2UmACy7rA69tOBEbnbx07aYHAgg3F/1/VQBB0tbW47ONqpCgBDAX1vQBWRe7cxzNMRNTYANo3O9KBorkkKcdAeymlIpK3exB5f200hNnAh9OJA4cL2ogB3Bb7vKNtfKOnLnWdlsXXqf/1PcgltBfsvzrskwOIsL8WHOmEEgL8QPYeAFIEcFCkcmNIZIuACL3FuNMR25rE6H2dlSMHFgQPf76JA52fUA6DidPzU0hMILam3Dl/hTAG4nUjpP56QB3XtbU8xbXsoGcC17HXSkAVO32+ygCYBOvC3Af4UpAJSw9nZ7+2gA7GPAAW0vxpARK3J0u3bVASUMedh7aQHaj2ka0ABW10FjwFAFoIB3P3uFAFbEl/f2aUAE9Ive3ZSADyKBa9u0/40QBW5LX107eNxTEUSTLu2bgCe0inHUUkfNjFwDc8zx/y0NlJBtPuskTsfjayqTa/Pq/hqXZD4kjBlOx6UUjjqTqfoFLkHE78HlsTfI2qdAEQXvfvbm3UnYcIkmLlw6eYroO7vuGP2ivxfZo5BBTkp6gsDNE6PMo6VVLjiL8Wo5BAlM7iFn8tvxZdIgwsXUmztoQniHTU8i1XoLyhshkk8yUwv3ElZUk3AgbI7+Hw0cmPihmB1QXyhHuiOxo1DOQw1LSNxbdRybFx8DVxjBIoYQCN1LAqQLg8G6vmpSLUsaGE36QC2rEafnqGBXeWJ7MS0PbzHZXL8t1aH6S+Kgt3nXUbeI56V08oUkwReVUF2OvIA61z5O6rUtY2ykSNMCoaya3P6qwpa+af/llWqqlyBVAA0HI120xqihGdnJ5TCnLeo5Uc7NFkFixIO3rBLKHa/cpZU3EGlI2L45iMrLkxiPIm2qQGLF2XvPxbp1rnz5OKVSlWTRYeSlybhBce88a8mz6G9UKGSJFigLqgc75t7BWduC941tWt7Lyr0idktxqXe5VXN76sfYvdtWdm/d6iqx0KnWN5yVFvJG6Rr21bwtb2Uk2v5geou59NyBfvbdQbEKTwsvhJrV1yV1BNC8sSskjuwKsQqldBZeNu34aVW01ANCXqQxRCsG4qGN9qasANL9XSu5q9DtaWc2Zje3Q7GCwLtxMsRT7LCF13XVRbfHZuh9KVcSy+o0vbjtsYHrzqskePGXYKodzILEO461+bb8XfrvooRyW1Zk2JPDTX+yrJIjcWsuulDBG3N/TufJgx5sV5LqS8JuHVb6Gx73TXMu4rPE1eJln9OK8H4jIkH/bIm1lYd6Qn7tF/wDsrLuotC9xeNNFmOhVJgF35TlgQL7UQHq3n6P26m72/wDpl1+hrem4XkY5nnsqE3LsQL9lga5ctnZ6GkpFQyvT8fMRUjLAnY0jaHczay2A/wD0Vp8VnXVkvJrBsyo8MbbQZCPCNCb9l64YlwzRCg9RnaRosKHziR1ljtVLGx0Kjq/hrVYqpTZ8QsmMjOZVSAxs+RI22NBax+Nt/BVWoWNPX2g1qXY8m2QqQn3YCGVdOq+saabtqVeSaJakRIln58ryrDj3k1F+JAJI10FOtZU2ZoqmXH6jjx+oyQ+pko6NZJNSq2OnR8Ndn+PNFxZj80PYzvWvU/OX8HGtsSNiwPORuUj/AEV0YcPDf1GOS/Ib/p70zyWj9RyO/YnHhHG3d3Safu1jnz+1GmPEyz1f+n43gky8NRGVO6VLgKq8SQLfF8NT2/cNvjYWTGlqeUYNuII7Sa9GTnLIZ3gJ2m4lQxuvap5UCIutiNy3NgfYdNTQM9L6DEuJgyZJt5uT/LUDgim3Z4mrzu5vytx+06sVHEmlhz28wyMFQOTJ4bXVe2ubJXaDoNLEyYxLJGqd0b5ZL6MzXVdLfAlU8UrcwkTzIJmnH4aNUIuQ1rWOvRb+Gk7VW5vSWtTsiObMwgk0nQ6mypxt8zEDqV6lXVXpvUTqJ4AjaHyHjJkUWRTfuE8arNM8k9P/ABl0Q+kTjbEEAMkbxudLEobxn9pHesuXX7f9XBo7yEaCPct3QC687kWelLVmOWM4KxrO0sbW2WWRbXuFt1DnW2LJFk2ZZU3UqMhMjHcLSgWS2tuJvWNnJVa6GL/VOZEiY/psWqqBJOAeDHRVJ+xXp9tTyz9xx5rTb9TU/p6fzPTIwAQFBEcZ6Y9oJuenvt9quXurxbU1pWUiz1tfxvpuRjmEM8SiSDab2Zb7tfsbqz7W/Gy/MvLTyyLenT5eJ/TfnxAKxUKjntd2Xdr8K11PHORz6SJ0S6mG+TI4vruU63vY35MNa6OIJk4pjuVVT7wg2F9NxPh8PdogJk9dh5iH0iF5G1ZSL3vqNGv7q4cqfIdazsebjZ3aJouia9le17kC/H39Vd6k4HubEShPS5pDF5mOksasrWIcIF8x23fNVNaP8jZW9JiepMszxNjptlK3LINoZSbKhVfh+NqjH1RtaU5R63MmlxPSnKHbJHGEUtrrYL8Q7fird2g5o5P9jzp9QxEmGJmxJ5YIByokMboSOmTep9u6iluSkd6tHo/SMmU4MZncSSAsA5Ybiu5gjPr3ttbQZPQdEqMxTcL8QtwTb3fRRAgqwuDb3cLWv9NEABjrw0PL20xHE2sBx0trTAluIF+R4miAkC2ItY2PAc70ACQKWGlvYTQggqkjF7gi/bTkmA7VYG448u2knA2QkS46b3HKqTJZAre1/wA30UAPYGkWWLEfdHlpqDrU26F16n//1fbq7myqLg8eddsHOTAJG2+gHGkMsVQFGn1f30gOtduZBH0UAds0tbXibfTTArbcegCx4XA1pASCsLAa2HCgDtrE8LA6AUxnXVNBqxtc0QKSo7yWJF+zjTgkmquBfgTfSgpEwHvwtf2WtUjJaA+zmaQiVjqRqD2UQM4ByQWPPjQIsCkWZBpzpAdsKG41Y+ygZHebk2pwI4BzxPHjQxkHnijHEA37dT7aQEI8lGvY6rqV2m4Hba1EpD4sLTPtukTs3EXFv81qJQQyDJnObny0Q6i5JbTjusNtLkg4kHhndf52x/iVQT9TbqOQ4IDCJVVknkkAFtW2gk8+gLS5McFqYOJFbbCm4aXI3E6fE3VUtgMxqnl9ACngvspDOa5FrnT9VJhBJRre/LjSAgysSbMDY3/PSYwpcXL6nttTlig65IIvp28KQyD4sMhV5E3SDVWvqKBpme/o0aNNLuJVzutc3FlsBe/Wm7q2VNrRuNFOJHO0kbpCVijBQag2JA3t+8tKrlSNmtBjCJW2kFnO525k9p1aqRLLCt9L8uNIRGSIkWBIJ7STUZacqwNOGLTy+TFsfc77wFRRa59/w1xvHKiz8nrNExZMSfNlWbMICKbiJb25bV/hrXHjUyhNmj5e3gLADgK6qpIz3FczMjgx5pQwLQqzlTwJA0qoCD5kczJlyvPLkzSycSdLsff3eqqaBHp8P00SBciGSRs8M4aV3sFdeWzx7+7s+CvP7nKl5WvKdOOvU11yPxEccpUruPWnYVO3bofirybVVXButjyMmNJ6j6lkefL5UUZvLJtLFVB2rtUe2vpKpY6aHAvNY9D6OgxHlxlyWyoI4xIrMpBXce5c33L015XeJOLR5rHVRRoVeq5cpRocS7pcmd1BO526lXd8tqrt8ELlYVrTsU5GPkRYixwvZn8svEb7w5AIEdv4q0Watpn0hwNCdQsK7xZYFDSKvAsBolz81cOKvK/7mt3CPM55lWeSSU3lf2aad39hK+gpVJaHDuPjGRBHnoQk8sipEGO37u+xn2H5TXnWzP5Ir6Kf7zqVFx19Qv6hsd8uXJCzwweYkaHpIZl3LtYdXS1drexzJHm5ZomI2xbAOwn7Wt6uBEI7ofMQ7THta4vqb0gR7wes+nnFTJfIBdgLxjv7rAspQcNa8Z4L8moOtWRnZeS00ivkSGFRchd1tgt4QB328Td+tarSF5w6jGHCDHu2iKJrNtGhJPB39rVlktr91jRKCnP/AB2LEDIgl36LMx/l2Hw+DjXRhdbaL2mN0xGBJ5JIhe2RMSI5Sp26Ha7r9ndW1oW/pFWrex6bDwDi48kM05mdDfezb+i5CdNuiuHPet0rI0xqHAln3w0DwprK15HNyfYKzxefRv0mzIwo/njKiuqqAZpCb2W3Vp8Td1KrpDC2iFImRIzEoKx77BSSCSxARGf2eKtrauR0qki2PCaN41jd1VCXbYdAdLaHdz8NQ8spuCnVEs706PJUrM2+aQFo5mGqldGXpHc27dtGLO67emplfGmZXp3pRSV5p8czRg/d2I26X3NtY9VdWXuE1CfGxnjwRuPmZHbZjOXbdZlOhGndFc3GFNjpnoT9cyEhwxiCRlkmI3KoBOy579/bT7SrduUaHNma2MjB9Fmn9KzM5UuFXbEG5kH7wp8Xl2ruyZUrJGCroYluqx1tqfrrokyJnzJZQg0bgt9LClMIpKWeyjIRFgx1uIgiCRuHdHDxV5FlryfuPRqgYcUMrtORulkJFidAVNgVWjLZry+0darc0UjlOSoVyke0MQLC7XI3bv3ayreFp6iXVPcsiZ7ypIbNGSCOdmO6M1N11+4aews0hV5UXghVigt3mDf5qqNEynqcVZJEzCu2x2vb4Dpr9miZXENnA3kAmJnjvuUFkI5EDlWFHDH0IOYgBOW2rx3MeIty+1WiT9IpBjZStLviF7bQCwsCSbKONWsblIm2xoSNH+IEQaSSQD71Yo+nXXjZm5Vs1ROEvlt/r0GFatqX5DzHrnoaOZMvEDBtZZVke5YAbn23A7vwV0dv3HJ8SMuKFJl+j+qZWFKFijbIUg/c3sB8y9nGte4w1utXwJxO06LkehfIyp7CbanYqXA1JuLA7n+09cXlq/Kd1MbjXchkRZD4oxwyCG5cKL33BSoGnTWlMy21FfFLkwHVlci3eAW69hAau1PQ5nXUtu6lTfuG4NwOXOkVGw/6fHPkQjHjdVEruXDtZRtG5jtHxKPhqYTexldONBDJ9Q9Ww8lsOXyiyCyqqhlUFd3Qx9lbU42Uo5nWDZwPWI5PQJ8Z7LkK4VrEi4azb0+qld8UbYsfJpGVPl/eOMd3VZAA7Mbs20X48t1Z0XjudFqJaGl6VnTZUcuBmSllnUiMuSSHHUFDfC1qp6k3xcVKD/6ybJyFWZPLhYXd16n6e737f5KrFRpmVrqD0+NjYIjLQqhuTuYcd3PdfutW5zsYOLAykGNbHXhRIoIPhwupQg7G4ruNj9XVTTYQVDEVY9iPIqnnvJIv9rdVchQVnFnQ7kyG0FvvAGW9h9m37NNWE0TIzTbc6AW6rITc/L1UJg0FmcEAL5h57dP81MTKp/UMaJnhmcJKOraTramSUY/qcGQzRoCrqNQwsbU1qDQ2JGFt1kN7AjsGutGgEzKpBvf29tJIGUl13X7p9vOqEO4LqY8pwDpESezmai3QuuzP/9b26NZtwGo093uruaOYs8y4sO36aUDktjXcoudfqtUsaJ7VGo0/upDK2fi+gFUkTJG7PYgaXvQ9BlihRa/G17aVIyDMxbaB+unAmyo6kEX7R/bVCCoJtYAHnQ2BNfLUG5v224VMjKsnMhx1aSR16QTsLAE8en7VCQSKp61FMIhsZQ5IfcNoTS/U3io0DUk/q+HC2ySZdBuNgdB7bDxVUCGkzsd1Dqd6mxXYCSR7qzkuGSGRlubQ45VQQNzsF0te/TupSggtT8Yym+1b/MTx73ALRyQ4KngyCbHIVEtrsXq+gliP4aTuOESOOhTaZnZeJLMOFudLkCRRBNiCTbiujOlwX26aHrCyDxD5anVFE5/U8eMauzjUkRjdYC5Zm293hUu0AqyLp67A0zRhHDCwuRcAm+1Wt3W8VOQ4j+8sCwsbAX1vTERuTYkBTbiOFEjIlkANtez30COV9w2m1+w8/fQBb7msBx9hpDDdtRe9uetICHVbqOnMUMApI27tHClIEixB4a+69KQAGokZNm4WH6xQApk5UcitDuG5htIGvH2CsMjgaDjNDEqxhgrDju6fp6rVpj1QrKC1MrHKGRXV0BsWB/PWgQyYZQLkhedqztdLcEgPkINNXPIDtrP5V0HxI+UrMHfV/dqBXPHyPUrYmWAW4+gdtd1awQyG+w1PHnTQjz2ekMeBmTOSTCGUoxsrFwEVjahDPB2LEcdpJANq0A9D6TOIxJJmSHHZwGiKlyxY7t7bFV14fLXD3FPk2N8bdS7/ANxk48bvDJvl3N/NW1+Oxl/ZXuNRTtquyZN8kJ+0q9FzJPx2UXVIvxS33EhF3Dn1fFfdXoZ8La0ObFlS3BjZJeefGErffbYw66qYorny1uWsr/5K4s+F1qrM3WWW0MxTyCKRVIXrAc6kHaVs4S3HSuNrWDVMYjy/MyEypJBMEBVAAe8VvuUEfFWeRacUuJpVkfUMl1iVLasxklUcSdLKa17Oid2/tqTmehitKJskZOQTHC1xEoIIK2seXw1672g5dmTMwmnbz5WyJHUiLfoyrZyu39pequXJiVK+Xy+Y3xXlwL5Jnf0vL8y/QyNysN7HRuda29SgyiEY+PjzZEqxxKZJD4bcO0mna6qpYq1djeTAx4QMWOO8qgfiMwgsBc32xLbburieVvV/yYzoVPAfixk0hhiAAttAUbhezFnJHU/2qwtZvVs04wWthQQK2XLGSy6BBqSeARdPirPk35V6RzH5WHoIHRIpJltKf9sd1T/xfarC9k9FsPXqd6jEmVjjFbVZCQxHh2gnf/pWujtE056GeRoSjmwoEOGQZMSC5iLW82O51CuNvTuG6t71b8y/m/MWO8M1MaCSITSTN5kjgKoGtgl9vEV597q2iOj+Ar6hGk8MauxiLvaKLiXarxNp6ILNJirwTAtAGvHvtKQLXK22R/Zj78n/ANlavIl/r/XrFVS5KVTcbBtASI14a6Kz/wCiiYNR307GaRZHVjdhcsSAAi9uniqL6uF7CbWS3LGgx590KzqZApRlVgdCwZrW+zUTaurXlJVkyBhihgZR1IoOhPIe6lybZrJHHw7Kqva5O7XiCeo61Vr+AWtBg5mJkZHqUtpVZPM2BmuBbmqW+Fa9HHlrWi0ON4m3LNpM7OjgjWCOCIaCJBuYWPdv3dm1ft1yOtG3PI14MR9Q9LxpUORJtjlK3fYLKzn3/FV4s7ThCeJMS/AQY8HmKNs9goN72Z7Lpf31t8rs49ofGqr8jZggVYwo1t3iT3jx1+muO122bPyjWFjxQQIpa86qC0a9RBPJtt9tGVNttkc+iGXkRGgN9rNvT36b/wDRWKUpiYi8jw5h3FmhyFXbITcbhuun7vdrWJr+VC66lshjjP4lwDEo2ut+og93Z827wtU0U+ULOBX/ANhEzEXBWQlY4VsSVNwNzX6m+xXTXAkZ8my7Dyp18uKZfMikOwSnpZeIUSL4vh6ayy4luilZlsmJOAqAgwBiYS3AC38vT+GordPUfUahx/KyryANGVZkUEnulX3j4eO2njtsyLvRnfis6KJzLOjxL94pVdoKmzMzW8UddKvS9lTj5P8A0zJ1aXKfOI5OVkw42VP0SPEjW8u47/T5mxg69Cv+3XSuzVLKy9Jj/k868X6jM9CgWPD85h1Ssdba2HdF65+5tNo+07u3rFZH0YTdYU2PLhprWLUaG6Zeqggg6Acb1kxyZU/p8MSGfzru7PvABO0gttts+KvSxvlVScN3DaQs8mFGtpFaWMjqbusDc7e8WDLpVpa7kuzjY0P6fhdsbIncGxskfHXqHmbdfh6axzXhwvUONCz1v07Hy4ycWMLmlgSG6Sw0Tq32rLt3kpaLLyE5FWy0Ek9Mkx4IsCNg2c8jPki3CwAjA3W6e81dWTIpbfpqGKUpTKZMKSLJEOQbSEAqxsVN7/DSrdWrNTXk09Q4SNNkokQtKzARqOAYHj+z3qpbo1bUNs9XIqw+ZkAG7EAsdOkHb4q7UeMxiOUxZTqDdXVW28DpuG9fiqL3S3KqpHQ+5QVsQaUjAcmIP5TNZzpt4a/5aoA2v+njQBwtzseymI4Erc215DU0AILLnMkksUkTupsYu6NBrfQsp18TU5FoU5yY8mNNk5OyQrtAaJiBb5ZOqk10GtBObByJ8gn8OfLQDZsYINdeuXvFr+KpUrYohj4uRA5abHWZ5fBIx3jXbsTvfa30OZmQW0DkOL6jDJIB5axG46nJAt3dqlb1tzkz4osRM1lOwICJNN4Yjb2r3d1PkTxND06LIWLMD7QxgYLa9t1uYpWew6rRn//X9uDpzHK9dxyk1aymxFuFz20oKLo2W+uh40mho6+4i1wOY7aAOfaoube+gCsTGx2aj89EBJWe21/YOygRJXYkgixtQBB3Vbabm9nZQBRmZckUDyJH5r2CxR3tcngNaaQTJnv6nnNZ8eKyFFa5DEPfcHVXsu1k29Px0uSHwZSMWQTsThGTJdnLykkpZ9O6dxZVSodvqaJE4cHJ8qUzQbpJlsFQ7QHRuht5PT0be6tS7FQNx+iY0qwefI3nxDVuLuT3t0j33fJ8FTy6CNVYWjCjeWA5tqaciAXccBe/bQEEbvqWbjxsdBRIQcJypIa5AFyaTARZs1I2mnnYRAhWjEYNxJYDavyM1KC0ZuSWkkSCCBmkh3xLGR5SkMv3cy9WjWVfMoTQ2mMQqZY2jfCVZfLKkNp94VMTEG21029VKUCkuyooHjZZNonKCVoo+flqy26Sve3baXJLfyiW4phxJHCPIaQplsNwTRgVAO5Lnr+FauRD+JFlxXMrEowACuSWBGh5t3qQNDm8NcA/RRsI6zaWv7+yk2MF3A4nShgMK5H6/dSYE9CL/lrSGdtPAGkBXMuSQVhKgKAxN9Sbnp16V4d6nASZkObmNKsSARiVvKWSQ7h5os3Bdu7p7u3vUMcAGXIdGkL417SsAxYvt7i2/loGqeS6MfErHpMKy70nYOyAvIw6lJ2bBr1XY1PCdWPlHQnGuLueMmWXYNxMl+phsLbNx2r+WyslNW5K/gcuRIytkRBrXKo09lAB6R5Y6W6al5LNwHEbw8cLGyOGYq2kpbVr6lgD1r1bqfx2e5LaG1AUnaCO2tFiqTyYSfZ7+dVWqS0ERBvqBccuWlUBGUhdzNbpFyTwAAoA8z6pnSusohhvjZSqdzC4YXvuA+GsXlWyOrDj1lmc/peYoYSiMJFtaxYWv2WXq3VlXKp/Y1yX5L2lIjU+qJHM+6CQBjrqNLFVP7tXks+DdfWc9dyvPyYUlSOIbSg3Sh9btcnf0/Jtrv7TFxryb81jj7i3J8faZpgzHmRNtnk6ow5AsOTNfgNa0d3Mgq1WnpNz1DEih9ciXBBZLJ5rxDdGJWQ7l3AHj3q5sznG0zSilyNYd4pbShZTIrWj0spIXqb/AOvSvLvavh6TqqvqU4se7JXYO6VV1QGxK9+W+1d1F7aamqTnUt9W8hJIyQzOofZa447V5Vr2S3MczMmYASDaB0rqxOgFr7e7XqLQ59w3g2RyWAcOpPabtIr627tY5U+LNcVvMgvE83pc+Oi75JJVGMB3mCk+YdPhCdW6suWsv7RtdEWYOIMJGBP/AHU4sSPCgrny5Ob/ABqa0x9DRjQhgASI4Rd2PBmIv1aVyNz+1jZ1gthxmLxEuUkkJdhw5Kf3qTvEgOCISZF/BAfuxfxEd4/ZrJ2cfuJInIS5ZFNo01JHMjiKlL+4TMyHICTSooB3MdNugC6P/Fur0KSkZX8CjHeOfJlmL7YgyqALdRvfYzHw1qtCrpVSXuNfGnEUxilmEhKboybbum4ZLeJtorizYOtUKmSdGLxPh58/nTN+HmjkKxK+jcFHPuP8NaJOijoVIcgypFISTJkeYyxG1uY2/a2Vz+q321NabaCHk+UqB3CsxAAGptwPvdu6lbVfJl2tCDn5KwxLjyN1rZvLW+1dBtG1f5snzSV0UpC0OO1uTky8HNXBzhlZEbFGUqpPEKdLqviq8uPnTihVtD1N3MVpEi0KpkWY8mEff+i/TXn1Tq3PtO2rkYIAgaYDibKvax5DXnUVkVtGUD08KoJIvG25/mY3J/Z8yrWR6kuxzmGHa0sqRK5sNxA0+zeqrS1tkQ8iRUJ8OeXdeSRYhuDBG8sltA242/ZrT/HyRCQPNVBt5hREiAud6BxfukdWp26ft1Sx0rra3/pEc722XH9y9MZVUGdvOeRgigaAEj3+zdWbzpKKL4/y95SxtuW+Q15gSArEFiUDXbzI011rCW9/cXCkXyZbs0ijrjjWRb8LqW3W+1G22rXT+gEiMyiWJorXeMiSM37OpT+13aKvUexfHjweo4ZgceWHHFLbgVN/m8VPF5bkZJFP/VSyYRxxEqT4zFFdCSJLH7zcx27HZupK1tk4Xlv1f2DWqRlxQZgaZNjNNCwZk4ndv1I2nqse9trqfGyT9tiVKN4+oQvi36POL28hjtZQuuqaN3q58HauzaFkvEE/TZct/UXaQoEEa7ygIFyehRvLH7Va5sVcPGPUZ1tyTkyvUMaSTOmDg4+EXuiBreY3P+YWH3nyrXTgSu1b3GN7cVBeq5Dq8eRAUilQo1nHAgC30Xr0GpUHBVw5Kpw0GF5GwqEQKbDggNmII73irxLYLVvLPcpmreuhZjxqUshG6+0E6aXrC251ov1UEHXlzOtZAtRPL8tYZQOm85I0ueFv+Jq9HE/+GjisvMYxuxdLgrchT9O2+prSIFM6HrfTzfExNigRttLKvAWHVXm30v8AzF9BySfZCsuo8wm99SddP4a9lHAxP1nGj8mPOeMSvjtrfS6t09TfLurPJXktPKXjvDMrzBnvLbH2udqxXB33HNG7q1xVrwdVP7HW9UyfpfpWViZK5DkY/QzRvIN3WRs6wD06mutX1XLyiyNcWq+crj/qXJXN/B50capvKOyg3UnTdf5a60efBsyNBJeRmWKGFLLI527iPEBpXP3GN2iC8dktwx5N0V1mE0YJJKAW19x6a5q3tjifSa8VbYpHqUsmSApHzXBBJDadHwt8VaWyLmralLE4aHcb1J58kQvFsDAkEa2K2rprkq3Bg6NKTQUAHUC1aEB4m31f2UwFMjFhlJR1DI2rqNAT81CERjx4IrqsYVDcFRw/d7tA5Mn19tpWKJpA23dsU7VYE7WXTxLUu0aiSkdxsSBoY5YpJTYbku17X48v81TjvyG9BpMfH3FnUyNp1SHdw4Wv/wANaikv3dXG/I3/ALKBDWIV8vIIGvlHcfZ7qTGj/9D3JRuQ0trbl767lBzBRD2aeKm2CLFULwGtQNEt21bgfooGVPKW4jTmLae/WnECbFRkxEld27w7E6iPqo0CGTjadyDHEbfG/SLH5e8altFJMmuPI9mndmYC1l6V+i2v8VTyHxIj07GIsTIQLEKXNhbgdKXJjheBacTGNg0atbgW11H2qmRhZ7KF22I1A5aUQAGZ7348vdQCIlmttIub8b/ppDOmayFiNpTUHnWWSsqRyHHynlUNxp1coC4BiNLbvbVSEFbt7Lk8TRsBUQ/HSx9tORHNI20qNVuNL6UaNAV7Ukl3yDcS25Q3UAbbbj4WqYKkUyPUmfzMfCYNkL3m4ohJ4E/FtqbWgSLMLGWBNfvJ5LmSV9WJY6j7NRWjb5W9RU9B1i/hNhy/vrWSSBeXbYfn1obCDl84cTc+7lRI4LWmlsL2sbfXTYjnLEn20gO+9IsNAOJA+iiQLV6ksdLUhkWDXsOI460gJakAMAL/ANlPYQrnZAgSzx+a4F4k00N7Kf8A9NRZ6aDT1FIcH1KVWJm8mI2CxgHVSVdl3Xv3l71ZY8cOS3ZNGhh4KRrunVTkMLSEcNeNq3JmCw4jXHUNTuJK3a40WzeyiZArGBi+YZZF3y83Y3N/9NTAci43ttUEMKYoItv0Gmg5X40wYvN6jh4pCTyBWJA2gMdT9kNSewJN7DEbFgLEG+qnjxoTBnlP6p9ZhDpiQys0dx+K8s6EXG5Gb7Pw02nDBPUXPrKz+dmKwVMVolCKL/cyKUay9u/bXNXtVEM0eTUU9W9cwpcIfhnP4p+8NoBU+JmbxVOHt3W0sq+WVAvjzQyoG3gssZVVHeAAOht4q2tV7ArKBefGy2mLQxtJHHbr27hddW3adXVXUrpKGzBpvVIY9L9IzvV8t3cspNnmyGvpx6VHia4qc2bhXTz2HTHO/lqe1wfSsT06Mx4q7XYESOSSxJ7f/wBNeNk7rJOr8x0qlSj8Hh4t/LhaaYm9kW4vcafCKws7vRv+s1T8BTKk9Ss34WDyN2jtKQBr8vVRRUXqfMbq2JtaUqcuZpniFg6qu0X+yNzV14r8G4XlsZ2o2hGbFX8MywsJHdt1kBJ49Vxbprvr3K6+Uw+PXQguAHNy4QjXygC54EX2gbajJ3C8DSmLqauFheTtEcdrjaXk0J52CCvPvlk2SLn9PjiHnu3mTueJtcn5UrL5G1HtNE1JZj4t1K26WO57249lHPUdiaR7ZGcWKACOEcyeLn7G6osiZ0LLQ4+OW7zklmPAlieVNeYlyCLGIx3YnqKMQON9DRRp3BsyWI/CvZgXO4tJfw7juPHsrugVfXqVwRQYyRmRZHmDs+yMAcztDAm9mVq1WqMsjm2hYwTf5uHrKAwG7pkRrH4qTTX6kJlRWfMWONSwPmWklbgzOTdm/Z6qh2rWWXVOTVyxGsscMbkmJRe/G59/OvPrs39x10WhDGRZppZHAZC4jX2eXpcfD1Fqp2dYj/XMlqUZE+Fkn1DIgx189dzbJH4kaHqf3NXp2hKX5TjSbGsXHgEu3OiAzgVMSHhawiXru3Tfr7tc7yRqn/wzoeOEbGbjQ+bHJNOA4TbYkD2yNr7q5bNv0+bkVS6Rky+ryCVsXGx3k8stsc328P5lvDurb/HUTaxHKzew3jyBmcy5okEYvKsYVUQDxPq7D9pqK450rUTaWrMzO9Tx3XI/BY6ug1lyZbMTc7bxq3Vyrqrjjd+YytlcaeUZ9Dy2zEnlls8sRUFjc3Uj4Sdq7ay7mV1Hi1H4BLNnuQLoiKkfv78h4+1K440SXrN9EgfjMHKyYcaGdHeMmSRRpyK2Xl4uqqtS1aS0TW6b0Esn1XHTI8tEaWMEB50sUW5UftbfFV07dtS/KyvkGJoyjxrbd5gZHU3tp1bqy8fxLRDFSR40dm1C7G+jp/VVXaTAt9PlXHyJRuDRSjfFILm9htk/aWi0xPuqJ6ot9UmWF4TjlkyshrRyJZt2u371O6/yPV40rV12M0tYNOKMRMsYbcoGhJ6ri57fFTVdf1BuUZXrxZp4iIvM8tC69u4kL7e7Xo9ilqzHJPQyMD1HIhkka4ZGAa+0gkrfbt8O0t8ddebt65In2mdbOuxfj+opk5J/HABpxaOY91SD0xnvLs+zSeHhqvaRbzKDQ8nGbGVW6MmLVSl7g96x+RqOc7MwdV1BkWy8Mqtlyl7oPdPLafkdelqyrbmnV+o0VuDVl6RLCZSoW5BjuGvqQQeq/wA1eTmq09T26WVqqBryyNoYAAkk20ta/GsUXJnesZGKJCMdzIxJMykcDYBbafNXpY6pVRwtuXJjgFpECdW4kWrXoJbnqfRSZfTGjDBSu5fMGgBv/wANcOSypdt+b8CnWUjRi8yXy2kiCRrcRMG0JAHUFPy13YsnOsnJevFjcgXyHjIvvUgDhqRpWrUohaGA8ksw3PYTLtUKOK32qwf/AEV493rqenRJIakih8xHlDG63QBjc28G3nxrKvJqF7hNpNnj/Xtn/uJww27bAheRA0r38aaqjzW9T0YwD6ji4edu3osW1kfp6uT8D3rMtXZzsFIT1OxMFInnyEUwDaEkhX+WSTfcl64u481TekJ6Ec2YYreaIAywuAJ1YX+zt2t3u51VlixKYs/V5yr5HuOJk2ZM/HBYSIN0bfCWtfcF6adb2reLD41dTWjzIZSq38t2FwjaHTjbwtXoo42W71DDSlIFcjBh2+wU0JkGIIAJsORt7KYpKJ8eKbYZASUO5COIIpQNMoxlME7ooOyS7hTqAeLbayrpYJ0NFSNSP0XroES27rG9IQzhiy5A5GJuVDKR/9H3iEcDpzvXcznRB8mNOi5Z7Ftqgk7Rz08P2qQ0mZ8mXmJFJK7gBzeOPad4XvWVU3bmtUcilUgk8kqK0cTyAXMrSuVZBx3bWZUpcilUpleSedYcgHzXYKXVrhVtvRTGt1O+pdvAFU28DH/D4wRtDcmx7CdLmiQL9wAAOnaPbSBES1zbgRzokCO4cb3HbcUSBU8tixGlhcG/Dnc/DSAWHqmNJI8ccgklQXcKwst+1if8tDcbjWpS/q2OgvDeSS+3YNF485W+6X4u9TWoQw4nqkOULbfLtc3JDXCi7LuHjXxJQ0IXm9YwmAjjmDX799Dpy2t1LWN02mkOYGsCWPbu3gljcLexsPZ9NFU0gQ95hPtHP++qHBzOGW39vGiQKC9muDY87fpoAi0gB6mAPIE/oqLZEtxwUZizZKCGB/L16zfitrNqP4ay+V2aS9JSSLIYcfFgCQxgAaEniTa12+ataqBSWFyOAsKpMQDLsXXRh7dPd76ACSrIb69mtAwxuEAVbn3+21OSS0vuNlF2H5aUxHXbU8T20DJgsNO2pAmLC27idAeFAwg6E6i2l70mwIuxXXs4/TU2tCkBfEUSu801iVbai9lv9VTVCHi6gX+i1WM7dftHuoYEdxDgNp+ahjDuUXYcTQBXubcT9VKQDuudb6USBmxQnCGQJ8iwMhlVgOAfTr49FcfcWco2ok0W4UsRh8tG4d1b3IUga8/irfG9CLrU+f8ArfpeV6dkyLLaWNiSsi3Ng3d3/My10ckTxcSvSV+iEMMyCQgficdwt9dU6x+iqJIYGOiEieJZGmAWzX6FbxC3joY0jWj/AKIby/NlzRCrdwFDv14bhfvt8Fctu5S2NFQ9SnpX3MMS5DpFCirs2hSSvi6a53VXtyNFaBhSEBx4W2uRudza4005d40Y6Ks/kTZyQMWLBH5MoA8w/wAxmO5m7WelZR0Gm2UscaKO8LuL8FjJYm1vDWcFQ5F1Xf1TI25SbNM3Vb7K9K1nas7GicFRkA3bZUKk9KhdFFu701DXQe5WMeC/Umr68o1/a29Ro5sbC3lRgl5kjv3bAa8bWFNJvoElvXrJYoFHfkF2OnBU8NJajSBeLzo3kuZmHRcjdY8fsLSbY1sWzEmRIY7JGO9Y3t7/AImNJa6kyS2SBNxAtayjko/LvVLtL0BfU6OIZCLK2iJqq27xHB6p6JoU6jEbMzAWuBpwvU0TbFZ6HjZRkJLmR433kMm9Bdgu1TrfU7a9muNtJmDtDLnxszOs/wCHOLLwAUkltov/AC2bpTb46iUtvMNY3EsHoZ/E+orC73WIF5Fa92C36PduZanPd0pK9wsalnotmMm6aNSrJdUW5K3Y9W1f81effm6+b/3zekToKtMV+6dQMyVroRwAY8W/Z6qlVT19lTZlGdsx8ZsWMgSOOJ6QF8TsRfcWet8K5PkzLI50RiY2blxHzY8jZI+u1TcEiw2ur2vda77UTUNeU5Z/7zW9LyTnrI2TjebmwPeGfXat7M3OubLVVWj8tzXG22P4+C0UbTAA5AYpeQs17aFlbXa3VurmtljT2/gaJKdCyPBny5JRlyfdbLDYbC/xbb9fT45K0d6pKCRP1X02RsAy4Tb8eNZGykJ27mjJb7O2Pr2x1tgyJwvfYyyLqYUWBNOUigcySSrdh3FAC79o3V0OySl+WpHCdEaXovpIilinyZ3jElwIojtuFO4+ae8y6VzZe4TTSRt8TqxvMwpc38FDDMYoW3S5SgncUYg7un5ehKvFCmEF1rqc+BiIk5wYxC8MQgiYXuZZviP/AEv89K99Un+4kpLR6cmP6emOyKXYxKs9rNvLL3d3w1Lu4di93A5lQZcmUs4kSOJXI223Nw23Y3A665uaf5DShGZkem5EUek7OJHLFT0q9yxePp6uq/xVr8i3gcJuCWFiQziOOAyxqWJO0suw9VkbXvL/AB029deP2jttIxBtiY5+YwGPYHHsL7ShZF8wqPEp3L/1Kmlq+hesTT3GWfJXIjz5BaAAr5druqvb7+Xafi8H+336qt1siYGJ8SPI4ttcD7pxwAPbfvb/ABVpiyPHYTUoRg9JhXNSHIJdGjLRW6AStlfRfDr09VdFu8vGhHBCHqfpePBKYEDLjuu6MXJ2kEb1Ba/drq7XM8ldfUZXUM5siKVvLlPlZChSjgjay6ISnDn4KjJhhzUyb6BUsZQGYDJXusAQrc6yV/DzCdS1mtIJo0NpTskAUm0nbwrPuKc9UvOdfa5OPlb8pKZcpI2fyWbbzboA+0WtXHXHLj0ndbKktDzGbIrZUzw7vJZ+ndx+mvRooUHG7NsipHmKbG4JtT6DPUelR39OWQvdA7ho1XxAk6f8LV5+eteUz5i62Zptkh8fzIyJimu1Onj07de7XRgq6z9pz5NWLz5+TuMIiQMelRvv+z3aq3cIuvbNqZF2RnB8zqJCsZVtuVrbv2q86123J2JJKESmyZYMOR4iWaVTGZL/AMsNbr8O3oH79dPaJp7HJ3EHgpHaSRmZi7E33Mbk+03r1DkPaf03kSv6TGiILRsybzbv23RizfFu21lktfappVV3ZsxBnkR5oQrqSszggAjlu8O6op5q6+unkKuknp6RbLihS8GSoRXL+Wxsb37rWF+Ct4lrgvS9bckbVasoKMWdcX038OilJISEMhAZSXPXJp8O7u13PMmjJ47FeIfUfPjWeWPIVSzx7ANygAFW5fzFappmr0VqBbGzYjkEiiSNgyNwI512rU52gsxN9bX046UIQWJNxy5/q40kMBGtgdKqSSiZJGVXjYCRTce0dlZZNNRrUnDlxk7WbZIO8h0P0XrWtpUonYZJ9unvt2VQQX4u9UmtruVgTfgLE3091Jl1Wh//0vcDBxmbc+52Is25ja32Qa6ebMuIxDDFEG2LtB4gc6huSkheb06ORw/CxLC2huRbvg0SMzJMSTEYeXjyymRh5soKvfXcd2u7+Glaw4HYMTESRnYMk7WDkMbG3Dump5qf1EMTSyWBj2jW289gv2U0wgzj6nNuMpTzMfYSpTvdPHxbf2aLeA0hT/3eXkF2hxjHEhG5j1PawO7aKaQoIJ616jOJUEITybFg4Ks6XHdLd2qhC16hhnaWF5smYxr1dDvZdwts3Rj+YreJaiLFTVCPqqBcLEeJYzKzvuEQO3a56ekben5KarrLBuSGF6jY5H4xXmxigjKlQCwsdpSBTt7sbddRlraPL5QrvIxFmtlKgVlXGRQoEYuwLM8Sqqr1Lv6d+5qjm9kvMVC3GRiYrAyy4cck7qJQUvHJ1E7vNDsenTZW3QiSWLFmRzedI6u7E72VbEqeEe8HaET5VrG+ZeFhx4GmuU4ABjIPsIFY/wCTUriyDZLAlQm23Mn+yqeV9EI4pMwuTa1tRxvp7aaV2ulQkrmMOLjTZLgtsQsGPbyGlP4qr8gklgiUwR+Z1Ptuz2txu9vsjdWeJS2ymXvc97ujlW0iK5lutk6SDxpgQCP1bhpax9lMRNUKi6i9AFwQ6Ej3m1/z00gbJAWHAE86BEzvGvYOFABDPwHDS/spAWd5iNKBnFu8ANRSAz/Us9saNAsTSyyEqLDQe8n+GssqlFVkawI9mKgsQzXZgRrc0Y3NRNQXAXPs5VaYEmNlB4+w0AVjrbj9PCgCbNbjYsPdagCBvfTna50vQBl+t574cXlRG0shYlxqVRR3v+Gkx1RhLlZZhVyZBJL/ALj3YG2viHhrK0dTRT4Bw4ZJ0ln/ABwgmRgdp6mdm+zry2d2qSjUTKpjnOfMyo3ErWuWXdcd1ToPZ8NY2sm5TPSw5KqsMhBgsMkZEeMwkWwQqpt2HpOnWKazfUyyVxtOF5jRg9J250WQMdWkRLvFuuN3FC2m1NlTm7iVC8vI5a1g1wjLKuR6jIkZW/lQg3AYX6u13rnpSXL8tPyKdoUL1F34mTIH/bAxodRIwtcdqKa2taXFSFWNzo1XHVmcncx6iRqTU49FvyB6hXHJmbLlGpW0cZ8P/wA2q4lyOYUGW02XAzO7rGJGsZACxve4jTw7VXvVj1bNWpSRUrpkybYi+U+paRzaIH3LU3tGoJDMUEAIx5MwCa+7y42VBqe7tX4aG34BHVIpypJsec4mLBvci/nOdD+V6nit2ykpK8bEnLnz5gSTf7sAEdq7uNQ7roinBa3qS4sbA4M1luPNYLtI113lvZW9cS6sxbYYnlkEbmNE84eZvMiklTqLb/l/Zqb41JSZIS4u3zFVWRLgsZLAkGxNZOmseYqWVZPqUIVoG8tY23L5hYutwAQ21R1d7u1pTEkyHO5VD6hMiEfjYZAm0MTEw5XsW3W1rTituIo16lU+bLIYQMpbRnfKyKQL3svmfAutOtYUqoQm2L5HoyoHmkzUgxZAepRbeT3lAJ6rVtTNaIqibJTqynF9e8hCNoyslVMMbMLXUnVn13ufDV/FLn0g7+WEOek4TRyyzXWJ5BaeNSBsRjuXUncvw9NbOEvMYNzsaywrkpFIVaLyyVWPgLjTcfi07rV4+e9uTn3HXjhIqmPn5i/dk+SAoPAkk3b6umsk4r+xvVaGb61I34poVG0qI1Dc7nqF/s7q7saiqMav1WMtYYPwr7VD3NzcXsRZePhffW8uTlexo4PquFFg4scIMmWUs8Y4+YP5kkrfa66xvgbu2/SbLJFYRP0rPyp8v8LPM02OA7TycGvbzA627qtfZRlpVrlYVW+g/JlS+UmPDEIJ5E3Fb3WNO6S3xPr+/XK4lv2cv6zdVIZU7RYyYsPjGzaV3/dWKvI61fb1btyft/3meVwURZuDBK7TRsHAKq+pJI+R+pTJ8VbZMbtpJNbwXPC+OmVkyR7JJyFjSO7Mm8Kh6tOpm69i1zOys6pemhsvqKZeS2IJomhMMk7Iyxgi5jCKhYtbwsn3lduFritTK2rMiJss3EUr+UX3lgSE3226bfl6emumuN2exnfJWoMiAgbTJJkZbi4Uk2j+F919H12rWluNVqY1d7vTyVN3071ZpEXByDsnKhY5AelyANo57ZN1eTlwx5q+n3nbPibEaptKSAEk7gLXt7vs1jWy6g/oZpeT0+eWaINJhSfzUGrq1++PlrRWVlx9NinUMSQTmRHaR4EIaEFrRsD1l1SO27a4/wBzuUrWhaeW1v6wSHRla+VMCS2iNYkEa7t2nZWesSJ1M4+sYXp+FHHO5eZNyGJDdiYyU3H4d23xNXprDy/mMLZIM7J/qNc14pFxjE8bgxy7gW3L4Tp3SO+taPC/EVL66mv/AFBA2XhpPGH8+Mq0aoNzDdxBtWHa9xxvr7x3ppoYOF6NLPeSeSypa1jb7W5vB/nr1bdxLiqOeEtybRQxZEcMbMu3UIb6EAMNrc996x4Ny2TZpbDscgUlgu+CYXlS97H6PbWmOusGNrE2zXfByIJwZJI79fC6HuE6dledmxcMmnpsehgtzpP2nm5UAYbTe3M+0GulFMgi7uhQTp3rX1FDYI9Z6M0Mvo8Y3FZwXfaRa43bTb4q4e5qkVV6lxOwb0AVzruAsbj3VzUu09zSykV8tJ5SY5QrsN7bl0NrC428HrXlp5h1s66L0jGKgeeTDmAQpGr+aG3Bo7lbncq9fxVXwq2tX1I+VrcX9ejijwjtInV7vAi32kLYspbd1Jau2uGyvynynLa8qDxrSREECFVkIuWBOg+VfDXUZHq/6c2w+jM8TeZLLJd4mtoyDQJY+LorOPMV0RoZbythp5gKCUmR420ux8HmX8vYG8FaYqpdBXZBo43njts2yXRy1mANiUOp6ayyYFbUvHla0BueORsZ9okUBhENDcH/AFWrzHTi/Md3JWWhif8A9zZQy1EUSRRL93JH3ixJAZi3xLXo/DXi0jgWRzqzch9QXGG3yCqSuQgDXAbTw+HdV4E1XVhl1ZoRP5puVKEaMrfXxB2mtpnYyiAPm4cLMjzIHXRhcXGmg+mgBeH1nBmuu8xuouyuCL8rD4qXIcMYi9Q9Pe338dz0qNwuSfDtv3qdqyiUL5sIcuDIbqwCLxHUOfi21wKzx349DV15IpTK9W8qQqdU4Ns3DQ24j313yjODa9OXKONmBsjzMgQsvdUBX2jbtA/i3UMo/9P6AigHiQOdu2tCQsDbibUARJPDj+Y0ADcb3OoHKgZB1upDCyk3P+OlZWxqy1Q04E5oWaOSMMdh5c/Zaufjej8vpK0e5mzt+HYiBZpnPcjvdVvo/e8T9VdFM9WtfLYh1fQVlmb8M5inOLt6UxyCpB01aVd4bq8FbUsrbeYl18QySmfFjXNlGTGtyRazAg/zPMjPd2VTbQv7gx4mDAzZb45AstiwMo1A8PxL4t1J2fQqqDJmStlbgCEClSrt1ghS6BIlCqtZXU6FJIzY5GRV89ChMbpOwjPTZWWPqPyv+/WirqyWx+T1MYuP5mM29XUBNqqpULuKsz+Jul6pIJkaw/UMAKciNpPLYWfepIuW3aN4up9tZ2vWYbBVcbD+Hl4+XGzQMCFO1gAbqRyYHu040+gh0J0g2/RS4ockGAJGllogDkiJUEX07eVEDMv+opdmIkFrtLIgAB1I3buA41jbW/6DWhpogB0A1FvZV1AiwZhYdp1oGdYbuniOPsoAizG9hcDgNNaIEFdgsHPW3dHC9UATNEFYFlFuIJ4W47r0CbKvx0IswdSjC4Ki/wDlF6G43Gk3scfVMOMAvLYC+pDDhy4VPNPqV8VvA0IWD9QtYjT3U9ySRNiQNCeP99IBXLykxojK6lgx2qgsxudKi91UaTYv6dBmZKjJz4/LkFxGgOgU273zdKtWV/M4Q0oNRkNgNB29tapQoEAINWtc8vppgdYW3MLkcBQAREveAtbtoAqllRFdnO1Rrcn6qIAUwvU4M5ykaOpW9nddoNu8Fa9LYIZi+sReoDOlynTZjqABJoV2g2A07zN8Hx0ma1SO/EPkSJGyqTDY42NGhVQGA6p2Nedktp/4zaqgej8pU+/ZbjULFp+yLdVcitqWTWGVgHjgEa24kjcRbT3VrWIkhsgpJNjIbDpITugm3iWqvdpCS1J9Nwutk7sUbW9u9+Fc1bWb/Y1cQSXFhjAmZbFe03JvwFyT3q7KJteYxbnYtlnGMitNKxmk/lxABVDa9P5NXRVKCYJY2RNN5qTIFngNumzAg91k+ipT8NgaJPfIYJ/tJqzgjVuGxaizb0KSS1E/U5VRFgUrYkLIh1CofCtrdVLhoNW1IetSfhvSnaBfLSTbGCNCFb4fhox1XKSqavURwYY/wtrfdsFUkC72Ni/Vr4658l3y/wBcDqsamCkrYYR23BGZFkbiVB6Vb7K035uhz2aTKXbzZykV/KQ2aTUA6d1PipOqQ6k5JCw2CwTmW17dFWkSlqVHJ3TojC4j1GgJAt/fVS43K46T9xc0sQUq58wPwUDiOylVsTKYcaeEHyHWMve0EoLot/hY9aV00zJvUiy0MSRcz0+be91cHgx0e/e48a2aV1qZO0aojP6m8kT7fT0BYjfKx3Wvbw9HVpVY6Vo9+QrXdjKdpcl1hU79pJjQd1b6kIq6LrW7fUjc18TFhwIjJMb5DXBB6tg4/vfLVpKur/kI30RCTJdJEded4pXN9QWLLv8AqrmbdtzpxJbfcaWJk/h8tRuvBMfLMg6huY/cv9nwVjaiumvd7Bao1402kl2sVOvbevMg6WzB/qWF1yoslGPlShb8rPHp+dGr08N1av5QYxozJyMfJjE7qD5Mh3PfTs60PbW9WnH3GDFsfHKyiYMPMQiw43+jxXqm9I9oJHpvTMIYeK/nMPPkKyZHyC10jP0dVeZnycraen2HXjrAygEcc+TkkgbDK/sjQdEf5f7j1Co7NVXtLu+KMkZMggOQx3TS9T8iNLrGNPAtd6qlovacdnqJTzCRlLx75Y77Y1v1XOqMta1KVfLJrYjTZE+MuYpChiUYMSt1VmSMrovm9XS/wJXJloqpuvuLpeS31b01n3ZhJYouySLiTGOJiOu1vi6ajDljyluDP9BhxmjdJJCzRvfyt3T5ZCnfbu97pdq37juMlPT6bGdcdLbmbktCPU8maHaYd48rbcKQAB+atqy6JMKJasCDHKBWHSx2hxcndYa2pvlJroNQZ2b6eQVbejG/lE3Fua28DfZrO2Ot/wARQ0ejgmhyYRNC2+NhtdSOoEjqSRT4q869XRmicmdNOYZDGjfeIbFCLB0Oqlfn+P562rWVP3FJj0uTiQYUk+UbQr2cbi/So+L4aypR2tCM8lo1PA5eRLNO8x0Dd0c9vKvdqoR57JQJeSM26TZiOeh1qxrc+gNkmJBKetyfulXpBb2/Inirye3w/JfX0nVktxRjTyxrEzNK85Yk9dlUSObltve/er3lTU5NBHFhWD/uMt9hcXhB5jTw0srUQmZ2TG4J1DmOXeiN1I2267Tz6eH7VTS1dkZXxW6jE8LKrxQsGTKTboOIALqRoO9t21OespP7DTt7xaGYbRCeVnXS17Lz7db1yNwegqyQaNoZCGIXpIW2vPU/momQiDe9MiMnpEDx7t4aRPM4WuwP66wzrVFU/iP+bBHD98wCd3hc7uDLtHiWuFY7N6FWsiiIYpLLjuXZTopBDWOllU7emqvWy3HVrYryTLHLjTpwW6SKdLoxBOtOiVk0wa1I5+FHmI/miWOKFmdUXaeor4VJ2srbd1dGLO6wm9DK2NW/YwfUP6fyMUmXGP4rEA3LMneAGvXH7q7K5qvc5nRo2P6XIl9KmTzAGSUnZz1StNrC6GoZWa8DOPJlQFEfrGl27tV1hh0kqdJVlRGCCF3AZwLa+1L1PcPyMeJeYUzMoRM8jKZkQ9BYkMgGihDfurXn0m9lJ22SpQwZY8efNxx6ers7kM+61y17t0329Negk0tThmXobn4+JXYxRGWBWZ1WVu7uFmRfL8OtZO6iDrr27erNL0/MiYLCum9SyWN7Eaa2NZUzcU016CM2LWUCfFuJZJFDOOpGBFgQd17P2L00/wDLT6GXxlP/ALLDcSQZ0ZK6eWuwEC/zKa0V01oiUmmQREjZnh3yOhOz7sIp8SjVo+7Tx5lsK1XEnefPkSvlTIlkVbQ3IBZOu52s3UnwVGeNx40WRyq0gurxEhyYX7xLfAykdP2q6MS0IszZ9PzIZXyWQEMmLIHHC5GzxXrRoSP/1PoR5jl21oIi24DTX9NIAFRYHh7OOtEgQC9YudeVJSAJGO46n6fdVQAu0p5E240oAqkXzASpsawyYVbUpMTjxYpUfcB5p5n2W12+yjBtuJxJF/S4DLKQLl4Qkb3N7gbbOP3a6ZFBbMHjxkf7wrCoLJFa8hA266USKDJyj662PI34MQxnq3DVx8RHiO5azWWnUrhYh/6WWaVVGQ7ohvZhyYF2Pi37jUruZ0QcTXj9HwxEiuok2LtXcBcC5PID4qh1yWevkr+BXJIbixoI02JEpjXgLaDnoKawV6id2UZXp8oyRkYLmCfbtk06WHK6273wvUKt6bf8TGVNbb7j2PkBlVJiRLwe4sSadO4T0a4kusF5QFQy921wR+mukg4G1hY7ezj2UIJMf1zHZ5MSQk3EyqV8JDcWOlYZNG3Ba1NFOtFN9DoadbSgIknsIHEX5VYAMq2sByuaEgKsqWSHH3rGzs1goA8RGm6hIDHY5kA871Dy3eQgRlSGXj0qtvGy1lkVm9Eb47ViGxbI9PjMvnO0dpbNIkrkECQ9PVt6922uiswY2anQYwcKbfksbKUJULG20b1RPKI6RvV927u02iZGvwEWRJkwgkmJnPW24KxRGi48erf01LqlqUsjHYc04sccEiC8SKGa+tz3V2qO+x8NY81MFumkk8/1WHGFlieabj5aC+hDat8vTVWtCM0izBx8iZUlywIyRfywb2/N7a5615ajehqqwtYDpGtbKqS0FJFrHhr7KYHHaRr9FAFbSotyzBbW5gX1pbgwDTUm6ngP8aQzz39S5zsrYsVlAZTuJ6i3NQvwL46OaTgutJUi34+bGhxY1x/LWAACVjtLtqGSLin3l91cia5tpmsaQyps/wBSLl5I2a7bYBozAanl9183mVOR1vo7FVrGyHMVOhk8zfmZOs7nwLwa37HStcr1tp/y6FbIcjBkQiDbFEhsJDqTbxJUuqFMbnfiLq8CEBLWDsbmx4tT+Tj0FxkgGIK40KcRe41AA03cRS1stvKVpuWwosNgBubi2uv01pXR6kNyQ9Rykjj2vLZgVbYguTZgXUfs1br5k1sFGK5GRGPUseUnzYCd0PMMSbdvhvV3q+Lg0qh6O0EkcvcYq4mkNi7bjuVto8KdVT2+SV5iMq8A42SHgDxqIcYD+YbWty2he9I1aynMENOddxXZFkTGNQyGVtxU8Qi2G9hfvPXPy8+noqjZ1iup3rOUGxpcMEIDZHdtdNG6V+Ja9Ltu0dtTjvnVGZWPNHixpASSgvucnQk690H/AFVOf/p93Nk6mtO+q4TQZMvKxofKkmR4g1ksQQdQ/eBG3dXUuypespPHbicz7i1bfcaqZK5GLHLHdFkW4HPndRXh3o62h+07k5Ilwt5H0VQTuJ0FqziWUKLjs8jZuQ4jDX2KTtCpfvce+a1dtOKQT4jMcsCHdjxs5IFpCbD37m/01MeLBonJl48WkrjzbbhGoLOR9njQqt7CnoQj/wC8CiaECG91jl71h7PBWnPi9GS6lZ9H9NaYljJIhs3ls3QCO0rtJ/brT5n0I4rcTjiixM3IkicxxyOfIjUWVVIUb9nzMtehRRVWsc1m24Ql6rBivPDsEkZnF2JJNpFO668O/UPLOpqqQihMmKOCSBhrKCpsLcblW19y1nDmQTDFmxvA0bLaTZ3uw62/cYUuDTn6m2S6ev0PVYgebHhkm0d41ZgfiKgmvKaizX5Gs6C3rOd6Y+M2LJMomTqQqC4DAEAPtGz5a78WOy6GCupkxJMqRxHiKqtuQM6gnZqBezHw1s1xQq15MGCcPE9RRnbfGLgWuRGzW29Q6WWs8itajNFVV28x6OWJ3Kq2iHWT5gPCa8yto1N0zO/qNmh9IlHHzpFT6ADIeXsru7SstswyWMjKmULIyAbW7gtrYdNuHy11VRzFWM+3dLYsY0F9Ce9e/wC7Ta1N8jhJfiOx+ppkRPjkeLckiE7gw0B4d6lxgwkWyPVfVcyT8LNKyISI3VRsLHjufT9/wUUxVrqvUN2bF3Sbyo0ayCVmEb8BsHe2oP8Abq01Lj2lKsspyX8sjeQ+21ktZR9Gm6nVT+JpZwTaVZY0CQ+Wxb7vaDctpfX4qXGOpTeg9BgZp3RSxSsY08za0bXNu9x2ipbXQrYY9K/E4/q8cMivj+fa6OQd4IsrdP8AmqMuPlUSstT0s2PjvMLopKqRvZQePv8Airz5h6PylqzgS9R9G9NzcKRQhikS7xsrsFD2PhJZNt+9011YcpjdMwPQv6bE07yeo7fLxztGNrdj4ZG2/wC18Hx1t3Od1XlIpTxEczGLes5EOInSkjERgWAVdSvTXZTWqM+poeoesqS0aMA7KN5AO3iLRR/KP466MODgoQrXliEDySzAuu9SekcADXQ1BKL5MLIfCfNaRWdJhvTQhIyBtd273R8NeZkyRk4vwOitdAzpPi5BxpjEUfaY3TuhTZqitlZSim9dRzHlKJGxYloWKo3LQ7l593dXp4vNXU8rM+GTQ1pYMHPhXIlQQ7wQ7R6MJRfeul+lu8tcmXFDO3DlbUiOV6XixFN6yTOVDIpIAub34cunxVz2ip0qzsN+ZixQiCAbMWzFUuTYnv69Xi6q4smR2Na0jcRyM4iY5CBQwiUSAcnu3X+1srakxBmCCSfPifIDBDAd/mWu1wV2qpBG3hVOKv8AYcaDeS8qQlg2+S6l763FxuHHvba4qtOxfQnGHZo2LWG0Fk57rWv21LKmCcayjQLuj3naV4ANqR+dqpMhpC+PixwzMsREUkN1YR6b0JJiZvi2Vt89lqvcTwq9yjFyJvxLRz2LY5O1h07kItr4a633HpZj8W41kzLaRF0eMguo5gnduVlP8Vb2yVtX7jFVaYp6njQN6NkZCIWmRgWZiSVsRutrXPh30Lu31PNYRAzYdbBm2kgXtcWHD311XejJx+o11Bjg2PwPBuGg51xzL0PUh1rDH8GPyUVmJG/c8R42t0m1R8kOTLKp0NJPU4BMYZgCSL+YuqWtY7tx6a6aullqjhdLI0ImgkUyQKrqSQHFjw0rT4aGfKwp6ljDJQXRdARu7Nb+9lqliqthK0lKRPHIqTbBABcSIDryt9qilElA251LFMsbs6QFgwIvJq51G34dlXAh302TNtlmSOIL+GcxqoIbfYdDa0NDP//V9hF63AZzj5SnHkBshbUMNNrKfmqMeRWUjsmh2/AC505VqTJ28AkEgjjQBFj1A8z9dMCt7Hmbm+nvpiIFUAIHEc/fVCkB2iwJufqpQEis6NuEiA3uPbWOTG3tuUmXLZlDqDYcb9tVS8r9QaJlWKki1+YPCrYALtoL+0n+zSjcRyqou5FieJsPo5VFaJbFNh2rxIGn161Yi4EEWGvtpCIl7kWFVIEyiOOoa20PP6Ki2NWWo0zMljyvT2jkhmaXHjYI2OdRsNhofkqq6KAeo7heoYuaN0T/AHgF3jPeXW3UvvFEiLMlRJHpqw1B04/SKzyqUNCePO6ttteNjox4g/VWWN9AkoysueDIYMquBt2rusGDB3LXt0rGsbVuii7AlbKMspjMcKNtUMLEnx9P7tNklGdlI5xPLJKSSGIMrhT1AqX+zHamtAEYcLDkwpN5kjgBiIeVlOidKstgve3NVayEkZZsmdfxMOKj+bpDvW7FQAblbd1bdG7ZRAajqYuT+AkhSJIwS28qTfUd/wCimnqJla4QwQnleYWkJJGgaRh1bpHKt028Oyosk9ylaC7HxlQPMUEjym0KtdzuGple3d21mqKpdsjehr42CqOs8vXLt2hjqbVLrO5CY0zWJ9ulqYHLICOFveaAAGHLQdtIZXPPDBGZ5XCRrcsxOnbSGjy3rWUs/qEbsz/hLK0YK6ct/R0kVjfJyT4s6KUjdGnies+lYmGkbz3dV3bG3FtdQh/yVWNuNTLInOxhplTyztICBO4EsjEXChyTs73hXqrnyQ9WaLwL4pMfN9M8jo8zGf8A7bUbmS/EKfFt+Gs7J1t+3rKlF+GztG0y3CnoguNSO95mtcuVax/Wa1LVkiZAwXaj+G/U/ZvPwt3tlJytBQSkZ5JNpIWO/TEtzfb22opXovUJvqSey7mdVZyQZAfBGB8vi0roa1M5JYGSsoREHkxtbaq8SDw/NRLThCfiOzvDCryEhY1Fnck6+yi76IEUwKATkFQGZbRRnTYvHX5mv11148fFa7mFryKy+lSzB2EqxEkOiKLhSPh1qvjUyaLNCDH6bk6iTasbj72QO13OpuyfN9qi2JOI9pKyQVOH/GNFE/nsgXykvaOJbd/avR3un465O5TUL00OnBZRIwZcL0yPzJ3G86u5uWduwfL8NZ4cVslkkicmRIxcNs7PmkmCeaY9zsB2X3FY7+P5a+ntauOqX3HlqjvZvoIeoTqZ1VYyYnF0e2n5LXVj2OeyakWkMuXKx2mzDaFAsO7RCSGrRqaHo/rJV0w8gfdlrKeBQm/+qvG77s00713PQw5uhsSRGdt8rNFEhJWFgLMRe0j/APDXiTGi9VjuSFpyMiwEO9C33N9WlsTfj/LgHeZ61qo/1/rzj1JS4+ZuuJ2aeUBbKAEXUtuB8KJ+/U1dfDyiGcfGigDAdco78jdTE9u6s73b/EpaI5pliO4k8Ru2i3E936a1x4nZN+0yteHBDP8AUI8fGV2j+5ZwqjgxPFt3yfFXdiwKqlnPezbgyJfWEeSVvI+6JXbqC1wLEqTpZqu2u7BabFWQZcuJHiNpUOjvYajqUsnhqEuO5pXVwIspkcsyk3uy201trbdVzGhXxMGGqiN9wLNIbIoBP17QdzUrblVouOrNqL1KbI9Px8EORKQRlOQQwCdKR7vmTqZqxWNVs7fcZu0/yiuSmJGfKhO4kXfaeA+pqanqKRWaSKeCDFhDPNjKRIo1DIG8y6ty6W7tbbKfTyFW3T2jUxiTGF47RFdStgQDXNVOfyO+9lH4m36TlHLxyjna8VlJN9xW3Q7K3/MWuLNj42/GxjW2hT/Uth6eitYnzVZVvqQBsbp/aro7TqRcx5HilDEoACCQo+cn2dldK0OdiMM5Ut5Y0vru7ALVq6l3tLN/0XDxpIM2SVAytLcPpuDBOKsO736482R1a/UqlZQ3D6PjrO807iVG1Z7Wbdw2t4dlRbuZUJalrHBi+tzRy+pMRpFAqoijbwU7jw+KujDWK/uHUswcj0mFFy5IGyMpyW8sr0RINAB5nSz+KjLSz0T4ocvwB55ynM+QAY96P5AB2KoPC6jcunXuWkq8FC3Hr1NTJ/q7GhKlZDO6MFl2rtQrfqePX9ys69vezl+mDJ3SUCHoK5Gb6guQiN+CgkLK7ahVG5lij/f3V0ZfLX+UdNdTbzUzTI7wyLIl7mJxawtbodez4HrzauttzoWgpNkZC9zz4shLq6BN6EalTp0tr07q2rWFrxgl6sRwbyZQQSNCTcRsNBcdezZfut/ymrXI3x+4cISyYsrDzMyK9pSrOHUkbgSHvuvur0+2tKRxWX/cM+o+kpgfhcuOTzfNHUCARutdCgXwN1VphzO01t6h2qlsI2IYO72DEsLcb6NXURJp+j+oQRSrDkrGYJgUaRiAQSBtWQN4K8zvu3dvMvab47woLvUHwfU2aKSMMISAMkGwRRxCstt/2a5cGPJ4jtZFi+ixxRuseQ1pGVkRh0g2Pb1V6WG1qbnJnpXIwYeVL6f6h+AnsyyrdiDdT3gjJ3SreFqrucidJ91SMGJ1tE+UjmGUgS32mJyqgdh5e2vF5cnD9x69KxsQZHaLcAS3fFvpvUypNL7CudAi+TkxvtRgoZG18zRm+7X5a7sGN2UHBfIqlmDMmKqQIxGM53O7jnddnTfpqu47ayXJeYnHnVtH5RzNffFtjAvIQpJPAMQN4sdbV5dN5Z2BuIQkrNcKLC3E2HsoSkqz0Yvkyy488ZSVy+0OxLdOvAbb7a9Lt6VvXVHDkmrgYxs2JxulBWZQbyAmxQ9oFh3qw7jCqbe41xWdijNULkRzhSUYjXgRob/s26v2KwpqmjeA5cc8Sedj2MiixHEOnfK/8FVisk4YrqUWb0y8PIgiYrHlmySX0Un8ttdGK0Wh+o5b1MTB9LnT1d4pGSNsIedIeKlRbu/avXVkflZOPc0xh5TSJ5sNomYWO4EWaxBIQ7q4nWNPcei8qaGCxacC1kh3XHIabekVhx0fjYizUFc+MhisOjfdgtibEd4VdbtMUSHBy5sN9nfx+6ycCD7K6aZYMcmOTdhyI5l3IQeDNbiPtfDXXS6sjjtWCTCN7FkBKm401v8AFWhIdAe9YcrjSgQ5hqAs4uNYX6vfY0Mo/9b2uTj4mUpSaIMDpuPHhy51PwVmUPmxGX07Pxd0mDkGQsCGSXUAWAB+1WlrqldUSkn+I6p6FaTaG2jeOQ06j9dSrJ7ARWZCAVDeV/zLXHv7arkh8WBsnH81UMl5ZN21OZ2jceVWiWc8iDpsdfZwqiTrgk66ns7KQzKzPUX3ND5Mip2qm5iLbg3wru21nZvoaVr4jWFeOEKGfgNkL28w8DuVe907qnHZvcLJLYbXLhkU2Y3QAutrMNL7WWtCIM2f1eVEeRYCiq/l+bIdLsu5LqlOJYFcXquRk4sgGxGjIHmv0h9G3ld19nWmyiPAe244JZooBNlArOwsiId63szDeAB3reGlVMbjoRk9TMcgjjx3ckkMGBTS19yhl6tKqEKGNY+dBlTPHErERjV2XaN1+pQTx2eKkEMZAa/H6OdIAON2h1W/uoYhGfAxVk85QI5WIJcHaTtO6x4bqwtjnb1F8i+DJMyK8TBkbg/EaaVyvLenlsiuKewhnhIYVnEhtA+59g3EqdGV1X2Vom2yYJRZSZMavGvmI9wNBz3L/qrbk1v7SUyceVh7ZIFKoyttkViNxItHvP8Alraj6isxWX0TzCsgnMKDuLGNu0n4STWgaMuzMxYjJaMyLCgZZWII3DS3Vrv+b46JQJMpefMkllWMmNI0DgAaXDf7du/0jbS5IfEswpPUkAjbpbddntvuLE93vLfo20nZBBOTMeSOYyoDKi7ISh1d7eG3T0vSlMcF/p75MytsxjjI1/MeTR2cjr+z1VA+PibCsdoG21tON6UhBzAX6uHO1IDP9U9Ww/TIFkyA12O1I14n66EpE2D0v1aL1OIuqNCR4H42txFjUtot0a3MD1r1Lz858faTFjHao5FvExF/irHIb4lCM9sp2MQLmw6mkJJ4W4ViqGgPP8nDYKx3zsrM5vfy11Fvg/z1opmDKxfMghxPLVdk+SSXW99kQ4cO9tWsU5c+2g0akGBiSb/NiDSRRKEAsbA3ve3j3d6ue12lv7iludIWMSRRud2zYjez/ck+rpSsk9ZZpBJSdo6T93oL87Cl1/YcHRTxmfziQqINAe0/TWtKw5M7eBKaUyx7UG2OYDzJD3bezUVfWSYGIUSCHzZLaDdt4WHxGlDbj3CbIzRB0GRlkrHHtkWLkDfoDKO81dlMKq5MXedDpJ55AbJ5StZUZheQkgnpTw/t0r5kh1wtkT6bdUMk0xYAmS7aG9+Vc77y0KDVYK9UQmxIdyIzSBG4xmRypA710+Gor3F2tzT46+BazSRqEgjANtqk8tOOnGs5lyyuJm+tYgyU2pLtbHFyu0kySNbov8X/AB139l3KxvVf8wxy4HbU0PScB8TASOQ7JQS7kG/1/ZWp7rP8tuXt9gsdFRQZ3q2NdS+ML3sZxYWBvbzl00+da7uy71Twsc/cdtPmMAZEsF1Is66X+mvda0PL4yx307AgnvkyixJ2gcbnt/4Wryu+7p0fGp63Y9snWbG6sS+W3/cl0YbdkoVgQOV12N1V4bSPSdI6FXmZRaRo44Fl4b7sd1hoo0pOtfqJ4oW45jQzNCMkwELKokBQ7+I+HRlpPC3s+Rg3DgkqIAW3BtxtofzVlxaG7CzwMzIosbliATbc3YDt76r4a7vVRJez1mFfLZtiPrWLO3p8aeSGl1LbSE6V6nblUdtZuz18hplgwF9PyjjiUqY0c7Fubnffyyj6C1dTy1mDOuKzQ3jYB/H5OC7b3iSQw7ODMqnj07u7T1tVOvuFVw5F8mHMWQ+aNlrAnjY201HxLUpJaHYrWtr7SmCWSGQKCVZSW3LodpB3VTSZm66cSzGxciTIEYnULI5DMTtIuCb3b3bam2RKsx6TlS1iTUgwGS/nwFYYyN+25DKLl2eYePu1hbJ9vqOjFRN6lrQw4yyxwosShxufRQSQGO1uO1d1VWzaTfqMbRJkZDi6RxyM7Rg2kNiqi/cS32u/WyXiSaPo2cmMZdxsr6gkbiWGmvxVy9xjdoNqMtzopJcCeedd+UHj++BukZ3dOOo+z360wtQ49AWUNJe4wnypC3l7BoxOmoBNbqqiTJ0acFYcwK6MqtvIN+w6/wDFVb6jtTjoep9FnxT6fHDFKGmN5J07GJI4V5vdK0y/Sb442Q7lR+bitBchmIN1sLW1t7RXPjtDk1dZKhP6jAuyOKCYbLKjqAQw+JvHWtbU6z6hWo+jIP6XNlPHLlyxRnywhEYAII10VfuxtrT50lohKqT+4tj9JTHW4X8QzqY33sNVbvcCu3veGsnmtM+gcJ6FCf036K0m4QPGfGm+6AfLuHCumvdvqjJ4oNlUgxvKhx1EUEY6VGgN+8fmvXN3GblbT01LpXTX1FrTxbrkasDcL+s1k7rcFRieQyhLsTbU3OtgKmsyaxoYpghy85bOUALBciM7SW4o7fFt3JXarNLUzddJKfU8hnGLmSgplwu+NlAAi4Xg2vT1ozV3ds0nHQ5slS6VHyvTMZolYtjkB78lTu8D8Hiq0uPcfvUrfGZEgV/J2/EQCdeNhtr0zACNIkpRSGIurIbEEAc6m2wLc9/6dhxQ4UcQRQQoMlgNXIG4mvMVkzSwoiEMYSdxjYpcHWx7n8G2ulMxaIZkEPnQzPGrNGxXceIEg2tt7NveqcimrRVHDEZk8pmjkN9twRx0uTu+avFjU9FPSRYSyRMpBvt4D2E1XE0alCuRIHhEgY7onKBAOAN+Xhr1OzvD4v3Hl9zR7izSMSDqp7L8jXqNHnD/AKazSxywObtEoeIkWAT4bjvbXrwu9xKl5XpPW7bI3XUcjfeiFtUvuItfTaV5bmria6HS9BX1aNpWWfGV5Okq6jdpbuG1rpXodjZqvF+05cylydg4nnYgnNxe4Isb31L3FHdWlpIeF8NSnOz5sYQif0wiJDdZHY3ItZe7093wNWdcVNlb/iDd7zI1jCKeCOSB9yKOJ0YW+KuW6dbOTopdNFIgnMJhx5DC0bG6Wupvz+W160+SHLXPkK2NMsaDJiznzch98MkHlmRECkEa2lTxd3vVvkyK1YRz41xcjOK6j8NJvVlcWUDUgAbQrCsuPm/ZWN3ZQ0i78KsUkuRJZYFjIs3EsacKIMndsz8hrKWBv3X4nUWs1tKxqtTqWiFmZnsVBHhYcLjt4VqgaCJZ1dWjlKODxHeGvjt0utXS/Eytik0I8/Lik8txG7Hie7ofFwO6urFnT3OS+JrY2EZGAe3SeHPS9dEyYDuG5Kzi+oiYaU2NH//X9vrctzPsrZEEw2liTwoCRebpboANuK+/lXDdcLcvaaJyJtgzIhfFnONIwu0ZAaIta1xppXTZTrAJmdPHOJRkySsVclVBUCXpBZVQa2/6m6itGtUU7pqB6LNl8zZOlt3B7BAOxCPFx8NWrT0M7VjZlrZmPubays0bbWBIFz2C/H9mrREi82bI8EgxpwOncFRG3MbJb7xh0WQ1LXiWl+xlf+vyoT+LyZ3TIkUDcWu6jeqP8wXYO/TrqFkkPpOY3AcJGkotEgW1o08T9i7aGTJE45mkbJGQDAdrYyFQE3W77L/y1pO0ItJMnkYcb44klfdj36mNryEnig7GbuVjZ2b0Nk6pEYvx+LJHIgbJBAZF/wBtO8ipbw7F6q3nQwjwGMqR5sdopSojyEAWLdvCSA7z2N10cgSHvT8Z4UDTMWlNwoJNlUnu7fD3ahuQGZcjHheNJJFEkpskfM0agSLKOzl7KcgZmUk+TkOyMiphsPJJNx5rbLeYp8e19q00wFZsd8fJWdMmRIcnfuWEnpZLNMw8Oxtr/ZphCFGyWwd0sEX3MqqlpD967jiyeLcd676yvjVmVqWPMIsRI0DYkBRgGHE7lDK2nUqtK2z56umJePIht9ROSHC2QskbNkOYx5R1iYuxAtsa/fXd1U60jqVyk1vTlypRfLkKnutGLWG09O1Qeno7/VVCeg4vpuK8RikjQ3BBNrHt496pddRqxoxqkahRxACjnoPpqWgkpyoHmgZUF91rgXU/vXoaBNGb5EOCPMmS7Ri9lJFjwG4lj+ztWoyXVUaVo7bHYPqZjjcKQ/mO0mxi1wCdAu6/T8NY/Op1Ro8D6GriZSZESzKCqPewPHQkdtaJyYxAwbMN2hH5dtOQPO/1IMLLVFYnzoDe44a8U41hbNGiOjFinV+k70HBdG/HyPaMowWO5J9pbX5aVF1ZpnyprgjB9QfdmTyop2zyO6A8dSvHnUtphxddHuQjxJ55FBG1EZVlXmALG1jrUWuq/wASYkdhjgMqCQEIWD7W1ARNRdST1bqzdnAFbBS0shfaruDu13CM+3Tb0U040EkbmJHjthu2LHZ5DaRzxKk301uONcmSz6+0tblMixwssQVgxABbkFF9PtVGr1LklJKqhVS63BBY+EVNay9QZUYmLLu0RR0x21N+01q7qCeIx5EjbTLru6kjAuABzP1Va0RmWYyRT5YRiZinXOeW8n7pP9bV14adWY3t4E8iVZJW3H/t8bvsQbGbhbd4tl/36rO9IQY1rIMUsSZnHX/tqeSjXcftd5q4eEnRZ8Sn8XmZTByBHCe78bW8WvcvU3aX7GtKxuRaSBGMasGlXV+LsdT02qYbUvYa+gvMuVJLdEO1B0KSyHh1M5QH9itauqUSS05GfTcaX7uaeMJsJNl1Nzpd93w1WkuBXsOsWckqoYG+o/1GhkGVkDGwWGXJMobuiMnpt2bLdVa46WfpQWyKIZlZf4DKyDMY3CMdyqoC3HPQn9mvXrkypQmcvHFMtDYyvT/L2xK8RUAKm2+nPUdNcOTDduX5jsx9zVaEEysiSIvCyxx6gqyliQObHw/YqqdsurJv3UvQH4nYAwkWd1UiSKxKtrbp2r3m+KovjqnqXXLayNvFz8ZMWM465O1ltsQX29q7pB4bVhyS3Zk6t9DF9QxpNzyRLO26XdvYKSFI3X6Nd2/dVUyUnc0S01G/T/xsmD+HyCUZ9I5r9aXG1uPiWs+araamdqyZWbH6jHlLjZLF7j7uQ6Kyj/DqrdcYlGfUvlzXOEZ5jEhEi6R3O5h1t0sPgP2K5/iXLjWfQdGPJCli+VkRZMqz4cZjmB3Fl3GQue8VjXu9Hjfv1vhraujZheyexEeneomJsnIceW2rliNy2uE3p3f+CtrWkvDZVeovl4jRS/zVdlC7nTUXI32U/LSWmhdsnN6Dy4Kxxo7gmRjuYsLkfJf4dazdjDroRy8+fFkCq3lQm5IXrDR90iSP46qtU9RSzMlfFkUEM6ZbEDyXUBNttqtGdL/NWz0/Und6+qw0+BLBjB3jNwQZdiEsF+a3d+zWCypvQ1dGWQJJABmSKUeTTGW1zuNlG/uorVLi3l9tfWOGv2H3kgj9GhgmBPmSbpiptu2K7blb52qcdvNb+UWRNQY/k+nfhi4Uict09Rta/CxNdEuTHkxXIiZtkiKBEq7TYWF7k6iqTKrqMejSxQ+oK7GwKPc3tyrPNXlWGaKyrqesUbY1dbyg8SNG9/ZXlOusM6k5LUWN7G5Nu3Q6/TUxqDYJWAYezQ68R7qUjSI3yZP5UiqOAG23ZxYNVprwBoskY+WFnWSJwbmVOrh8y7/41qzPqLMnmAtjZG9xwD2t+0AFehpTqi5grHqBh2GdQgbRiu47Trc2YDpv8LPSeCXoOSD+qK52IiuouJZUYMBfh/8AKn8EIE5FQnlysOIUC6niVsVv+7Wu6RRbIGzicAvaGYrZuHUB93Jz/erTC2ogyvRRJo+lQwYccYlPU11LO1wxv/y7/D01290rTKOWsbFOd6CGDy4Vnim6kGl1a/zEdFaYu5SXmfmE6mXhegZsmTE88bRxmXbJc3a46r2v3Gt3qvN3K4xX1WClIcnq87IOJi7YtvnyMEjVtOfUzfKi1xYEkF9RPF3iFVJJkVnLm5OpZuLGxrtVYM25LXUPGyMCQ2lj7RVkox3lVZCl7NGSu3W4ANeTnxxZnoYXNReR4zMbEWOoFvorNLQ3kicWQyTpF0syhgp8W7T/ADLWtLxxbOW+soy2DeYUYbHDbWTja3L/AIa+ix3V6yjxr1dXDLcPJ/D50ch1S1iCeIJCcvhvurk72itU6O2tDNfFlKK8jL3dxULx7bV4TrLSPWs4RrYSBYQd7PvG/cTxBsemvVqoUHm2ZGWTy57OeiUEKxFwsgHA2+MVhek2kur0gzpWxXwXSYx7nss0Yc8uBUEVxKrWq9XsOuU2kwRRwwofw6CEgHciggN9seKp+Rt+bzI0eNRoWwIyZjqiF2VQ1r94Hu8hV1pycGdr+UaefJXWXGtFzZSGsSPcK6LUfTzHPPiLGR4wJI4I96eMLYmM2/PrULLOkG1cbfUzcsTzSl2YsLDbfQ29vupVehuqpBiHmo8BvuUArfja3tqLaQyi7HwmUWn0v3WJ6SOHEinZuJRHyJFj4u0sBqRwIFza9tRUcgV5FXiUKCxIYAhW9ny6VpWxLGcDOkhdogoJJ7vAH7LW27q6a5OP6nNekmv6X6kZmzFERBixZH143FtPprpWRNSY8IP/0Pa7iRYjQcLVsQAA2Hbr+XCmBBmBva1r29t65M9XZaFVcCXqGdDFCcdHAllUAKNSLm3d/hrXCnaqYnuY+7y8kJIrCIq29R1sR1bgC1mj+1W61DXoHFhyJI/uYA5VbJJM5a6/KjXVfhof1EkTycCSQwNiybArAiB+CgHrUtZvFS5QG5fk+o5ONCRkSDzZntGY79C21JcKN23poQDuNiYkoXJdjOJLkGxKakNbafDuWhBIo2Mq+oZISZ5Jn1ZlGixsP5C7j5dNz0GoEZ58fGBE5L5LgoBbfCnVoNjfLUcfErl4DStPFLHPKesAtixBWEAUgr5hv1I9Crp9wPUraZFx1geMZqPdlRWsxdh/Lj2ndu+KpVnOq4j4rdF8kWZjOG9NxAonVAHdr7Sy6leSbN3w1ahbk6l+fmyoIcSaYxTyMv4ry+lgh8ED82bvUSJIXxsaPFndYYnlliB35kx3WO5JEhRSVRVah6j/APYDIys/KxxHGyfipHvLHfa6R3Ht/epQgI+m42f6acjJyNjxqp5ksTZSjWAZe8viqkDXgaMPqOPHjYyMwXMCuyoVIvIylmZf+o9INSZw58hV/HSG1w7xi2pGu0tyTROhKNw2F0w8mX1DPlcAROghjLE3AtoRy202C2DH6PHGDFIzyIduh0UMrFtwpbiNFIgrCwF7cKYi7Ua6acLUpGWxi4a+gpSBNW2naOA5+2gDCyklkyGSaVRYs7DQKSDtXaW+GufJilydFckIrbHlhkix4SCrBlcFupdpLbPM8W/+Cs7YC65uo76MzJieQ5vJCdj/AEi9r1q1Bi3LG8uf8PhzzD/bQke/lStsKqlniTP50iIr+YSeCm5/T3jXLwjfynoc1t6hn0/IyHlGJDK8UczFZka1hodBu13eCuq2LjVwcayTaWiM0bx+ovj3v5TgWbl3W2sa47LjXU3VuWpOeYyS7IRun0i8wEBt7asfs2FZqYl/uRJQy2mKpeRVXYpHUTw3Md3zVaegxhoyIJIiCBoXPFnbjHGi/L3nqFvIDqGfDjVYpQkksQ8xz1bSOqs1rv6SmMR+ox5KhHiYlukS2sR9kfLWTpDDVHNEBKY4xuQa7uZ916i8FVbL9IbWG6ZuA46f6amqkGyi8rRyZMpYJfpC2BbTaEBt3d3drqRnHQljTJiYrwGNVyg5AUaeYWP8xdO7Y9TeGu5ZFEyYWq24JuTZYZDfZqee+Qm/7qVx3yczaq47C2RO7RnBO3ztDlOl9qp3hGrnxP3aU8K//wCZdVyc+0hsXLfdKp/BobKvDzCPESPAv+es6vh+xb1JT4eTieS0EwGPJv8AumQXAHUP3firRKtlyaJd9YFJ2muzETSPawlicbgeFjDbyttaVVY6GbbLcYepq4WWTy4bghWCyPyvdrAUPgEsYlljifbJkZBMugRTc2NuAVemhJdBT9CpESV1aOPyIlN280AsTYdSqb1TtAo8Sn1GDDGM7hBFL3lcaA6jcpt092ujBlcwRdGXjoWzViZN6SbkUd07h1Dq+ytdeTJxUszrWdh2bGcZKY6legBpsdGVWswPT5tuqua3cLjK8prTHLLR6hKpWKHy1VdPKCkKouf93u7q4b46xL5cjpUjMk8jL92hub2LggA/Uu5d1c/FdRnL+IW5bbKBxVBtb9NGj/EaLI8mQNdsZ9v7JP7qmq4rxIaDmRY/qGPsZl3nWJ9LqeHA/wCWtKXdXJk0eY9QwMmKaCB8cp5rfzRazqgDNtrupbSTN7jhMcUwnhbbEPu8pVsGAAt5wYeJKh+HX2FVfiO+ZKsSwzkEuWRyCNeIDjw/NVK06ol1hmVkqTPIVUDzthbaeDE+W/2epHpG62HMw/dFhcBeGoJO3691QtzExRN5s8THxMWIJOoXh1Gt+MIE9hzNzhNDA7wKyQSRuWuN6gN1r7mqK13Ug3Gpp+m5+QJMqaVN4eSwSNhuuoA6F/3Pt1y5sCaql7Ua1vArl50Ms75Uh2obGOIHed403adMTrWmPG6riDl6+on6k0Z9NxLuIXYhtpI7hVgfmqMNXztpyDM1ESYw3Nu2G+0cOH6DXZMHKWY8uzfFIfuXUqRzvYjcPbSanUpFeCAmUQ3WqhkcKLs1x/trTvrUtm/iZ0UD2kYqrud6jq8tT/Lu3y/7m2uXLhVisd2jWMcqbtgu1rgE3W/hrz1D0Ot2lFaSrIAJ18me3Um64NvFGfEtVaqTlekE2SHR1Ly1+mokpliZ8oKg9Q8V+P6atsn4yAjx5soSuzRrssApBUHm5vfprSrTUEtNIV9TVBGcVmLLIN4TbZGHy+FdtVWeUiWpkw7VmSQEIssZOmmore2qa+yxpVwy7FYeYZZjeBh0MT4bGpsvLC9QT1HA2Orx+S4BhttLcCB1Jx737NZp2TmBchzL8vMKskz4zEksoG5Xbvrsfw7nr0P8pWrxaORVdXIzgtaNWWRknYbwCSyMG1uUv/krl5pJJr0ml1roVNmPHNIJQTFIwk3xHUPYJz6trbVqaUtk9Pt/2CcJFGW02Tkbi5Coo8tmAJ0O6/SO3w162LCktfUYOwzBN5ikAhWbbKV+V9V9+tWZMuYgkHdq2mulz2/VUyMzfUI2O4lQvkswayjVWttbSvP7i3ng7MGikzpIyyq5IU3Nj7flFY1N3kROGdoiHkcARjaQdGVW4aEd2i2N7QZcqvU7JwBPM8q9EzahxorWt0H9nuPWvb908ensMsuFWRlwwjIyI42Plhms5PEdvT29NduXJy1ObHSHB6JMebcE3KVvtEqLoVPHo8DWrjXb6z7De2SdzQXaHMagbY7D6SLbf3a7DnmSUikq9xZrCx9o6qTSagatGohI0au0u4G46wRwDD4uG29eRfG9kzurfQzsn1LDEoCupZ1CmxFjr3dw6avHgut/YU8tWPAK/mTbis5UjQkE89tFG9dRX0S00GRKYo2O4yEJd1NiQLDTWs8F+N59pORShJMvDy4wuPLdwLNGw2tbttXTl7e+Ny/SThzVbKl2gAsOPG/IGsWdrLsfHjBJHFSRpzFqVnJnLGZIVRUMzbYwSrjsv4hfjWlVKOZvUWykGPP52KB5JAJfaCQy8QE+F63olaNRJ+IhDnM5MUyedGzF7EWIB7CvCt1hr0M9VuWJkYREg1svUvHgCNdvgasnha6+Uvk9o1NT0vIjebN2lfMTCk3SDgQdh3E//KtKY4le0hz/AHH/0fZ74Rq0ii/zD8uVbECuZ6lhwxSLHkxrKF5m9jpyHeppCkxGzMSaPJVWUxKhBbqZ5D8bX7n7NXAIXRVVvuMQmxNnJ2lxe+rH5TU6dCoZqYZQBUnhKSEfeWJc7W3hQeLcuqmIh+Dy5Lo8gx8dW3RW7Lt0eXu/iansJwyciKibTNsfhEztY7jfaahVSYfxLPTseLDxtjSiaR2vI7MGG4ngqa09wnwLcvLmSBgiFIlFwRqzL8tu7eiUOGeeXJb8VkN1NDMrOFcE9I6u99rp6a0WxMdYHZPUMOR0l2osj2DrI1whDAKyR8fMFZLGW7GjJjzTgypleXkMBut3bKd3I/vVUClFk3nMyhYTG6XJkCoCOF1hsbtv21MQMyZsj17Eike5SBiWiiZQ2xVBNlCsSrfbppoOJJZEk8rLz55JAguAtgBIUJA4/K6pSdZ0GtBzH/E5OWYn3FEjUjXoWTcdz8t7N4KT2COo0noyHL/ESud25XWxsSyndukb/StJsehpGMHcrC6nUqeHKgQlNkemrPHAF3y5HW0id0C4Te7/AGumiATKx636azRRxyMSzbLbWsrX2qHY/F4acCHwp94vf8rUSBPoJuOIoAkADwGp4fl7KAJsNdp6QPpqRnWABI1HDj/ZQBXk5MeLE88jEIg3W1v7vroAwv8A2SeoI0seP93A7kOxXduZR/tG9/mahtIaGPxqqSyxtLLG/mMoXaLErucs3TzqZQ+LLvRsjGyIZGh3F/MPnbviPw2v06VD3HIP6ksfRctUcKxTdY8wpv8AqqqJSSzxpxx6ZDgerxzbnlVpFQgEq4NrWvw3VtaLJpkTD0MbOy8qTJZ8h2ExN2vdSD/pqCoN3BnnyMVslhulbYspbiAu1fOWw3NuVdtcWdKdToxvSCwoqahrWuzcQXLadK97ZWDbZpA9hPixi4DS5LkXVBfWw28u4tZ2lvX0B/AtbLeJ3VYxLkEC8j6Kvyrp4fhqNHv6S2vA4w5OQ6O7byxvIALLf4eFS7pAqjkWK0knli/l2s78gPlvWKcjbgfkjhgS5OxFFhIxtp7K2WJW/IydihIHkcO67YeKx8He3ifsWr4pKEEiu92Kux8+djugxRZEjHdDuflp3UL7aFVf9RN28hiI0M2ZJceYwHSPhW/SiVkrT+tSmijH8yRXYHagv5uURcX8SQ/Fr4qppdR6FCp+MUrDePDLXZ/E/s+Lr8clJ24uX6/9haHoiiuF2E6EKgF9BWO4mW7o8ktHkICiaCxsYz2K4/irVXVSOMozPVAfSpEyEczQyqVjiY9dx8wHUq124oyb7GNm1sZ3pfrWflZrQy5Cxo4LLGYjJqCG8v7rrT7VdDx1iDOrbN3zWhH/AHcIgyNnmF17v2Vdu9wrlvVbItSQmmLKHRN5t3ALE/XWUFCOSMjIxTjriyIzFbtbd3SGNtvyit8cK0tialCytJjTxzbG3xMJTEwKsV1Xg1dt18lWkY+lle3zg8wXbJI99694Ob7VvxohVr+tSqttmtvCgIeIFgugA+ivEiXJ2AObErABi4GlkBY37Omjg2BNMiZYmf8ADvexJUlRoP2mpKincLbFsORmnHWVYECuN5LN3VNjZtN2+qbqm1JLTJA4uQqT+QsjTaI5VSdfiY1cWTgjlBi+rZ8MmYsON93j4xOq2AZz0u6/Lt7tdyrCMeUsSOXG0yxyWOJY8LXduHLw9VPi0vyFy1L5shlMDhjIkanncnYWXdp8nw1NVui7awV5ssatDlGTe5LB0HToj33dP2+mqU7FKOJTJkuYJLG0agsqcRfXqvUqupmxFG+8CrclEsCDpx52+zWrQSWRyoSS8e/QrIhJHLrGhoaJJ+kvIzp97ZtwTH11BLbanJpqVjUl3qzR4+RNtBILkAk3uw7zNWeFu6TZ1WsqVE8bNjUP58IkQr067bN8X1bq3dZOPkyqPL2FlNmBI26EAAdXsquOhMmtE34tmZ9isNtgEO617aa2/hrncVLrqzZk9NwYceSYMVmALrknVwVv2bU2n4K4qZ7OyXtt7DotjSqY6ynHymgmUkOB5liCrK3Y1dsSpRzo9N6fFKmHEHYs1ukm/dv0n9yvLzPzODsqtAZMQLWK3HaOR4XBqKODVCUgmhXckrgIegFi2unTIrHVK6KxbRoTgcgy/TmjDSv5UvNXHLTWp+NkWs0COX0ppC0OYrueraWIGg8Ib3VTx2XQnmZuYWeTz1e8ZIUKG6AT3XT7daU8GXxjUrjcxOLCwRt6N8r33Kf4mpusopbkjjSZLyxpYk3ZUbja+7T9qmrqqTE1G46npmZkOhMiI48Ni1h+ztrJZKrReYh6DrYYSILNkNdCSpjW2vA/FSeWCEpOjUqkLbmPlMYmY6ki26Jvy+OtXkcT7hOpHHwMeSJsezgqS4YkFiTbmRWuDuHWYQXqmVCNociKDIvsewCKDuI7QBetad3blqvKO2Krrp6icOO+IfLDE9Q8ppbFtlusPt8HwpRfum7SiK4lAyYpGbcJGJGoXau3h3TpfWs69zadQeJJAijYN12d5mLMoN9Dfagay+Gpy2VsiCtYqY0u6PIkd4yrAkWtdktrtAt/GleljpWq0Oazb3IS5qIbyldh1MZHAcL9Q3VbhoWpJpHhWKOUMFKgqG/Ny8NeRaqbbR6GPb6i1vMyw4O2UFWZRpuAN9y/PVq0Vj2k2xpv8jdwESXHGRisvnAWJN9RcHbJ82lOmR10MclU2AO2NkRxSOpkymN4+e/vaafD0Vthu7N/iZXqlA9uC7t1hbVvZ9quiDIw5slcWeTHSSOd5I5Pw0IAG4N3FLNZK574dZNlfyx7jyC5U0GUjEBTGytsWxFxbs510QmoIThyetlyZhhy5EVk3kMbC5sSFNcHb408iq/SdOdtUMrHy8nc0UEhUzDYRowa5twNe1k7bHZJtf8AKPLrkutF7xmbEf0+eHq+9UFt2hFwOQ+Hw1jizrOrVjy+kvJT4mnJo+UXZJlNknAK8xcjVTXiWTrKfsPZx5E0GPdci9yRw5gioZcl2RLI8TRMDpZlHDhTrYydV0FwyshjdtsbghWHEH4Teta2dXKFaqagz8iFIrFureCdovoeG6969OkPVM5LTsUB9z7VjtbRhxufpqXaEbbtGz6HDJ5Wfdev8FkJoLa9FhU1yJtherhH/9J+D+njlO24su+MOjbrBd3A6bi7VorOCmqzsQX0AlEdIDOzKTqzW0IU37i/NWnIjjqN4no8mLkRubRhFCy2XWS4J29TfvUlaQaK39ReLIMKwHyl2q7t39Lvqt7Juq1UltjcHp0SNNlZkp3kkmUyFRt+HpKBbU5ZLg6afIlw5GwlZGF1g3XJNjYsXa9Z2LrUx/wRKif1DKLvGWLw7tCVOnVu6tvwR1Ds3ovKUkq6sfiljg2PLHGJVt5MEYvMx7u7y16Y0a/jopogs5ZpCaUY4ZUSSclvNZWCgFDr3j/DWiIM2OXOiF2mWLdt2QMFYD4+6+9VqtxNLxE1KyZe51hm3PYzFTZrbb+Tb4aAN6Yw4idBAnkOyBWNuo8CflXbvajUIRnZ+Tm40kbSsAhs0jkgyXuf5YB2r0/BXNduTelVAzBlOmLmSZLef5LnW+hRlDc7fd9W2rlsiIF8XIxY4cmZApxjI7vjuNzh1ZR93bp29XTVwKf6jaxniixkka0YYbtrcQe832mqNwKcf1nEyZ44Yt2+S+y6kAheLbj07dKbTgCPqPqkcQlxlYpKqhTLpYO9vLXXvbvH8NOAMSfFi8xWinO1QFJUgqtypVECdQ8bSVWwSnqOwYyowlkDDF8rzWjjta9wu3k3XHUyP/cO43pskGUJlYmIgWZiTdbOuzqPh79KZBpD80sWMhkmk2qAfp23J2/E2lUQYmdLmTf9zE7QRMpXyGJXRlazjTdvXvUxx4j8XrEccESzxv8AiFQFkCkngupbu+L+OoDUhB/UBkWR5MV1SPV2BHAmw74WmOGR9WbLzoFGIVMMgFg3E79G36HYqq38dS1JVdBPE9MGAAdxkLtsbaBbosWhZD/zCu3fSY9HsO4WPmwwv+Jfcsn+wTu2Du7d/drGzHCGoxFjxswVIUtcsAALgG3ZSG2ebzc139BzJGQtMXCNISSSGa/7orOnmyoLekT9T9NKYED7xNNhhAQBoYipm3Wt4G+KuxPkzJ6bGB6vlLmeoS5KnRiuoAFyFC8P2amsxqO0M1/TJhH6S7lyC14UvawCneLf/wARq5s2rSNcew3jpO0jBbyGcAGNgCSOZdrdNct2v6TdI2Ysf8MiQ7kUqBcQrc3PIueqsMn13GnOxTnjFwY/xeQm1b2SEam513a26qMdXZ8UK14RYM6byYHlwmx8QsNrM6liW0UmNeva9aZcdeMVfmqKrc6jaIdXB08K8CTrpXA7GoVjdj+IzDu8v+TEdRYeKumuWP8AXrMuBDJzuliAWdgQBwABuNzN4aqjlyHEpSZUjWZiHk2KlwNm8qOlY0tup3s7218qKShQKR4+W6D8U27fq0a6Dlo7asy/JU2sp8qLSR0jT5KjHjt+DQ2cjQEjwL8vx0TxWvrLSW45cqqxItlHSoAsDpWG7FpMlyblDJD/ADHFpJOJI+AX8NOtoJeu5E+XjISzWUDUDjryF/iqVNmV0Ef6gwnyvTI5hvOZCSREBuuGPUunijt4a7u2zVT4nPkp4GX/AEmcXFzJp8p3inSNhGpX4guu7vb/AIUrtyWlaGaq1pB6fJb8biR45JKsi+ZM4AO7h+9Xm5MsWTk3pXfQpCTo+xvLZRwfcRcD4l1a9JZKvV+UOBTmQTeV5nmKsSsDLGl77L6ncx/erSl6t6CdRb1ISRnFezI4Vljl027T1Da1/D8Pz129s9WpMMniLYkLIpZX6OF9DdrWLBb+Bemo7vL7DXDj6l34SAtvdBI7Wuz9XDsF7Vw8rfqdGw2xhWMngF4G4Fvz1nqDF/xuKQIzMCspMduPHS+tWsdt49JNmCbMnHpn4Y40puAjSoNybfFohL9Xd7ta48deXKSLtnn5ihVYUdobC4W5A4+KOu5eJzs0fQ/Txl+U7KDDHbzGHiK2PlD7X+41ZZL8f2KqjP8A6ix4ofVn/CFWjlPmCNNdhOkiFR3equij01M4llLZExjjxlVnRNyBweLMxZuqpSW5TTa2Hh6RlnCXJnk8qGOOR5VbVlNundcj+Z4aE52KmASYrY2O0LxmZnU2kRrrcLYdPhrOU3vxE1poZMJ3ZWyRthsQwtc37LVs9tCVqyzJ86JVdFaPqADkG373ChQx2q1uMenO/wD7DH3G5jkTlYC5s3DtrLMvI/1NqKGOZ8EE2ZkRSXK33qdL3bquPD1d3qrHDZqqZ0uqdYgYxPRfSslmgZ/NZUQpKp26Abt23VbsrbG/6dZZO5yVUxwMvjpAJPT8KH06ORlKukgiMnS4sreZv6P9wpVUy3tdr28eRF6pVMzASb8dEiEjzGsQbjpvdt31V1ZWlVmGNanoPU8hPwhDaIX2ODzADNw+ivOwUfKTsyKIML06IeoeoxQW2KTud1OuwDfYNXflt8dGznpDex7MS9QCNdVt08P7a8dvxOqBYwK+4szul+6W7dbdPhq+TGVPDAgt5KkcCWFyeB7x6umq5vxKiSHlAAug2kC21wXVgPkbxVor+JLUbCuXBIixyyGOeMkAqI9vE6HStKWUtej+YhT+wshUNJAoskgugPIjq0q3Oj+00T6FkQvN5THaZVYDgRe5IX96k9p+0i2g0MT1DJJARVbGsoZjtvobOpA8Xy0laq/mJnxJxReoCZwyzCYNq3I6adf8tt1S0voOVA7FBm7wsi3bQsXcEceFhTVa7eUzbJBJXaeGZdgkiJi1B64rEMVUdNappP8AlJnQj6Uk0ifiWmCgMUj2C4KqO8GajnxG6yXPPg+n/fZLrFuuTNIxLtzNvE37NZpXyMHZVUFMPr/o+VIYUm+9Jsu4bQT2q7Vrbt3Ek1yqRg7o7sw2KgJbnwvzrmW8Grehm5E/kyKO7YBu0jTdVWrNnBtjcV1I4vqGPkqcjJdCqudkcgBmVj2Lt3Pu8G2tMuKy9PLzHNS6RVPCkOF6hmSyCR8h1YAC/QpBSP5dzfzK2xWbhLy1pUztCDF6jgerxHHI8vKA3Ip+LnsPw1F8dq6+0dL6iYVG6XG2aI2U8wykD6d1KWv5js0aGcKXIikWTDsVl0mQkBb6dX2qh26WM7VnYo9Sw/U09TXPsr7GEkcYa9gvxcK7cOXHRcWcdsVraoQzs/PyJmbIm46PCOlR8pXnXq4qUiUcF25hq3Ic9f8ARckw4uVj2aBIwsrE2K3O7zDfw15tLttydtqnl5wgkZEfeASFcDva94VqZo9hkpLj4LCNd4aNDYC/eA3aa1wdu4yqTtzPljE/RciNJWbywZnFo2e21W8T6/6a7O7ta1Ynhj95xYlxf5Gk0GHMywSStk+oyD+aGsqAj93p+GuXFkvRTVfFh/3m1q1s4fmsamPHFj45wtGWNQUPO449virnvl5Nto1VIQlmet/+vB/D4vmzSi5YklRyrfBSjWpF3bZFeB64nqMrRtFsmC6bbkNbvcaz7jDxhoeOzaJyFUUkjpOja8DXPuzZMgZnVTt0+JV4N7ee2qqDrIr5lpCZbNfvEDUg8+PeWtGvAuqg1fSGG7OQ3H/aSkN2iy61ri2b/GwsnRfmf//T9HFlZhytu9gqruI022JXpC/ZrWNBDErepMXRJVhU+aEIIHhUxGw+DqpVY2kc5VJI55JgyuyEbmsFGwpu/bNWkQ2UZmUWeGLElQRTE+ZIoDnQeGr2FuJCeGTMX8fD93joyvO5uDfuHy1+LdTBSg5Wfl4qKMKcSRTSL5TMAwVfHv13eJdqVLCF0J5zxeZC8xTbHdnJ11bb07b+KpVSpM7/ANvFjZDTQJGikMq3FpSt/j3bU2XquEi5aDmDJPkRlJ4dmO8bojCxZh07mv4mapf0HqVrhemt5ciZDhn7yMps0YIZkcgdK09QleBMKuPl5AxpV8lSxJAuELgeWd3dVEoFoxmfFbe8zwfi1A7577HU7bdTbHb4aCl9Cn1STHghgby1KRatCTfrYnvP8vV0/wC5S4yHIy8vOmjZciORt0sdpHYAIxux8uFfB5VOBG36PgsUTJmKNcs6KACyktus0gHVUWZUlHrcrTS+WAI2UmOC3F9VDkMP5fwVSXUX0KWyYcTERowTLgP+H33tbxSMkY+LuqtEBJoSFzL+JEaSoxa0hQMArWWPa43d2kvqCbjQoX8Pjk5Zi8xipQQxgBfMQssjSKoHgoHL/mG/Tfxc8s0+Qhigl2tFGAAoKi29r9fXtXatDB6GsqllO43I7aQjO9TwTmSJaUpsUkRmxBazbdoI8Vuv5KTtA0LQemvqXUSM6+UzSgMEuhk3KvxeYdv2Kz+RtlJQgv8AgBK0yn8QFjZpQBYBSqt0v4tYaqop8CX4RpROcVfwu0lUdBbf1AEOXHcaNvDVhPiTGV6fjRCNmIG7zWYAgKxN2Y9Pc3pSckjKbpZUlaRTEt2QBbElrdZqLPQpEwpuNb61iULeoorwxre3Xuvx0RWZvo0ostBo8/1TxzxXWTzwGYNoFt1Itvj2r1VhMWTKRn+uT5csN7MpCxnJtYAArtjVrWrpxvUi60PNsr7rEEM1raW48LVtKIg9d+A8iGIWG1ABjwjU79CZG/a3bmry3kb/APGdaXgafpmB5cpkf+Y4JlckrHYeFb37vw01jtk29FSbXVTRjzYncwRqAxuVZDdGC94q1Rlxuv5VBOTzv9VzP5uErAsVbdsI1YXAHSPC1q27VaMmw/mv+HD3xJGEO1pJFWwMRIcPvbut4djddQ+3ty38hayaEYPWIJRbFhlmymNhEQAAPi37mWsL9o6qbOtUVXI3shrJfJYGKUGKY8FQhgAR3nf4t1ZKlV+RcyckLKo3NvcjV2Glz2LRz10BopXy4pQCzPKbgWBY+7TpWq1a+0EXMksr2lIggtcop62+Vm8H7NTyS/YIkBKR7YIrkgDaq66cPy3VLU6saGYcaUqJHYD390fopKreiE7JFcU0iksPiIe/Tttw3XqrVjRDUdQ7DPIsg1dTcMwsn7K3pO6nQpaILMYpd00oLDVQND9V6y3Wg0kXiVXAuNo11Oh+im7aQTxFMz1n0nGkKSy75FF2CDdb89q2x9re+q8qM3lSBj+q+mZoJx2JdRdo2FiPy+WjLhePdDrbkEyMEd/CFNx7rcayqjRnXxEwhhyFnRDvjbaDfU6xqfAv+Suqbct9DL6wLqTPAWCldh2nQANbmNe7UXqq2gujkqAm1ufL4iw6mt/lpOP2LIRxxCUk9Rv0s3UdD7/ZT5OBJlrbXQoy3Q8QLHlUbDKkhMZukkigHQCQgW0O3j3a1+QlpDEkKyFHZg7HpYyKsrW7F8xXqlmaM+I1iYscSLBGzKinpF7cTuOi2pc3ZyTY8nkEpkzxowkaKQhpuCk97Su2PEqlpWgoryJBMQTuHUCOA3dX8LVfuRLXlZqek5u2NdwHlG7S3N2e3Sofd8PVtos4MF9A5GZty3fGQBEHREepdNWuv/C1Rxq90Ur2Es7FVUgySqLPKzGQxggHcpbut3du2tK26AtWVeblFLEh0kXqje+0m1+ANTFTZ8oKsNkiyIZXYhAySFgNxAXQ9NVkUpoVdNTUzPJy558nGlEkEaqXcKRqPCF8RrDHR1rDLWZFb7EjRsWVvxQRZfMuAOoBNu1fgrSKvRry+kzyXaepTker+oeoBcfJn+5R+EYCkaWJ6dN21qdcVaekxd5HkOMgx5At0KNGd977ge+1vit4ayluUb2SSTXlFfV8uZ4xEr78deqOQ8dQdyM1hVYsdU5jjYzdmR/pcKcx2Oh8pwmvEkqLfVU94/J/MVh3PUKrhraC3Ens5cq8vSDskpeVS5G6xXiDofz1Sq4KRTLJIw29puPzeyrrBaqWKFRRqdum4niNQKTcmbkXlZ0dhHrFuJ2HUbuJYVpXVa+odUK5IDABRte4ZGtc3+Gt6E23GJsZzjktF1graQctxsC2lRS2ugshZu9QxnI3upJ23tddN3DSq0aIVUy6P1HMUEtPGSbkq/Sfs6ddHBeBm/Abj9ZjAV2iAc9PfB1Pu6/4aSxpbEak4skykzlPLERO69whD9LHcRrtNRCT0Kjo/cRxAcbAcqu6OAOYl4bvHYECrupsNuF9RdI/S5DHJ6hB+Ly540cyMbjqVXIij0RI03ba6rZVR/iYqjexjeven+mNjjO9MQxqh2zR6lSL23jXoYN3lrat03BnarWrND0nMln9KVshyXN4tx1LEnag/PXJasXf9R0p+VDE8C+b5s42hAXdr8tVXbaudcka8tIMaVsQeq4blmZvOUya8t/TXbjb46+k57LzQMf1RlSv5WKbCNQZGHC7Et/pqO2u2tSciSHP6a9L9Ol9OTKeMSZbsxEjDVNpsuy/d+1XQ7KeLIcpSiHqWMUC5CaFgBLbmNOvjXAnD4nZRkIdwG6PUtxB4H6ah+DN2vAtlnMhXqsy6WPG3y0a/sKlUKeoYC5CCX/cXmPF9sVth7i1NFsZ3w1t/En6v6jlv6XLEIwWZbSBbWsDqw8Wlq1w3XL9jDLhcHnvT8rDkdcTKxo3jeyrMnTIpJ724d/9quy20o5qvWD18bT4/qH3SFo0Ozb7D9NeSrLf3He0nTUSzp4ZsiWWSMNtOxVvYdJ4Wr0Kdw4SaOf/AA1bzSQ9NCQ+pQTWZQxMbAG6gtoLdi7qMufnWIH/AIvBTPI12dxI7OAsiEkdlvr+GvLb1NY0LGaMBZVa0Y0kI6g24blrS+N8U48xCesCEHp6Y2SMyBdygt5m66taTwfD0fNXThbyJqxlaFsXztio0hYnaWNl29XuYXrG+KLRJdMjjYjGomX/ALfaZQxDoxCEL8W1q1p2ze5NswvsDny26ZQOR1Ivt1HCllxvGzamZWHvSoztzImuSMSZV1HAhdKeJ7v8AyPb9z//1HZ80RZJyHnMUlrbWsRsJunSO/pXUtUQ4GMTN9TyX3xxrFCT5ryOtlYWAPV1bdwpQkGrKPNllychJ450dnPmRx2Ysg2sCWbwJt8NEofFlM1/LcYu/wDDqnmwkkizubnu2+8+Hqpi6liLPlzl/Jaed12DyjsjYKO/KSb9PiWiQSLzgenR4+OuRIBGS5ZUuLyoxLRrb9qkhBy/Tly4IZEisUUBVOgOvff49tVsCEpvTcuONHxl3z7xcFQFVSBq1/3WqHYYxgZDw4wzfU51uDtjxlAZgAOYTuX20rai0/YZgHpuRCSsKtFIe9HcNrxPh3fs1k8sOOpv8bakMWZ6PHNM6joZ12o4AXcBtuiN81aSZ6nepf1CkeIz4SMzt0rIykKNdbWFOVIcXEiTSSZ2F5rxsmO7hVeYkln1ZmTYN3h6qmqfXzFOC7C9OTJULPafF8sOSp2+Wdz6WA/jq5giRkerYmFA0ePGTHENilNUHGxva1YOVubKvJ6CirAZVyJTI8hmikMxsovIL8CrdPhrZOTN6D8z4jKzZIijlUrJs8JdXZd1wOrpak0HKCOF6vgpiEElEQlpdqEIu43tovzVnDkckp/SjJm4/qGNIfKd1Mi8QfmG0fDWkvYTH5/U8PCgiml3BZbWsuoBHjFH8RQzPn/qPAygI4DIdvU6qGD317PDWV+UaF0jqGPLl9RMX4abhu3GVNVKabd9kDd/b3qiG9ytEvtLIZU/Cg5QEMMbCwDEtvToUbwqt4ayTjReYcE4suCOGTWJY4FJjABDFVDIzSJbu7tq1tVMizFovWHnJmWV5QqLuxlAXc3TyZdyrvrczRZiwHIbzsrECF16tzljyUDaOnu9VJ6lbGiXiiv1IoRdFJtoLW0NZ22GiWPL+IxhIlhuAJW/C9ZlGT665HlYy94AvLY6AMCqKftWqHoUjNgx/MZjGAVhYeWQfERudmrGSoLfWy+Tg5K48Ub5MgVJgt9Qp3r5f/2LV0yKZZLTagx/VPMx8X0yGZbZUAQqbAXUncF3/JTonNvsHbZGwGklLSghFXVmJ0SIeH/qzGualJcI0bhSySZ4nx1gK2ikNymoO0Mt9tv4q7koo619Rh7pZLHyVbLh3M0aRs2r63DhY4hx0rkeNqkPzG7sm9DG/qV8mX1aVY0ZWhVQOKsRod6fFvPwV0YqqtTJpt6GjFn+p5GPFjZspDlGieBV3O6MB1Ta9Mi7azvn009P3l0xIZwozGhSJREp08sEbmPzNXDe0vXzGyRpJLAkdnIMy6+UmtvfWfHQRSwkyZ9r7ool5IbEj5rd2mo6DLlXGjUKltw4IvH6alJsHqD8PIGEjLd27inW3Dl8tLiVOgxBHjYa2ZvMna5axuzH3Vo6rdkS3sUhnyZ1aQAhRdI11At4uPW1RzbcI0dVVCbSKuRL+JYkNITGjcjcq3DxdNVmTmELGtBjcxBY3jiAN2bjbttfprlhJmhEFXUPqobQM+hI5U7VKRKaGX8HkSR6SeWdh9tqeLWyn0kX8EeCSCaZHdF/lm7qTrb3Xr6F2SOFVbNb0rIXEylnEQaJh5ZRSB3+lTr83x1y5K8lDOprTTynrvwwDL1DaB1L29jE3rzlWNvaLlKFp8eOV0Mh8tEXagTpJ1HD/LVK8Cg6cRQoqsyRxrosdwNLdOlK1bPUqrRSxW+4G6vwt7L1nqtylDKiupPIcBa3bVJjg4CQiwFrnTlTcA0FkPj4Dj+XVRIHQJLIV2xmxNhfkL2vV6bCtohL131RF/7PEeyr/wCRKulzp9yn/wDMauzHhVf2OVuf1PPLIESbzG2hlDppxI6dP2a3dZagul+KYoMrdKV7ylSpuf0ca04wR8ks0/S8P8Xjz+Sx3w7FAPdNy5vWd3BCgYx1kVzJfcIyQVA0vZkvWbZUCPqEjhiN3SCGIXsHHhWtEQ3qUjKaNE232rba3ut/pFPgmzd5IWxoYXo+VlQHJhdFjkDGxuWXaSwC7fFpWF86rbi1bkUtKyvAVGTJFHHAFEaqApjHPgzFrd8tetnVPU5JC7/9tjSp0yRDynudCoP3bXqUvM0dN1yorfb5CEUEf/cPu27OvXW+lU29DnWw1Gy5OHIgAupE0d7XPESAXHxVk5Vl/QdVItRr7SMkuPJjugIZBopPI62tpVJNMwnQhi+lzZk7pC6xsvWrObW9o2irtkSUspKTaxPPw4XiaXz5Cy2ZiwAA71twb7Xdrz8lldzHA7KY3UaU7nQOpDEblVh0mx6gG+WsWoRomRlxmYkp0ki99LcBQrxuaCoaQyFX0v0tYfnrWFGgMviiO7y7Bger2WpN6SBKXBkRtwQGE3uvMH5TUVyyvyIZKCZm3RWLJIpWTdxB+aqajUi1ZRow5UToiSkb41AseZUWL1Nt5I4NBY47NuCRvMb6ta+t+fGnVshytCkmISAiRAUN1JW7bvEBaqryQ5Q+0ks0DpKixrIpQBjcm/BtoHTWjtWq8z/kMlVzKF4vIhRhkFY4rKXcmy3ChG2c/DTo1f0+0eRxMmd6TBlj0vcelL2gMg2hlU3jfr/5kZ2fsV0dzi5KftM8duLJ5OO2f6dlw40V53Fl3DaCdys4Vu3oqe1xOur9QZbyzI9CkmgyG9OzIzHLEWkijfRg/Ma97o6lrTuKypQsbhweiEb5DzXXenl+Xs0vZtd3Ue7XMsbsk1vyNHaDEn9LneaHPgUukUiefGB1jYe9+buVtVpLjbYTcuSXrOJJm+o+Xi2dQljKb7FsWtqN1RhaonL9wnVs0vRohgYDxM6naTdwencxA6d1u7Wqnny9vEiy0SFvUJpDKYLlkI6GBFr+JfzVyLXU7MdPoUJjyrDcMOGitw1qXZSbbA8tDYcGv7b6VUscSQ61YrI5MTmyykgFW16X/wBNU4eyIhoujJhl2nqB/wBw+3lUNclITOhh+pYAxPVkeNQMV5FcEA7RqNyt2ba7sWXlT8jgtRq0nqMvJnjAk8vezGytCb3HJtl91q4VWbT6DVeBmwY0snqAM8ZOKFJfcpAvauptJaeo0s2qx9CuKLNSdWgVnWN7gWIU2OnU22pdqrcq1nZG3NlSEIXjZG8bWJ6ftJfdXPEswiDi4QIIuGsptqCT4BXY7qjSMVVsnOwEF7nUgoBe5N7r+et0jPqI5+ZDjZ6RvIVaU+Y1zYd0r1fVWeXG7qF6i6WSepRjeqQtlT5UMbSLGVRCFuCdeNb4tEqtk2TeqJjDmy1MqKbJckNcHiCV4UXy0bWpNcdq9Bz0mNxiZUZj2ynDnHEkHTSs61St+VjR2bX0P//VviycDKyBL6tHukvthVQQCtwkbS2/hrrdfAz5QaeCmRHDmY4lMkEC+XDu4AL1W+11UkHWTSnzZIJMQNtRZgPMLam/TZb/AE1kyuhnZ+H6XhtKpuJ5PvopnUsqMNfCO5pVVtI2KQxyqh9S3oSu4kxOSp3EcNv+WrknQtzseV5nLmVceB1ZQAtm3g+ZYKq9vVSTGcvrDYxfEEN/KbZjm5IYHd1SyMOm1BLksOZDk4PmzRFRK4iIJABLDvsf+X89JoEQlh9FnnkHkpDHHZfxQfaDIB3US2xqVloWrxqKeu/9v5UceV5mpEkajbtFundsvWdMKRbyyU+n4sGPijMyR5koDtDCRptVhvkJ8PHvUsluiFUan9MXLls0iogEiY0HtXrVgFG35qMS0Ha07l+PBLCkYkf7mJViiBFwwZNzzWt1NWr0IQnl+qPHH+F9ICpjIpaWVluWuSrPr/qpr6g5Zfh+oYgwWycuMbhI6EJZUIt0jZ4t5pROnQUtfsDExJFxdkpaFpULldXupu0YYN0r9mpdl1Lhsj/6/JkY5MRjyn47wV6D4vupAO58NVMgkOYuD6ekkWH5BkUSmKRmYjcQiyLI6L0bmFcqu5evJFsvi9RyCBDAyJ5fSqMLk7LL3r9X7tVfLHQFRdXxM+XLyXnLyH8QW6Ywm0kqtyzbLd37dS1zj2lLy7FweCK3kLGjCSNWiRQXFzxk8I+zWqX8pDcjGXkYwUJKWmSGVzuQbVVhLuRXa3Rs2baHAVli0E6ZOQHMCOu7dEoY6yEsx0PT4qiazotSuLSmSSR4LzZMRZky5mZi9ullbqEY1bcke2tjIu9MxsDByX2Sb5gGjmlbQbgUIEa6+H4aPqxtzsXSeoPcrCrA8de/7Ok9z7TVjfJ4F1x+IjCJp5hJJZiup3aKPi18f7dc9rS4R0qvFDkckzRvNhhrKLGQrpZdSqjxiqq2iLqTPacNHkeovrHM5sG4nQ7LLepu+Vo+0zSghjx5JZIQNrzbpJrm+0G/b8R7tZypkZHzbY8ox1aSWZ2hhjAttYFtz7vi8TNTiHr7RBznEuG2HMrTTRoS0M4AMJVehklFvM6u58VappbBAmGWL0xY1N3Mokmcg9TKtxtF9vT01CnkxPYjEkpG8qwiB3ArcFb+LvdzYavYXQsxcmFt4hifIchRI4awUE7u+571Z5J6s0qvoM743yZMnJlVJpdDIx0UDRUi3Hq2/LWN7Wf5mlUloXpPBGixxK7hrsznpZzzYbmX9qsnVvcsviJG4yD8PFewVSDJJo247t3QtQ4WoBGQkJZF8uNW4KNX9t/iqd9fUPcnG0BXqHUTo7mxP0bqJZLUDeM0a6xra4F3apYal3n7bgfzGHSexR2f6afLqKCjHRWfy4V23N2I0XXmWqVV2ZbcIv2+U25BuiB6n7SPAPtVpWkOXtUh2lCTY7HNit/OYO8lzcDeR/8AKld8pKroDJgkMrRmUFUNnUcyeocdems3Xh+xdbJlsbG+1BuYXuW7orFLxLbGonKW22eS4AB4X93y1eJTaDKxg+r+kDGycnJjhfyJfvA8YvZrdS7fCjN116y1UfaTjcfsJ+l+lZORJFkOohxDIrjcdWVLW2RkbtWqMmRJOCrabnrHDCMyECw532qB8zVx8WZyjFzPWMJSqiZZJALjafuwRxu47PlrRYLW3LTgylRZJHldwwJuciS6o1x3gp2ttHwpW93Chf2FrRfaP/jsRFRMcNkSAWCQi4sBx3dxa5HitvbyfuTynYv8yZ47+QEIFxvcHmeO2prRTuOQJvcbmux7FuqDT96qmNh8PEtx8ZhNcsW3/Frb66iZG2oB63mrhocWBj+IlW5b4EPi/wCo3grqx4epzO86HkpI/N1PTGo6dQfr+LjXYnH8SWPY3oXqOfsMcQixmF1ll0X7SJ3mqbZFUIEMjC/B5k+OhDGGTbv2hb6cdutWrSkQl4DOBI+Jj5uTFLsyF8oBDYqVJftHS2lDa0QQGf1mZhteFYprHVdONz3dve1pKiFLBjelZOdiHIXy0YEhIzctJbvW3bf2aztmVbcfNb/wFqkrVlMHpWPffMzSINWDG1rdoFW8rGqJD5lXDxp8aEWTJUED4SxtLs0/5dY8eVlZ+wdnoZZxMjOy5YMIq/ljdcnwr09P+Wuh3VFNjBVl6C0SZCs2NJe8otZuTLfpq21ubYp1p9ww6kRBh3ZwNb3sFHd/epLf9TJob9Px8WLExsuUFrEh9b6Ffm6e9WWRtto3wuGK5ZgmIVCDHFuENgVuhZ3BP71aptGLhs0vQsGdicizeTESsZI0LMOoX7I0rl7m/T7zpwKHLNdsUgkudb6jsN64OZ28/AcxsYjdHKbxm21hxB8JvU8pcozyWT2KPL62jcqsi6SAH2dLr9q9W3G3pEraC0iqrbiLPw0Ghq02aKxbGXFtke5D3lBAI+Zb1GniFmMkxSorXChQdo7fZrURGhKcCUkgVr3sfFbxD4a0qpNGSyVQdQWwFjYWNwfH7K0pVxJgruYGMHCd0JlZYwx6SCd1gNNBVK1d5IvuMHGtKZ3s0cWqrxIYEG/GhZUunIzgvMpbqJ3Fjc27a828ttv1HSlAl6gsLrHE671dwWXgdqfePqO73a7OyXnkyyvQ0p8hFQ3F4VKoFHMkhEUfXXrnAdHCsMhEdypIBUsTb3XqtxCH9RekfjY482BvLzMQEq1rllGuzj4fDQUtzrS+aJ4SnduzNcftAL3t3wV5qcM6jO9RysmCWObBlJmkkCFBqj77jpQnb0utdfHl6l6qmX8CeZm5W8PDkeUm2xWRVZt2t+5pXI8eOdFa50Vx2e74ikK+oZclp5hJjRuJTYAXA52HY3hrW2RVo61RKxNWTbGg4ZrE6DkO2uVrQ7Og1FJBIWXfqupABIpKj/UwteBJ4081kj+8W9iOFjxq50UmtbSgIrK4QoXDiw52OvSV/wBVDcoG/wCkvZJY5FjZNwOgjI5UEVh6ydkwy4usq7sZ7jcwJsp5GnE/sQmmCFQq/wDasFiPGJtUPtjbwUndv1CdTmeWFrTtJjxtwdCZEufeOmrSn8iS95JUj8wSiRDw3Dj9K1DS2HVJiiZc8jgBNjX6QWsL1fFLqaNaFkYkEpkCGKYjV12srW+JKpZI68zK2OS5XyhIZixkBBAW1gCfhHhrWnceJhbF/wB55n1bHzpsufIyYzFHGt42NiCL9Khl99dlMisYOsDno8QHpKuCSZXYlF7RbZy6u7XNlt5zpxrRG9GT5igkxspuAeB07rfFescFJs0XlaVQenZof1PIgEYEUeFMTBbndOm/w6tXXWXXk15uJz2Snc//1tCdcaaNdyK4jBWNksrKT2gjqqq9wuvlNngY96U2HHhiAzjzGXa/hubW8X7tbVtOxz2Tq9Se7OSeONo/OxHdPLZk3BV2i54dHVRZJiUrYIhb1dGmdzBkJujVk0WwYr1Kw6t1Ts9ClHURixvUJjkYUTpE0VxM1jZr97Z0rtp8gjXUzcrBz8NfvGZo5tAFbePlvt/hpy5HFd0Ko8wPkyMReRmKSLZrcONqrYiBqA/jgYJOlUiZEsL8+iTh4dvhpNMEMJiwgzxMsYYCNmS7bVDKO6u3qk03UDmC7CyseBpVlgE0MknVPtUdWify9W6d+2kxy+gIvMgx8QzIqoJnifcQVWIlb3Xg26uZKWy24EEznOQyROpaRnPmNYbb9P3LW29S+XvrqUGZoQY2X6cfPef8bFDZDAottZ13A2s1u8tS34jVZ23IRthRKZEjli3AEhSrKblm2/eL+zWSsm5NGmkW5E/poUb8cT5kpZBEvG5Z2srAa+LrrRakS9iM2XJIkcyFccFI4wQSwVSWS3Db0L8dYZVDRpS2kDOHiLHG8hmEjKrmNRr1RnVun7W2satpyVZqxfFB6jMx2sYoPMVlOi7kMe07Nv8A9m2qop0RD+pSxwkQiYw5E8Z2qd92d/u32rx7ziusjl4FJ9b9Gx8aRoYJGkddjuq2AaxTbr/w9dLRPcfmfQqg9VkyI1VIkx2YnzGAN3Fu0jxXrC2WtXobVxWto9jsiafy5Rjo8Rk3HaTvUrZmkkk7OvbV1fJSRZcdCzFxcfAy/vnaWURmzKNCJFbuJfvdPf8AnpOo+cj82FNHKPUYiHh/DlDCTZgGALMvhrWTIVkx4Z1M+LKXeaXeY00Kh/8AbkbvI1ZZGka4yt/LxEkEbMZCRdFG4j94/wAVcdm5OqqnoU5OSkc6xKFllUohYH7tTKBt0PVIy+LcqVssOhi8w7kepzL6JjwPc5WUGid+HSh2yHl3+6n261bhGMeYQl8tVj0+6xbBVvoZOBPt6ula4usfcaIseSVYvIhv+MyP5s3HaoBuePh+Gl9eg/8AaQTyjHGMSQLBj3i3XIZ2Y9bI4uBTttr6rBVSJzmSWZ5ZCXKtZW3Fy20bVX7NWvAcF/qGVkYnpO6SEM5O2J9LBm/5SDjtjG3vU8cO0EXTgqiR4PShP+JeUZSD8QhUCNE+HqO7zd/d2+Ck802dYKVElItFmQ4cQRLzPvLsQPu1JPc4/eP00nR31flKmBmL8VkzKcYhS9mfJC7ilx/L3ydX/wDDWs21Va/+maLYbWGSC6RZkjZDgiZ12gKt+G62/d8HVUO/WBJJ/wACOdKiMIIAfMIAeRjcqD9rxVnSvV+kpa6EsdEiG1Rd2G0kas3HWps53NEkjTxcLyN2TmAaD7tNSVuf4naq4mdr+BzyzzMSo/DgkDrG42+yO7WaqhbIuLY8QCEs8jeEG7Pbj1d1FqnVEplqB9Sx0GuxekADw37xpJwDLIsvzwC6eWFBZb9lqVsnLQfCNRTEbz82SfUptEacgbX3W/apbQmU9jPTJ2STvJ1BXkO48DYtRkpMIKs0YF+7Qt39tye0m5rnsaFl/LWWUtoD5an6Lv8A6VrWqis/cLdwRkyIZp0V1EkR0N+CntWr+R9fSP42l9SOSvmxssVniaxiibpdWXh5bfDVfIiUmtzypychplx/Up5DCjEGMtdQfbxVuqvR4xsQktzocjGglM34ZckrrH5h2RrY+EEb5bfNU2r0kbba24jmNj5Hq18zLTaNw6txUstjaNItv8v5qytetFFRLTQ2GlTFjSGCIdQtGo0AAOp4VyNzqwSbZUkBkl3ubu1wSABbjcLUu0Gmw+v4GFAszjzCNFP/AMRWlaqJM27PYvknhEYKEKLg7jYaXF6t2XQhJnlfXFH47IDTANIRJFbgwKDpvb5a6k+sEJaQIf09jRy+qxRzktDGTIF0N2XqVdellrTLeKk1qe6/EIbFRZV0AItpXHbJLNFU8L64kkfquZ0m7OJE1tcMF2stdmNppGbEsdpY4502796i5IvYIb7vlTX9qqsk2mC8B/0zCEzSZE9zjR3Eai43t7/ZV1rJLcHGARQvO945YyXQrclWBPj7veNauqa2Jk0J1ZXBKqJjGrTxnaQzHpEiLbp37W315dbJ7enkdTTTEMidIZY2k0V1e2gAVyAq9P79b1UpmbcFPpz4ePlK007QSgtumjNtyHvR8GGtXk5NOFy/YmsdT0mV6R6bkwmZYVlkfrEu4gnhw29PdrzF3N00v+XU6OK3MxfR540cQwpNjM4dHIa9wRv3Wu0Y8O1t++vR5p+Ji0VTwFpG83GliwAxcyJdgvhkX/8AiN8NTa0LR+YdaPqNeqY2C0sHpMWNEjDY34lbBwlzvViur7l+KssV7qrtYdobNdZYcTFGNCoVI77ADw9/iO7xVyc3bc2rSWKT5HnxmRdCvFuBtzDUqqHB0KsC6ZWQIzskJKkG3aPZrV2opL4plqTDIlLEFJCw1+ju3PhpcGl9DJ1JNGHhEEzEslrEHU2IKtx71LlDlAkTxnkVdkoAk26tyI+Kosk9UUFwynzYiNrH71RrfluHzLQoejEiqLFaVvMJHlG5N9K05Roh2sluMeSAYSJI2AYpYta6nd08fD3q2rjt1VvMczunsU+eqPJjq91j1hcHRuPPWoyYXXVm1LSXJmu7vHtYJa5Y9tZOsLcLYweeY4lhuCwW+nDjbifmqHj1n7hcistkSSGaALI6bgxPdKOPC3x104MEqPTUi7Ieq+s4cUWPAkh3x5EW+N0KnbGQXbXpbX4K9bicE6mrP6z6TAGf8VG8gGiq24n6EqYtAk1Jx/qD0bZd8yMAcRqTr9FNSEi8c0U6swBERJ2ltLjw/XXBlrN4OiripU2K646xqwWXa67wB3rOy29ujV2ukLQzVpeogvpePJhhRK7zOpIk4oGHFR/l6q8152rbcTtmVCDD6a8D4waQpEYmM7selZOnat/nvVc+fL7gduP5EoIp2kKiJm26fV7RWb2N3ZGVhwT+qzz7ZPKgDHTlu+VP89dlrLElpyscGt2X4RzYM18HJClApkicHcpAtqjeKs86q68ql4G5g1IIvMgdOsTzHYZI+KaEr+9UY4WpedzovSeUXKzMfIbzJJNytZ13EXsbdVek1K0OFaM9f6XIcp5H8xpsVlAcEsQhFyLbq4bUfGLHTyU+UoysNoJRLh6q2roBp77fFXOrJ6WN66k4shANjv3h3DYj6qUMdqojMg0MbMgIsQtipPuIpqxK0EmM8b/eRrKh5DRiK1UNaeUrlZFkeUknQzS45AGy4BU+9rcKl0j7bi5fQvtmRg/fj2NtBrNNeAOskXknttkSJwTqxU68bXU7qvTpyISaOgEbyW8oRyjkpIuAeKiy03K2fKop8S+SB3jeO5UuCqtIgYKPtWrbH3HHSEZXxqwt6L6Q2PkZ0Zm/nYM8ayWNrHZ97u+muxZU1P2mXxwf/9fQlkRy6JEGZgQrL1H3/arlrRpnde+m5PChwsQLjyYyvK8azLkSAtxYDqXq/ZrvrU4bWaNGXJyxgp+HUh4zaMRAtuXp7yN4avTqTEsXy8l5cQ5GVGIZYWAAUkcSvZ0tuprcTRfgLkCSFppxIuRE7arZrt1cR8IqGijPOPmYkMm06BhZoiCpsHGq+HbVyIr9QX8WJB5SedEASw0Y9IfqU0loElPmSwsjvEyyGMAxotztXsI+1VaBDJTYXkqJMn/yZh5mPAouFCAHdI/ibatTuGw36ZhDIgknl3xxGTfHrYOCFO6/vWou94GvqV+rK8mPOfM2DeY44gL7r7d3I9lYUcFwZGB6XP1TvE64yFele+bnux8d249DV0K31J4no8846YMsK2SaZFZ1YgcvLUtfRO7TXiIy8WMI5QOrPLFHGpjIltYhtgX5KTSGSmwmX1d/xTIsawyF5RohcgL5m2/Q/XUyPoKyJ6eMeDFSYplRILlNzoWU+bcrfc3HvU2pQp1NaD1CNkGPhQsZdpMulmBYjzNzP0pv71c1kkaKXuZ+fjZCsLZEjRqAYBvbukDp6WQLt+zR83FwkWsKspKMaOOCXzd4DRku/la3Gi7itJ5LWei0L4VqtfUaMsEs8LxJjgQR+WJI21YhySrKid7bu+Oksb3kXMbHomTINjSeWiSWUgEbowLcFbxfaq1iS2JeWQeoxx+l4ECbTOq3RiTs1OrOftVtWsGLtLDDm4eVEWhQuFkhxw53K5DAqX0PdptIVZNIZWErDAuNVMY1vwG3bxvTgUiEiTYchjgVWUbFcrxu1uKg7uqud0jU3VpUC4hld8SfMvDFkP5QCNZm3DpZyp2orfv0q409WN5IUIcGBhQT5WZPYY0DAiK2l1WNlkJ7zNurZmMmPnyZGQ5ycgeU0jfdLfWOIHoGzkzd5fnrlvflsa1rBHf5K+dOBDAvcjvdide98/w1z7vQsGAskjSZmQSuPuuIhfdtF9q7atpbEy0NENBipDjsySPdp1awQeZcts+ZfDUtp/kUkdDE7keXZI4yDK9jfTtPies3aChT1vJmLmJWKrHMjR7QCRIvVqD3vLrfEoFEoz5cvIljnYbEhnO5wTe7HVnXdt8tjb9+msalffQp2a/mFDE7BLg734RgWUezStW42IiTUE+RBhlZD+HdmOijqOg6FUnduauZ1Ttp5yump2JkZkasFKIgF7OOrd2VN61Zok4LsPFeRiGYvkStduy9rVney/lqWqwNNm4mLdII2kkUnzJr7VuPD81Qsbe+4NN/qP4WVHnO2VIjJHDZTYkqzdm0dRdK14bGVlA5LDNM2/hMbFY7i0afP2tRasvQhaE1xWijJP3kpNi1tT2W+FKi9GkNWTK596qsTL1Sd7tC/l01lZOq13KWrK/KSf7k3CgDeQLdI5bvmrHEtZZpZkYpxFhSzqeLFIltazE+WlbU31IstYEzAGjWC14+MjnsGp1+as24c+40QwGjeQeWwZLeEg/TpWdqOq1XEFZPYvjjV/SodzXY3lYA82LV032FRxYUyQgjaNLhyQI2Gmp7p1+asq7m0zuOSelytAUhmHmhCPMYWO7grabq2pStnoYfK1ueayfR8xJFxS8TysdzbGLeWBbR9B3q7rWVdxK87D+L6Tg4z+bKTI/OSSxAHyJbbXNe7YlbwH40YRs6rtRr+Y/MjwxqOS1k9hMoe6yERA7wLb36lFR/HYtPQGzJlNjKAvi2dJP+bbSlLoUkupc2KVhsQAjaD286lt7sauiwYkW3Y46QLg+/Skm90J5NRL1z01BiwTqNyxEI449LdxtfmrvxTDMuabMiF/IyIZXItE6vf2XXd+ar32Gz0zvH5rkDRh0svC1uVcNlqNTAn6l6XF6lhkBbZSg+VJwNh1eWftVpgy8X9CclTziIMfBKptjEw8skjrLEnvX+HbXarN2M3VKpq4s6H0/GAGipxU8Du2t0n5hXbRaHO3qVbZs5mTEAL6sqMQCCpsOPRz3ft1GbLWiU+4rHVsZ9S2phLJPdclDAJWUBrbTc2+uvIwS7uPT5+B230RnM+RLDIEgEm4DcxB3WPLj7dtdiSkyaZr43ppdImbGhkK2KueEZHeHz9XcrkvZy4dv/ADmiaMac+opNNjK7skUzeZtbatjZu4p6U2/DXUlSE/uqJJvWBrGynmyIJGLKGQbYwdo233qdNTbp7zVbUKDnb1L5s3OyFEUmSzQuTdiRcbWtchNqnxd6lZCTSIYrT40EvkQ4+SbC257ydAKdx/8Amd/poer91SuQzvwyVbISfDWRQ25AfK1HeG3zo/lrK1E37TSrZVLlOjD8KUzMJhZ5CRE9ze69R71L/FT25cv6x/M1uGG2RJJGuM8aooaMk3JB+WssuN40pepvizz/AAJNjTL1KCJBw1tWSuup0cl0LEdp0UlNssWuvvAMbCpaVf1sQy4RLIAwJVlO5W59hVhUzBMl0MZlU253uOAqbbg3BCBSMh4JIhLjFQwbkGubjj1Vo7KtZT/4hm5sxD1OONWJQAKXO0C4GoYc91evydsUteYy7ZxkgShl2MFa/l3F7dnDp+uudeD2senlorL8jegE8DSRmJGQg7SSdQT2W6fs1m8COBpvqVTY0Ug2sjFOO9WIJb3/AC1pTHWu3mGqvqWYr+Su1j5iXsCeINaplusi3qOTBhw+fPiLm4LMRJG9rxsbbGRrN0PW1LJ6M4s1XXY8hk5kUuW8uFH+BhYC0YYkDSx149Vq0OeTsLDmz8v8PHKpdgWMrk207x4bt1TeyqpKqpPbYmK0EGNit940IHmSDQG3dFc+BcrO5pkcaDr7TvO3d5ZBb2a37PhrfI9DOm4i2VjxJIYFLAE6C1mI03fLXm561tbQ7cdLQLzeqRHFbHaMLNJ/OZiCtu9pbnalWiWqLVPNqyjBzJcdCU3eTHrJGdQfj0t4audR3xpobGDiwPJLDEqQS3eJuYcjXj3VYUWmymTnraNA+XjSSARRhfLXaNg5tZn7o7lZNtqDRWdXIyIWgYOimYSpa6EbRtJ71NUSUWIteXoYP9QmTKRJMQoYUuzqo6lY99n0HiWu3t7e1mOSvU1vSmgj9FhMW3bID5x4sHHurHubOYNcSkmQNwZdw0005VxydSFZsSDIDHYLt3+Rq1kdeo4WzIxwZUUTJE6yrxWNwSSOce76e/Vc6ty/KRaoGwYMuEy4zsuTFxhY2sdOnqF60VmtH6bGTepSIlljJK6i5dDoQbdVqlt1ZqmmgocmIaIJo7cCdrAfT3qUVf42E5QziZceQCWiaMq1mVhe3H9VFscPcz5SMNj4+SrKbE8zbQa0qNrUmxS+K8RMaSlbaDUlfqbSm7eILUZ9LbM/7qJnQw/hZdthqHsB2cK6MTUP9RXq5T+p/9D0cS4kWRGZ4vKyYwAGXuMG4sPDurRNPUbkWk9TBT8HAgbuqrxjdoNR94/TVShKozEuSZWWSdoXe25VO430Heb4qz5s04IM2yJlZ2EwJBdWOpK8NbbaFkh6jeOdiSZWMiRytdRCrKyW1Abu7BWq8xi01oY2NJI2YuRjgxqGKSKTo+rDcRf9mqJZLFGXL6gv4p1kaVCQQAArNuRe6PDtpNjQ5hSx78mJpFkyFUgSqpBKqtmRRdvFQwgvyZoUXGLxeZkLHeBn7tzoTtB1b5azyXVVJpjo7aGbk58sm6O4kmFtGICoAR2Hp+xWK5W3NHxroi1cTJMGMsDs7LIPOckAlGC6WJ1CrScJwZxKL8LKmVRiZfmbnk2ozAABB3DdNvetW1LIlqCcTYsS+aG87I8vyvw5YdwsTrc96rYv4FOH5uNkuFDyIsZWA2SwYnqA7pqbXqi3Vsz8/wBNzpjNkuxlQKx3qQLNpGi7Sd+6hXTDihj0rHw4suJmURDcYwWUmSSUrse+7uJ1UmxD6+qJExZIdoln8twzXOibQ20dvw1nZKqb+0cN6FPpMMGU06tG8ThVEaSX2gMD1Jy79OiW47Nrc0EwPT8eBZcjayrEsDngrC/V0L8dacSeTLJs1IEBxIPPZrEqCFsB06+7w04gWrFsn1CZ2jlgdUhO3pIve41vrpQlDBaiT5sePJukUyypH5skJ6iWYFN9mPibbR0D+BZ6bmYWGzAYxxhuRchSTtBfzHSRXY7e6y0mEsz887chMuO4P4ssXW+sfVs1+b4aSsmOH4GtFnyPmFsjGHU4CMCfCei/h3rurD56s1+FxuXTZPpbw4y5N5pYHBWFASwkTTUL01o7IySfQzs7POW7DcFg3K7RL1WZSuze696S47iVhky7pe4utTMyM3dksy/eSA7gOW49O6Q/Eq92smtNf9foaIA7wkyD5szdMYtYcPAOS/NWbfReWpaUDuLLFMximRnEa7pPKF77T0JYeGkk9xNAwY1kDEhxctvJuZCQdRe25F+zSvZp6AkPlThY02XkBUjiu0US3K37se4XZnYv1VSTs/oJs8y8rvKFk83zrENEEt1v35urxVvPXywWoH8bGCuRG9jE11ZupjppG8TL5fX4qn5KroKZKpkfEcLtKyS9RCnhcW73hWst/wCUbgmExp5FknfzFQgAp0i+n7TfbpJtaGqrOwymJE85mgKny+oqwO0fb3dXzVk24hlPTT3DmNhyiOSWUiRprgOmm02Oq2GlTymI9JMwZbSQmKGIRhmO0KoX/cPRtFWq2luTeT1mJjR48eLGNoYIwk2WsbdTLp87VvTY4LuWwZUoSEiAkySklnAvwFv/AI1PJLYEmwgTrCUXoVV3lb3Zvi/RSeRzH3BCFJZA0gktYvYa8dLBa5e41tCNqaInMi4sFuLvqzD2fR+zWdl0GnIvtZ4osZVAMABYHnKwv+6m5qq19I+4EtZMT+opGhdcZjtXaHkt4iTXd2ePTkYZb6wS9C9IM0WTPG7wepQGyQsOko2q3Dd5e/XRlutn6DOqZ6bGiZMZYNusK+Ve+h2jv8BXn5a66HSrCbpHHlwQsLs8gK8CDtDNwA5d6sFVwzV3Ubnep+oSYPkxxbUmyWKI7C+0AdUmvw1Xb1abtHoMrQ9BBHTEiPlAySM3U51ZmJHb7a25NsfHQYaIqU8yzPa5W+ik/wBlY5LMulY1ISTyMNG246cTwvpyPwiqXgJJTLO/HfiAcbDWyR6STtwv8tu9VOvFTYKrWSKQxLJ5zbncXBa/LnoDas3dxBcSWiQxFpcmY/hlUnytAB2bPExoTVtEiLVj9iyDPMzqUUQQNopkAZyeXSD01TSWkcmQ6tbjXqfmP6PlBmDOE3k2FrKQ36q6Mdo/mMWjyKKghbcbFhoR7q0b1Nloj2SqkmPC8KXMiKwU6W6ReuTLRToKtmTdjBHZl6eelZNcVqhbnjfWdZMuOM7Asq7F53fq71+W7qr0MDTSf4k3WkCmFl5GG2xgfJINxcHaw8Sa+Lx12VujF0NT0v8ADnOLnICRAlVYbk3akKqsTbq8dc3d2mkJcjTFo5Y7k4+b6i88TOkWFG5ACi7vt17f2a8+nHFDS/4pvv8AqK4SoY97hnVZmDhOJ2iMxf8A8N33V0XbiF7hPc1PSZHSDc1yxdj1HgWIOtz2GubNbzaDVdDzmTkSvm5ANryl9wvpdunbx8Nd9aqE/wBRJxVr8SyWa2PAsUgLRR7WUaa2UW4mrRysq9MmL477mK73K6W4a0XWouhzhMJGmma4RmWNlJBuez6Pip62cINgQ/1ZIkCY8cAYqNu5mOo5X5c6m/Z1bmS6ZmjV9O9XwsrK8rIxhFlKjEahlYX6hppXPfHfEprbymqusmjNF09PszqzdWtmF7exT3+NL/Ms91zH/i/ykIoW2gw5DKwPSAxtp8Xmbql3x29VeFg+K9fyLx+K4vH5ic2j1JH0FqTwUt6bC+Wy3RASxI123xcNHUjUeLcKyt29l9posq/ItjiAZzG+9JBfaDp9FZw9JRbumgwMdiFrhwNrbhzH11ndQ2itzPzsSIsYvMIaQiS9ukWJJ7K9fts1sih+g5rRRyjPx8NpskIgPlqQZGI0AtfRvFu8NLKvjep3ruVasm7mtNArToQyMf5b+E+8eDSlXNVrX1HJW3QUPqcjMyNBtItrGdwIPPWtU1ZSjSsjEY6AX0vxUW1BoNGwpiQzxPjyi8EqlGuL8bWP7LVS0MsuqPnU0bQzSRN34mZDbtU//Guk81jv9Pm3rGIA1i7bOHIg1nmU1ZeN6nvIGcSZEbdTghk5XWwAH0NuqO3snX9R5VqWwn8Pjy3IEi75CeRuTY8O2nkcMKqUYLw+WWIYDaO4tzr82n2q491LO5ZIcIqRwSQADrcN2jSoaOirIKGEExtoS1j7zaqe6J9puBI82PH3sVk8sCy82IHH4l6a7LUVkkeelDbGsfBSK4uGY99gLafBp4azrghlPJKKp8yPFnkAS4Y7GtooLcWDWrCU8jXtB18pkNPi40o/DEylb7mKi1yPCj+/xV3Ye015NnNl7ptcUhz0CFEkyXZAizsAyg9N7ttCxWst71ealXp7hYr2iTOzp5//AGEzSlo1B0ivtsFO0EA9OtcbqoiDqq41NH08J6l6cuSq7ZsdijFTbdYBr8KjJh41lfzl0y6w/cQDZCm6gSL8J0Ye6w41yxX9TpaAIw0wyIyVktt3qdSPhdfFto5NKHsS0iuWIGTfCvkz2uVv0SAaX+VqvlK19P8AfQmGgp945BQxm2im1+ZO081oahDVtNRhIxdWUBpV0HYw16XH+Wir/pIshfMdUylcDaxUEi3FbW/a4VpGhmixSxN4pLxNfpNiPo51DfiOBv0yDIWbKDldceW0g7SBa61tjjX9BXtMH//R32gxUhSSZvx8oPlqpNow1+d/g3VsqBPgSXFx40XHVwu3qFuNz8I+yKjZlTJCR42DTB7Mh26jiAFoVZY5hEJnkEMBBQebYCW3eudvTrei1FuCuxPPWPFlMQ3PKxKLMW6gFFwOk92ta7GdpbMmTKyoneMGxTVCmltd9t3V0GqJgd9JkzZvUMeTcfLDDzU3Agd/aPi57qmzGkaMeHHHktkKeEjIzs3TtIZXG3cPDRIODsh4JPTsWOO8sRDCOQabSPFu8HDp+KpdU2NWEMqeJBG2Dvl2KIiwAF7/AE1UeIbj/oeOJPTsRiNrRSu634kXt29lY3rLZScFOSio8t13nGYkR3JUITuLSC/e16K527VcG9apkmkSVGiO0BgTdBqB8XT76wXJv8jZusCWVLODHjgMGW/3jsQXABKuBfsroWLqzL5IG8PHyHLTzuywsvMXuAm+7A9+3w1VKwyL3lbDyPiCBJpJW2JMPLsOtzZdoPw92tdtDJEH9RihkeODHUN5l2aVtbkrHuUfTVJIGmd+LzCT5m1Z5VR3hIKM+pUIm43+Gk7Q9FoNVLsZWeKGOAsmu4JJptup3dPw1UiaLMZW82eOZzGEARG7qtqe4dabEHGgjhwjjuyz7iLA9IIAul2XXwUtAkzMf06DLkLSyrFNtIimisoYOd21k47o+5QwUFk2BFhZLMUJxgNyljvF3LLu18Vcufk1ob4Y/mBnTpDFtx9IQAXDXZCTwUL8TVzazBuoiWJx50kjNjC8cBALKpux57Wcr0r8tatpLQwblgnkZ9q9QjLHy8dNWci3w9xFqZFBTnSaLjp9wkY+9Yd/Wx8sW4caUx+dhpTuLRI8QQlG3OT5cduzi7/LSbkvY7c0R8190kl9bDW57qqtLfT0lLQehQY8UnnLkpLISXeNCLC3Qi/N9mmumtfKS58Bj0+WDGxfNyZi+ROw2wO203cbvMnfveXb7xur+OrS5WklqNAmabIM8yeXJiwK0ccsoKIo2kSPHCvxfG/Xsqclkmq/7CkoUsXxo4o4Vlkyh5Qu0jk9bMfgj41k5s9hykUT+qYyyA4sDeR8JOrnTqa4NX8M6SLkxGTznkeaU7ywBkX4fk/ZFXWIhA69R+ETRfh3SNR5inaezaevs6qzhSztwuVA3ExfMRb7ZWvYaDzABu8nXvX/AIKpLlv6QzNVX5G6MrDSEsrEKFvbncHVLAVm6qeKZxS4k8zm4/lZAeNmLglljayhD8Wnebxbq66YY38xnfueW3lLcf1fNxoljMUbOoKGdEu7C/GQnx1qsVWo9pjbLZ9QReuzwQuqxliXDgyctO8Bz6qi2KoLJYfw2z8iEDOa0V/M3SABmvqEY6Wi+WuLNkrPl9Z00TSllmJtycpjussVtbdJY/qFcbUL9jeS6WT8TcKSFjYrvtozjkn2G79PjG/qJT8BePLx/ToHyMuQsE0ue9I3sqsdPkvAsluKMLJ9ZxPXMyFJI1xJY2tE5O4MCf5blrKl/A23v161KKihHIrS9T2bZG5/LjS8mw73JC7SDtVGv+1XFkrGtn8ZtV+BkZ0kixnbfzVLHduJK3J3LfS612UxVSU+YxvdtmTD+KEw26zIwcE6qpXq6v8AgpXskoCidtS5sZMmf8RMzzMdfMY2At2L4Vrgtley8p30qqqRjHIDbzYpFpGT8Wm5j9nw1ndpadSkp1OZ43kLSM2ziQL3Y/RRVDvoiwxuli+hb+Uh8K/G/wA3w0NkJSTbyYIUhi6QO7bmPExqJb1ZSq2y11ixsYyONFHdGhue7z8Rqap2cA34GeB5ssTZYLsTZYbgIvEk/NsFazCaqPjGvuGo5MWDGmlVS9upWIIvfhsHw0KjbIvdsVyZfU/U1SPy2ijQ7dqAgMCQesseru10J1qZKniVt6JmzjaSCdpJG4XBvYVHz1qy3WTcwcqZMaG+gWNQQdSGAAI1rnyZmrOA+NRqJZmbnPO0OKlj/wA57sL/ACqDTpWrXK7HxfTynnsvE9UAlaZfNVpA0r20tcXfS1duPJj0jy+XyGbo0hqFnwJpRFEj8NruP5ZG7u69TG9deGspNmV52WxfHl5SreWcyAt1blRgSN2mzTbW/BEQS9NmlilbzFtA5NyvdBPPZfojrg7vt21K3qbY3A36FIjZWVjs4ZU2yCx5C6Fx/DXJmT41/iXOugzjZEeYs7RjvSu4PAAEhUv8N16qyy1asOr0MP1j0tlmDwyM2TJ5k0q9PSARtC9XxV3dvkTp/YY5PAz9nlBkbHlLALvtqALDUMNNa131ky/7CePlQQxHHk3Iy3ZSqlwpYA8U+JqLVb1FIl6gW/CWYuS8psWFhddGv9daU3JZlC5N7/XWwhz0rI/DeoQyk6K43AcbE7T+Y1jmpyq0a4nFke3cMkjRgg63X3GvG0aPWTlEowDFdiOJBBpMYxGsisChJ3dh0rOTK0GiciMQmCR90igAsdSW9n2a7XVOkT/xTjnzT7BRHdNDqpFi3PWuXkzZpGb6x6lF6XDDI5klabcFUAILDsdR2104+3WXVeXzGVsrq4PN5H9VZk7KNkaoh0WxOnwtrXoYsKx7Sc97u25s+herQ5mMmOSBkruMkfDcTc707a4+6x2nl7f9htisthzKzmxlJdS8MVw4c2Nvee/+1XPSnLT3HQ6wpKEWNMgAArE53QMOKlhdo2+Wtq3a1/rHqjQxnDAXHUh2ldbanjw8XerqTlaFyWQMnmMFUhQNzfm7tUhWTg8X/VGK8Pqkkm0iPIAkU9vhb+Ot6PQ8/JWGLehOsfq+GxFwJVHs10oupTJo4Z78sBkJITfUxMOFgxBB/eWuHBeHH3G11oWZsVomIYrtK3A8Q3Xsa6s/okjF6jKkba4dFYSqDJNcXQjeOlT4m21wqist+h0ttPYozI1WUDGdSjAt5ZFiuvb3ttRXbzTyNqWb0KUUJsia7EmwsONur6KvdyjSzhG7hANHC2wrthCgcBro6/a3L1V6XQ85vcuysxcfG81GHHagOgY3tp8tZZLR/Ea1cGTk+pQTKBa6g3ZviY8tavHiVlP3HPkyurhCsmSMrFV41VJATHKLAarfa37amnjt8d+Nn5RXx/JWV6jQgf8ADGNJAygkFiBckdvRu8dcV275eSOuqVacTy/9QZDzepZN2L7GsCTewH+mu+tYRyTIlg+oZWBOs+LIUcHqHhI+Fl8VV0BM9pg5sPqGEuTCpSa5WeFQTZu1LeFq8rNg4vQ78eSdyKO6MTtKynvxSDaSCeIvWVq+Ju9S53inj2X8uYdS6aqRUrQjUoG0qUlWzLcHkAe0U2oegMiks0LlXRmC8HFjcVaSeqYm2GTNgyJ/u+rywQFlG08CdrX+zXUqVVIe9jm80/aOx4+LlKksdlXiChsQfbaseLkfIbw12TS49zZoJDv9lgL/AA1pjrq/0E24k//S1IPNTJjOcwjwpFaWDabqHFl6vh3V0N+Ao6+oi4myJ3yImvjtJFGBH3zcX6SD3Ru6qiy1KT0GcZoosnLSPREum1SHbgrtKzO1tqd3qqOUBuOjJxokwhEgbeTZ5bbgLjdt+Zr0CkjmwZErvFDEDtJ3yOQAAw7o51rXTUkzcP07Cyp5Xk2eZD0lYyWUEcJWv4vDVMEyv8ZFHIcfAURHcG3uRd3F+qTf3Ut+3XPkyNOEuRtXGmpb4lObizZuXH5sgMZF28s2W/NVXd/FWb7iyRSxVAPSxIxiVvJx01eENfdY6uwvU1zuBvFUqkx0MNwQ7FhYA9I+BdD7KTz2NK4al3ovp2VJOh80+REbX1AGu7aljW+O7ZjmpVGvPgzRRzNuaaGVVWQ3u4CtuvY9MnGtUZFWWFMpjZ9kZ8zpAJvpr0r0+KmlApKHWV54nxk3tqsYdQdoKnqX/l9S0mvEEy/zfwp3Zkgnmm2gxo2oIRlfnt/dqVWWOV0IA4A9MkSOQbkbd5Rba6k9H3l+qh08AVtRfKzsZY4TLjSmZwzu4HlgsO5IGY+G1FajbsuhqTT5A3TvBH5wCmJQ+4gX0bhfb1eGmoZM9JFMHIUlZHQecpZHlAI3bjv2q3y1cCbZbNl4+XLFBCVTJIskUhKu11bTp6unvda1FyqvxEw0/lRIjt58yxeUxUiNS+5fKayt8T1lLkuEORYBxwjxuyZihlcyEOnOzgW8b/y6r6ilPQVx831DOymhyR5Ue0Caw5g9BUkdKfHUKw7V4ifqrrkyRxRKI4kG3ffUgdPnNt8T+Cs72Seg0vEWypVgiSGCPbKxHQdTb45NP81ZVXV+krXYZxU/BQNmTOWkICqx0LE91UFuFYu3JwiraKBPFjCP+Nz2Js25UHNtNoAt1PV3c+Wo1p+VjSxm8tZJ5AHnyLAKPCD/ALa/Dt8dZOybj20G69ChMaJvUI45VVwu6SQE7VsO4ivYd3v1dG4kdnB3q0jw3hKTjzARC4kBW/jvb5Wqseuv2kf9xREjysJZyZFcljuOgHd6VszaBfhpN9DVabHZWZLkAg3/AA0Y0j1VWIv3lX4aVax+xMdRiQR+nenefOA2ZkAsi6bVW3sHw0o5P8QdmtDNx22FZJ1CmUgqW00v4dKu+ui9oLTcbs2Q23HTfc9b2IX31Hp3LbIeqTO8EC4Uiq0ZZSijUkheoNba1bYapS2YXu11Ow8dtzZEc7ZHqnT5CSARKpVtxZWdupunuVpdN/8A8YqZF/2/maskBh9PxjIhXIZt0oDA9fW7HTj11ngXLI2PNaKwLSAZGQS19efPneu04UaHo/o0E6SzZDSFNx8vUKpAHU3T83zVja8OEdFaKNUSmxPTI54/wqM0idTC5YdXd4/DXHmytqGzopWNkDIu023vyKNVvdV4VxTC+hqi1QI42Vn2Owu8pAJF+du7ut3KFvLB6lGRlx4uHcr5cEaWUHiAf/5j01yvaBuEpZ4fPzsnOm81tFGkaL3VXsWvXxY1RQjjtZ2csoTHeV41UHe7BL8rk2FW3GokpPpjxQ4US/e2RB3WN2uo1JLd7u14uRO9uR1VsogzZpZcxnWIGKEtcudGa/h+Va73mhaeoyWJTLIxxpMzKFCRoxCrcakabq5rWZstCSwiXKWE3EKEGbZxY20j+zUSq/xK1akrkmgHSgNr2VBbcxH+Wp4s3VuhONChM+S407iDUDgF+Y/aqZT0RNvpuMwI/wCH8yUlpNTf3+EVNnL0CI0I4iLJI8h4Lr9fM0W2Ku4RTK6zu8raxITs100/3f2vBV7aL1BSsKWHHQSShlsU4XP12qbOEJyOxQzrkOAx3OLKpF1F9NxW/hp4+hF2oLpWEd0iN2AJmkYXZm5KKrJZbIiq6sWRGj8t3kAZiQ1hwAW9gOdZJp7F3fQkAX8wqdAHP0qd236VFVWivZ/cS3CQCsjnpbUgadl6wTNOgLoxRQRJH/ujkRYj/PW2JJObIzu30HshFjikCtsS13lt28ht7Aa9qrlHAxLL8tZ0kKK8UcYEjnRSC1g+7xaHqq0xpsz8plTOWSIbcdwpAvutberL9aVp6qlVciKwTYUbyN0F2cRshIYBdtt20/y2jZemufFRXTTRpZwW439T4/prSJKjZLzazJoNpX7Xi6uqreOsQuMGNruf1Kpv6g9Oy8wS7DA5XaGcXUEtu29J7u2sVhaTgbvJP1Ccwxt1WLa3F7HcNNnsqUpBl/qXmKMNYIQQmO0MijmIjFtY2+29TTJzTn7i71hmB6nlCTYhILqhLK48R3H663ojNlOD6cuRj5MoAKxBeFr7idO94anJl4tL7i6VlHpfTvScvG9MKOixysWLsFG7YATtVrX6q4L5lbJK81TpVeNUpHc+PcRKh1427VN/YKxrodOJlOPZ38s3HmKXQ8OpdezspW2n7S7OBj0yU+aQ1wYzoO381Nvi1YzzKUWrDJ5LSJxuWHMm92/zGpeTzz+Rlx0gz83LGP6ecmcsDAxVIybb2Nti3t4f8ldFcfyX09Bk8nBfdY8b6j6rm+oMDkyFlQnYnBVvburXqUqqqEcbcuRO4vqeNuVWIYxshseWOaM9cbbwfaNbfTSanQpOD3JaHIXzAA8E1nCsPCwDLXjXXF6e09OjlFKiOI+RId0J6Y2Pv/l3+JPBTlvVeoprSC5lysVPPVjkw6IVNg6jwtw6vnrfHlT0flMZ46F6fils3kNt5ysQVH7KdVdKh9RvJJ5/+rAxGIzOZEIY8tobQPs+101tQ5M25g4sxgyoZQQDGysAQCBY351VlKM6vU9hkZr4qSPkW6v5Y4XI1WwHKvNx1drKDsyWqqkcL1L1bPy0laIH09H2yEWCWIO4MfFau3JZUqctatuTUC4qgbJW2MxBjsOoMrWA08Px7qwx3TTUcUaWdm14iMsUbE+fFYroJLXFvlda402tmegmo1LfT8JVy4pSd8Yv0MSTcDdwNbUyLVv2mGV6QjSeMtHEkDhPM3NMORW/9tdVMre5zVqpK/WoYWxBPIoKRgLtvt1vwH2qt0d2oJd+EnmsPFnzcllPSBqRbQLflwrfP3CwV/L2nNiwfLaX6DYkwsaJFWMbIr7XXiSTfa+teMst8mrfK56aqqaJGnFDCI/+4Ugtr2EADp5/tV2Y+OOsWOa02eh57B9BVfV5GmZJsdWO0Nxa/c3Ibcq0tnUaE1pG4h6z/TUmFkouOd0GQbozabT3trH3eKrx5Z3IdfA0PRMcelTCY5BKnpnWw2EHg3b0bu99ulk1RVYNzNkikdEksw5NwI+Eg15cuZOukiU4ZWVGXzEI6XFhakl1RpVkZOlvMJJjYBXA7eTGiZRSRYsEiqdjhifAxFCeupnZi2UgmmEMpeGQkLuC6Br1vjUGbfgKzn1LGUKAQbm8kDHaQPEy+GuimRPZkwnv5h30eb1C2X53nbvws7RsWuCdvTz6X+Gta2q+vtJtVLof/9PUwc8BhiyMFXzRGVYdTKNqherd0d7u10RoTMFpZsVRh4+5R5kg2g8iV0+Lat6hLQp66kvT/ScqPJdo52XHkisz7Rq7d4bfFUuZG4GZJXgeLFxtk8gDEzSa7GHe6R2/DupqviTPgzOafMzMQF3JO5zJILhQDdQv7NaoniVomVDOzQOkDRLaW+g28mYC9CQNSaqqs+JM00aPIAW1AKkhbbhf4qh1TKq2tmKxQ4/kSZEuLEZEVXUhNpKtfsNTwRXNlHlQtMUOHtUCxWKRkDAdd2Hw0fGg5v6E8P03Hy3RkMkED7mCFwzXFrtwbt29VS8SKWVjpx3w/T1XHe0kbIA73sLON7N/qqlo4IeupYmQZ/S5nDiSTrTcg6SR7vBViRny5mBFkqXEkoYgMIx0HzFTV/opin6DDYSrjRTuP+36myVUlhsBYxhF04ipnUYcpfTZcWXM/CvukPlK20CRTYqjKp7q00OWUJhY4kSUK7AxMSJrMQ0ftt8QpAmXS+kz5WGmVLMRmbSz6DYUbwbbeFVokFBb6j6bJ+Kw8iCMOIABIWIBCKRqN3vqKsCvCIyIz5dxHJkEjkBYNey7fZVif1Fp/S8uESZXmu0sTLKB0k9Lbh1su7asVK0jUbDJwxj+jweU+6UyxSM7Xa73vp9n/JWfQaeo1M0sU0gEInjZmlJIN7xqssK6D4qGwS00M71jIxIYMqVdM7JEYCA6qjLcjh9upfiNOdDDAmjhBQgSWv1XG1fiYMP3a5m03qapFca7GUKSZ5CSrsLlufA0nr+pS0LGLuUXqnl71uwe3TatR/bUa+gRaRxubfInFRbap7b2pNQhoZw5JciQIhVJpSVEjkWCr3vL07x7tJ0/mQ246j58nCxZYXXzXxSGG613EmjfbZ6HNmRJlyeVl5ikQGGHnDEd2nEsbD4qtwloUk92OZkkTqsSRCJNQyRkbmFztWTaNqL8VZtroOqb38wm3lQyNI4DyrrHEOAsOmkk7KF6S3aP2IouXly+fk9RItHD4bfqUVVmlojOqZz4QMimTqkQXIOgA93AUuemhaSGFhaWItYxQWuADtLfEx+Wpd0nHuNOCfqM6JkkUNw29Md9ANL7vqrtU7Hm5IT0NDFw4ZIllkG9rm2tttjytXN3GWytxXtO7tsadZj1F4bIm3xSEyGL+QTodp4/Tu+KujtWoMO6o0USusMv/wBh09xOnCup2jc41VvQ9FDPMEjhyITFjol1HEmw/wBz4f3q8u93B3KsGfkS5EYJhFpZmA3NbpJNtF+SOudQ9/aaQXL5WOigDcQbljqS3xNrWctuSmRSzEM5sT8RvqdKmzKPN+q5H4v1L/1/mfcQXd0+N0Xcy6eL/br0+1xQpfqscmW8sxy8JkaSZTsN+iMgActtzu6bV2mRv/0skGVmS5JhXdj7TDvYLFF8LG53Sy6f665+4lqEaY/r/r9DRyyks7sjF4wRu3cGILMGT5vs1xc3EHUktCxZWsyrcNa2ugUewX41ls9SuMkVFv5ZChPFfgfrqWzRQyG5Jf8At4yem7TT+/W2746rVeZkx09pZFHjoAVFrkXJ1J4Ae+s7Ns02QykUXmCbIJMamyRDix02r/xVaUIxdvD1E8idp5FjC7AO6o4C+hqbPTQ0x441ZVNKixfhItZJP5x1IC8Nq/M1FNNRxycv0EHRNv3lkxk8PxsCRtHyLQpX7hMlqxMCh2ld3ciHesPEfhWk1G4+S2RowSxw7YU652BaaTjtBFackq6eo52m3+IsVj/Ec7Aby3vNlrm2RbZEqsjXFz5bblsbG9JOCmpQ3HHjNitkqoXajAkXB7vVupqTOzFMcggbtNwIJHHh9NOqXJJ+k0vohuZolxEgYiOQBdobtXhely1lGUCyz+ZCcaS6FyS5B4XGqi/u/jr1u3vyrByXUMmZeLCKMxttVpFv0Kp3ar4q6aakIQyMa7K1gsZTci8zdnZN1/krbGikLZDw4WJL6jIm+WGLbErajzHOyNmQ/wDLtuqWtdPd5x3tC0PDvI80rO7FnYlmc63JN7/tVRicTcaHXsNAG7hT/j8SOIknJheJURSTvG5ddh+BV6q5slYl/Q1q5aNjNyWxsePLYhVilZdpGp81eTD4WTu1zduplGudQeSzp455xIiFA3eHafyFd1awjnk0MfJw5fTW9OixzFlyFSsobWVr22uzbdqfCtYvFbnyb5V+w0V9INv0mP1WXNXF9WikEUF3XcAI9OBf/m9Xd6q5c9K41NfLY3pO7NHMclwLW6dLW1H/AMa4a7HbjFADvC8Lm4Ycj76udDRpMfwet1Yrrwk9/Cs+v4mF9EdP6phYrNDPkqJdVVBqdDtW9r2rR9te9nC8pz/Kv5jyf9WZI/FR4iklIf5gOn3nddtfdXo9pRqrncwzWTeh5wknQCuwwCBw0txpgSUm1uGnupMZ73GjZvTMaNGtMkatEw0DGwYxv8j141rrm59J6STiUVI8c8R0srGzq2hVhxVqLJ1ZvVpjGAjFJYZn3OCd6kd6MnoYf5Wqcm8r/VzJuNxnHEmPdd7PA1hGWbdb/Gpd5/GxEITyjHkgx5OHFNGDdbdMg7bOtdWPM6rcdsEmRL/S65KPL6dICwF/w0ps5H/1yeL9quqmfk4ZzZcHE1oIIMr06E50JbIxgYplbRkZek8PiUVzZL2rbyv1F0SYytiL4y9A6UiAAW2vGsLN72Zo6awErFiwM8rlrkm3Ek6myj/hrKbXcI00qVxSzPkbJYWjRhuXfa5JIvw6Vqr4+NZkVbyxoL99joBZt5JI5AClh1ZGR6DkQ8uEM56mvrxIQGyLXqVrojCpT6vC8/pgjvZjInPhc2/XWyycNWZ3pyskQx8eOCLYgsAO9fXWvAyZHe0s9CtVVJIYj0eI2JNxYj6a37VxcyzbMOY+/wBgIsTzHHX9muvM5OfHoZDebG/llbTKbxy2uQe3j1KwrCto1Oy1VZA9TyjLjwPOQrAEMoNxvvtPOuvEtzhuocFKYpjyfwcp3TSMujcgVVu99mt2Zrc259nFAbr3VvpoK8zIlMo7KTGouSHXUctagfUgoBR437wuDbS+lEdRtlUWQsZ/DzMQRrFITa4Ht9lU03qhQMZciuuPK2pWQbr8wdO2tMVlJDRZkweUGlXqj5qNCvtPxLrVOiexCsS9PB25CHu/h5bG/Lb208W7+7hYLbH/1ND0+TJPqbyrt6p+8V3PtJHSrP3FUfBXQloTZvxNCR3X1BvLjaW7SAADXgvVf4dx8VTValPYudM840UEbiAlgjtbcxBFz2bKojczfJmwcgxODPkM14ipspDcto8X26bcg14DUGXlSNLGmMGSIWazDja/S3Ck4QJN9UVRwZGZHJmQY22PIVgVkazG3TtFu7wqXZFKr/U08GMvCUdPLDKB5QN9q2tbd7qGLqUS+mNDDkxYshHmx9Bclttib8flanI9Cn/1+TFNBMmQZDKAkjyLfaCvEbfs+KiQhF+D6ZJguSJPMhKEMpFiGvfp+VqUyDgqgllkWQS7VxlZgwNzYXG3jQxEMj13Z5kePEGIQ+XqB1HS5W1Qr1NPjsLwy4auFfHLSMbyXYBWJ8XDw0/kUj+O0SPP+Im9K2467L3UIpuAt252qdUyFqdJHkSYyjy3ZhOr222O23hHw3rSQSIz4+RGIZjBI6oJ9yjjZz093d20SEMdx5SfR4pdpDeUN6CykG3Pdtsq0JCFs54DjjLO9iwKiKMn7y4B27rVO34jX8Cj1TIOIYhCAhCSTIdLeHchW3UvVVVQnqdheoT5HpmVHONrQoV8zxMSG3ny6VgW4zhy4Temwpk6RQRo0hlBAU28V+LVFVpA24ciTeqq75J9PlDo4brB6VuF6uF9+3uVnlvxaRVVKkxRkmUukAuSfvJSRbxdRbvN+zWDndlphK+YSUO8hh3+LsPiHwr8NSUiSYlneaRTvYlYkHU1yb6fT4PhqOUwh7Fjw+U6wJoz/wDkOhFluB03/wA1S7dX/IWtUQyAywFVC/h1IQWsA2veU8dtJPX8xpGhiY+PjI5mkilcgM/mCzK3DoVu/rWlXO3lIs/4iWUsWTlfiMm0AChYkjWxe3+5tPdodnGg1o9SML6NFApx8U33yG2unV1HreotaP2L4zqyUESSmVYGCQKRulcAH6PDWdnET6ip8SiGPFErSEO5cnyl11Fyu67c2rSztEEod9KyYwuTvjSLyz1TOw4a+35O7StjmPcTa0bln4rBnjycbBmWWUbZG5FupS3/AFPs03itXcVcibRB8sTspIuQrWsbqwOyubhCOxJGLOu2ZhCndI8tb8CQAK9bE/InY8jLRvI6rY1Y4pvLjgjb73Wwa235t7Hu6bq82edpjlyPWSWOqX2k5GkUny3ZHjICsut7X7u2+4Uqp1YN1stSBh9XcpkOrMQoEfmWBIJNj1d6t3fTVkJY10NmaRzdmk3EgeZu7R4Qt+7XHduSElGxTt8w7gQRH3ffa3/xrNaIZLHiBAlyLDabqTp+0eqqb6IHoDJzsaIuyyIZ160QG4Fhdd23u1dMb5T0khuVCPNQ/wBNZ8qPn5TnHvdr8WZnPv8AFevRfcJbGSxTozRb0L0fGwY96NPkgWUkkBnPg2KfySub/JtZ6GvxpdCyDFhgUwwRKoa2/bclrX28/bWd8lrGiqlqjnDq4LHaQNBe9hrw1pbIdUmxhFiIvK2yNQS1hWPU0bglujmk2xgjHAv9VN6bE9JZYrYkcZ2tdmPSijdcn26UcX1IlvYUlaYSBJGCF9F2G5AsLvrarrC/lL4yXI8aqQOmFOJa5PLVubNUXbsXxVUANkyx7x/26W1v1Of+Cjy1f3kvXcqMkeOyol5ZZOlR4mNuSju1aTYO06Ghi4qp/wB1mMGlTux+FAOAA5tVaGVrzohvCiMkjZEnUznj2DknstWdFyc+0LuFCFJnRJ5duoLW+rprKy10NarRHSSFMnI3EW6FFr34U2tERUjFIOjXvNqQOXttUNFtQVvOxSZl3+QSSpGi69P2eVaxqp3JgmrLa3En6ONZR4F7ol+IJmR8kB41IBNjexPj727qqq08CHoiMuRA2Q0qvsVrWkIttNu9tru7WzU1bOXLT6Embz0i2yM0MRLPJYoGBDdG32V6VanOl4imY0m/e1ibayDixJtu267WXu7a1qi0LeqQSZXpuTCgLSCPziLXNo2F9v0VDeoNaHiG0JC93t7aoxkAve5JvbWkBpf06SfV8ZDN+HDttEnO5Gg/b7tRkrKLo4cml/UnqMTSj02CTzIMclpntYmUHaQPsL01GHBw/YeXLzcnn3J4D6PoreDMml32rbUAnSkxo9Z6B63PkxHCypDJIgJjdtSUHhPxba8vvcbT5HXgaNBwx6W8Oorh2O9QVhPNJRzssdHHI/LTdo1Q3sOY8QkcwOxXzRtYrobHpVhRRp2Xgc+Vyj53Is0eUYxdpVcgcbkhuz2tXvHnrfQe/qfNbM9WkkIAIVE07Qo33/aprQkySjrGrkEI19rW0Nu9amEEbEX9mlAiaDewAHE7bCkxpSz6NEjLIsZWwiAB10BA4WNeDbdnrVaiSvLiEhM8QtkINRykUa7f+ovVsp0fR+n/AGErQpGRHKAYms6dw8wexx/mWr4ur1RpCsNY2XBNEbrtkHRLFx101X4kqL0dTGHJXKUBSzW3nanvHhY/EfDQkzSto0ZCFzBNvAsp1a/I05k0spUGgsEUzedEQsjfzI+AcHQ7/ib4a0x25aM47p1K5oxHKYo7ojLuFrcrhv8A5VOZQlJWJzJDEPmRmVjZ1LqBrtFiw+7Unu1dvp6TMuynbbCyjdtfqb2EGptrVjp6iMLR/jk3GzrHdByJY2a3zUYVo2GRjsTq0MbkEiMKCBY+yvTWupmtNCWZMCEjXUuST7LfTXL3d/LH3lYa+afsKdosdLE8jrXknVOoY+h0v2/qNdGC0XMsmqEs+QBztYGF7htdA1dFrS5RGOviVCQyLYPvb4uDadtZtam6UC0uKXMix3YlDePmSPgPJ28VdWDJ0ZjmrOqJj8TG0eRIzmQm7q23cosNvW27rrV5UrGNcLZf/wC3yxKAUjK8Crgqb/xVj5N4NfifiOrkRZKF2j8nle4Ivw6rW20njV/TuTrXcVzceSJPOVbtFqQOBXg1YpNOGWrJkABJYhQwtcAi4PspIexXkR/eRfhAYma+7Gk0RiL/AMtu4slbJrr5jOGaIzEYBoeKXWVDowPA3FJ6MlKdy3Bjx0kmlAZXeKW8V7oRtv3bVtjaaf6k2XQ//9V7Hy55cg48eMrpIRuDEqOAbqcfFt3V1VhIi0mjg5Ug9QkiYL5m4q6LfaLAWHd6qzW47aIuy/UkXJTECMXZh18ALWNl7WrSCdQvGUiwVmDXDFTc3a9udhU7yPYS9Ix4MQDIts6CxYXsbnnp4aztMl6DmNLE+TFIHXaYioQEg3v0lU+zUaobgZivsfaL8gfdetVqQzHizsqNUdpGeItZ1Nm6b24n5auBQPL6hlyOUWFSS1wp0IVdviG6os0ikjos+eZZg2JJsDWUggrbTs6vm7tCaE0xRPT86dJCpQXkJIGmll11X4firLKm3CNaNLU5fRZA5dYb8CrbgOFYrHY2eVHP6a6SBZiqgAEneoJB0sN3d1q647J7itlrBo+nbofTVO0u6dJGl7gm9bwcz3LcTPGRJIpieIpw367gbi/TSdYBDYIvZRqL00Ji/kRx4XkObCxB0ve5LcKY+pmyyPD6XjrEthYoDtLbNNo0XvUkh7lXqPpWfk4WGrMImUP+IlvqFYDb0+K+3+XTkEl1KfSsFrJk32xqVjVv+YGNn3A+HWk3I3Br53lSw/hECEE3IYCw2WLLY1zZsntXqsXjrrJ5zKx8dA4gIi85rtGgYsSOHd6V0rmrZpJfabWSb1EbKjGQg7ANqqwsQw71U30QkiyWfIgSGx2SZBcubXZVXRdv2qqnGG/ULg24GsOSeBZndhPNuC47kagEddZWum59I3jddERC5JvFBHddfOI43PWVHzaUkuWpcQXL6Z6hJJGwVYoYipUNcgHQ7tnNloS4ibnqOv5Uk6tMWnm8Aa17acFHTHU2bbJWgv6hjxSThWs4G3zWB0Ui+yJT7O89U3CBMzpEnZW2Mqxr3HbW/uW/dqdFuaTJdChhPTJd3G4SHW3I9N6luenpBwWQQtEs2UQHdEYoG5kX2htaqsNpEsxvXcPMxwsmQQvnvIzKvC6m6MV+y3TXXgurbGWVRAx6H6PIcOT1i4Yw7jCqkqQUN3338LxbkqM+TVV6WHSqgY8udotkKD8LvL2Y7WG+x8nj3UrJ3qt/UdeOpXNjTxhZn23A0O7geK6dP7NVXMmuKC2GvLl/aTxDMsLZMrOyDSGMnUsff22rKyWy/nuRZ6mz6YcgxeZKi9At+0fDb5KwulMiY86SlWkeSx5uxqNWSoQkblSnC3fPvP8AnaoNCIJDiCJC8zg7FJ2qoH+5I3/L3ftvV0ry19oNmf6k2VPMmPkvGANWghYnu2H3nDpdq1o1VO1f6/8AyDpRNw/MWem4kFmBjCrcOQNLkH7tW/zVN8j3bNbV2SHlaWQgBiYgdByZv/jXPMKA4rcXyGtJ5jm8aDbEg5nTcw+KuilPKZN66HKxhV5ZB1nuKLm3Lb/xVdYIepCKN5CXn6VP1njWdrLZG9VAMvMhVxjAG1jvVRcgfD+13aKYm1yJVgIkki+U33cLDVF0uOxjxajlGq9Q3SdWT8yOFtVG4KQotbTn9kVPFsc6aF+JAksRzMprBgCLcFjHAD7VU69DN5Gtip5llZXjVUgTqVTxb52v/lpOvTqbVTiWWPizZEsKSkovfO02KJ2vy3N3VqqV4oxdktS1Mn0LDkESzxRzE7Rc7iD8z2atljtboYvLPUaeLIygpJUY57gUht3zNWFlbYulqrVDzEY2HuTQhbA9rHStklWhHqsYymzEHkdb6/leuM7YKnl3SSuT2BePAVUaIEjopCTYDu6AcLk2NK1f7iLGrlARemSKxGihTbpGpVeFttFPM236jB+pGCchyWYkIq6k8AOFbfHO3msdNrKqllb+p4RTY8jyk21jS4Gvz7d26vRxf9NyRPoscGTvaJ6E8LM9HyZWhkMkDE3QylbNYcN4LL8y7qjN2eTGp9Yq90rEh6nDDmS4aSI+KzgRSLaylh3T8Wvir0cVLPGrNeY5vkXKB1lVsjYU1Ud3gNwvoNKNkbIjC7484n23WIkyAakqRaVdve7u1658mNvYrlpB8/ymWTKmkXg8jMulhYncNK1g5ipRtPv4/VQM5iu+4NtvAj2UAP8Aqf8A3BTPXhkrdrC33qWSYftdMv8A+5SQMRv0+wW/XTA5XCsGvZjrp7qANX0nIRMvHm4bHAJGh6jtbd9dYZqTRo2xvVHsZTBMfMjchiL7HBV7jmL8a8bjCPQpaNGLjaW6uBFtamNDdlyEoyyblVV4sSAOPbSjWEZ2R5KeH1CDPmyIHBZncrKpU3DEncnw9Ne1XLWNThfbXM6PDnlyBEylXJ6t3EDxHWtbXSUkY8Ltbiafqnp82VOJImUIqqiRW2hQqhbL8XDvVis6W5127B7piH/qMwEjZfs6hrV/LUwfaZF0ND0T0PKlzkkmQpBAd0rbhxFyi6E8WFZZsyVXAVw2q9T10koWN5UUMy6sBcFhz/h7teStdGdMQQMyOquj3vqrDhY/TSiCkVzYqzS/iVUB2A8/kSB4/wDiq1eFxKTg44aFlcNdoxZSCNdNValzeqJd9ZIsxLmIjUWurD84v3qcRqNQ0QAmHEh4xx+L3n4qej/YqYLoneIqCdD3SP7eypeo2pIZbTtKJMa+8Ahkc9Opv0fCd1aKyaixisbWxbgidotpUaXYNvtq1+lgdapqviZXTkE/4sdLbvNuHXH0Pc47WHeXbVcdPxsKrhjLxb3jlFro67r8bE7eHvrLt5n8R5GoG8AM8GQTopkbZy0/xr1KrQx8CDALkSMw7tgeOl1B/XXn944ub4tak0KOtjx/NryrjbXQqGijMYpEJLHW+vC1wRWla9YBauDJmXcGIJCkG9tfy21vVm7qURuyyBjo4Go7fbWjSEM+ajJvlPlvfTaC1/bp3aVa+DM7NrSDmlDRAX81ubLewtbjpytQ1DGtSEsSsATuBtdTrxvSqwbLseUqBCQGFtQeNiKuq15GV7SjWidWxyHsQOkAkDprXMvLJzVepmZKPiW8yO8aH7uVTy/+y/daueJ2OirllsvlTR+XKOlhe97EGx2sh8LLUJtMIK9yxgTTj/u4+kut/vojbqsB3463hOuhmPYWRDJPLMGvAmPL94O73dzGqx1eq68bCe0n/9bSyhD6esEuGfMmnck3OmnTsBtZddtdPKFqS9diTyY2LkM2VkMkjoJXsBtVmATvW6m0ppeBLYokEl8V8ORpWlJmQEDeNm0NuLafDRMyDRbP6vltOmPkhAcZn3yMLDftIXs6f89Ggaomchfw0aNkalQAbgIB4k4dWtS20PQTTHilIZHdRc6gA22jw6C660rKClqb/pmYvlsuUPKC9Id9N3H7za3VSWwnoVQrDJivIHS67mjJ0B2ndpeqgcljZ2MkskjPGCbg2bvaXb7NRZaBVnelRwSfiMhXL/eWUXNgoAtZf9VKsodoLIMsw/iJZd3kKbroBoFW+lOJE0L+neuQCAfiBKWbVbIW4nhVJCc+A36phzZbIY4VcBLkSMBY33LRI0J5s0sWBD5TmJHLCXS5vqx4e6mtxQW+jSq+XKrkFliF+PC+67XPzbemk0AZ8rJOY8MbBY1NlUEbjxN2Y+D9yoqVBP8AGzPFDFMVSSYulwwFvh2++rJgn6Us8WDIb7m2kwq5JuU0LbT3VZ/DSYQLLkZErZaZj74YwkiWFiH06V1HT9qmxwLRZE658OLL9zFiqDEu4AdQurv9dcXcZnV+U6aYk6tshn5EKiUSZB89rIE943uwsy7d1J1dnsCsluVqYpJUYyXkZCED8FB1sLGs74+KFykVjieVyHsVQ9BuP3uNYt/3Gq0F8gLmd9yuwBlI8IJ2BVsexa9RYUlCRyK7kax5Hx2CGJpokUead1mOtu8NejvVF8VIgpWs3I9N/UOF6PtWXGczZCB/JBFo0JIXU/7j96px4uKiQyXbHYc9ZMRMiBdrHRopTqpI7hA8dc1oWxaT6mZCsshlYSEyO15sjgb6Dan2axsyyyRE2iCI23avzsB3m41KYxT1OAxyxoGKJsDLptLEd7brpV1GieHjaB1JLr3uYHEnzGNS9QLMvLRMeQysPMdCsO0XQXO0316/nat+3wu99jLJdVUmTk5TZKSQ5UZyUmaNmlLBZlCX/leBN969q3aLevlZxU7iNLDU/qsa+n/hMEvBiRR+WYmW7OXf+XK3Uq/b+evKWDLWXb7jsWSlthwGOHbESrBFve+l76mvMvNm2elRQiufFiMOPlv/ADpHZwpPSIVsUfb4erbtroxtpNf65mF2pLIQk0qrEbHgN40A5v8AarJqESMvkAIuNACVQ7lbW7n4j8v+epcAlJFp5z0E7wurvqFHsQeJqhspVLd1kRpBtxlu5/Pdmb7NT9ED0FY5d0kuYxKxqoEYAN9ou366uy2qvUaJeWWIQAh2a33jk7mPHcwvqa1v4dC0oQ/HFKhEe/8A6hHLgOn6qwtZMfQszsqKOJYkUJ0jui9lPTb7TU8dJcmVnAqx2ASz2UAc7dH5eKtFNtKilV1ZfCgeM5EoO5rbbjT3Ri1TedvtCsL+IZFLAkyfh4wRdibMePi8P7NTWE4jmNrxIpjY0e8QsrC93N9za9unKnbl7h0snsTSMI7KzWHxcqgbcko8HzAWkGzEsd8jaXA8PDxVdZ3FayWnuF8iU5UiqBsxo7LHFbiRYb2/4a0doX1Kx441fqG8LBDsHa3lKblSNDbaalKSMlzK/q7LyY5YfT4nbfMPMm28WLHZGn2UArtwVW7OK7nQyvS8OKWdYkk2MtvOn27ha+1tgYdPy1pmycFJWOnI9FJgYuArZGLmSLLEAyRM42ll0syf/ZXFXPbI44+U14VT3Nj1CUSRRIBbdtkax9h04VGazSgrCtZM9R95ZjtLa6dlcx1SJKgUyB2O5WYWtqeyt3rA6j+JAoWNreJN5PIsbisrNvl+Jjd6mR6t/UUzmTCxlCRKxEkjC7MVPdCt0jhXtdn/ANOXGb+483Jnc6GZLPJOLTtvPe22AH1DxfNXq4O1pi1S1OLNnvfSSoqWkvpa/b+au1I5HaEBo1cHTpva1+zjoacImt2i7yty204XI7B8QsaUIK3cybkOQ82EJ5HIeElJHPiK908vB3q87JTjaD1sN+VUxLLzskMcTHjeAtG8kskgIbaiM7bbjRdKwdkaWn9TyW8g8ARrakZkTpy6T+kUAczF2JY68+QoCTVj83G9LkgmUBslg0SOCGXbt6x/1kbb+xSUMppoyyBsHYdbUyTrC1wdaAL4mRXCvIYte8Bc+w2utRYtM93jSYOQ0TY8onyTtNg2unfut9F71eBat6uGuFT0eVWtCOju8SLdla11BOnt1NOIUnSnpqZ3rUpOQIFa6QgKbfHxP1d2uvDSFPUiuupnAFzpctwA7TyC6VukXoerPpePL6dChUJnrGoWQkbmI4xO3Nerpre2PQ4cfcut2/bYwXDKxU3BBIIPIjitq44g9mtk1ICgOo4+zsFIo0fSlUQTuRxcAjl3f76wzvZHBl9QyZJViDMF8rhcE7gR4Xv01jxT29RKWpB4XjAlgG6Dxw8bdjw/646aaej9f3f+cTUMsxZB/MXqBFw3b/fU2XQejOdjGxljuUOssY17PvE+bTq+Oha6Ml1Iz3mRJ4TcpZlHxKdCrVVdHDDY6GTcA/EHh+ulZQ4NNIOUqrGwsDxW1x7bWoeoRoSkEQICvuVtQw/to1CrlE44yilw275e0ampmXBNgsodgWY3ThY6i/Z771dLuuxm6porafDibyppXJkVQmQQelg17Safx11YUnL9xjkq/Dymr6anlwsjyCRzcllOhv4hXbRODFtaQdJjyHIPlutpOsxuCDoFFgwrlzdrzco0pl4qGVyAwSGNxutZjt5r7KxXaxbzPyjeaVoTycPbCWidngkFyGsbHirf6a6b4FWr4kVyt2U+0xsiIqNhFtTw7a4qvU7laSAx42AWUWJGje0cuFUrPoNsuQRkag2Ft+l/ZrpUE8ipysAZtpMR1sBqLirXm/YG4Jy6QKyNujPD6xpqP4aEtQlWICLPkby8SNPNsHZnsApPC1/irqww9zkyqCrH9XysfM/CepRqgI8sta3Ht8JRq3yVTr5TCraZrsNkRDDfEBYjXda/D5689anRIhJAY9cezQn/AG2v08e5z20+UvXctaDGO8bgq63HIniL9hpag/oP4eLjrvZehzHLfb/LcFW1ZPjrqpbyv7uJhZuT/9f1GdhYMkETnbEyAbJPCt9Tp3da6IJ5eJk5PpRzEXLgdZD5YG0d13U7bru+FaLIShmTB+Nx9kZj2zL0Rcm6l8K/xVTF1g18bAMsf47csrPvM0bL0BlUqulDUDTkw8mPLxmjMiK6Noqi3ADi3ZUO1WDq09zQxcsQJHEsaHbuEcjXszk7dza9G2lTrLHZmu2Ji+oY7Sovlzu3UzG7XB1vr3WHdq0JMpyvTZYYbq7O3l7QiL0Dady7/st8NSikJJjjJyJFUF4lILE6Xt9Wzc/w+CgJH4cnJhnkx0xTISQZNptb4TvbbdaIUC1NKQb8TMVtbhha44bRtBtUKZGJRQqmAsjKEiAXQgggbgL61e4h7HlxoMnKyGyARMVst72IHC1OGxNqCn071PDaKzSi4LAX4kgt+9SaCR+2LOnmRBS3G40OnxW9/dpFSzHngk/GPDtO1tmq34Am/dppA2SbFXzMUmSQMswARWsAt26rWJXp6aGCgdV4sdp2sBId6qSeLaNGg3GoT1G9jImyMfIzopGkW8C/fY7Da1+G3vbmffVvRNkreOpqypikQtKNzEqQRowYdd3se701wWsranStDD9Rjj/9k+ROQUI8xApJDEhUOnyCryWbUIlIzoDvmkXab9XcBW/Vd+zbuHTU2eiBDublLhxRSaHzWCoCSB2bjr0pH8VZUx8mO1oLl9JmgmM5a+OR5Q2DpIUsRz6WrbuczVdPUGOibkthhjkdMvVpkksRusCl7DQd75q4VkSUP1WNnUT9axcWX+pMaSWQupjEuQgs38s9IK+FXrr5P4vr6DKtfMamTDJkY4yILCWazKq8rDaWeuetOKhlNyUCKXFMUCkDctwWvoqkD95/hoder9wEvwvlSyT5BtoCz+wewfD8NJy9BzBnmWTILZEl2MnTCH0VR4fo+KnZ6wC0H4GjiRIom3Fr9B5i/VK6/tblpVmZBmb/AFMZkyUSRSkflgRC92YEt1M32q9zsapVficHcTKK1kx4piPL3tbaqjUWPYf8td8No4OWorJkuHMDIpSU7SpFx07dtv2/Mqb1T3NatpShjF87z0XKIOLEpZwbgkLbpb/mdTV577OlHyO3/KtdQOogYSGS5MjX2m5YITeOHW/dWvHy3XLy+g7qppalw1O9gACRGiKLn5lvWH0KJ75I1KR7TO/ebwr8o9y0mluw3LgRHEuPe8lruQLXNuNZWl6lIh6hGHGPBeyFryDkVUE7TVUtCbKqpZVmFAkMQsN26STnZVu2v7VGPdsqz1E8Nrzx6XZmN7js41tfRMdmP/iIcKGxXzJJ2slhx17oa3TWSq7EWtLES/WZJWsEsSwGm4nRV069g8NbKs6Il2LseANIs2Ul+cGKdW/6k3007ZFXSpKq3qX+ozLj4xmc78gsIo1BFlZv7PFWdKOzG7xEGTJMCuxiz5A7zycgfCvJd3yLXRSvX2DbSD6L6ZlTy/i4JI0eJtpikDASAjgWH8O6ryXr6be8zS6m2k2O8bmNC7FtrXHAqbFfrrjuuLg0rLJzTLLtE5usbfdxDgW+JviqObiC61jUrjxvxGRsQbDbc/sHAU6JvYp5IQxlZBR1w8VrOtt720Haq/NV2fFQZVrPmZieu+nfiPUfTovOCTzRsjG19EO5WHDqaujDfhRtmV0nYz8In071ifFlRnjkBjQkAOQxHlst/mrXKudJRFJVv2PSJg4WPhys7WSYhWktbbbu72Tq7/favPV72svwN7QiOKAcONw+/cDbquFUEhY/2O7R3DfMrG1Ace0ubci6W1F9OBN6hbQa2cVK/J3TZMnhUlQfaBr+eqcpJE1vpBfFcIgB2jS9vlO5TzrOdR2UmTkf09NJnTzHIRIpSZF0LNdtdpVbW1r3sX/UqVpVPla8HnPt23IP/wC3JW7mVGSeBZWGt6a/6up1qQ+yS6mQElR2UrqrMjENe5Btp9Ve5ityUnk56Q4ki9wbgWAN7aa6HjVzBFK8lqywbUTgxZtASCdKCbagf1OSDGGOrH+Ykq9g2ghv3rVw9yocnodtbymr6X6wvrUyYOdf8Qu44uULBr2s0MoPTJuU7a4WjqqzzWckUXqciSRBAjlZIk04aNt47aparQT3E3jZSV7BcW7DreqYivUC3G3P9VIDayM9Z09ObJZmjEASbaRu+7d1jKlvgqK9R2M60Pjc79dyEaXv76skoLXGg29vMm/spMaG8v0/LwZViy0COyK6m4YFWF1N/wCGs63VlKNHWGX+hSGH1XHa5I3W07DcVn3CmjKxTyPYwTNqQQL3ub8TY+2vGdT1bV0PNkszE3Ja9yTr7W/4q9LoU1qaXomG8+V5ia+UQRfQbjwv9nduqXkVXqY53pCN7OM0EDmNA4ijaXzSdboLqF99YUzWd9X7uJyWqlU8NJ6/lyu8k+19zFiDpqeIWvReJMMXdWooLF9dGgMWl+G420qPgXibf51vA9F6RKJvTI5GFtzOzAH2sLfUteb3Ci8F1s7+YsaYpK243ifQry4nh9qs0tPqaxJNS0LWXcU4bey3MVO4nqRTdjyyzqN2LJZpkF7oR35VXxL/AMyrlWSXvMmocjA2yRb0sykXUjhYjiKz6jVuonJI2OysukGu9eYvbqXt49da1XJfkW5ZYYto82Dgep0Hde+u5fhf5qStOjEmTSSLb5g4DiNbi3eDUnUuSc0ayRmbFWzamSLkRrqvz0T4kJtMUXIVkGShIYHa0Z4G527HUd0q3iq+MPixzOpdDlGfcNpjKna1x1D5Tx7am1eP5DSRxNpPLbvW4WuGU6NQlpI5LMOR4WOJLcI3ViyKetfiTcfEvzeCuiudpSv/ALhzXomWxeoZUWSgzzcI21JFSwKsNveFdVM6tqc9sbRbl+oYUzB0a8mg2nQix0NF7KyklVa0Gos+COPyJiW3KSNLC1OuZRqDo3qjP9QMa45kcFWvZSddw42awvw8VYZMcuUbYsrWgrEwlC7OPE9tuF+Fc8QdcjPlhsYGNbyoSXGoJHsBFbVaiPuOe8t6lLCFEEraq5UIxHb4H+F1NYw3saK/iVB0aYoGOwNcnSxNOHBajcYx5oF8w5CEOQpVBq1l00UDtq4laHPfcVPoy5uYuU/nBfMDSI1gPLA3bI172rd6ujFl9plakamxKN0ZljZTESQAOI5Wt4awzY2n+xWNyISRre5urAdJXTt/erFSbo4F4V603q3wAdniWnCJYzguVeRAW8loZj5TDXuk9JrfG9/HhYiy6n//0LsiTJLFVDSl7C7SW8Q7q935K6yEvAugjxFRFUzpMoYnGQEMoB29LHo8ukmN1+g56xjyPBjzRjcB0OVtuGqEWt7FpdRJSjQ9FVEwD5Oq7nKrx1Ottad9xVMeL0+LIm8hmIl6m1FyBx6tdu7c1Y0rDk1s50L5vSfT4sCcTv8Ay16mXwE9XSvzVokZyB/VIMfH2QRbnXVgpsFF+ln73epglIpD6tmw5ByJ3aSKT+dC3SArd3yr96hag6m8kkU6K+PYJKNxIFibd3jSSgTbZKUTsU8p1RbEOSu5j9nXpNEgeeeb1BciaFZZIo0cnzC4twFmlf4fsLQx8QnJzWhWLzXyJmcAIBdWI2ncL95KB8SuOV4JVhkXZJMHAl0upY3PFvm20bhqJMhBVo4y7IwDENtsfgj8KqB3ttA4GoJsmSQvC5x8ZnHmShyQHteVxst+7RMCjqamB6vG+QjSMx+72KzAhmN/5rL81ECafgTTMwYJ5JW3NIJSVkL7hoDodehOpqHVgmKT5kk2Y7SqfwsUnm2JO1xboTco6S7baIHDIHGTZNmzwh86WcyIENyF6Losnw2rly25LQ1r5dDRZlycePJxI2hK3jkia4Kkgdf7Nc9ki9eovFJjtIEkO4LZN/MW1HClZt7iRHJ8gHyzIQqkhnPDQdSbfFXTkpWtZaMsdna8Gf8A1BEmZ6JDlhlSSFtrIT26WWs8WjLsK/056nNJeDJu6X2xNuPS20nbtv2VPdUTTceYvC9YPQQs0MiuAGVVCXFm2gHc26/bu6ttcivMe06HTTQVmVRK+Tt/7mQMJHGt13bttde2hpSiiRiLOfD8xCm2JFLkX6lFxdo+TjXppX2/YytVPzCsubk5E5Ck8AQl7lV0K7nt3qzu0zKpVlS+Yy3kLQR6vuubt8IPj21mm4+pS8TgBLLD5gs7ny4I7dIJudxX5fFST00KkfhONhJPOV8wIxEbMLFnUbndm+FfCtVReJFmyjJY5mBkZUwIcxuN7WPdBbanw7jWuFt5aqfcRfSrMuNlC9Iuxtqe0XPur6Zo8VMthCLkqxUltwKv3jYFTy+Zq4+9b+KzR19p/wAxId8iN3RmW4WwVWJI11XprwH3F3XjOh61sdVaV6hoQXYjgWt5jcLCw6OFcrsMoCqJFkiAG7pgXsUAdVre3fWjfQC9Ym3Cw05En89ZNjJQK27pvqbD8rVLUgT9REcU2PGWu0m8hvs7dy1fGKtl4nqZD75jvcFt7FI1UXIUX6Tp4q1ULQbkfj9PyIbMUUSutht1VB8N/i+KsLudPaCegvOjtP5NwfKLAD52CmTh8KitlojPfVEsfDijVMqctLIo3op7iXPet43+apvkl8UVwhyPxYhjgEuQVE8o3Nbwi3Sg+zUX30CTL9ZZYsvFKp5qCNyjDhvuAd32Urox1XDRkNtsy9sk8gC2Mrm4XQdXe1PyL1V0JwhNmz6GJI8eSGRGSWOUl1YaksOI5Vw905ag2xLQnHh/hlnkQNuOQtnLaWexkUp4+qj5FZKfsJiGNzFNwIFiTovG9+FYpeBabBLlnEhMETD8QdZZF5H4Qa3q4Qlj5OfYQw4Glljddw1BbnxIvc1m9XBd7QoO/qBPTGw2WV1XKS4xbEh9wK7tvCvQw0hP8ThtbXU8/wCslcqXAUM0U+kIkaxHHobzY77tu6qx1tVOfNUVmmzsn1L1EztBkQl3iRkh8oXQyKy7prdSybdtRXFSNH+3/kKTtJqemedDgs04CSyOzhdAQCO6bWrjztWvptU6cdHGo1iuIpCQdbXPDjY8KiYLvqRDEYaAt1SMGe/E3bc19adtbMlLUuikupCkEez/ABrJoopRmknL36QLDW3ZurRqEDWhKaUo9k0On0X+mklIo0MH1bAlhnOTGT5Ep4rykI6lP2+pq+i/6b3PNcH66Hk93iS8xnqenqNjwF9bi1es7Ku7OB0dnFUMMkirea4iPM6DTsPirNdzRvRlW7S6WqEvUdCNg8Ia/vLVz9zaWjXt6xV+MiuLKYZlmGkkbAqQbaqa5XsdNTS/qgB/WHnHdyUSYftIP+GppsFtDIYi3zc+elWBXp26ikAWYk2OgNgPooCBiQJOgkLWkSyyaG7Kb7ZPteGhIJLcbFxr3lcsRtYgEBbHVl1O79ykyqxJ7bNx/TfVo1Sbcu3SOZCLoD4dvNflrxa5rY7SdvxyjN9P/p2PBebKlmWeWJW8mMAgc/vD+z4K1y9yrrivcGPHxZfmv5eEjJYeY1r9g2k6GscdZtqdit5jGKoWtfU612MtJSaXonqGN6fM4yGCxzFQJDewN7W7ArdNZZKWtEe05s6S1Jf1b62+OI8XElXbKm6SRSGBVgV2XG6q7bBq3ZHBe/RHidwtb6zXeZB14cb0Aev/AKYlaT0yVD3YpOk/aF68zvFFkd3bvQfmAvfxKO77K567HamdGXuA3cubEEG32qLJEShpJTENoF2toxFwB8/Hu/x1P1Mnq9ChBFErEbnJ18pT0i9u7H3Vp2s2HGCckSl1ZBtZbAAnS3ttSVtCkiCI0UqlEPkt30FjtblIgHJvEtNtNfkKHJKWJCfMQ2lfQnk1hzpVtGj2qCcEcPJbrvdGBO5LaWHjBt3aq9QTncufHi3HaAY5hduNt1v9S1Kt/aVVlGyZvM8oWy4banQSoRpu+bwbquVpP/Lv/wD1i1GIkiyovvCY3W24WsyNUa1YrOSO2ORPLkLMAR95bYQw4N0/6acw5QofUlFPKkpxp7strpMANrL2N860Wqo5L+gSk78Ji7xInSbk7baXPi1q65Wt/MRarYJIVDMruArjbcAA2t3dLrT+TrAKkkpMmLHZSYleMi1jqQbcdaayWsNYjObLSPJLogSBjcKLko3ytppWsSvyKaa3HfxqhS7Nuj0G7gQSeDWrLjLJiCEkkbypOFFgQSLmz2+OqT8R8PAnL+Bl2rKn4eQkMBHwb2blqoamCE2SfIXGUywY5e1ruTrpz+KlWs7sLNjmPIZIxLvWRX1JU9I9mvZSsuLEnJdLj+Zd0YCQ8b6BrcmtWif18pBn5ClrxRkhkPUvMGsrV4s3pZdSZcRwl5LmwvbmT7PteGoqm2RZwDAz0M0oME0b+RMyq6EbrIxPl6110wNf0mTySj//0fQz+n4UeDDkxR2kjO/cO9Zie4Sfmrerb3E4FcN58zNaOFzGAt55SL3v3YwL/DVW0JSH39JWNEPns6q26ZW5iw3d3btqFadymkWR5sONDFHZi7J0RoNQB2/DTbXUSTexmt6tgYMrKqySTk7mJuRuPHnTWonp0MXKy48jLmkmld0dg0aDpIA4hlXppt6C0JhTjSRgDzTICsCLcuFF2Dvbp8XVUK8mjrGw56ZFJL6nH+IbzHZQZNLhNoZmX4fhqnqiYghl+pZOK6mzB4brFcXG1i15H19lJuNhOprQ5/l4MczkTsQbFTa4B1fU92izS3FVTsVwYkecfxD3uxZXDEMPbtF9tUxyTb0/Cwo2kc/dA6k3Ni3PT20JCbIfg4mJdQuwgFXIu3AbTf7NOB8imP0OGRjJkzyOmobbZbg8Rp/pqYZXJeA7i+kYsBdRdoWsVjfgvzChaE8pLP8A1aBpGDtZz0690DQAe7vU0wK4vQ4o4tvmvZAdgsotxO7cBuapTHIjPkM8qwxytKVdfLDrq9jxNl7iVnzTcFKpH1LOXDkXpMjxW8xSLLZtffWte351a9HIm2SGLP6s8+MuPjoEldryFW11t4fD0DvVjl7WtEn7KlVzO2hdgKMdJ9sbMsCBkdtSWHatq45Tcs2h9BfLgKuqgq4kO9nYGyueLbvD3q7sd65anLkpajM31+Aw42NsYmKQu5vawa+2w2+LpqEvMy5lJmbjSStMjYkD+aCOmO5uADuv8xpZOMa7F05ToesxRlZMpklxzDMbpBjWsSLW3MSD+1XBwXJVr6TsTarNi3NxXgKRSERkjc4Y36Abk3Xw3rpsoH8ya0Fsxc3JZ4EYxwOV3PJ0sw0YaW7tYcoZi0luKX8gtEDYA94cWvbd81G+oQTgjAZBs86dgSI+AX5mNu7UN/0ljuNEBOWuJs5+iMAEol+J+Xb+/Uf7P94kNZ8AigTHvfywSeRMjHezcPs1dtNBJyxaaO/pc8dlKiJtovYbrliys3w26KeCyrlTfiTdTUy4sL1GZI5YsSTqAIdVNiGHS1fSf5FEtWeV/i32NDBwPUYMtGyYvKS+8JIAC46htXbfr+SuTue4x2o0vOdGLt7VctlrgwqHl6nZrR37SfdXgvXQ9ItWNjCsYJAN2lf/ADVjOslFUabnkllZViTtIAVdKvpCFJe0yGNmhdGAO3cDfU1HFzqhSM46KBcaOBfhUIpkM5FLY8RtZI5Zdeeqr+9WjXl/YeNw2zPxPKCxub7lBYH39Ov2juovOppVSxzK9QeHFRMU7syZh5YIuFA1N797StMdEtWZWUuDP1hmiUm81yWvzJszs1GrllwthrIu0UYc7RMwXaDbpXqbT3dNZVW7RWkwjpMsNKwvZPCOBNhr21PA0ShQdLhrm46tjKTLCWYr8aOOuP5fkrbG96mN5mWeemZMd2ZCdyNdlYEGxuHjdeXTXXVN7mVo6HqIG8mKMT2jUgvEb9Nj17Lsb7l/yV5d6t7G6cFeTPh5OO0SZCPJGQ8agm7Putt2itMWOyfmXChLeuhXkeYercd97Iq8FA/+VKsG1EKyqUurHrva1+JrVFwbkMieXFBBcyMoBI0toCeJrOW9F6zmtXVt+mp4r+o/VI8/LSGKyYmKTHEwuS+vVI32iK9jHTjVI8+zltsz8XYIMhGb7wbXxj8ynq/eWqYVPR4mRA2dCsJ2eQZkaFiQ5V18zftvs75fdXDmxtVt7uXE3paWacqBiAe29+zjXAjvqQS0Mmg3GxtrTewWQoA8gRVJ9rDsH9tauFINGjEqRQBAtnYfdj8vhrF6vUlgMUMIGvWw0X2i16NbCbkqSzzsXJY3vrrY1T2G1oLevyxnEhx0NnklDn2KvTubUt3mr0/+m0dW8j9p53ctN8TB3QQxtuQM7XCPw0+K3+WunJe17SaUqqIalnIEhn+9nMZRd/UEBHhX49v7lYr/APQ0aFvWcMw4mHLckyqWYG4YEndt49SeJWrbHk5L9TlyVhmITWxkNy5M2cuJj7S0kCeRGebdR8sfxbamIGtT1Xp39I+klSmVM8+QLebGp2IG8SqQNzUoZUpbGoP6a9FdShwEAFgrB2DEW7xN6IHyf4nl/wCp/wCmk9M8vJxmY4sp27X7yv2H4lbwNTJZgqdisE1L6X9lMmRmNcZxsknKWS6tZu9bu2Ud6kxqD1vpsqZGBDNYnijWFiSv/FXiZ6xdo9TC5qaSOq2I0N7EnhpxrmjXQ0aKvU/SpMuOJceyICXLufFbaNh+Hqrvx04rUxpfWWZ6/wBNZHmAZE8ca30YHUm/KtfkRpyXTzGZ6r6Vk4K+XKwMMu5VkGouP3da0o02Ta0qJ9R56ZCjFG0K8a6lqedZNOCtoyuvI8KZIND7LcaQj1X9LlB6bnWBEivGQe0WYbforg7uNDs7ZuTUjhbJ0QABNTJ2G/T+9euR+XU7bWQ+uJhRxEJEN5v5jtqWJ4tc1lbI2ZayKNBjC6+SLG4J3EH66pXt4jgOOMSI+REALAE8zfTifiqb8nqxcirM9X9Lw5BHKTNIO8I7aDjWuPt72U+kyt3CT0OxPWPSZ3Eav5T6WWQbR+/rRftsi/MSzpl+ThgElkBVhrpf8/8Aw1nWzRqoZdhnFfdHJq4vtcnUX8LaVaQrJrYYm9PWOIgG0Jsd54qw13c+mq+N7ohZNdRLaY5lYtaRQdhvowPH6Ky6HQmmMDIgyGCaxTgWPAg60cY/gQ6talMksayiF7o7mym3SSB20cXuik2UzRvG6utgFvdTpe/+FUnOg2pIjODQCZetF76EdQto3DmtN4vNDJSlSQJhjMGUpL41rbSblSbspU+3u1pq06v1E7MYy8OCcXOkgHTKmjajprKt3UtamKS4LxPo4JDEafZcV2fVCnoaWDkQvAInAiyh0kHuycdV+b5am9OqMXZrcjIArMsfdU7dpGotbnes48TatpKzLOouiFtx1Vmt+7TSXVjaa2RbBNI9tx2extSD9dTesE6lvlunXBL5M41BGqMf/tSqrk6PYyvR7otyPWxjR/fxn8UOMXK3Jlkv/LNa07dt6PymNsiSMzG9XycvMfzTt82yKq6gA32VvlwpV0JxZPNqa0kEiiNZQChYqxc9gvprt6a5sVXubXsmx6Ew/iF+/ZtJTZiTYeUwIRvD3d1dNLtp/qYNJM//0vY+lu0uDCpViQnEg2C+1mrXlImoKIIYMf0+WSPSUbzI4a5JDHso5DaFEzhDBI4idi7bt1jtFwAN5N2rJ2gutJ0DhSxtCltGa5axufaawtNtWa6LRGbnekLPlL5TaSXMl7trfW32auuWyUCtWttQQemYYyBjlvMZmIJOira7cu9etkrW3M21XY04EB9QQKhbyd6PLaygcBGK0VVXQzbbNNlx8ZWlCAbiS5FteJ1ppCbZ5ybBOTuaS5jYg71XqCnvfN4tvRWflVtzSG1sMR4GOEZYgeomKFRwCMN26zGrvVWRNbOrGcQP6b6XILaw7pNx0BB1t26U6pImzli2T6kM2BNr3gmjCyIlg6yHX9n5qVnCkK6syYc/Px8byGcsWBQknqAuNo3H92oWXWSnjWx6bEYywI5udAD7WHSTb31rW0oyahkU9UgbIeBFIEZ2yTHRQ3DavxbfipOymJ1KhxIMr1rDx4DKh80g22KOdz3m8K9NTzQ1RsUf1KOaAzLKQGF/IJ0bUqE2r3qzvknRGtcL3gXVlx5PPZ/vAQXJFwFXgugG2sKpr+JUyIeozwziT1CAgliFkUm+tr8Pnr1O3yyuPU5slI1LvRoMlYQzEJjvfbHYXJJu2u1T+9XJ3XcVmEuRpjxvqzT0SGWFI9sJZCbdpNuf2q8t30f5HXVeZCpcJKBIvSQwZCLg2G3T7QqaWdfSzotVNamX/VD3gwotgQL5jttG0Ekhb8OSrXpYb8qnn5VFhf8Ap6bIwUly1XpmW0fMkrfr+yCKyztNpGmKjPSYuZmRwHMlHmPZxEwA6N1gpb4ld+7WGG1FZ/dU1y0cQRnlbEVZnjjlyXHGQlpNx1bpA2U5dtbEJ9KmWkWTks2RlMzE3IJsBcjTvfDaptddAVYJpiXlEGMRLlubA3vtGnbQm+pX8B+T0+LAjSFX3zm3nHko+a/e07tK87slW8B7DgERvENkKAlm57jxI7W+eppq5YWYnMWEj713WuFJsSXbq/hvWdnJaKcuEN6dkNckY0TBdOklu9uHy3qsT8wmanpmYPwGEVO1BCqdtig2n/LWeW9uZaqoLD6xhTBonKuNbiQEA68gw9vhq1bIunIXH+UUWH0maZBBLIJwLgRsZAt9O5KHqlZteZeoP4f/AIxaRWSV45WuYzsc8AWS23T+Os7V4uENeJkZOYn42QyrvA6IY27o3Bd7NXTSnk0EnDKcTLj/ABQNvueKjtuLbDeqvTywHI9WsmzcSem4UfZ7a80oR9akbzrLoRDsH7bNureuqX28iqIqRFXAXKB6C+xQONlHT/EWoddS1aHBHHBaVpDcrCgRdxHebqbn4emlfREItYGQtM2kSd+S3If5qSU6A3BBWaeZHY62tGDrtQeHj4vHSu9IRtWnFSFo7xtCF65SrSOeSjuRjXxUlaFIJS/1JJO0V1RtkQALngT7KlVbf5F2S3ZnzzYM+Y2ScczGwFy21WYXu7jq3Lb4q9jB28Uix5uTM+Wg5H61FJMI8h/KXcD1AMt+AtKuzy/24dlYvsK7pjr3DQ7juoxxI5G1mZiSBe7M3Aj4r97x1wZqcbtHTS0pCy3aYkgjUW/UKh6I6UoDEqyTLGCCdXb3d1R9dD0QNjkrLgem5mSxs8cTC55M3Sq8ePVXR21ZucXcXlHzVttr8frr1TibJ4zyNkIim7SEJrr3unT5taLCRbHO2HmK5teGQF1BIvtNmF6m1eVWiq2hnukDGMSWID2YA62BF68J6OD1K2KZnPluzEgsLL7S3TVVUtFsjHZGIAuFAsp0vam1Ii53kUlI/wCex6nGoQez66Uf0ktEUhETeY7tJI5tuPPT8y03afxqSqpFgISyIpdzYn2fV4qdMbu/xM8uWP4kvV/TsX/1sjhN+XAgcEXJAv1b9vxXavYr5a8V5TjmbSzxszJuW1uoAk8gTQjVl2EokzoLjcrOLqdLjx3t7qzyaUZdH5pPUeu4mFH6VkyzASBlUw3bVWGg8u3h2nuVzdvylIzyW0Pn8kYDADnx/RXppnMMembTmY9xf71dQbc+3lU2tCkdUe0keb010UFWZgS7HXUnd2d34n+ClgyfIpZV0lsPrnu+wkCzd23AEd7l3fhrWCJDnSY2dhZONKoMXk79xOgKjcGB+RhSaCT5xiwieSVODCJ5FI11jG/l9mk3AC5N7WNveaAPT/0xOxw5o76RShhrwDj/AIhXl95XzJ/cd/avSD0EViRfVZDs7DexLC/2a5sdVMv01NsjcQWTz7pB0ldg27eIF7nTSqyuXK9IYloVBnkLFuIOoNZG6hHeqY6ZHpMoOrw7ZI7a8GF/4a68F+nuOa+lpPB+pKy5LE6MyqT9Ir0MWxyZ/WxM3qzABB3W7OPvoA9D/TbyHFyMaIHfNLGGIuDsAffr4a4u50as/tOnCm0ejnkZIzBBJFCq95UO5uzq8NcCc6tWsdFdXuLkhG7/AL9ed786rc3cFU0oI53boRm4XPd19lWkyW4F/V/Uxg44x4LedIo3SDjawBY+Lc1Xgxc3yt6anLnvHlRl+k+jz+puzn7vHjNpZj1MSfBGum+Su+11VSznrSTfh9E9PjtGfTHljGjTSTfeWtxCx9C1y/5ePxNvhtHsLsKEYee2AmQ0mNPEXxFkN2jZDteNqzzVVq8kFNHBMwuha41NwbHnXLyTO2rUHQepZcQYBgQNAkmq8/FxWtuTIviW5MTrMNjIrKepY24L7U8VR4mfFoTmYIpeaPoGkltbC/e+KnVdEzflpqMyAzY4UHchUFWHE/C6t8VQnDEoK4maT7mY3K8G7fmqraaouIKVkSLKaCTpWbVG5X5g1Tq7V5L2Eu8OPuLMSFfMfCc/dyhvL15gXKf8NDbfmXrqTbT9ScM5R2x5W+/i0YdoGiv+1UXr7l6bDTX8xX6jjJNH+Ij0ljGrKO8p6uqrw3jR+khoWw2hlISYHy2IDhTqp8Mg17y/5K6YjUmylfUam8yOQQZEgYsLw5CeNfiPz1lesNwTjhi8sc8ZDq5nW93VgAbfLtoq09PQatNbeYaOySFD3gLXXjoR76hlMK2QgMxsRdL8fdUslIzv6gL+bC4G6NUKrzHG9q7uzfQ4s9YciEIsrspCvpsYcRoda7mp0Oc34vUozEssjdRXRW6hbg1rbhury7Y7JtJnXWImC307NjfIkQoPKEU7KedhG91+qtKVal9eIWP/097Ky8lPSo3a6xhgNxaxYd221PDWtYmBNDPpsg/9WrCIsLlTHwvc2NZuupUl8cjyrJG6BPLkRQBqDwPZVqgpFcicfimRMVCg0Z2uCb/BtvQqJBysTfAw5IFkj3gEr0hja1wWvQq6j5yVyYZ/GtlOyRYsXUiAalrdTyNpWi2IZGPOOXlRx4b7lKu0iAAEAeLcePeotohVCZBHLtynJZTwk1AJGmgFcOR2n8TqrHQmMnTeosO0XtWLtBarJKRI5UfqIJWwdRZh7twrXHkc7kWqJs3qEkPkZSgYktkkkvdwtgxt8reKu3kc3GDNGEonVsUmWOV7q9rbQCo+zvO2h8bJjc1L3QR5IcKk0ity/lra3SbbvF8NcuWypEm1U7JwRm84RStJOEhiVpHhQFRrwXt6mpUzXyW4ry8hWpWuvqMRWzMiGV49q+a4G1NHJtyTvfaavT/x8a9Xsqc6yWe3uNLKg2Jg4k0umTKFygt7eWov5e4fNXm44lup1X2U+0pyigyJTjII4ka0SLfRVXqtu91RvvuduO0UDjZsjxFTEXTVdx0Um1ytHB2tEnE3CLvRoI4opYZgHjZhIF2i5IAXv9XR1dFa5bvGv2EvMzUWVWk2eXZ413XXugXGxCLVwWtp9pqkTdtiagCIhVZ2Fr69VvprItbkVnijYAh5Ir7mupsOS6HwmikdTWyb28pj+t+nrk5WOIJfuPKMm9tSAWPRYftV30sqI5b+Z6jk/p8gjxfw0TTRLD5bLYbgEDEtt+a9YTzf5GuOyW5bgtKkEmPL0rIN19pLi+qpHH8Sberf0ULHFuXp9gr3T0IiOXGMuRkqFEKM1yQTY66WHio48nCM24RnJ/UieagbFCQNYMQ25yB2abK6fgRl8jPUYLY3kpLibdsqh95AB2m3e+bSsrKC5kmIo5SzOA0K9YYgXY2773qH5ipgpysoEeVACwNl8zgL2+ju1FrJBWsiknlxyWFvLhjMjse3t/erm1ZoLyOR6LKzNZ3h1a1r3a/8VbV9YQO+k5CQzSwaN3NvC+5kUy6fbNU6rnMBMoE77clg/TGjM7kG92JO0caWRQxJneno0WUHe485NWJsRJu3ImvytJUcZWm9Spgj6gu7JmJNw4Uk8r7QP1UK2zCDz3rWC6bMsMd5sSrcgAo0Pw+KujBlnywRZRqZuBlnEnM0iCZQD5SMTbdeysR8verpvRWUGCytbHqsf1nDlihEsirIy7pRGGIU8eo1wXwPptU2rlRZ6i6zyZDCRDFjgRog1LO6bl4faodIg2xW/uKgET05Ib7i0pIPIBR1VnOppVeaRUTv+EkUaSzyER+3dZFv/mq48y/FCsOTedFGMFW+6it5hOpNu6n+vbWas1LZSqrQxUySPOcWIgbQPMc9vHbx/eoVUlyZo7Toi12XFj82ZztC31Nyx00+bWlVO7hE2uqIz3yJpyPNUJrpHc6c7nw/Zr2cPbqmx52XNa24TvKHTXjce48r10wYSLnBVotjNtDA9XeY2vc0oHJs4M7zxLC/87FVVAGilBdUkFeN3ePjafbc9Dt7yh6CMXMs/UnhU8Sa5FXQ2vboi6CBYQ+R35pDcA/Ee7YfClOZf6kN9EY39a5n4X0/H9MVryTnzpm1vZT03+01ep2+PjU4ct5sePxI4GMjTtZY42ZVHjfhGn7TfwV0mYvtI4aHl76Yg7dzg3Nzy9tuFJjR7r0mRsj0iJTdnVAhPC+y6cfsrXiZ6quRno4nomBw1wgPSpJY6d4X4fZpLaTdauQq56pLX23WO/bzNvhpvwCRhNF107dOJ41m9WKCsO00gSHViOJ4C3eZrDurWlMckXvxRq4eNHjIZbbyNI78STxfhxr08dEkebazbkp9RzfT8fGfHychBK+mQguXKt4OkaVrDj9hJ+HtPEZSYwndcR2kh4RMw2ki1TJ0JSav9NYrpm/ibh4Yrhj4tR4bVy9zkUJF1UJ6mj/VvqWGPSnxgxXKbYVjZbNtvc/s1vjxtanNa3Q8Go3kksFLaC/D83KukzL/AE5YPxsIymC44a8nPTn3b97u1GSeLj1FUidT3fk4khxoGa7uWWBu8dp6l4/D81edhtfzHTZozPxkn4nKRgQN7sqEdQJKDXaOjpXdXspONTjKvVc7ycKQxyASzfdBeJKkDedtvhoYmYXp6rHHlZUjbdkTRoNCWaTo2j9jduqIY5/uM+5AtegJNn+m5fLzShPTNGy29oG9f8tcfd1mn6nT29oselhdXNndlXyyxHw9XS32umuPGuh2XepLCmlkyDjglNSsptx232vtfu0Waqvx9gn5tSUnmMTNCp8xQBNHbiVF24/LWem3t9hrXaR30542cbj904IKnmDy+z9qjG4tqGZSjx39WekH07ORVYtjyxgxuRp2Mht8NetRaHmZLcnJg7CNdPdVmZfg4rZmWmOrCMyNa7HT66jJfipLpWX9p7vG9P8AJxvIM6HHUbbQAJ7/ADGB3s1eRlzNuYOuiWxILjwIfLQbTfQKNaxbtZ6s3SKJI1a5EAYW6QCA2l+HCtE46hLFYY8Vo3my1P3ZO7cbeWFPh1/y1rZ2lKvu/vIs0lLPL+oZf4rMllUnaSQl+O3w/mr0sdONUjz7OXJ7T0eG3p/p+xgqtjsw0uPML9THWuHvbbI6sKmX+pcyZUcdo9rZDteTy2KgKvePWW21xVdW/wAfYbMTxZHf1nznJPkQswPMeaw2o+023bF3125PLjSMKqbM0CYpg33ii/eF7Efnrjj6HRsUTQR2LuwYDjwU6X9vVV1fRDkpOXBEizRoJSxCgjW/h6rVao24ZD+hYjyTOu9CmtlPG4twNS0lsVVwWF5MNGMCCbF3bpcf/cX42h5bfF5dUnW2j9X+vWZ2TmStwjBMiA7421QgcVPH9FTEaM6KW5IE8SOoYqGHHWlSzRcSUS+cYm8kgZUG2VO1gNVNx4vA1a1aTT9lvIZX8Cch/FImXGB56gkjhuBHXH/w/PU+lur9I0tE0XwMsg3oLg/Xxsyn21ENaMUoRycUQzl4TYSm6kmwBF+muit5UMSUF342HJiEE8XlkEukiabWI16apqNUZKmoMWQlCswAdTZ1F9QT3l+1WeReHpN626P1EsYJDIEveNjeO/EAeClZctQiATBbm3dB4jjp4l09lKo4F/UF87FBABFztPt46c+7XT2uljl7lGXGyeQ+4ssinchsCpUizKfhau5p8p9px9B7Fl8lTDkqHxnOtjZ149SP4lotRPVeoK2g2cL0zFTIZ1kYQ+RMCTzVo2BYNb4a5KXcusHS3NZP/9T2K4cGRDB5yb1js6KdATawNU0x1cFXqE2Ph4rLoD4U+nvbarHUm1jJxPW4zM+5iodl6tAFAI42HeatmiZGcXOwstyCxV5Gbap57bG17VLqHI0HkhTCuWAVFW/strwoCTE9RzZshfLnVoMF2+7vYM4XiWA6v2Knmpgri9x70vHxhKmVjvcurhrgXt8Py8KJ0F9CrNLN6oPhJVZA3C1zpRCgqS71LGEDJJjKI1Ju44ga8kPTzrF0VildoqabIjhEgRmZ3KRRrYliNNV8Hd3dVZ/Hroac/EhmzypCMZBZroZXazXYrZ0VarLmVdCKVliDQNt1uqubkOx0uB1bVsOVcfz28Tbgi1PLuF8/VQAFWyKOfd/1Vk2/Aehj+tTTR5SxRyARyrd0B42N/vK7e2cV5Gdq8nBXioY2x5iu65BbmSFr1s1uWNwcmNRc15Mt8LHyJJY7vjgKsR7COkt+9XmYqtb+U6clvAhj/iMoRjPaKUyRtHG0Y2mNirMkTWG16LXrafbbGXV2qony3KcyFMSPGxgx3IWaS+mrHjp7qO18zdiMpTDkPHMrjqTxAjhfS1a56c6x7iKODWxdx3iNCPNsQbgEgKvT7Nep68y6g6kMysj7sdwL7R08gfZfxVhVNF1calOQoF9zg7zbZeyXGtmHekp1sloh2ncqx5BNMC1mLfywosGt4VX4K1tOxkjc9LxzHEZZR965IHYFF7ftN3q7MNOK/Iyu5LpIseLe/SryEXkt1knSt4Ikx/UxBLhz4izNLNIGMagX1HUiMzdWtqTrrISmY39O+hCZ3yMzdGMZlcI9tjBe9u+XdWObJGiLoo1PQpFkPGkcQRnN5GVRtS3gSynu1lkhblLUV82adQk0xuhHmKCApJ12dJ6ttZ2tZaFQiqQHcX3nYt/LsSbkcTWUlQRkD5IbFkFpZWG4La3loLsp1o0rqMszYTkKcIXRCu5l7eO3xVNLcdUNKdxv0j8MMnIVlAmJXa2lyu3aOH2arlDQQ4KpkD+rTQKo8pZUYg8blVPRb5+utcqhrxM67CqzzHJaF23COZVa54lWUjq+0tKIZTS3G/VciIOBGN00dwVB4qBvBY38HzVjVTKflK6SYGXnQ52MRkXiKORGwuXIt8Nwqx61148fFyc2TImogynxYpL+TcMNY7m9+Fb8oOeS4Bo4wOQ6bfl7agDU9OiEhhsGC2LzOT3ijMdy/L/LjWuXO4PTxJqozlzHJZY1JVLcOF15/v1jjUamsaEBIXmh2C6xXY8O8BoOPgqtk/yFuxl8k4sW89eRKx8u/N+JasVXm/xLtpoiGK6QQASdc0hLO1r+1mb9qrsuTn2kNxoZ3qM7zZkJZeLbgh5Ktto/i3/sV39pSZOTK4RG462OvO2o0vwFemcpMO1gCPp4+6qJI7yL3AIJN/pBpMYx6bJ5fqeO87KIJPuHRdDc6xF7+HdXL3OJWr/eb4snFnoA6ZDGRV2xoSIxb4b3NeJkcOEd1dEd6fkrJIHYWN9qjlbnrRTy2gL10PDf1TmPletZLOmzy28tQdNE6a9urlI81oUjZF9JYICZpJlRgRdbAFlN/A+4/t0NjS6GtPmYno0eNj40Mb5IQSTzMLkseVyP3a5K1tk1b4V9h0WsqaIxc/KgmzHmhTy0ax26cfF0j4q6cdXWqTfKxjeyblHp/Q5tvo6qhu0jOGYXG3Xu7q8zuV/xTswqalrAkKidAGummgv2VC8WdX0Jwi/AdK6AH2VNmVBe7gDh7AOZ/NUJSJjfpWKSrNaxk6FvyRO+f2jXoYa6HnZ7TYPrXqa4KqsTXlYWijPAfE7aV0swrWWeQlDuXlc7i5LF24sTz3UtzrVYX4lEVyQSbe8aW40MdC2DKlxMjzcVjG9yBwIB+zQiLJMS9XkzcnIbMy7M0tu7oLAWHTWtbJ6GF8Lp/AVXHc4Zy2NkDiJF7WtubT5arrBkVoL+8/oqkhHo8ebJ86LIhO3ym3oxF7+AsE8G/v1vj7ZJanPl7qHp6iUks08jyu5kkbQlyQSefSu1OVdfFLocrzPq/wCkXbFjLKSSwUdzwi/HaKrijN9zbZHMkdtoRQbG4Cgj8tKGv6SPktO4hl4gRRKi2UnqUcjXJlxQ9Njvw5uWj9RP0g+V6ljm24+YBYc7jb+uuDOpozvwvzI9RnSQYhjjuGmO37kC7FQ2/XadK8/BgvkmNjpyZ613NfDzcXNEjRXEvCSNgFcDh1Vz5+3vj9SFjzKy0KyyLkZLISSGF7aAsV1A/h3VOqSOmmuhUojiBexETNtYfAx//lv/AJ6a1RbbTgoyjHmRDHyx+IgDXUEWI+wwbo+Gt657VUEPAnqZvqX9N+lbRNhzvjq1vupBvHzbHuv8VbruvoczwM0ovRcH07GMcSqZ5BbzXF3PPTb3V+zXDbLe9pfoNaJLRE4I5VuXO6wsqjgAR1c/ZSd09EUkQkyVVyioXZQdxXW3soVHEmiYPPyEBklQQwjqdmOoGvhFPim4XmuZ2tClnmvVfVJvUpfw8ILIX2oFBBck6aXr0sOFY19Tjtd30NDH/o3eiebMyy2BmAUWW9js3lu9+zW9rQpb4kcddDZ9Jxp4cOXDuJHwpCcUggOymzNC47vVfp6qxz4lkrEl0txciefmsj+U10kmIVEeyPZ7WVrHoTd32rjw4WnqvQbXuo09Q7h4YwoGgLiWYnfPLxLPYcD8K+Gs895sXRQlBm5WKVlkmjP/AFY1N7jtHYaul9IZvx6obQRyYoAJL8mH0+GsW2mNLWRePHELCRD1A2kXtB/XWrvKhjVUh6CdDujdwQw3KRqb9tqjVIzvSdiKzOJLFrMNW7bX0elAo6MltA3tGDsPVLEBwb/mx/8A81KqZUPcS8rkqik6mh4lQHTjqp7P2qmy6m6aDInlhZkBvGbvzuhHX9VqdddPuJuUosSTFb7YpDvhYHpJbVl393vVTlr8iVZInFGYMuWMA2lBlQfwyD6+qlbWq/pBNSNSY6yKwYWV+R+nu1mnA5EM309oWZoJDIoFwtuoLbi1dVbp7maZSjGQI6G0qA7b8DrqjfKab00fpLfmWm4xHGZ8ZHjBKMdee1xoy/s1m5q9R1urATGlve9j2Gx/VS5oouOPF5RWUbhfn2/LS+RzoRaqYpP6fBGq+QTrcmN+N9eD2/zV2Y+5ceY5b4NdCnFxSjy47sySEHZAwDDUEkjT2eGuh5tmvSY1xzubPp+P5SywEkxSY8zoWB6QY2VrfJ1VnHnn3FPY/9XSm9dyoZNqRglFKoNdx1uDoPhrb3ai6aGacyfMJksA+28gYEgHhf7TX21rBCZXEkkvmJCA6xqNzqo7BzbcOik3AQ2aT+rKsMRXGBdAPvLAtoBu3LanCFL2HsLChy4UyLNE5Hha6jxcwV40rDTMz1TGn8hPLdZZItyqvMg8W3eOua6hy/cb0ekI0PSEk/EGTLuhUFgD0KDotwPnrPDOqRWaITNDJl9MG1ns0jm4CdTEg35VtZ8dW+JktdEDLnxZog/miMKNVYWY63oV6+IQxSL1F1iXZGvSzdZvY7i3cH01lbPVFfGzMSOW6oTa7WeS/Ub697qrivdNtm6XQt8pIwWYxlVPTuJJNrX71ZS2UVvngRmdse6wjcSBcG3+mrrj1iROzSMTAj87Jky82PzQieYFa9rsbKdO8vyV6VvKtDnrq5NfKhT8NDO8XlyM6tHYjb5Z767RZen4qKdw7f8A2xvGlt7hn1vPjggyWyYxJDk/dog6STbq3GssN+e+4Xq6mCnrBx4cBjCQA29mvowTdFZfh+areKusb2DnaEeklTFzDFku2/GaMusa8yNOtgfDu7lT21Yn7guznw1xoJzjAqs4UhOI3AWt1dXVU91VuHOlSsTOlyDg4LyKQ34dAtwNGYWCqut9m496uOq5W/Y0tohD+n8uXIycmaac3RPMgQ9MZP8AuEn/AOvprovSvgZptamhKRPCJowC06koD4VYd77XzVwtcX9OR01coj6fju5Zk6X6Yoz2LfU/6q3q5aRnbQ9KUEegG3TT3AV3nOZHrmaETyY22yWDs3EqL8vnqtiGzOM0bYwEdrL1MCdWPHe7d5vmqCRPbkiYlpSIiCsiC9mXjy5VDh7opOC2PNTHi2tJKwIuVHSNxsGuy/7dZ3xNuUzVXSWxqwJgy4ru0yeS4CxxqdpBBuxrC1bVmDStk9TPSRnnlG68MZAVRexN+lbk/v1ORRBa1HMYLG8sz9yGO0j8txO+S1ZxKGytZZJMm4JRpbuzDiqnojUfM1OP7QM/1vLOA6HHBBK7HlF7A7i3H4+qtcONW39pLvC/Ys9KZsvGnmlkFmFo7m7MRcE7vDVZdGTXYcysfEbBEKKI8vIsRLck71PH/pmjE27fiVdqP1MMR5gLYmiqAxlcGxYX3MoW3Tvroslv1MHfQojgyMrzGijPlxKPPkOgF7H9unArpW1QJYXxisoffrbbrYG/A0tzFogciVvMlZFL96xvoR2ChpFVUs2YUkjhEcvQ8ibAo4iJL3P7XirgtZWtK/1kPWWihizTeUpcKd7keWnMmx2VSrOg2/6hzEhSHDafLNrXZyvaeX11ldu1oqE8UIySmWUTN06WRPhU8vtfFWyUKER1ll/loIS0hsW1cjjZeptaabmCLNLUzfNSTJaUL1Mm4C+oU/yxw/5Y3V62GnGpwZLSyUYDXPx6gceA91bkE3AYjaf8PqoEVnI2SlJBcHuM3aB3eFEgTlVCD5m0HgC1xYnmNN3TShMpNo1vQfVBJivhyWXLS6qHNg27nXmdz2/G0r0nVTJOjHclZMfYqoVEZ+j33t7a86NTtq01J5T+p4FOTFkqthOtmv8AEllJ/Oteh2t200/acXcUhkfT8DMXBiyJwI8Bp1cMe8WUMLqvwfarTJdapeoWOmqbM31cSD1GbcpB3dII2m1unpb5a0xqKpGeRzbUVtc6WtWhmep9IxMhfTlVkcGRmdBbkRZD+3XnZ2uU+U9HBKWo4mPIm7cD2sbVg3J0Sh2MALwXnw9lc7KkpF2kAGoB1/L3VeyE3A7N6hH6XglAynJKjy0N9Aepnk00r1aaI8vi7M8jl5eRPIZHJuzX15gafVVI1ei08oFYrHsJvutbnoDSepacKCIILEX2g8LdppMaepGQbQxJ1vx9lUibPqWLMtgsiiQfAdeJsRpU8epfyaQ/MLjBXIkbyY7KDqCbBf7a6KVs9Diy2pXVmjh+l4sJDyWkPErbQf2121x8f2PNv3E7ekakaNgyoLAacrg8a3SOOz0FS1tBqTwsfz1aUkIJBA43ZTex+uhD3F43kI3kEXvaiCrpJk925bHr11HKh1Jq3uiKYixSRSRN99EyvrqG2n+GubN29bL7eR3U7t1Z0mRPJlTPOF81iWK8gNNoB+WjBi+Oqqis1lfzSP4bZPnwtjMRkM21WJIUqeqTzD8G2o7mtXR8/SHacucI1MWSMzHcPLDAqQSbbgdOJt3q+btWdz6NKFKNGKcQgki6HR1te4HsvUYrNP8AYWSvJHlP6gz8nA9VlixJmXFbZIkfNbju9XzV6aw0fQ4Xlt4in/8Ac/qBikjfy3DoUJZNdRtJ0or29E5SE8tmok1fQZEx8Yz5DM08ttka6t5ft+HdXH3Kd3C9Nf8AedOJNLRGlPlOQRGrRRsNSdWJPwrrs1rnrRL8jZVfUnBjhANx2BuAOvHt8W6la3IbcHnf6o9T3SDAhboj1mPa3w/s16HaYeNeT9Vjz8t+T+h39JRp+IyJkKnJRAsIPLcbSTfsJXaZ9D1gyCuOTAxJUkb21uRxbaOqvKzt2yNWfGtTpovLoULjyRRjIDGJprGUE22lrFpI28PHuNUc7K0r2luIg816h6X6n6hlzZDyK897GPUEhe7tv09S9dd77iu/Q5vieyGfQfWHV/8A1+cbOOmKRtLEf7bX/grDPgnzVNcd40ZsTqqszAWvpcc64vod9XKF1jYbGgfYRpIlrqeNiByardvEHUp/EEyNE8ZSRDqD2dv2arhClBW0nPEzDfH0vGbqbcwe79lqFbo/cOyLEkiyCsgPl5K6G2tvlb4kak066eqliIT3GIZ281QAVmj1KjhbS5XTuVL01XpFC2ZOZVjkWUKRG1+V9m7buQ/Ju66t+ZaGdXDgCadJHvU+3SsW2btoXxXEG7Fyo7Qnpx2YXDDwowt3q2suXmT8xk9y6f090McsDsI1uUsbmMnkL9+Jvgpq3j7v7/8A3yU0TXKSfdA4KTqoYryK8pFI8NReka+0qr1AU1B3WYAgSD67fZqFYp6iGRB5Mm/Tr+E866aOVAphl2GsytuhO1X0kS3E/FttU2t0C9U9Slsx0kCmyA26joD7r01jlC5rqWmWCc9cwvbjY2POjhZdB/JUpkEJZirbgBp7tddeNUkxfJUMsn4lbtdBCLl14lbHUfEq1dPL/MYtp2kawHaTIlZzfbBKiyHkoifUVoruZG6qD//W55omyRIo2CIBTY8+G766G29ylGxpSYscsb44UmWJrx7Tfcspu25ttbY7qyki6hl2FhzQ47QPEI4GuWUmxvobs4q1BL3HFXDCAwQLJbQEW2cr9R71Z2ukWkysBQgfIey62RelAPZGverK930KVUKyyw5C9ZEcFzY9o5dVumue93ZxVGldNxPKbFxZE375ZJR09VgFv3rtRW17S548ROFCSLY5oURJFJJcMYztXUca5rJtmsh8zzI2EhEdh0qbn/8ATSQzhAZUL9TDttYcfm66mYY9CX4eOA9cNiR39wv7+9pSbb6ibIquOqeZs2rwRmsSb20VfppywbKsqJp8dYbBYm0IZtSAVYb9vbWuPyvkES9S7HwIlwDEIuqZrl00ttF+jee8q12UurLX2mN/K5RWxWQS47lnQRgYrMNAynubFPVv+OnxSTZKs5UGb/UuRFkgYqyhsqN9zKuqar3Q9+8tRgxuil+UHbk4QjiSYOTixYOVGzZXUmKyttAZ9V8y/wAwrocJSQnrB6X0/CbCwosWRi00QLyEd1d/+2uvbWGPJy5FusQOzzo07BSSDptvz7uvy9Vebe9ohvy2OulVGxF4oGw5MfJQtG4PmsOk2FtFvbnTwK3OEhZGok87CuLDhyYjrK8ZffEyMAV0C7GuCPtV7d+2aUyedXuE3EG7EqrixQw3MWxSQTqByBavBzLzNs9PHsM4s34acLNZQys0LchrY3104rXX2+pz5B+Rg5MzE7Y1JYBrXsL11rVmXQ85nB5grM9pJSxcHTn0Kv2VobM2VSI8KhIwXZhtAXX3nj3VqZ8RJdEXtjCGNBK27JcWspsF05fZWud5PDY6FjRKPE9MOODLLK40DDcLMw8K28VCyMOC6ELHGXysYbL6KOPHvXrOXMs0jSC6KWKON3kNxHpHre7nvGsuMsqdCr+eyQEsEa7lTcGw8cmvedq0ShSJvUCTP5M2SSQ7sExx7LssfH376UawLoVepYkuTiJFAoaWJtyh/Fe4IN/FV47cXqKJD6Z6bkjEEWQ/lku42pYnbp2VV2m5QLTRjb4u2SPAkmk2SAOkrC5Dq2zcvyjelFXxf7FNKyZy+kepeaYGRCDo+WL6g34xtrurZa7HO6fUljYow5vw1j5AYoUve5IXc7HnvrDJbzGyWhg+oSRffCO7ESbOrQgKdqsdO81dPU5LblGBCuQyxjkQWY8NoPU37tZ5bcVJv29Ztr7TbkvMpm7yzSbFbhaPh/F//Mrg2fH7P956KFnlhbIeZ2tFGCqPa/C9z/w1tx0SW4lbqyqXLlyFWN0MUCahG4s1rb3t/lpqqrs+TJltyyuIHIlChbxqd0jjgbcqp+VCmWdmSmR0x1PS1zJy6VtcftM1bdtjlyzmzX6CIu0k8otZjtTjy6fZXqHIxrawQXN+QvY8LDso2EScEWuvHgbDX28PbVAVTR74wLX43I7PdTTgYMWQyK+PJYtELkmwJB4Ht6d3erN211GkQbAj837oFFGocsbKPZ4m4UmhyPRZHqSAImW7oCdqttYHl4hWNsFHuileNh6GNPVcKeH1EmU4kkeQm0BCUJ8uQHavw9XTWbwqifFebiWry035jUexXY7bIEtdTZUCr230XpWvB52b03sd81rqz556xkjL9SnyFvtZugHjtttHGvdxqKpHnW3HP6b9OXMzd8w3QwWYjkTe6rWfcZOK03sa4ay5Z6vJyPvQqrZE0B4gdtedB6FFoSmlkI2owtbqDWsAb9VJCSXUUGQXySgcMr7mso27SvPTvK1Vauk+4Fo4Iep5DYmODF3pG2B78Ba+4fNTwV5219pGW2hg+dJK5eRmkudSxvf+2vRaOaoMyKQCFnX7qRS8evLuX4/K1Ooshy3IsOV734++gpAUg7dSNfyIoaKTUlyYMmRkwwIQDLpduAsCb/UKi2XjVt+0LY9Uxxv6eyMeKWc5MZ8tSxFzrYX0vWVe5V2kl6iXXipkqx43hhW1ww7ze09Rr6ClFVQfO58rvaS47xGXI4C4FV1gx1IwxMkak6l9X9hOpqnArPUrkvfXS+txb66pGcdSBdb2HTx0pwFXqKTSywliAVS+4g+3RqzvZ1UndStb7vzBjzo9ovuAJ1tYis13FQfavoMxZsEhCqx3dhBF9KFkqyHguuhcpXgRu0vfjzOlaEKYNL0mE+W2Uy9RbZHfhsHea3xGT/JXif8AVMktUPf/AOn44ry+8YzoBDIJrgwzdD2vcOQbc/GteZV6flU9Gr6E1kkljR10KnaQL8Rz0+LvUrpJyiqpKUzG/rbGEWVizeOWHX3oeP8AFXp4Z4qTy8j8zM70H02LKeSWfWOG3ToLsajuMrqoRphpOp6BcglBFiwqi82Xh+94q4LU1mzO2sluPCFYvIWklUXvrYX/AMtRa2n21KcdBmSdsfBlzJdXjUlbcvgUftVNK8rJI5stuK0PncjvJIzm5Lak+83r3FocBfh5mVhSmXGkMbWKFu1T4T7KpAeoh9bxjEkrhoZb3MYUW4a97xNWeXtbZFoq+YquZV+4ej9Zw86F8diVLGybyQSeVtm5a4MnZXx6s6KZ1bT0isq+pxZEmZC42QW86EHpsAF3bPcO9XX2+PHlpwfrMsvKj5GN6nmQ5Urzw4673UK+/UhvjXbbqrop2dqKJ+QztnVvxHv6czJ5Y5MWYF0jsyMeIJPdvXnd3jScr1HX21makhMTlh3TwI4X5Vy11O6Tn2T3AS0ov5L8twvYMPEtC0/UTT3RUJiVVJkMUpJGxgbbhoVV+61U6+HmqFbeJBsORhuTokXuv7eX7NNZEt/SFlJCOSPJIQ3izIuHaGFhccnRqbTrr6sdiJT/AGNBZwbwTKodxt28j80bfFWcRrUm1Z3L2tJsBsrjXceYHi4UnD1JWmhXlxiaLY4CuvVG3zDUGil2mNKSzCnMsIEtxa6SDiQw41VlH6kNFU0DkiSJR5sVygt3l13R/t1NbRo/SaBdVkjDxtYHVT+qjVFVsLSRpIPLlWx7eYOndqk41Rq1KJ4XlRboZSfOOqMOBW3H7dVZypMLS9BGQR+f5Uihw/WhYC24aOByrSs8ZRMKYY+kSMCNqleYb9VZcn4mjSgz/UYMdfKywl9jAPGtxcXN+FdOKzehhkqlDGZpkO2SPUDgeF1YdWlZVT2Y2pJYNlnePjGYZhw5GJ/zVtXx6hbaD//X0v8A1cTYs7gWKurnSxKlepLfDWt6rdDqx/HyYesR6NYIXcbbbeC7bVNK8V9wNyyp8p5LCDIMjX6yLeWD3dtRfLxGqJlIw81QHZhtIAaKM2GnLWuW2V9PKaqq/YraGMn7wus6k2ZjYC/wlaydrFqPArnmhONPAFBstkkAFtxNzr9FbY7QtfUWsVnqvSYufDOixGQ+YRZVPAAXvttXfjSaUHFkTTH8MHJlWRtyJGp8lVUeWLaHax71cXc1VNEa4rNrVGhZmciB1aQWBDNa/wBI0rhVfE26DIRrWMYUDiXe4/MamNQTRVIhL9KhyO63hH62pIZQ0EUbhgPNn7eABOjEtVS2vtqAp6nmQwQo0xJYOOlSACBbdb5q6MGPk/xJtfiN4Hq+PlRSDHLmOEHbG1r2I2306t1ddMKprPLkc18nLoTxlaZlMcphPlbVOmjNfjr4ad8nFr8hVrKPIZGFl+n5vl5CHzdxKvyYG46TWlnKLqnVyik5JObHMRYRMracLqb8qXHywF78nJ7meaWaNUj6ZGAI2237SQ+7jp9quLDbgrSa2UwJ+p5E0U64WNuQuVvs1baR3t1zu2iljp7jTc5pCqsiu82NMD5G9iWO2xduPbXV2rm+vrOfuqxXQzop0MW2xJJY6e417TR4r0N4GOPBhkLFbxpZRqSbDu2+Y18v3OL/AIlmvuPoMF5SRZFNEmR5jJY7drbyDoTuLfsbeqq7VbwVmkvzI38g+QpbeyXjDkLt1/h3V2VtuczrJTH6M7gs8oLkkhwDesFknYr4khUxxwz2ZwWiuu0WLMW0DW7PDU5LSkoHWiQuY5JZCDIC2okYahV+BT3VZvFUNpFwWbLkEDbHGLIL6AabnqWBwdEhEktyXPRt42v0gaXoSljsQgUxozZD7igLEG5VABy2+yrf0EyYicY0krH7yfpAPELbpUfZonUSRML506xeDHF+HFyCq/8A8OKoX+4ZVkTBZRGpsAbuR2eFfppJDQY8aQ5zBFck7X8wcL929zbbVa8Q0LczCliWPIkNwxK2JuR3X3W5fy6blLUqkOUaP/rpi6uDeVeRJtepVWyJRSI5fMMLRtHkRsW3tqrqWO1otLcKrJSECZiepem5H4jIfGiaxHmbbbhdj1cPmrelk0jG9G3oZkOF6lHE0zo0KFliDuLEs3Jb9Xd8VVd1Kw1at+xtTOY40x1G9rWReHVbZub5Vrzqbz7T0nrp1MyTbLkDYfuYdG07zLe7fZvXVql+VjCZf4lkUDTs0iAeUDtN+J0PCk3xWoJyyePIu4xRKTsPUeAvflbppNaSxS+hCbFRcu6jczxbgBbiGG/byrr7S8pnPnrApgxLJAdLktcH/Lf9qu+TlGELXv8AWLC+n+NMQeq12BtawPtB40BJ0rFIiRwYEqLWpDg0vTfTMfL9JMcn8zJcMJSLsPLuiNFfw7VavMz57VyfjU7MdFx1K19D9SEW1HilC3CiQ7Wtr1Vde+oybYPBgj9G9SYqsrQRM1za7NYDXw0/82nRWF/jvx/tM/1WfO9HkkxvMjZsyHZKqi4WO/R3vG3VW1cyupRlasaDmBJhQH06HNBllns25tQrNt27u3wp1VwN2tza9p1aVSUGr6x/TeH6rC82Kiw+ojUG9g/yyf8AHUYe5fXzE3oYf9NRuMTJQDad9nNtdAB/Ddq07l6o1wRH/ab0PktGQR1INbHTXu633VxwdDbWwnJhTSSiPGBKG3mNyDHm3uXu7q1XiHLQdzcVMExQJCXCXnnyFFtoI8lR9hb/AOupabqzFXlyYX9Rg2gIN1Xcf0AVr2fUnMjMw1/E5UENhd3UEez212vRGSsWepZZzPUZJV0h0SJeACLogUVUJGdZZUmwMbN0sLE27DUs2o9SSpp1Eai206X+ik2aVrG5q+k45VxlSmxYbYl46EAM1cXcWnyo0SYx6hkhwcU3223ysNNL3WP9q1dX/Tu3m3Nr9Dzu+zcawhFAlnUk94kX46V79jw34Amk6XW4A1sPooqia+omXsAq8OBBFBBQWZjYqLMasdfqRkjBfzBoB4eYNCY/oL59/KYNaxI9wtrwNZZdKm/bp8jHLG1u2uA9M0/QwX9WxttrbrkHsCktXN3LijNcS8x6xsbFnF+qDqEbeV0gi/d21x4O5vXr5fX5joy4K23XmGYk8rHSOPVI+hATyHHdXJkyO9m3udVapbEwIyhilXdFJxtrb5l+zSo4Y7KdhBV2gxCRlKvtfbxIVvht4o+qt+se2w25St9p53+pcmaXLj3kmBYx+GU8Qh93iavRxV41g8y7mzZd/T7uMd1XuuxZvcoUVz9xudOBaGxhRtM7o7NHCtrIosTfw7vg21yZHxSfqsdD13HwI4lCRaLpcDXT5q5tXqw3Mj+qckw+nxY1/wCcxa3sX/Gu3sqTZs4+4Z5OCGWaURRglzc7ewAXZj8q2r0znggT1i1gb2I+mqgQ4H6hcXsOHMW99ekpjUyLPN2gEHgfcRREgxnG9Vy8d96SXv0sHFwV4bbmuf8AxqTKXmL+RpQJkrfsseI1FdMkD/pvq74KSosSSLIbuGGtwLaOK48/a1y/saUy2rsbeF6ti5zCCRDDOw6V0Kk6m26vJ7jsbY1yXmqduLuZ0Zbs8qS4Rl5muLfQ700yrLl3xuWBclbCM6jj7h1VWNQ0RaumgIJm2JGpa6ix3kEnXtt/mp2Wskqpzkb7FfvBwFqEaSMRRrkAK6fVYi4tfSp21Isimc5UR+7RpogdLC7L8vxba0rxt+xlqtyyHOWZAhvHIOEb3VrjTS9t1TfG1r6qgrL9SUrvEoydDtsswXW6373/AO336VdfKOzgYWZGXdHIp0ujAix49lZtQ9RKGLiWeJmdCvkMdzAkXDeIj5auU1HvNOOoHkikcFXUMRdVJ1sLUoaKTS0KZ2VRHKWAMLC+o7p0b/iq6ayvvFfxBlKkg6GUTR2aMkgdnTx7tPG439JNlIVy0d1QnZIFvqRY/Fz9tU8b3QK2sBcI4O51vzFx2++kpQ7RAvGUMBhc7ZITa9+2/trVzM/eZ12gcxBH51lcEiGYPa3AxSU6TroF2j//0NyL/wDHz+4f5RWzJRT6dz97UMFudH/5bfT+muLMb1NKT+XXPbYpGWf/ACG9/wCqpLsJy9+X31t1OnD6RP1LuRfaH6a9DH0POzbss9K/nN9P665u+3Kw7G1j/wA9/orgRqxteFZ9QYqf5jVNilsUzf8AkL7hVe0aMT1/+R+1Xb2nUxy9CH9Pf+Lk+4V33OY9B6X/ADF9y/rriy+qprj2Z5f+ov8A8w3vrp6FPoY4/wDI+mqexl1Pex9zH+j9Fec9mdSEfWP/AMov7P6KunpLoSl/lQ/Zf9Fadn/zGZ936TKj/Uf0V9Azwb+pno5//wAXF9hf1V85m9Vj3MO6DF3l/ZqO12sbdxuaM/8AK+lK3WzMFuhmLu/XWFdmaPcxs3vyfaH6am24kUL/AOUfcKVtikFeB+mpe4mL5H/ixe8fpFUgtuTl7kn2G/RVroK2xcP/AAY/eKnqPqRxv/Km/Z/RUrYYtk/+Wfo/SafQSG8f/wDI/sj9NVX0lDvqn/hw/b/Uaq2wY92aUXEUY9zN7GWv/wCUyPsj9Jp5fSUIeo96X/p/rp4/SDM3H/8Ax7/9dP0VV9n+o8W6Gcj+bD9r+2uHHszt9xnx/wAyf7ZrrftMEN4P8p/tfqqLk13FsT/y5feP01V/ShrcZyP/ACh/0j+kVr2XUy7noJen/wAj6a9I4+pZHw/LtFNkHf3/AKaoGCb+Sn5dlZso3/Q//AT7TfpavG7n1s76bGnjfy/r/Sa5al2IH+Yn00LYR5H+tP8A8hj/APTH6TXp9v6DkvuS/wD+v0r9n9VY19Nze+6PbY/8l/dXFi3KyHjf6e7mV9s12d1uh4eptxf7vuFcy2OixGH/AMtPopol7MY9c/8AKP8A0l/z1b2MqHnv6h/lr7jVdoGUzfSP/Og94rstsYIqP85vfTY6nc/y7afQqm5dH/L+moN0beB/40X5c68/N6i6lGZ/5b/9P9Zr1/8Apm38x4v/AFAXj7r+8161jy7bkZvH7j+ihCr6gjw02ZkOYqkNEj/LP5c6a3GxTO/k/SP0Vjm2N+39Ri8hXAeoafoH/wCSg95/y1y916Ga4dz18fc//cH6a82m7/U7b7oa/wBv6a5nubHSeH31bCu5nt35ftGun3IT9B5j+of/ACYf+kP0mvSx7Hl23GvQf5P0N/prl7k7O32Nv07+ZJ7xXJmOjoPS8V/LtrmQI8//AFf/AC8X9qvR7LqcOfcwML/zE+n9BrvRiig/zv2qpbkjCcR9NektjMsPdNNCsAd8flzpEnSd80IpgFFQsa/on/nxe4/oNcPe+hm2Dc25u+3014CPZoK5Hc/LtrSu42di94e6i5KBJ/PoWw2PYv6zWbBivqX/AI5+1WuDcwuL+kcX99a59kY1NHO/8J/o/TWGL1I0sMJ3B9kVlbcdCp/5J+mktzZEIeXurSxL3Ksj+S/vFGPdDvsWnifd+qpQugnB/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Reza do Santo Rosário, Penitencia e reparação
ão os únicos remédios contra as heresias modernistas.
Reza do Santo Rosário, Penitencia e reparação
ão os únicos remédios contra as heresias modernistas.
SEGUNDA SEÇÃO
A PROFISSÃO DA FÉ CRISTÃ
CAPÍTULO TERCEIRO
ARTIGO 9
«CREIO NA SANTA IGREJA CATÓLICA»
816. «A única Igreja de
Cristo [...] é aquela que o nosso Salvador, depois da ressurreição,
entregou a Pedro, com o encargo de a apascentar, confiando também a ele e
aos outros apóstolos a sua difusão e governo
[...]. Esta Igreja, constituída e organizada neste mundo como uma
sociedade,
subsiste (subsistit in) na Igreja Católica, governada pelo sucessor de Pedro e pelos bispos em comunhão
com ele» (273).O decreto do II Concílio do Vaticano sobre o Ecumenismo explicita: «Com efeito, só pela Igreja Católica de Cristo, que é "meio geral de salvação", é que se pode obter toda a plenitude dos meios de salvação. Na verdade, foi apenas ao colégio apostólico, de que Pedro é o chefe, que, segundo a nossa fé, o Senhor confiou todas as riquezas da nova Aliança, a fim de constituir na terra um só Corpo de Cristo, ao qual é necessário que sejam plenamente incorporados todos os que, de certo modo, pertencem já ao povo de Deus» (274).
818. Os que hoje nascem em comunidades provenientes de tais rupturas, «e que
vivem a fé de Cristo, não podem ser acusados do pecado da divisão. A Igreja
Católica abraça-os com respeito e caridade fraterna [...]. Justificados pela fé
recebida no Baptismo, incorporados em Cristo, é a justo título que se honram com
o nome de cristãos e os filhos da Igreja Católica reconhecem-nos legitimamente
como irmãos no Senhor» (278).
Ensinamento correto:
44. - Jesus Cristo veio à terra
para salvar a todos os homens.
A esse fim duas coisas seriam
necessárias: ensinar-lhes a verdade e infundir-lhes, na vontade, a força para
praticá-la. A obra de Jesus Cristo devia perpetuar-se na terra: nesse objetivo
quis Ele instituir uma sociedade, onde precisamente pudessem os homens
encontrar os meios de conseguirem a salvação eterna. A tal sociedade chamou-lhe
Igreja, palavra grega que equivale a assembléia, reunião. Jesus, realmente, entre os que O seguiam, a doze escolhidos,
que chamou Apóstolos, lhes deu o poder de ensinar, santificar e reger; e aos
fiéis incumbiu-lhes o de crerem naqueles e lhes obedecerem. À testa dos doze,
pôs São Pedro; tudo para a glória de Deus e salvação das almas. Temos, pois,
todos os elementos de uma sociedade, isto é, cabeça, membros, fim e meios.
Tal sociedade fora prenunciada
pelos profetas. E Jesus Cristo dele falou frequentemente em Suas parábolas,
quando assemelhava "o reino dos céus" a um campo, em que vai semeada
a boa semente de par com a cizânia; a uma rede, onde há bons e maus peixes; a
um celeiro, em que há grão e palha, etc.
A Igreja é, portanto, a sociedade
dos verdadeiros cristãos, isto é, dos
batizados, que professam a fé e doutrina de Jesus Cristo, participam dos seus
sacramentos e obedecem aos pastores por Ele estabelecidos.
Note-se a expressão "verdadeiros cristãos", porque não
basta ser batizado para se pertencer verdadeiramente à Igreja; faz-se mister
ainda professem a verdadeira fé, frequentem os sacramentos e obedeçam aos
legítimos pastores.
Jesus Cristo fundou uma sociedade:
a) visível, que possa facilmente ser
reconhecida, e não uma sociedade de espíritos; b) religiosa, sobrenatural
no fim a colimar, que é a vida eterna, e nos meios que conferem a graça; c) necessária, enquanto fora dela se não
pode obter a salvação; d) perfeita,
enquanto possui fim e meios próprios e é independente de qualquer outra sociedade;
e) desigual e hierárquica, pois nela há quem governa e quem deve obedecer.
45. - Jesus Cristo fundou uma só Igreja. A Pedro afirmou:
"Sobre esta pedra edificarei a minha
Igreja", e falou também de um só redil com um só pastor. Há, porém,
várias igrejas que se dizem cristãs, isto é, dizem seguir a Jesus Cristo e a
Sua doutrina. Qual será a verdadeira?
46. - Como um soberano faz cunhar
sua moeda e lhe estabelece as condições (dimensões, metal, forma, etc.), para
que possa distinguir-se das falsas a moeda verdadeira, assim Jesus Cristo
determinou as notas ou caracteres distintivos, por onde possamos reconhecer a
verdadeira Igreja; e são a unidade, a
santidade, a catolicidade, a apostolicidade.
Jesus Cristo quis na Sua Igreja unidade tão íntima e perfeita, a ponto
de espelhar a que existe entre Ele e Seu Pai celeste: unidade de governo com um único fundamento, - Pedro; unidade de doutrina, porque todos devem crer e praticar tudo quanto Ele
ensinara e prescrevera, unidade de meios
de santificação, que Ele instituíra.
Quis, em segundo lugar, a santidade. Veio ao mundo para destruir o
pecado e dar de novo ao homem a graça perdida: a Igreja deve continuar essa
obra até a consumação dos séculos. Importa-lhe ensinar a doutrina que Ele
ensinara e que leva à santidade; precisa fornecer os meios, que produzem a
santidade e incumbe-lhe demonstrar, com o exemplo de seus filhos, como possa
produzir a santidade.
A Igreja deve ser católica, isto é, universal, adaptada a todos os lugares e há todos os tempos. Jesus
Cristo deu aos apóstolos a ordem de lhe prestarem testemunho até os extremos da terra; e prometeu estar com
eles até a consumação dos séculos.
Por último, Jesus Cristo quis a
Sua Igreja Apostólica, o que se
demonstra de quanto já dissemos, pois ordenara aos Apóstolos lhe propagassem os
ensinamentos pelo mundo inteiro. Por conseguinte, a doutrina ensinada hoje pela Igreja deve ser uniforme com a dos
Apóstolos; e o governo dos Apóstolos
se verificará na continuidade dos seus legítimos sucessores, e especialmente no sucessor de São Pedro, a quem disse:
- "Apascenta os meus cordeiros, apascenta as minhas ovelhas". (Jo.,
XXI).
47. - Ora, três são as Igrejas que
se dizem cristãs: - a Protestante, a Cismática, a Romana. Qual das três possui
as notas exigidas por Jesus Cristo?
Por igreja protestante entendemos as seitas heréticas, nascidas no século XVI.
Três as principais, que depois se subdividiram em muitas outras: - os luteranos, de Lutero, na Alemanha; os calvinistas, de Calvino, na Suíça: os anglicanos, de Henrique VIII, na
Inglaterra.
Falta a essa igreja a unidade: a de doutrina, porque, pelo princípio de livre exame, cada qual dos
fiéis pode interpretar a Bíblia a seu modo e deduzir os princípios que ele
quiser; falta-lhe a de meios, pois,
em virtude do mesmo princípio cada um admite o número de sacramentos que quiser
e lhes dá a virtude que acreditar: falta-lhe a de governo, porque não tem um poder central jurídico religioso.
Falta-lhe a santidade de doutrina ou de meios,
porque vários princípios do protestantismo são logicamente contrários à santidade: falta-lhe a santidade de
pessoas, pois de fato não gerou falanges de santos de virtudes heróicas,
seladas por milagres.
Falta-lhe a catolicidade, quer de direito,
porque os seus fundadores não receberam missão alguma de Deus; quer de fato,
porque as igrejas protestantes são geralmente nacionais e regionais.
Falta-lhe ainda a apostolicidade, quer de doutrina, porquanto os ensinamentos do
protestantismo andam em contradição com a doutrina pregada pelos Apóstolos, confirmada
pelos documentos e monumentos dos primeiros séculos; quer a de governo, porque não há nele uma
autoridade suprema: cada qual é ali mestre, autoridade e sacerdote a um tempo.
Por igreja "cismática" entendemos a igreja
oriental (Grega, Russa, Búlgara, etc.), separada da Igreja Romana por Fócio, patriarca
de Constantinopla, século IX. E completa a separação, no século XI, por Miguel
Cerulário. Não confundi-la com as igrejas católicas orientais (Grega, Armênia,
Síria, Maronita, etc.), que professam a fé católica romana, obedecem ao Papa,
mas têm próprios os ritos externos do Culto.
À igreja cismática falta-lhe a unidade de doutrina, porque não possui a
autoridade de magistério, que possa pronunciar decisões infalíveis em matéria
de fé; falta-lhe, também, a unidade de
governo, por se tratar, antes, de igrejas nacionais com chefes diversos.
Falta à igreja cismática a santidade. Ela conservou, sem dúvida, os
sacramentos, que são meios de santificação; mas longe está de produzir as virtudes
heróicas, que podemos com tanta frequência admirar na Igreja católica.
Falta-lhe a catolicidade. A igreja cismática parece não cuidar muito das palavras
de Jesus Cristo: "Ide e ensinai a todos os povos", porque permanece
confinada num ângulo da Europa, onde sua sorte parece ligada à dos reinantes.
Apostolicidade de origem, a igreja
cismática tem-na certamente: possui verdadeiros bispos e verdadeiros
sacerdotes; mas é um ramo destacado da árvore, e nela está interrompida a
transmissão da autoridade apostólica.
As notas, pois, da verdadeira
Igreja não se encontram na Igreja protestante nem na igreja cismática, mas se
encontram perfeitamente na Igreja Romana, que por isso é a verdadeira Igreja de
Jesus Cristo.
48. - A Igreja Romana é una em doutrina, porque todos os seus
membros tiveram, têm e terão sempre uma única fé; é una em meios, porque todos admitem os mesmos sacramentos e praticam
o mesmo culto; é una em governo,
porque todos reconhecem o mesmo cabeça, o Papa.
A Igreja Romana é santa na doutrina, pois é a própria doutrina
de Jesus Cristo: ensina toda virtude, condena todo vício e conduz à santidade;
é santa nos meios, isto é, nos
sacramentos, que efetivamente santificam as almas, e santa no culto, pelo qual
condena toda prática supersticiosa; é santa
na vida, isto é, em todos os tempos, lugares e condições sociais produziu
exemplares de santidade. Nem obsta a isso que na Igreja possa haver indivíduos
não santos porque todos são chamados à santidade e a todos a Igreja oferece os
meios de santificação. A culpa é dos indivíduos que se desviam dos meios
apresentados pela Igreja, e não da instituição que tais meios santificadores
oferece e realmente possuem eficácia incontestável.
A Igreja Romana é católica, isto é, universal, de direito,
enquanto conserva como dirigidas a si, e as aplica, as palavras de Jesus
Cristo: "Ide e ensinai a todos os povos"; - católica de fato, porque, não obstante as perseguições e
contradições, pode-se hoje dizer esparsa pelo mundo inteiro.
A Igreja Romana é apostólica de origem, porque remonta aos
Apóstolos; de doutrina, porque ensina
até hoje o mesmo Credo ou Símbolo Apostólico; de governo, porque o que ora governa a Igreja são os legítimos
sucessores dos Apóstolos.
49. - A Igreja é uma sociedade desigual ou hierárquica, onde há quem governa e quem deva obedecer.
Temos, assim, a igreja docente e a igreja discente.
A Igreja docente (que ensina) é constituída do Papa e dos Bispos, unidos a
ele, isto é, em comunhão com ele, e não separados. O Papa é o sucessor de São
Pedro e, portanto, o chefe de toda a Igreja; os Bispos, postos pelo Espírito
Santo a regerem uma diocese, isto é, uma porção do rebanho de Jesus Cristo, são
os sucessores dos Apóstolos. Ao Papa e aos Bispos compete o poder de ensinar,
dado por Jesus Cristo a São Pedro e aos Apóstolos.
A Igreja discente é constituída dos outros fiéis e dos sacerdotes, que ensinam
a mandado dos Bispos.
50. - O Papa é o sucessor de São
Pedro na sede de Roma e no primado, a
saber, no apostolado e episcopado universal; portanto, o cabeça visível, o
vigário de Jesus Cristo, - cabeça invisível de toda a Igreja, que por isso se
diz Católica-Romana. Intitula-se o
sucessor de São Pedro, porque este, como devia morrer, deixou em quem lhe
seguiu a sua autoridade; proclama-se Vigário
e não sucessor de Jesus Cristo, porque Jesus Cristo vive e é até hoje cabeça da
Igreja, representado pelo Papa.
Jesus Cristo prometeu a São Pedro
a autoridade de chefe da Igreja, quando em Cesaréa de Filipe, depois de Pedro
haver confessado a divindade de Jesus, lhe disse: - "Bem aventurado és,
Simão, filho de João, porque não foi a carne e o sangue que te revelou, e sim
meu Pai, que esta nos céus. Também eu te digo que és Pedro, e sobre esta pedra
edificarei a minha Igreja; e as portas do inferno não prevalecerão contra ela.
E eu te darei as chaves do reino dos céus. E tudo o que ligares sobre a terra
será ligado também nos céus; e tudo o que desatares sobre a terra será também
desatado nos céus.” (Mat., XVI, 17-19.)
Essa promessa foi mantida por
Jesus após a Sua ressurreição, quando na praia do lago de Tiberíades,
perguntando três vezes a São Pedro se O amava, à afirmativa lhe respondeu: -
"Apascenta os meus cordeiros - apascenta os meus cordeiros - apascenta as
minhas ovelhas." (Jo., XXI, 17-19.)
Nessas palavras, a Igreja viu
sempre indicado o primado ou a autoridade suprema dada por Jesus a São Pedro
sobre os cordeiros, que são os fiéis,
e sobre as ovelhas, que são os
pastores. Primado não de simples honra, senão de jurisdição verdadeira e
própria, exercida por São Pedro e reconhecida pelos outros, como se deduz dos Atos dos Apóstolos.
Esse primado consiste na
autoridade doutrinal e de governo, e, por isso, em ensinar e definir tudo quanto Jesus Cristo ensinou, em condenar os erros contrários ao ensino de Jesus Cristo, em governar
a Igreja, fazendo leis para o bem dos fiéis, curando da observância e punindo
os transgressores.
Esse primado devia perpetuar-se,
porque a Igreja, de que Pedro é cabeça, deve durar até à consumação dos
séculos. Em quem se perpetua? Naquele que suceder a São Pedro. Ora, São Pedro,
como no-lo confirmam a tradição e os monumentos dos primeiros séculos, veio a
Roma, foi Bispo de Roma e morreu em Roma; portanto, quem suceder a São Pedro,
como Bispo de Roma, lhe sucede também no primado e episcopado universal, como
cabeça de toda a Igreja. O Primado do Bispo de Roma, como nos atesta a
História, foi reconhecido desde o princípio pela Igreja toda: assim, estando
vivo ainda o Apóstolo São João, como nascera uma questão na Igreja de
Coríntios, recorreram ao Papa São Clemente e não a São João Apóstolo.
O Bispo de Roma chama-se papa (do
Grego), isto é, Pai; Sumo Pontífice,
para indicar a altura da dignidade; Santidade
ou Santo Padre, a título de reverência,
como Vigário de Jesus Cristo.
51. - Uma das propriedades da
Igreja é a infabilidade ou imunidade
do erro, necessária porque os fiéis devem estar seguros do que se deve crer e
praticar para conseguirem o fim necessário da vida eterna. A existência dessa
propriedade na Igreja colige-se claramente das palavras de Jesus Cristo.
"Eu estou convoco todos os dias até à consumação dos séculos". (Mat.,
XXVIII, 20). - "Mandará o Pai, em meu nome, ao Espírito consolador, que
vos ensinará toda verdade". - "As portas do inferno não
prevalecerão".
A imunidade do erro reside em primeiro lugar em toda a Igreja, isto é, em todos aqueles que
livremente aderem à doutrina revelada pelo modo estabelecido por Jesus Cristo,
porquanto não pode acontecer que a Igreja toda professe uma doutrina errada.
Se, depois, considerarmos a Igreja
como depositária da doutrina revelada, a infabilidade deve residir naqueles que
têm o poder de ensinar, isto é, na Igreja
docente. O modo, solene e augusto para a manifestação externa dessa
infalibilidade é o Concílio Geral:
quando se reúnem todos os Bispos do mundo, por convocação e sob a presidência
do Sumo Pontífice. Porque o Concílio, quer o ecumênico ou geral, é
necessário que seja convocado pelo Papa, que o presida por si ou por meio dos
seus delegados e que os atos sejam aprovados e ratificados pelo Papa, a quem,
somente, foi dito: - "Apascenta os meus cordeiros". Um exemplo de
Concílio, temo-lo desde os tempos apostólicos, quando os Apóstolos, sob a
presidência de São Pedro, se reuniram em Jerusalém para dirimir algumas
controvérsias, e comunicaram, depois, a sua decisão aos fiéis com estas
palavras: - "Visum est Spiritui
Sancto et nobis". - "Pareceu bem ao Espírito Santo e a nós".
(Atos XV, 28.)
Os Concílios ecumênicos foram 19,
desde o primeiro de Nicéia, em 325, ao do Vaticano, suspenso em 1870.
Outro modo de manifestação externa
da infalibilidade da Igreja docente é o acordo de todos os Bispos, espalhados
pelo mundo e unidos ao Papa, em um determinado ponto de doutrina.
52. - O Papa, por si só, é
infalível. Isto resulta:
a) da Sagrada Escritura: Jesus Cristo disse a São Pedro: "Sobre esta
pedra edificarei a minha Igreja e as portas do inferno não prevalecerão contra
ela". Pedro, pois, fundamento da Igreja, não pode ruir, isto é, não pode
errar, senão toda a Igreja também cairia em erro e prevaleceriam contra ela as
portas do inferno. Jesus ainda intimou a Pedro: "Apascenta os meus
cordeiros; apascenta as minhas ovelhas"; mas, se Pedro pudesse errar,
devendo nós obedecer-lhe, poderíamos abraçar o erro, - o que repugna à
sabedoria de Cristo. Finalmente, Jesus Cristo disse a Pedro: "Roguei por
ti, para que a tua fé não faleça; e tu, uma vez convertido, confirma os teus
irmãos". (Luc., XXII, 32); ora, como poderia São Pedro confirmar os
irmãos, se pudesse errar e tivesse também ele necessidade de ser confirmado na
fé?
b) da Tradição: Em todos os tempos, a palavra do Papa foi tida por decisiva.
Santo Ambrósio exclamara: "Onde Pedro está, aí está a Igreja", e
Santo Agostinho: "Roma falou, acabou-se a causa".
A infalibilidade do Papa é verdade
de fé, definida no Concílio vaticano, em 1870.
Objeto da infalibilidade são: 1.º
- as verdades de fé, isto é, o
deposito da fé, contido na Sagrada Escritura e na Tradição; 2.º - as verdades
que, sem serem de fé, são, porém, indispensáveis
à conservação integral do depósito da
fé, como por exemplo a canonização dos santos; 3.º - os costumes, isto é, a moral cristã.
O Papa é infalível, quando fala ex-catedra, a saber, quando como pastor e mestre de toda a Igreja define,
isto é, decide de modo definitivo, de modo que se não possa mais duvidar a respeito
de uma questão de fé ou de costume, entendendo ele obrigar a Igreja
inteira e declarando anátema, ou
separando dela a quem quer que se recuse admitir-lhe a definição proclamada.
Fundamento da infalibilidade é a
assistência do Espírito Santo, assistência que não é inspiração ou revelação,
e, por isso, não dispensa o estudo nem o emprego de meios humanos para
conhecer-se a verdade.
Infalibilidade não é impecabilidade, pois, na qualidade de
mestre universal, o Papa não pode cair em erro, mas, como homem, pode cair em
pecado.
53. - A Igreja é o corpo místico
de Jesus Cristo, porém um corpo vivo. Cumpre distinguir na Igreja dois
elementos - o corpo e a alma.
Corpo da Igreja é a organização social,
visível, de que o Papa é o cabeça ostensivo, organização a que pertencem, como
membros, todos os batizados que não estejam voluntariamente separados da Igreja
nem incursos em excomunhão.
Almas da Igreja é aquilo que a vivifica
e lhe faz produzir obras sobrenaturais, dignas da vida eterna, como a graça
santificante e os dons do Espírito Santo.
Ora: a) pertencem ao corpo e à alma da Igreja os batizados que professam a
fé do Cristo sob a obediência e o magistério dos legítimos Pastores e se encontram
em estado de graça; b) pertencem somente
ao corpo da Igreja os batizados que embora professem a fé do Cristo sob a
obediência e o magistério dos legítimos Pastores, estão em pecado mortal, sem a
graça santificante; c) não pertencem a
alma nem ao corpo da Igreja os que voluntária e culpavelmente estão fora da
Igreja, como os excomungados apóstatas; d) podem
pertencer só à alma da Igreja os que, estando inculpavelmente e de boa fé
fora da Igreja, se encontram em estado de graça.
Como, pois, entender-se o axioma
tantas vezes repetido: "Fora da
Igreja não há salvação"?
Deve-se entender no sentido de que
não há salvação para os que andam no erro voluntário e culpável; para os que,
sabendo que a Igreja católica é a verdadeira, se recusam a entrar para ela,
aceitar-lhe os dogmas e praticar-lhe as leis. Aqueles, ao revés, que estão no
erro invencível, mas observam a sua religião de boa fé e se esforçam por
agradar a Deus, segundo os lumes da própria consciência, podem pertencer à alma da Igreja e salvar-se, ou porque
são efetivamente batizados ou porque têm implícito o desejo do batismo no ato
de caridade que os torna dispostos a fazer o que quer que Deus reclamar deles.
Na prática, é muito difícil dizer
quem, não pertencendo ao corpo, pertença destarte à alma da Igreja. Só o Senhor
sabe e conhece os que se salvam.
O que podemos concluir é: a) que
ninguém vai para o Inferno sem culpa própria; b) que Deus quer a todos salvos e
a todos liberaliza a graça suficiente; c) que Deus será muito mais indulgente
com quem recebeu menores meios de salvação; d) que o que pertence à Igreja
católica deve mostrar ao Senhor peculiar gratidão por esta graça e cumprir os
deveres de bom filho para com a Igreja mãe e para com o Papa, pai de sua alma.
Esses deveres compendiam-se em três palavras: - amor, respeito, obediência.
54. - A Comunhão dos Santos é a
participação dos Santos, a saber - dos fiéis na graça de Deus, ao bem que há e que se faz na Igreja.
A Igreja, que pudera quase
dizer-se uma sociedade de mútuo socorro espiritual, possui um tesouro,
constituído pelos méritos infinitos de Jesus Cristo e pelos superabundantes
méritos de Maria Santíssima e dos Santos. Desse tesouro ela dispõe em favor dos
fiéis por meio dos Sacramentos, do Sacrifício, das indulgências, etc. A este bem que há permanente na Igreja,
acrescenta-se o bem que se faz, isto
é, as boas obras, as orações, as penitências etc., praticadas pelos fiéis. De
todo esse bem que há e que se faz participam os Santos, quer dizer os fiéis que
estão na graça de Deus.
O vínculo da caridade une todos os
fiéis na graça de Deus - os que estão no céu (Igreja triunfante), no purgatório
(Igreja padecente) e na terra (Igreja militante). Os fiéis da Igreja militante:
a) invocam os Santos do céu, como a intercessores junto a Deus, para deles
obter os auxílios de que necessitam; b) consideram como um dever de caridade
recordar-se dos fiéis da Igreja padecente e mitigar-lhes as penas com
sufrágios, isto é, com boas obras, esmolas, indulgências e especialmente com o
Santo Sacrifício da Missa; c) estão unidos entre si pelo espírito de caridade e
podem ajudar-se mutuamente com as orações, méritos e boas obras.
Os pecadores, que se não acham em
estado de graça, não levam contribuição alguma ao tesouro da Igreja, porque as
suas obras são sem mérito. Não são, porém, totalmente privadas das vantagens da
comunhão dos santos, porque, pelas orações e pelas boas obras dos outros, podem
obter a conversão.
Estão fora da comunhão dos Santos:
1) os condenados, ou melhor, os que
estão no inferno; 2) os infiéis, isto
é, os não batizados, que de modo nenhum crêem no Salvador prometido, como os
idólatras e os maometanos; 3) os hebreus,
que professam a Lei de Moisés e esperam até hoje pela vinda do Messias; 4) os hereges, a saber - os batizados que se
obstinam a não crer uma ou outra verdade revelada por Deus e ensinada pela
Igreja, como os protestantes; 5) os cismáticos,
isto é, os batizados, que recusam obstinadamente submeter-se aos legítimos pastores,
embora não neguem verdade alguma de fé; 6) os apóstatas, batizados que renegam com ato externo a fé católica já
professada; 7) os excomungados, isto
é, com a pena que aos batizados exclui da comunhão da Igreja por culpas
gravíssimas, para que não pervertam os demais fiéis e sejam punidos e
corrigidos com esse remédio extremo.