TITLE
Recommendation to approve the Downtown Long Beach Property and Business Improvement District Annual Report for the period of January 1, 2018 through December 31, 2018, automatically extending the Agreement for Funding with the Downtown Long Beach Alliance for one year; authorize payment of $531,523 in City property assessments from the Civic Center Fund (IS 380) in the Public Works Department (PW); and, $5,398 from Successor Agency Fund (SA) in the Development Services Department (DV); and
Increase appropriations in the Civic Center Fund (IS 380) in the Public Works Department (PW) by $101,282, offset by a reduction in funds available. (Districts 1,2)
DISCUSSION
Downtown Long Beach Alliance (DLBA) has three established sources of revenue that pass through the City to the organization. These include business operator assessments, property owner assessments and downtown parking meter revenue sharing. This recommended action relates to property owner assessment funds for expenses related to security, maintenance, public relations, special projects, advocacy and economic development in Downtown Long Beach. City Council approves the business operator assessment separately. DLBA’s Approved FY 2017-18 Budget Narrative, including all sources of revenue, is provided for reference in Exhibit A.
The Downtown Long Beach Property and Business Improvement District (DLBPBID) was established by the City Council on August 4, 1998. On August 7, 2012, the City Council re-established the DLBPBID. This re-establishment required a majority vote of the property owners in favor of re-establishing the district for a new term of ten years.
On January 12, 2001, the City Council and DLBA executed an Agreement for Funding setting forth the duties and delegations of the parties. This Agreement is automatically extended on a year-by-year basis upon approval of the Annual Report and the related levy of assessments by the City Council.
The Fiscal Year 2018 Annual Report, transmitting the recommendations of the DLBA Board, proposes the following assessment rates:
Method of Assessment
Property and Business Improvement District (PBID) self-assessment fees are collected through the County of Los Angeles from property owners within a geographical boundary in Downtown Long Beach. The assessment methodology is based on the parcel and building square footage, and linear footage of the property and the level of services rendered to the benefit areas. There are no proposed changes to the boundaries, benefit zone or assessment methodology for the PBID.
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p/lgC3he0okkORYaNSjLvyDJ/o+MJqVPdvbjyXzPzeCjqXyk0GddlEhDX/dM5c81YfW3fQlZFRITpuvMwTyVk9Nw6nXiFFlIc4sN/1BX+0qaes7lSdMbuu8Uot9iFcXdCNGnnSSPkmNFu0m1uJjLry3jGcjtZx87fm7DQf23uGBNlHZx7WvLSZv53bUV4cmteHH80059l9ni2PldJxJENYH29nXnclfrX+SH67oF/CjwtLplBP2m7WdBiz7miilvVJXg9rGvLU7MXCa9JnuF9h1+hqms81Kkrjdlu+64FXQlgFAoHgG0MIq0wEPs9O0kfdmKciS97yzHqpbNIh0t+TywMVqTU2w7zOWULe+rCogLyf4ZQqfSYq7JO0NDyYByM0vbGapJmH9ZKkpjHRz/hVZx/DSRvD6sL4jBlIY7CMNv3BS98QYoIkYc31+cIqv07e2rQYFmmV4+edzLVHvkS/XkyFUubKZyaSRp7goofcC/yaZbUrk0d3W7WVnHIK4MmMFlQxTx1/v9hUmP5253GJhEd/dqZ27sTKyakli7Y7JjJLwE0m960fNyOAwaSZh9VDLu64jJHNlWmn9FPpIcxLuDarxMeFNfzmKma0zK4+TqGuY0nQwep3kSVTGkjb89B0+BKD8asyyY5hNZBMyjZn6KFkxPr+hxHCKhAIBN8YQlglInx4dlIbDpCVvFbzJPUwQKQ/HpeHKuXSksW8HQeJJOj9BUYYiH1NldaE8lPva/aNiSTUezFWsdu1wipvk6T1Qt94+6pT6970UqUi1Q/y3zqzBDjPoVzGtPEXDmg+gdltcpExrdwjW44/fP0IYQPm5l9CWCWCdtCsZG7SKp+Xd9wFHvpE8XpJF6zNdRcOyESdXwbTJn8ezSt1yzEcv+WpXmQgePcAahZWzkdOsStdeXBgZlNKmMu9pNrjyKkwbf88xsN32lFenhyd35ZyltoeZt1UlZHbLuEWG06hx7M19G1uYPGCeElHWCV8D8ynTyVljldtytmYcesuxy7LGp+PC+ur3XMZXELenpX6I+eRoIP1mT1L+hSRtleg5/D9JBbdkJSwqh/Abu9hWvOCmnPWSWKWAA1CWAUCgeAbQwirRHgQ/vcOsHHrDnbv2oXdCQPrr6qRpDP4Afs2bGWn/W7stu/lltJRFRUewqP9NmzdaY+9tG3H1t3c0O/Eioki6skh1m+xY4+9LZs2XYsvPs8OsU7etnML6xxcJY8N5eamzdja27Fl3SGeREUT62POR9m8fSf2Utn1+58SHhHNh5v26rXq7bbYsP95KGHBd7C1tWO33RY27HtIcGjs8P6EuJ5h566d7JD23XfPj8AEbhvNyzP7sZd+n907t7FxnxNv/WXticbt3AH2SPvabd3CPkdf3ocGcf/gful72LJ1kwO3vd5J8qw5xqtLR9m/eyc7bbdgc+YpHv5xI6QCH5/l8L5d7JS2b9/swHU377jps3TxvMWpQ/bs2Llb+lxbbPZexeX1R2Zf9XLi/NE92Mr7aAd0xUu7pP/ZPi48dFUvw6ol+OVtLhzaie0O6bvsOc/d54ZVVcNbHt86w55t29i2/QiXb79SvreWGN4/u8u5PdvZus2Owxcdean3YBD25gk3j25lw47jXL6bmK7G4P/yKZf2bGPrdjsOnLqGs6Ef6oMHzlf3Y2MrXyfSdXD4LDc8EzP67wshrAKBQPCNIYRVIBB8bwhhFQgEgm8MIawCgeB7QwirQCAQfGMIYRUIBN8bQlgFAoHgG0MIq0Ag+N4QwioQCATfGEJYBQLB94YQVoFAIPjGEMIqEAi+N4SwCgQCwTeGEFaBQPC9IYRVIBAIvjGEsAoEgu+NLy6sJiYmCVZpEEkkkUQSSSSRRBJJpM9JX1xYAwMDlb8EAoFA8KURPayClKRhw4acOHFC+Usg+Hf4Kj2sQlgFAoHg6yGEVZCSCGEVpARCWAUCgeAbQwirICURwipICYSwCgQCwTeGEFZBSiKEVZASCGEVCASCbwwhrIKURAirICUQwir4FwnG5811Nk/qT63YUX/pyV+pBb8fuM3jt0qxf0iE63WOzu1Nx0MRSo5A8N/k84VVUxc3TepHTZ0RuNlKVePndedwdA9RyukQ9pRj9gvp0ee4kpESBPPq8Tbqqc83F4WKbCZI2fJViY4g7ExXze+U2pjUSz4oGwzwYQlpjFPH/qaJp04c9QsmUtntW+KzhPXxEjrWy2/g91BStZ+ZsPs+bwKilB3+jwi/xfxZrTTnWagLv65/oWxIeSJdz7JnkEXC31M/ZS9H7Ql3lb2+LYSwCv4dYtw5ZzOKSoYqkDplpWiTMWzxVMp/EpH4PT/Nkk75yV6+LhPvKdkCwX+UzxPWCF6e3ciIiukN1EM5pcaybncWPFKKS0S9fciRuR3Iq6pBi5kPldyUQAjr/wNfVVjVqSDdVh3k4f9b34MQ1hRFCKvgX8Cbc1umUNlQ5YmXClCn3XJ02snk4feA04sbqI8hhFXwPfBZwvryOFuGl9Cre/qpAHXbr1Dq4luu7pujqb/mQliFsP4bwiql3MPYuNdV2en/hFAP7l0/yrat29hmf5Jr932UDSmPENY4hLAK/jERjw6xpnvBuAqTrSwNBq/h7LVT7F45gS6F4iqTaZW2jLgSrdkxKgjfpwf5Y2iduH2NsmJVvi9rLj3lvVQk0u0SB4bm1tmuSdnL1ma8uk5GE+r/ktPLxtJYuz17AYr9tpubbmFygThiwgl4dYYlfUtrymXNS4nxDrx8tI028t+Z8lJk0C2lsEwUYcHPOLZmGCW1x85oRo7BNlx+EaqUkYgIwOdge/X2HzJkIsfENaxpoNe7lSo9JhX2KTtoiIkM59FIM81+qVPT+qKyQfDd8znC6n3ahinltddeLso2HMGas5c4u2slv3eJE9nMNdvzi+ML9u4dEpsXm8yr89OMB9LRogh+95wjf45QJFKTMhWwpsvKszyRK6lM1GsuHPtFs71wRWrY3+f57hk0UZc3Jlu+6ozd+YAApbga/fqYQUWh9su5cmuVpj7GE9YYIkK8uWE7m9bqbZqUxjQ7deccwEnrFeH+eB1Q6mJGU3JOXM1qdV1MT+as03CRy0RHEvzUltGlNMdIlSYd1f++wdu9PTXH/Ziwvr/Gpk222O/Zwx512sfhs+ewHZCfdMY/aI4hp4ILeRUQJp25Bh/HfcyqaUpGY2W7UTvm2d/hbVhkbBkIZEO+vGSTt6eawQUXR/b8Wh5zU0WQm83A4bEfYfHepofx8rodv1pZYqb97GaTWH3+FR9ClXvtJ/KlhNWq83iW2x3gyAEHDp85xOoh9SifXTlHo+pM3Xge3xdr6deqsDovTfN+DOzZhPp5jaW/GzN9xRX8pUNG+Dzm3JIe1CuWUdm3Ah2G2HDT/X3cA4HrDsZ3L6XebvzTSObZrGVK5/Ka8ua16LbwFE/9vXh8bA5da+fV5JdoRr+N13mjjZAx2MMajuPiebRTf24x2g3fjLOmNBH3trO4U051+fwtB7DsmZTpdZYNE6qq81JXbk2/9bvZMrqu5phZS1FnlB233/vx6uYGfmtbVJOfpwIN553gZRJqFeHnwePTO9iywz72ujtwxIEdqyfSVH1umpShcDW67H6n7CXtF+iLo90sehfRlslO/mK/seumm3TlaInGx+ky49Tbc1OszGYevTrK/BbZNfuYmpN/xA6eyP+MWKQ6GerDjR06ddJQ+/gJCGEVfGUCuGEzP7bCZC7ZnNG2bso2Db6X9zCrajppe1aKNh6DjTosIBSXk5vpr1IudP1kXoXGMx8SLQnr0WEGhLWcJKz3pKO4OrKze5EE242MMqKy7sYSd/UpSITg+XgXffLrl9NJ8YQ1nHfuhxlU0EA5ox9Ib1aYPgeVRk1HWBNPqUlv0oy9mj0kYogMe8hI9bYfSJW6IfbKFoHgywhrWoq3GshWL2WDRKDjXpY2V1YrrNiedqdcJWEdplyjOsm8hiSsj4l2vcyBQYbql5wsKF/3T9QvPHSFNZGULm9ZWttqA9mTUR91hDXa/xX3pipimyBlJEfu0VyXD6sjrPGTLKy/8zo6jMD7kymcYLtO+piwGuLDGqwzpiVV7HHaYvMuGO0bb5fpdciaQZYwnc/RpqYbcXurbeB1hDWxlG8at5zfS4qhwW1RB4rlNBT+UYxe+x7ySu+5PTl8KWGtOH0H5+N1UvpzfExHKpvK55dQWOOnxsxecZXAt0eY2asKWRNsNyJnvTFs0H6AjrB+UjJrwugFVzXy9oWF9ZOSSXlaDT0q1YzkE+l2jQNDFemVUw5rak++GHttJN4+SilrYSqMOSc9ksroCmsiKY1UHxtsi33jEfHuNWcHlTRQNg2ZcjVi1j+IphDCKvjKvGS/zXByqy/UUrTqvgOd9lFDmDdP713kwDkdkfW4xP5x2p7O4lTrs4aL1w6x+c/eFFEfKzdVGv/Jk+B3+F5Yx+ye1uqypgVL0+Xv/Zw7c4orPq5c3NdLcwypcStcdhL7b51k58yWSp6KUhWXIDtrtM8TLo/VVi4TVIW6svzCWezHVFbypKQjrKFvXNjZNIOyLZPUII7C/p7UeI+vouSlIbOqKWvlqqAvrOlMyTJ0L88chpF32GUCdtZX56dKb0KFvUrXSEwkYQ/HaMr/kJrU1kJXBXF8jrB+uLGDBU21S2gXolqjaey8dYe7b2KkjZ68uLofm63b2XHgFKdd/PH2PM3fkzprJE6qi9V7L+XI+YucuuPGxSMzKKA+jhmFK/Vn1cWLHNk2h77F5DydEJ0EwmpOsUpT2H1xI6NKavPyUq6irUZA9eqjuVUXlkvHPvZXOyVPTlphDcTdebkimenJqmrNX+evcO6kDePKaMqmz5GbXrKx6gtrelOyDtvD030DydblDuEffFiofQhNlZb0NeZz9ck1tvUyj9vnU4U16gCdMqQltXZ/owrM8wgiXNttenU42TLLD+zytlx0XXeOu5f/omF2U9Io++SfcYc3gfK9QV9Yc9F57SkuLetI/pza+1E+Jt5y5p1sJW5/YV00h5Lfmjn7znJ773hKFlB6xox6sffGKz61v+trCWv405381sSaLOpzS0RYaw1j/ooZ/DzBhpWHpQeqYf0or96WmSq9prLl/BGW9/6JUuq8DNSesIwzck+/vrBW7snEjZv5a3AjpX1SUoUujF5nw9IRzcijzktP5UEzOCg/S30NYS1Sn06LtrNzbnestHlyKlSb1gts2fNXL+XaTkvhxr3YmMxxHjFedzk2VeftZIai1Oq2n2BlOwHPuLiiubI9DTmL1GXK/rMc2ziUEso+6fKWodV2+YvrC6sxZvmqMX7PaanN+zHuGIUasFmuwBFvcTkzUMmX28eR7L57lbPLOsXm5bSYxac6qxBWwdcl4iE2q7trLtI8jen+1xNlQ9JEvHvFw9M72LzdnkOHT3LD8ToHbdcwr7dGTOXem8qN53FfLpxIDGuIyxXsOpuqK0eBH/tip9TUULfb7O2WWcpPTS7ruvz1SjrEI0cWWMnHTUUWq8r8eltTNvrdC25NVD4zVlh1G0hTVAXGckNTnJhAb57MKKspb5IT1TRX6cv46whrBrJmm6559agmgqCALRSTt6VKT8YKmj7WmMgwHv6iCQdIZZyTMc/V2QKBms8bdJVETHk2a2r9vJILdx5KpbQkEsMa4cerx6ex2byd3QcPceSmE04Hd7B+YV/N9Swlw8KaC+tqf+CkPsg77l2fS0F1fjaKVZyCo9w4Ol5mrDovifqoFdboUD68vsCmTdJ52Nuz7+4j7u/fi8POcZRRl0tMWKW6mF2nLsaE4f96nrItDRlMhnBZs4GosJcsVN8fpPRJwnqPSaXTYfyDsq9RGUY5BRMW+yY+CocqZmRKLW/LQIuDvgRou10DN1FVlQVj9X5DufjKn8h4wpqBpjtdeaO2zSiONi1C7rSaz6m37RHu0v3O7c9qFM0uhwuUYtyVZ/gon+v+Vx1K5ZLzM9Nt7x3cPtFY/5UYVqOfWLjxJkHOkrC21AprE2atuaYOA1Djs49hPTSv9XO0m81mR+Um73uAX/sonQ21JzD/jF98Yc3WimkrbkmqKV2BR/5geFWlB9rsJ8Yvvq7uTX1/YiGja2geAgr3mMBmOZz2SwuraVW6/XZK/cDw4dZO/mqmPEhmqkT7kcfVvamBjvtY1kKTb1GnHX8kZ5BHsDOXNvVShFtKGa2o2tOG18pm+Zr2vXWOWeo3GKnIbl2PiZoKKV1K3tw9N07Z15xS5eVOnSgdYU1FZqtKjFLq5AeXByxRwvpM8hRh4E3pe799wZm+WaS8dGTL15INihJG+nlwaYCcnwqTnMWZ9onGKoRV8HX5h8IqExHgyrklQ+NNuxOXPiasUXhcOMYvCfaLn9IXqkj788G4ONpSR52Xk2KlFxHX1xuAy+PFFJK3aYU1xAtnu9aaY2TOQ4FZugMDQvB6vUbpBc6MuWodYbKwHlIaybRZyNbtqlJWQ2SQH1vVPVKpSZdRDguIITL0kXLuqTFOMwHhqwJdPk9YJcJ9eXJ0Hr2ryA908nWmn/JQtd1faMLJkxh0JV3bbhdXMrS23AjpHyMRYc1WmmpjY1tHvK6fZbS6vFZYA6X6uOnj9TG2h1UiOoyAZw5Mb55N8xl6yaCwps1Kdt26GBmM/zGlByitCSbjtdohERVOmK3SW5VsYZVk1Tqtjqya0mLrG0Ii4yJS4SpdzbQ9qSO44Rsk/SJaojhY2wIzdUxrfqY/ecOH6BAdYW3NThfv2N7RoM0NKJwrjfqz6m2XhTWCraVKYqEum3gqOO8a997pntPH+TeENfewjex1lc7rmSSsLQpp8suOY82xN8qBIPTMNAbUNHztxaZcvZi/4alGWHsowtr8d/64IesqhF35m/FNNJ0DRk0nMO2qJkYi/PpypinX01cT1h+70+u45j8Y8Xg/63sqPfkVOtDliOblf+Szw2z5WaXOT5awBj/n4saecbIqSad1/Zmci31IkvHn4YUV1FBvt6R8tRW8UrbIMvv+/jXmqd80pCNP2VZsD5Z7WK8pwpoVK+vxKL4qPUQ6c3tSPvVnmeSVhPVWDP7Oj5ka+/mGk7GZiloH4wVbfxQhrIKvi66wZqlN97HqSLKP8/YO++c2jH+Rm+fBsm5DGpnJf38ZYTXKV5Hyu0OkBnInddV5uSlVOi4OR6oicaOSDQlrtvwU2Kh7vYfx9vVeGqmPlYHsqmE4yiEBxztoyptkI9tqvfohNZSBW2urt6dKn5FKZyIIfTtFUz51GtL8ptNwCgQSny2sWiRxdb53hp37d7Fp3nClDijJtCrtfrkiFUpMWN9z58gCvQfKbFhY1KRJE82glc8X1iTqY6ywhvDG2S7ewBL5Na6JSV06dtSIjkFhNclOdt26qCus6TJhskJHSj9llgA1AezpkI00qbTnY0rLbV6ExpNVGV1h/QNX3xBJF+K43suCHOk1x2i09xU+YRGSsOb7osJqNPoc1998mjh8XWE1oVKvxZx9rAzB0xXWzktZcy9urqtkCascCjH/NlHJENaifX5nu/J0lJLCatmwK/OVvp1PEtYYL+4cnkZ19bnIyZzSDWZxPp6syugKa0F+rLYzLlRAIvDZDdbV0hwjS9HyjHSMkYT15hcVVqPMKlTqmLnkI4RV8JXx5rTNZCXGKDsVO03hqH7UeMB1dv/dgfJ1BrPT0ZEXUuvkcWof4/JoLuzMhSvRd+MVfKIjcT2yh0HqY32KsGYmX6keLDl9hqP7tSN3pbR7Fzv3OLD/sdzDuu3jDeQnC2smcqpm81oW1iNJCCuRBAdu1bxGTZ2OdK13cn255rVn6jS5EL4q0OcfC6vuA6Tpj3QafVJvEIcvl3fNpKr6+s1HnXaLeaQW1rkJhfXNNY5MKqMcqyDleq3nsk8MUe6XOagMhDQorAWrUG2ntnn8PGEtUmQLkYGvcV6hCEDaLORqMI/jHjFEf/Dk8XSNGP3bwnqpU2aMY2XViCKjbxASnsAaJJIrrFkYcMkDv8gwnR7Wadxz8Y8dQJO0sFZkxIbd7D/kwL69cfdA+x02bD7ngk/gp02u9aWENW6WgL3S+dhjt9WOk3df4KNxSQ3JFNZ8LQYzb+tBjh/cF3ePt9/J9m3HuH3Pk4j/vLDqP0CaUqDGYNbGxQHokFxhTU2uUnVY+EruYb2uCKsFJa23xtbJpIVVjilvxYIz5zjmEHfd7bHfzW47W2xvxZtW4KMIYRV8ZWJ4uX8Tw3PLF6+UzKypNciGG9KNVibcz5mTCwbEPRFaNKDtHFde7NvHYHVeHqq3WIimiQzm0ZH1tFXnf0xYdWN0jLEo34TFce889AjjtaMDPdTHzUS+0n2JXcsn3JvHx/qpjx0rrBFvcT6tBJRLQlmgwWGlsESkP68vDdVsMzZDVeuQVF4nJMCgsMptpb8SFqCbUpMm7cTYm59AoOWf97DqPkAakbVkbUZsv8FbdQdbDMGv77B9bGvyqbcnLay68z7m/LEJ09SVUaqlT8+xpYMm1OCfCatcHw98vD6qhXWrVP9f4jxV02BmtChIPyWgPNLvNRfV8XLJFNboUPzvjNRs05tmTjem/GPC+nxCRUlWdaavanM6EVmVcWGSWRbSq8vWZIOvvzp+UsMLfrfISSb1tuqsfuUj3QGDP0FY4XjLUuRNJ5fNTM+DD/CIO/hn8bUGXRkkCWHlzmKGNbXUbKs3lSUX/JQNBtCNYf2XhNXzyCp+Uwb+fV1hDeDxueV0sNR8ltx2mFduyQylTiYkBJcLO+isLpuFotWGc1rZIj0G4H5jL93U20wpWH4gJ9WDrq4mU1gl4XV3ZnlhuWwqMluWYaZu1NxnIIRV8PXxvsyWKZpX3h9LplXaMeJKDM779tBfnWeMqlIHZl+J5P3jC/zVXht8b1hYM0pPg72UYJ24QVdS+Qx5Kd9pA6+kG777XVt65ZOPkY685VqzXap5QS6ObKqjOQejzPmx/uWM1EoF4fVoE32188TGDrqK4K3zafqqzyMVGbOVZNAWqUbKgzZcdzJYmc/O2MyCWgelc9GdJSARYSUyhCAlLCA2pU5LWtG9KjDAPxdWvQfIJFNRGrfbgqeusGaqRIshl9RHijdRea4KNJ5+Dfyfc2VpV0V4/6mwSlX60W1lEKSUEquPBoTVKKM5BQZKTW+YH577himx5MkUVqleB/rbKAPGfsA4vTmd90rnGR3Bh9NjKa4cK2lhvUjr1Kn5QVs2yVSUVX4f+DC3CNkypNLktVjKg4BQSQ8CuTajEdlNNAJqVGQNr9STgeoOukpCWBMMupLK5x/KwcdekhA/Y0mbEpire27zMPrcXT4xIuD/R1h1Bl3J36XBVFsu+stjrhbQt7KmZ9Oo9R/MvyXJ6b8irGmxajqSNXfCifK8ytYxTVCp87+ysL5z5PD8eppjfjQVoXbtfYRL7eMBbfuYvTAVJx6SanoUH9xvsK5HcU1+eivKtz8pfYDuoKskhDXBoCupfJqs5K67mJdS/fJ/c5Kh6nptTGZVVc0sOp+AEFbBv8KH2wdZ2DypuCUp6cwzF3T/MKtaZTJcTp0yUqx+b+T2RA4yP72lc7zt2cvXZvzjQB5fXB8/Lk83pctHuda7NBUvzAOnAz8bLqdNscIqEeTF8+XaKUEMJOMsqKpukpoXieQIqxwWEKSEBajTD6ROay7CAQQG+awY1ogn7FvTm1yx15rhZFK2OUMPyT1WQdzft5JWutst6/PTwqscOaLt7UwkFa5Fnd1SJf1EYSXal0eXJ5JX91gJUi4KF7EhRH7jETuFTiIpiwUW66SanqSwSk4cHojHPK0AJZK+mLAWZP7bAEkgj9EjmylpDZaRU1lmPPEmUB0r8GnCCrf51dpKmSbKQMoznnN3vaX/wqfxfyOsEs7rfqV9oUTmsDXKS+vZW5F99esJq/TMdH4VU+pqFy0wnP5/hLUwNWrbExrzlkcX5lLbYBk5mZC3XA91h45UIT9JWOVeWi+XnXpx5TpJt338BISwCv4lYghyv4nNry0NNkKZi9ZhuM19nddhATw8tYR2sa845GRO8eJtGDCgmvrvjMXq0GuvvGJHOO5XdjNMp9codqWrcG+eHJicUFrTW1C83XIcNfcKNTF+L7mzsIlOuXTkyFuNsSumUkv+W1dYpe8TGezDzbWD43petCmDGeb9d8ZNC5QsYZVuTMEBbIsNCzAmbbpJIhxAYJDPHnQV4sz55QM1vaYJUlosy3dggc5o7Ejns+zorzMXpnlNfprxlNAnl9iiDGzSJGNyFilNm8G9NbF0GYpQs+s+QmRhPam8bk+OsEokrI9GGGfNSoG2bWmo/jtuloCIt684M1B3kvJUZMiahzZTR2saTXUDuZnwCElYD2vjyRMKq7peh3iwtYXuw7L08Ji6OD17KkLwBYV17itJWCURjXx9iBk1dFe50qbmzHF8R1CsUX6qsEr47uPXEnkSSmvBPqy79ZpA7QE+gf8nYQUfLqwfSN3C2rlstSkPdYet59xrjZh+TWEFDw4vGUk59efGfX6xYlWpVk0jof9fwrpbHbMaE/YWl+Nz6KGz2qQmmZGv7Dh2adfx+GRhlYj6gPf1BTSLd1wpGZuSo/ZcruuPZUkGQlgF/zLh+Drf4+SWrdjZ27PLbif7j1/iqfbqj0cQb9yus3fzNnbY2XPw2A08Iv149ew0NjZS3m4HjlzWRpQH4+txS13Wbucu9jic4kFsmxLJB29nzm22kfbZzc5de9l/LnaJq/iEBfDO6QAbttiya89+znh9wOXRsvjTWsUjguDA++zbsJWd9rvZtXMHO27rBZJHhRH68CDrt+xgt902tt00HGcVHR7EvRFZlUqdjnRjha4KDPPZwqomhg+vnLmydxu2u+TlHHdht8OB42eexTZGcUgPnG9ecl0qu93ODrt9RzjxWL7PxxDs/Yobe7eybYcdux1OcNkjEn+P55yxsWGbnTzQ5yqvowLwcjnL5s1SvZfq1cHYyhlJoI+LVDc3s02ut/su6kxhJaHUx41bd7Br9x52n5UEy+8ZDhu3sGPXLinPMXZOzgjpge/+Phu22kn5O3dz3DWa8CAvLm7axPZdO7HbfpKXUl0MeZKMuhgZxpP9NmyRjrNz2zYOv44myv0o67bYYW+7iY3XtGvO6iOd23rpXqAdXJJo2s32TbZc9g4nbuKAaFyOSPePXbuxt7dl08ZLeAZHxAqpBn/u7LRj585tbNp0kVcfwmK3+zseZJf0PXds2cK+u+/5oHiahgDu7rNnt/Qb794l7bvPEV+/fx7Q+lnC6nmbU4d3s006z71XXaTvoDvMzABed7lwbA/bt21h64k7PPE2fN7Brrc4f2indC1Lv8HWfZy/90K9fHcsvo+5cWov27ZJ1+rRazi91ohiiPs9Lh+xk/K3Y3/mDo/fas4n9PUDrh21Y6ucf+oWD32l/FAP7l0/yrat0rVjf5Jr93Vt2w+XBxfYs3U7ttv3cOrSA7y9n3P/pB1bttlif+wyjl7SMQLceXp5HzbSMWwPnOK8s6a2hfu6cvfkDnXZ3UfOcVNeyEPOf+vGg1NyvnTNHjrDdU8Dv1eQN+43HNi8faeBa003Sdez3R4cDj9E95Er9J0Xd+Q6LNepnfbsc7gvXTG6yEswu3J+8yapnkrX5967sdujQgJwvyDPmW4nXX97OSnVuziiCQt8LdXBzdhK7f3uXXbYHtNK/qcjhFUgkIgXw5rFCmtlpvJwbxeO9VPiecwKUmTOS3X+lyeS0AA7WsqfI8fPpVMhfFWQGF9GWAWCf8ZnCatA8A8RwioQSIS9vseBHvLqV4q0JkipMStYmS/uqzHhBHhoV9dR0g9pSV9Os+KVQGAIIayClEQIqyAlEMIqEKgJwfPxLvqop8HST6nIlLscQ499hes6gbCmIk2GGixLLEROIJAQwipISYSwClICIawCgQ5RwX68PL8DG9vd6pgf+91ynNwhnOIH9HxBoomMeMz+9VvUMbC2Nru4nsRUggKBjBBWQUoihFWQEnwVYY3fOyWSSCKJJJJIIokkkkifl0QPq0AgEHxDiB5WQUoielgFKYEICRAIBIJvDCGsgpRECKsgJRDCKhAIBN8YQlgFKYkQVkFKIIRVIBAIvjGEsApSEiGsgpRACKtAIBB8YwhhFaQkQlgFKUGKC+uL34uTK1Mqg6PBtKnQ8qe4pZADx3z4QFBEBJHK3wKBQJDSfFVhjXzA7i0/U7H9IE4qWbqE+XlwbcN4Oltp7s9ZCpel68pT3HyZnMXBYwh758LxeT00yx1nzE2Rtks4++idsj0+UaFvuW8/lSbqtiAzKquRbHvykTnmwrxxs29G9rx12adkxRElnf9tbEZUUJ+7cQZTas2257R6mVmFyGACt9aObX8MpVSpczD6uVJexusGeydVJ9UPP2jKlJ3ArmueRMckXEbT+/YeplfNQLrUmmOVH7eefXfeERFlYMnNWLz4K48FOf90kdpCQ+X8ebJ1OPlzmWo+v+l09j18T2iUsjmWtzw8/TetrFRkVH+X0vSZb8/d90Hor9CfFF9NWEP30rNrffra2PNUyZKn/rs1pS8Nsmp+L8OpIVOXXiKRhXa5u2AMrbMb2k+bavLL9JMYugrDLyxkepPWjJ98XcnRJRiv58eY27cRlurj5KZy89Fsuf0ET83Kr/EIe/eYg9N7UlldtiBVWv3NSXf9hZBjCH51m22/tSKfXM6sJDV+XstVR3cS1LCYIN7c38WUDkXV3yNzoXL0WHOepwZWDo4J8+HZ4Zl0U9fbzOQt0Z3l5x8Z/M66BD67w8Zq+Shb64CSIxHwggeLflR/puGUiix5yzPrpfQLebiyqrChMtqUkWw5Z5CcBVuFsCZB9OFBNLKewLHj8Va3FggEghTl6wmrH3ePLKB17hxUbT+ZK0puLO8cOfhnIwP36WyUbTyWC0qxxAh4fIWVddMn2D9dvnK0sX2rlNIQ7fOUK+NK6ZVNhWn+8vxySymUgFB8XHfTzCg9OfJ25pCSqyGSD75nGF5I93hyMiZj1nqs0rYxHxXWHyRhbYi9urAkjx9WaOTbQLJa6EaYroheGUKmjGkMlK3JxrcBJLa6v+sfdVGZpqHwKlc8gpXMWHzYXL8gOdPoH7MdWx54SEqlxZftLUphmU6/nJTyjOWMo5ek88nj6wirGzt+a0GpzEUZbnMEVyU3WcKq6sfSbbpPELokQ1hzdmb68odKeR3eX2D1mIbkyN6W8X/dUzLjeH1gKSPKpE14PLOmDJ15RymlIeL+PpZ1KaBX1pj8TQewNM7O+eB4hL9b5tcrZ4RJ2eYMPaSr5G+56TCP6nrljIyyULzBcPbqXid+jzizpJleOSmlL0SVjnt0rhE9Al9yZ0NrqVwByrbV+X9/VFgzYG7VjSNS0Y8Kq3EWctbQkeEkSHlhnWhBLpNeXHrt93/WixnNhU4NKauShPWsp5InEAgEKc9XEdbQF1xeM4Qq6oYklySsv+sJawwex/cxIbcVlTqt5aqPRm/C3G6zY3hVMpZtRK8L0eo8g4Q4c9GuHdmsyjBm90O0i7lFf3Dl0rqOFCjfiDXazqZoH+5fHkuOnEWps0hpzaOD8Lq/ib75smFVbA6GVkkO9X7J7mYZpPNPKKwxQT44zypERrMKTL+mfHp0GIGPl9MqlQlZy+/X5CVKNJEhttRJbUzmhW80WTExXGwp/17NWer0TtZXDcFnGV/GmNQ/VMc2NFwRwSj2FTIhveVwdjwOIkL5qbzXdyWrSVoKbPTmXQJjfcHm/kXJmkHTqWNIWIM21cMqRz4GnHyBj9JNGnprEY0K5CBtryPcfxOuybwzlrKFs1Jv/FYcfYKUcwrCcUknSlhkpMCcKzi9TaqXN44vLqx+51ncrpqmR9GohCSsx3WENXGi7yxhaNPStFm4idvK1/wUoh9sYnKHcjSe/DeX9X77wFv2TGipPDAZFNbHrFnUg9yVWzLa4S7v1f9Pf+4dmUbncuY0Gfont9XlJCLuYbO0EznKtGPU7leavEhPbtqOp1mukrTpuQ0vOS/iMfYbepKzeH0GbHugPMAE4nxlGf2rZqNKu/GxdTLo7n5WNzfHus5kDrrGPm3x/r4Df/1UjvrNbBURDebp6S20yVmMyhMO4Bxb8fx4Lve2F6pMrQ2+SqYugbjcWk8D+fvrC2uiBPL6yVKqZS9AqTU+Sl4ihL7DY11dMuUsx/JkKqMQ1kQRwioQCP4/+dLC+sHxKItbFeCH4rVoOHYKs1rlloR1gp6wvuK4wxhUFVvQ45KumMbgdfYIU1SladTptJKXkBDnC9i1s6BC9QXSkXSJ4e3ta8zOW4qKv7uoc8JeOXKgcw6Kl5lNvPdb4W94fKwLZlbFmKFnrNHvX3J/TBHyll2E4866krA20hHWSAI8r9AnYw7MJ8R/+Rju58NmlSSsRXcrOYaIISrcjb+yp8bYfEmsbMfEPKC31KBn2h4VJ6tanMeQLm1qrGyDlFfzO7EySYdqqz+B8d6/R+FQPBumqjX46hrri7+okdMU49RD2LdvFLlyZSJ/AmF9ye+F8pGlxymeecd/qe82qyRFsnXm8H0PZJdzm1KGEpYzcbyr/xLYnb9/LINFnjlcvRO/lzsxvqSwvrGdQMuSZqRq/hvTxjajaalikrAe/riwhp5mbP8aZO8wh3VOifYRJk7YZf4Y24jsP41jwTVdZ/Hi1Iph1MphStVeAxg7qDe1zSRhna8nrE83s6i3Nc1H/YmTkqXhKRuX/4yqyWDG39bUk4BLa5hdrySd+m/DW52jEHAVm/n1KdamJ5slY/1wYxuLGhWhRdcNKI9EGl4dx36MtSSso5Q6GcTd/atoXrABLVbp+8lrTh0bQ6GajZnvIf0Z/JjTW1phWbUei19rSsTic4vLv5enfLU/9OpkBB43jzLcqiTVl+5iXbn8lG0g95cmRSR+LpeZkj0HBStulM4wCWKkh89nM8humovia+P9IknyDQlrFAfKFsGi9wWeeB1jdIk8ZDayZsJ1F94q904vxwvsGFWZvNk0r1yK9Z2L/b33BMXW42hON69KsfzzuXzrMYemNaRITrmsGQ1HL+XEi/eEqI/1mlUNqitPe5qUd/JhLrzR3JJC3Jy4vLovPxbNpmzPQq1Bc3B47E1gvHcqQbgdm0+zivk05WqO4O/zp9nUvRmlG8xn0zWdWKxwLx6fWkjzmoU1ZS2bMHj1ZV4E6jYMAoFA8KWF1Yfztn/Ro8kItrmGEuS4ixUtsknCGteboyboLg6rm1GgfgsStJGeFzg+oRI1Gi2Q7p6GiMH32jlmqYpRo2VC0Ql7cYN9kjBXrCm/Gozh/d1bzLEsTpkpzpoCHyP6PS73fiNbwfKsDvHAbUs5SVgb6oUEJCQmKhT3C/Oob2JGwd3xbt7xiQonzLYsqdMWZqnWVj+KDdnTGdPjQSjhctPhPBKTjGkY6BRIqP5tfXdFqfHuwQ3fD0rPJ1zvpeLH0ftxDggn2u138lgYElZ7ShfKRftTz/H6lCDUeERzrE5lCrfcwVXn5MQhf0lhfcLCrr0Y/Mdu7ryLxGdbD9qWsJKE9dBHhDWa2+MH0SRHB/5a56QW8k8jmvtzJ9I+509MWXAt/v7uu5g5fiD9/zyBR5g/J+eMpaYBYfWT2utJNcrSZ9Ru4vdPxvB0zTL6lOnCEBu5osTwfOMq+pfuSP+NskF+IuHveH5kLv0qVaJdrzNK5iuO7R+NqlJLesZ7eJQJ5P6xtTQt3ZiWp6ULz/sqp3+3xrpeX84pJWIJfcblne0pUq0Dx5UsmSiPO5wfWJKKFbcRcP82KyyTIawfXvJsaWlyWNVhU5K2KjmUlztrVZkxL7ZGOtvk820Ja2VJWPuMZni+nORIJYtiXIxO1InfKJM/qyKQuqkovfY+wF0dAC0Ja0tJWKs04qcCOcilH/NTeyln7vtL5QwJ6xGNsIYcon8Ta0x0tsWmPL9hf1x7u/bjyC+tqJDJQDk5NZGE9YZWWJ+xsl8LCiYol5byo9dyVHTwCgQCHb7moKtASViXGRJWjzM4jLemYothXFKyYvG6xPEp1pRpNIDzSlZ8khJWWVCvMS+POdYVF+JOKG6Oe2hTsCzVT4fy1s2ByU3MpPthBrLnbcvCU26xUqchkvfOVxhplp+Ci32kVk0S1lXWSQprVKAvNwbL7YUx6TPVZ/rhF0m0PzFEhD5gcOq0pP0lmQItc6Y56dI04WioJJzy33srYZLemq2BwQkHODnUkITVmg2+7w3HsbpKwqoyIKwvx1EoX1lWPn9JoOtORhY0x1RuO4r2Z9klDz5EJOj3NcBVBvwo/V+WX+OB3Pwlg6816MpLEtY2yRFWH1uGdCtFnekrOJ/Mc47H2/1MGlKBKr/O4miSo47eS8I6xoCwSlK6agG9VT8xalrsi3+FGJw3LqO/qiFDxt+Q/n7P2TXTqSPVjRF33vPw9J90r5xJuvZyULr+b9jd9ta7nhUCnbBb0krtAlmKVWfwlmv4xhZMSljfcOHYFHLnr0kj+ckyKWH1deLy7BLkLl+Nxdou1igPbpwbJuXVU4fo+N27wwLVx4Q1HO+nJ+ietQCFpxsK1tEh0g+Py70wyWnBxOSMtNLh/3zQVRb6nnHlrbp2R3G0aRFyp01LwyW3efVB9590nNal85G+SF/+PvcKf/XjLAQ8s2dsyfxkM+rFnuvybVAS1i5VKZrBiEI95nDM+S1h6qLOrO5RiXwZrfn9zG2ly95QSEA0F3s0o6KqLX8efMg7navM06YfTYqWYIz9SU3X+tWpdK6eA8sWU9nr6KW5GYY/xHZMI0pmkb6bjrA+W9GXFgUsaDJ+C9e08UbRPjjtGkazsjX4dfkRhLMKBAIt356wSvg6cnFWCbJbVWDSHm3rGEmw1x1sxzaU7vcqSViXSPfP99x3nEuB3CrqjRlCfb12Ia15ERrZxPVpRb114dbIAhRstlvT8CdDWMPevWFDUe0xJWk1rcvUq4l0nUaFEmprTZp0FdijZH2cMzRJa0ymOW6ERirS+DWE9UgLCplXY+LEluTMKUuQ7m8V/w1kYjgOrUyJXCM4c8PTsDgZIGWFNZrb4wbSWNWHFZueKXmfQjT350ygnaoTs/6+r+QlxpcQ1mdsXdOP4lUr0qhTK8rH+x8ZYVq5E2OOG7Bu9zPY/Ro36NC0aG2G2dxXro8YPE7uZbxKRelGMzmknRUgwh+3iysZWjsLRmphlXt0vbly+ndy5yxB9WlHY2cFiAzy5MbmsVL9MsaifBNFWMN5dd2BIQUq0GWf7HExkrDe/LiwfnjB0yXWWBRpzlElKzFCPN1YqzLDosxeJSf5fFvC2kAS1jS9Of7EO34X/vH2lM5nxbgrj/DRr5yO46lcIhsd9lzHNRROd6hKsfSd2Xn5hSSwOpwbRN1SpnTYeoZn6rciH4lhDXzCySP72LH3GJd2/U79SvKovky0WO6Ak/T1rw7oSHXVCHbs13/auM6YnnUwjRXWq/zatw6qIWvZ9kL/adgTm6FdKPvzMlY/Tc6TskAg+B74JoVVumt73HJgpKXefT5LAYq0m8BfvfJKwjpPElY/HjkuwMooI7kKdGDRGXdFpKIluXVkW9+CWBZrwzH1Ib15frQvFoV6EBs9mwxhjSOGyGB3jgwvQIYs5VmZoOmKISLkvrp3NV27y0rex7jHmOzGpK5jS7B2ZJXMVxHWbpKwZsCo2EBWXvMiUCvHoddYUDM/OSz+5P5jw5M9ybj/1ZjS5jWZe/UJ7z6hiUlRYfW2ZVDXUpQZs4rD/6Qn560DEwdXpPiAP9jpruQlypcQVhd2rhmIhVFOyjYazy5HH+V6jsD75hYmNytCnZ5TJDNInCjfu+yZ1QrzMj/R66Dy/4x8wSm7wdJxdetTanKUqUzHcePolFcS1mWaEIQo9xscGlZMp5ycclC0RGemzWuDqkI1Fr6WZNL5OnYdS1C5t3a+j+QIazheT47TPVNeigxKdPoODZF+vL70M+lz5KZXUl84Eb6pkIDEhNVttjXFsnfm4N3XBir7UZpWtkI17zq3pUeLM3IMq2o6l2/ojWBLtrC+YOPA2hQy0f3Ha5MkrCslYQ3yYUPH5hRusoQdt/R/Cy9seraheIMFbJJHqnrvom+H0gaOpZPq/86yi//kvYdAIPgv8m0Kq0wkQZ432TK6gfreljF3MTovv4i/6w2Od9DGsL7jvuMcVJalqLlNf/RyGJ6PD9LOshjljoXg/syWGpaF6aR7op8krDJRBL+/Rf90mckyRjPoK5aYcELuDyB1uvSMTFY0wF1GZ0tNqjo7CInU6z35KsLanEKqgkxxcsVPv7PGbTKlipTmz/tPDc5P6r6wkVpW5137NFmVSUlh9bYdSNdSdZix6gL/KBrAYQKDK1Zh9B9HJR39GF+uhzVXtR78clL/jP24ZDOHejV70P9y0l3hgY72rGhmReO2a+LeuEb44XpuGYNrZZbqU1asKg1lw3VvHhzbRsvSjWh5Ou6YkYHy/MmjqSc7hUleSvVYzWX/51w+2IVi1TpxJvAx19Y3o/iPv3BT2SdZwhr+hifHu5K1YNEEAyH1ifR7xaWfTciVe0Ky5l3VRwirlmQJazQXBzWjYiZTGv72F1v3H2TP9l1cdHuN/41xtKtmJgmr/ZcXVlU/liU6x5xAIPjeSBFh/axBV0mhP0uAEsOavyxVD+u/pA7nzeNjdM9RlKKLXvBsf2PD90xtSpMdy7of09bEhTUmPJj7g4xJl/4XPuar7+8upWmqH8g+4iQBhhYB+MRBV/FIMobVmkXPX8bOXBCL2wxJWLPR9fB9PHQbzID72A0qRt48XVh31Z1/Mq435YTVG9uBXShVdyarLvwjXcVhwiAqVh3DH8c+rquJC+unDLrSxLDWrt+fYdf0f+wArtnMp2GxNvSQpwlIAoPCahC9WQKSQj1LQCWqVFuI192rLEswR3H8lC5/GVqfiH+Fhr95zPHuWSlY9HeDU83FEYnfq4v8bGJO7klJRignyn9CWD8pJOCzhPUs3X8qh2riAU54xr8heW7sQJPCaWixfM8XDAkQCASChKSIsJLYtFZSQ3L/GJuaWtOope5YYz18b3NxljXFavRAO9ZZw1scb8xCVagijU/JjWFSswRoelg75C1G1bOvebajnsGGNTbFCmsIPp5rKWCSA/Op+n074fi/X4vKJCtF9sdvjCODP7ApS3rS93+k5Bjm+bgi/PCDEe2WPzW4upWGxKa1Apeh2TDLtgzftwaWR5JJTFiTmiXAUA+r+2p+KmlB2gbTOe7yNmFPbzJJOWG9zIiBdak1czWn/9FLx1v8PqE5VcfM4UByfDUJYU18Wqt3nFo+hVoNBzPqhlxPkpolQOlhrdWT/lJlc9u/jZHmxWnRdUv8aa2kY7w+tIvfVJVp20d+hxGDxzE5hrUCLXrqDaV6c5FjU6wp23igspDHGy6enoTKui7tzunW2xh8r59ntqo41Vqcx8/pKosKGqhDOsmQsAY8ecBCi4IUHf+xTrUgXr/6i5zmloz8Z776HxHWTxl09ZnC2kMW1nZzOPjQV3kSDsT18Bzql7WU/qFxMawGB10FOXPir478WCBd/EFXS/rSIl8Zuv6+lwex8/BF895pFyOalSV3v2VsfC5kViAQaEgZYZUayVP7mGBhjnVD7UCPGEK9H7D793ZYlm1E56QWDsCXWxdnYZlNaiDHX5DucBIxobx/cZCF3YpRvNIYHNXlJMLccTrQkRyFajHvtrY9MRDDaohEQgLC33vi0DgdWXJ150Bsm6uNYc2PSdZaxF86IJKQ4I2o0mYg/974jXQskpx+WFxC3Zi3vxAjyaqSb5Ao9pU2IX2qZvz1PFgz1ZX0Ga8PT6KEaXosDC4coJCosMLL8YXIr+rJjvs+yrSMEoZiWIPsaFI6jySrG7n9IvlttCFSTFhvTWdgI2sGrt6JXvBG8rj3NxPaWtNtzjoeK1lJk4Sw8pQNi3qTo0hjBmy8jro1j/bnxcW/pHMsRpOhc+IWDgg4z9rZjSjVchi2GsGQMBDD6nOR7dOqkrtmB+Zd05aTrhwlhlVVpS19ryj/ZI/zOIwvKj1ANmX2Jc1FERPqxQO7qbQrWJnG47S1KQbvKyf4PXdOStWZgsZZYwh7+5QDc9uTv3R1RsQ3bh0+FhLgz7PHC1BZFqPGsUTqiJbgN7xabU02y/ocVLI+lf+IsEpbkzutVbKFVboeVrWlZn55ntZ01PzrBHekG/TDP9pS3SK13mdok46wSk9OyZ7WKvoOy/s2JL+hcmUHsezIC+myEQgEAg0pI6wSiS7Naknlxn8RO+Y65DlntnbBKE8V6iyPCxIwvDRrKsyK1yK2fVUIcr3H5oYJl3HVnyUgAYnGsIbj98aBFnrHk5daTWOSh+779V6qR4cRfG8AxukzMMpgPECM5KsXaJ/geHrplweEaKeXSnRp1u4cehuYeI9nEsIKNxlWOA+ZEhwz/iwBd0b/SOEsSS2D3pPdV93iD0ZOhJQSVm/bAXQpVYeZq5OIX/U9wKg+lTCqM4mFZ+NH777dP55BFasyZs4xSUWTQ1LCmsTSrIXaMXRt/IvmzcmNjK+YsKz+LAE+F3by+4/pEpQzyl2NtvOuax701CS2NGsefmyyKK4uyiS2NGv2MlSfdFcpZIiPCGsSC3noE/nenYu9M2FuOTHR+OSP8Z8RVpm3D46zqGV+zDNo/hmJLhyQTGElzJG10oVfQB5g1XYDRx5Jd4ooT65uHETlwlo5rsvQP4/i+u4Sv7arQZYWy9mtMVaJz1g4wMiKpoP+5oSLt7K8mkAgEGhIMWGV7sNBvs84NGcoddX3KSlZlKLyNOlB/bVO92Aiwir3KgW+dcRubm+KyPtmL0jxsbu56W6oazGasEAPLm6YQnP1Z2VGZTWSbU907puGSHLQVRRhfrexGVFBc+7pTDDtt5ELzgY0LTKE4G0V1cI6NjFhfTZOuV8nkXSFlRCcz6+nT8b0pNFu7/AXDnf9iDAU96olSWGVCHXl6vYR5DWXB99Ix2w6nX0P3ysrbMm4saBMcXJqP9Ng+n8X1mhuTepPo8wNJGG9/A+ENZp788fR1qyGJKwnv4iwyqPe3W9tYVjHispvmIGidbuz+Oxj9BYek4jE3+Mudr/1oKq6bEGqtPqbk+76s+zHEPzqNtt+a6XMBZ+PCnVmc+S+Z0LvCfPjzdVNTO5UXCqXltylGjHtwG10q6KW8A/e3Nr2Oz3U6/rnonDpCey5/crwIL9YPiKsAS94vLg02SRhnfMRYQ32dGV1fllYf/92hfX74zIjetZENXwTdq6i31QgEHw6X1NYBYKP8bWEVSBICiGsX4k3GzryU+Ey9F19lmexj6whPLUdSZNSmWky3wZtRIBAIBB8CkJYBSmJEFZBSiCE9WvxZhudf5K76eXud71UeQo2ZzXraQkEAsGnIoRVkJIIYRWkBEJYvyLhb+5ybE4rKufXDhyozs8T7bn/JoCPjKcTCASCRBHCKkhJhLAKUgIhrAKBQPCNIYRVkJIIYRWkBEJYBQKB4BtDCKsgJRHCKkgJvoqwJojZFEkkkUQSSSSRRBJJpM9IoodVIBAIviFED6sgJRE9rIKUQIQECAQCwTeGEFZBSiKEVZASCGEVCASCbwwhrIKURAirICUQwioQCATfGEJYBSmJEFZBSiCEVSAQCL4xhLAKUhIhrIKUIIWFNYqDZSzIplrOa89gJe/LEBMQQGBk5FeeoP8yw1pXxtTASDajAm0Zs/Iir97Frsv6ifhgN6Qb1nWms/y8v/T3TSaPaIKqz9+sfRajKWKQaO4vGE9bsxqM/uME7+WsdweYNrwSP/4yncPv1IVSgGhc9tqysO8g1nkqWVqCfHjjZM/CSZ0ppPx+WYpW5uf1F3nup5RJSd495cnsMhQdcEfJUIgMJeTpcWw3/UoZ7f/dxIwcQ7Zw+fgD5P/a1yZ4vgWphz4gIiqpa0LwXyMlhTXMz4NrG8bT2Uqpq4XL0nXlKW6+DFFKJEUEgW8dsZvbmyLqOmOKZdHOLD57A5ePNAHBrg/YWj03JarsU3Ig8OVjlhVS6p7BZIq55WxclfLyfSgy2I2zc1trtqczwbTfRi4469+nowkPusuIBMeTUipjUo95rpQzzKVGaUiTbT1h4QZaIL9brOmVjwxpfpCOl5MOf+3jrl8ECauwD05H/qButkykUX92ZUZt3MMNn1AiopUisfjzZOtw8ucy1Zxj0+nse/ie0AQf/5aHp/+mlZWKjOpjlqbPfHvuvg+S/jPJJ2WENYCXd2z5pXF5sqvPvRA/DZ7L/seveBeuFEmSQF492MPEdtUxV++fn3o9prHr/gt84u3/jhMzR1FdXUYvVRrA2AO+SjmZYLyeH2Nu30ZYqsuoqPTTOOycXkpnG5+Aqzb80ShjwmMaWdOmpx1eSjk14W95dmIBfarJ/8905CnfhnlHnkvfQI+YIN7c38WUDkXVx8pcqBw91pznqbrh1yeSwNfX2DCynuZzcxSm/MT9PP+gbFYIdbvN3m6ZlXPTTbkoXuZv3JRyMjERH/C8vJQBReXtGciWuzXzT17mWZBSwCBRfPC4w5gsKvJt+5Sr7j8qrFF7OlO+wHRu3fZRcr4WSQirOqWjyvTdXPxHp/EfE9aXR9g65We6j72mZGiI8r2Hw8y25Enw28kpNRY1OjD3oVI4hQh1f8zujkUpuimuQY7yf8O1GU0NnLOS0meT/lfH/oUVzZ4yytiUX15ID2fCWb8bUkxY3zly8M9GBq75bJRtPJYLSrHECHh8hZV1tSv/6aT0hajU4ZRSygDBr3mwpZ0kmHko3vyYkpkMYU2THcu6h5TSMYT6ObO+WSa9csZkzFqPVfGarUiCg7ZSLF45JX1MWC/1J41xKoyK75CEVc8sow7SNVMGjPWPWXA+L9+HSmcYx/V+BcmeXpZavbKFV+Hqodte+rC5fkFyptErZ9SOLQ88JKXS4sv2FqWwTKdfTkp5xnLG0SvZ96uUENZnK4fSsqBxwnNX9WPZtqQfIGRct06me7E0CffP2ZkZKx4ppWQesXJmZ3Lql5NTPGEN4s6G6bTNYaBcltr0n3aeuMegGF7sWs1gCwNl9YU14hkHNvZRpFonWdal3Xzd83zLTYd5BsQ6C8UbDGdvPKUK59VVe4bn1i9rTunqc3BSSsnn+e7eVeYV1C8nJz1hDffB+ehwCuiXS5OTgvW2Sr+OYSL9vbg8tAjGZhbUOvhpLeR/UFijONmwHAVVf3Dr7te2s3P0bl0R1bg9HHmtZwthD9g6tB7FM/3E37a30XuI+Qd8hrCmOG4c2DKOtj2GEu8WF/iAw0s6YpG1BNX7beSac1x3apjfa66sG0vHgpkp1WwEDsnpvPkqhOD+eCcdi1dhk5JDqDfOdh2lxtMM80Z/cuL807jKGRVOiPMJ1v9ShtSZc1Flrbey4StysDZpUi8mXL9xFPxnSRlhjcHj+D4m5LaiUqe1XPXRNDZhbrfZMbwqGcs2oteFpK5BH65fnEZuy+I0XXEOL/XuoXg/38O4+iYUqtQbw8oahNt9GxrJjaGesCZKsDeuq+qQxbIyK7XNUVQAb672IV2WnHQ9oL0jRxH8/gK/5DQha7HdSp5EdBhBd/tjnCEjo5yVvGRxkY6pU5NKPlcDwuoy2gSTNI3Z4hcc16PpMpuiWTNgsdGbd2FKHnsoo8qC5fAN3JFEVvNLu2IzSGovM5Zjpatn7D0naFM9rHLkY8DJF/goBw29tYhGBXKQttcR7r9Rug/vjKVs4azUG78VR58g5ZhBOC7pRAmLjBSYcwWnt8l76v33hfUaY/rXI3fTISy98oJA9c/qw/m13aldKD/9lu0iaWW9w6xxLchdtyezTz8lQL3/W67ZDqVZiTx0nrGe2H6Rd4eZOepHKg2dwoG3Sp4hXh9i0fByFKrXlRUXXioPBuF4XtrIrw1zY9ZkMDNua///AVxaO5t6JTvRb1tSbUIIT+xX0itHKZoPtOONOi8C37t7mdUqN4Ubt2Oj8oYy6O5+Vjc3x7rOZA66ai/ySN7fd+Cvn8pRv5lt7MNKlPsVDg2zIl+VTqx+rcmLDnDl0oqeWOauQLUlrzSZUn18eX0PHXOVptKf7kqeISJ5+/gcE3NkJ3/NP7mltM9R/h5cmV6fNOaFqHtEX0YjCXx7mT9+yqIWW2MzlRBW+Zj/SFhfL6Juldy02XqGJ8mWoySEVebNero0L0zjv225+dnG+g0LqyR8W0a0oseEm0qGTChP966md46SNOu/Q6mY+rzluvQE+WOB+jRfpR9H8C8R4s7jXV0pXkyrqxH4PD9Fj4wqCvY9odz0ExL+zoP9jU3IoZrICyXv6+FEpzTGtHcKJyJ57Y3gGydlhPUVxx3GoKrYgh6XdEUsBq+zR5iiKk2jTqeVPAP43ubiLGuK1ejBGSVLw1scb8xCVagijU/p16gIvO+dZmS+wvy4Yj825SwpUeugsi0RogN49XAa2c0sKb0+7vVWVIAnV/tkJLv5uPh1Mtyf95utMclajf1KFpHBBG21Jl3GSuxVsj6OBzNSp8JyhxOnqxhjbGGjJ6zOjDbJSJqBTgSE6uZH4VA8G6aqNfhqjfVAHVRZrVnr6SMpjC77qJQ/B6qVLripjfUlvxfKR5Yep3jmHf/1qtuskhTJ1pnD9z0kjZL+nlKGEpYzcUzQLrrz949lsMgzh6t3kjK0OP51Yb01jf4NrBm0djcuSpaGG0wc1ghVvyWsf57Eze/uX4xrbU33eet5rGRpuMufU9ui6jydhQ+V/8mjVczsbE37KUu5r8kxiN/RhUyq3oRR468rOVr8ubT8d+pnacKQqbeVvOdsXdsfVYN+jL6l+7/X48N1ti9qSJEWXdkYr1EMxNF+Oc0KNaHtWrktDOLu/lU0L9iAFgnaxtecOjaGQjUbM99D/juYp6e30MayKnUXK7aqEOp8kZ3tVZSvtkCq3TJvuXN9JqrClWiSoC7qEO7BgyOdyVa4JDN1YwT4wIvni1CpClFFV1gj/fG8MBorI1Nymv/G/v39SW1mQZX/tLC+ceTq9hHkVSnxFcUHssThEQEhkUoBNxaULRGvK7/gvOvcf5+MVvyrCOsqSVirMtz2gBJDFc31Md2pY9qE+TY34se43JolVcicNJy9livqDckLCQjxvMK63o00r65Kd2fevsc8WzSBLjmSCAlQV8jy9JiyintO+5jUrqzm9yrZhC4rLuLsqxdXEvoGJ/tJdCgvr2KWkeJNhrDpyB6Wjq2Hdbch7Egy5OEdZ21m0r5VT5bo1pUPN9mxuBGFf+rMBsO2KhFDkKcLl+x34nBZZ+dQP9457uLPUQ01521agNJdVnHxia6ee3PtwjQsStak9ZVg3jy1Y0yDrBhls6L8+INStZSIeIvL8d9pIB8ja16Kjd7NU73Ao7BXDznYviDFflFexQS+5Pkya6lxbcYRTY5hosMJ9jjP2jU7uKkbhxsdScSLc+xf3Flz7qnTkaHqdA7cjnvqjgoNZHP2tKRrclbJ0SEmku2ZpP16PyRG55J71CkNadrfIEwY63dBighr0F0cVjejQP0WJGgjPS9wfEIlajRaIDWXhglxvoBdOwsqVNc2jlpieHv7GrPzlqLi7/F1JNrrAVeHFsO6tA2BTx+w1vLjwhr8yoVVKjPyWK+PH/MX4sOblSUkYR2pJ6x+vF9bjMxZh8XKUHRYIHcHpiFDxpGSZiaPDzOykSrVQqIiozmePw3GKn1hjWKnuQnpu9+U2qz4+bvzSsLa9TK+HzQN+IsJ5uTI2Jsrnv5oWzcNUewvkY+cHU/yQt2dak/pQrlof+o5Xnq37eQTzbE6lSnccgdXnZPX+P3bwuq9rR+dStZl9tqLerGh0dwcPZTGNSez9GTiHVS++8YyoEI1xs47rteJE83dWZNp++Nwpu/TNGTvjsxgVJWKDJ1yQNNOfDIxPF2zjD5lujDERqkoARdZO7sOJTv1J8kOVtf9bB9WjRZdVyfSiaPlFcf2j0ZVqSU94z08ygRy/9hampZuRMvT8jZPzp0eR8Gq9ZibWOXUEurK9T3tyVW6Mkl2sBokijC/hxyaVhtzSawdlFyZMB83DrQ3p9YfN/ggyavH1QHqkID/rrBGnWRIkdxkkht5vVSg7x6evpGjRf6PhFUOCehXj+IWw7Hd91LJ/LLCGnZ+ESPqmcf7LYxKNaR5i5o0KJSUsK6ThLUCZcuWokKFHPH3NypN17G74m7o4U5snNueHPHKaFM6ynQbze6khDXgEjbzf6JmzzFcVrLUuB9hxyhrqnf+jatKVrKI8eLO4WkGA+Iz5qtMz9Xa5kUjrAWKFqXJ9Gn00Y3bylGWyjPu8eDmPOmJTyc/fQHKtNG9CUfz7uEtZhUowcB7mpwIr2eckipeodL2moxPIpwP3lv5SfczlZQqbUbKTVGe56NCCbW1Jk26CuzR5CjESJK6UV0Hej+X/9LhUXfSpumCY1hE/HzBf5IUEVaPMziMt6Zii2FcUrJi8brE8SnWlGk0gPNKVnxi8L12jlmqYtRoqS86Mbx3vMY8lRUVGx9V8iSivbh75RfMS9VgZZB0K3nygL9VHxFW6SHU9VwPTHPnY0rcSCsNMUF4OU8la5actNELCRiSJTNZhz1R8iAyyJ+tFunIWN6GN4F76CXX01TGGPdcw9nnBhqID7P44Yds/O4fLd01JI3MY0hYpWJ/FyVTuvp6IQHTyJ01Pd1uvkXjq1EcsM5FVtVKPL31PyuKw5UkYVUt5YXcxeo2jkL5yrLy+UsCXXcysqC5ZkxF0f4su+TBh2Q9wF5lwI/S/2X5NR4kc6Tovyus0dwa3ZcGqv6s3ar/4j+aOxOH0lTVm6Xr4/5/8ZGkdOZvtFZ1Zd4y/QER0Tz4czIdVB2YvlC+yUfz6K/pdC7QitF/72TnrJ5UlH/Pkk3outJAZ45B3NizfBg1Wg1lgfaUXHazdlB5GvaczJ4jyxlWU+50s6Jak/mceOSl7gGX+XBlG4sa1KBrvyt8eHaZxX2rqduHLMWqM3jLNXxj/S4pYX3DhWNTyJ2/Jo1WeUiW95DTW9pRul4vLoZ48nDbb9STv5NJHkp0XskFbx1pfHeP63PLUrh8d/Y4nWBBq2zS55uRt/Bodt5wIzZiJR7heD85zs/yMdOZYSF9p5Oe8R+z4iEL6+X/tLBGcbRJYSzSlmDAygvSDURplAPusX1kcSyypKXnoft4qH/NfzMk4CODrizbSE9td/GJ/d99SWF14o/RLchatgOjdzrho47uDsX18EJ6VFFJn19bEtbTiQirjSSsBTHKVZ2Os4/wSLrJyrw/u45xdXKRvdUY5t+V82J4tnkhP5vnoGLHmex30YSQR3peYfOvjVElR1hd9mAzuDpteq6LNwryw01bFjcuzE+d13/kSVKXGN5cOMTkfJkpWP5n1l3xlP7bEpEBvLqyihF105GnSiOWq58ifbl1YSb5jTJhWbo3y5w0EV+hbvfY01MeUWlGvrLj2KV+hI7C78VFFtTLSP4y3XTibN/y8OEsCpQYhuKrBLo8ZplKEtaqus+PySPsvRcbixqTIVNNph9+oek5iYki3PMsC9ulI01GM8arfTua8NCj1EuTjlw7dCp0TDTPhsmDMIYYiNeyIVtaY3o+DBNhAd8B/31hDcfT6SjD8ljTbo/cnsRIwnrvo8Ia5ObMSlVO8lWKfbkfn+gQ/O8voYXOfTp1elOqTL2g8+o9mrBAJ4brlNFNPxhnpmO8H8CNiVJ+6bV+RKvrXlSiwirjtbY7mdLrDh4qx/DDrwmOrbifIKxHW1BIVY2JE1uSM6f+YDJrJlx34W3CU4iH49DKlMg1gjM3lPtpMvjvCus7js8YaXiGAKM0FO02mS0fifHy3LeMX0tVp//IE7GDrgKubGZ2Q0MzBEgpf1N6Ln0qlYrBbc8WRhYtRfmGHelRSa+8SXlaDT2qXKcxeJzcy3iVitKNZnJI220c4Y/bxZUMrZ1FOq4srJ7gfY3Tv1ekcOG6DB1aM/4xpfaxYJV+7FT0K/TlLfZ0VWaa0E9ZClNmtN5MOWo+8OLJktgZfozSmmHZaAE3E/Oo/76wOlC9sDnZJl/m+Xt9c7/NcGsrMnc5xN3XsrEmV1hfsbRmRWUqisRSJzYdf6YzylKfj80SYEWL6ftx1EbCS5Xj84V1sUZYnf5kdAtrei3cjHypx/GBS/NG0Cjzx3pYLakydAqH473zeMKaP3uQvVJ/fnOQR0I+ZvWiHqiaj2Sqk95dz3kXK/rnl4R1cJLCGnBxM/Pr1qDngPjjh/+ZsHpw+sg4zEvUo/2++C92wI97Z5ZQ3bIKdf6WjdWXm5KwWuauSPWlOi8gQ19yfU8X0hWuRBvdGJ2wVzgd6ET24mX4QxuT8/4pD2eUoUTJHUpGUsIajKf7KmWqnrhknNWcmgfkzwnlne9qLEzMsFqt/04oipDAE/yUJiMZf9X0EMdEhPKwpzFpzWzUf8s3qJjo+/T+4QcybTdUyXeQVxJWlW0wYZ92DxB8g/zXhTX0pSN7O0kNZLdz6r/lMh8V1ghfXpztSUZVAfreUPLiEUP4B1cODFVCoGJTWjJm6cX62CfqSIICt2JlnJ6MnQ/qSFwM0ZGPWNoiFalTj9A8NMbEqOupUeUDOiE6SQhr8HkmV8xA2lS6ny+llst59CFMaiFkPkVYu0nCmgGjYgNZec2LwEjlJEKvsaBmfnJY/Mn9x4nPDej+V2NKm9dk7tUnvIs9/4/z3xXWhyyd0ZlsxToxafsj5f8h857b9mNpU6IC/cfuk1oXw/hfWM+0eqVoOmQZd2J3jsFlxyoG5SxAg34r0A1hDXl8gqW9rCnWtiebpWbB7eA2RloakbVELYZtu8Fb5eKL8r3LnlmtUFVpS98rygEiX3DKbjAWuteRUWpylKlMx3Hj6JRXEtZlsrDeloS1HEaZ8mHdbTUXtT2q0f64nl9KV1VRqrU8LmXE8M7xCnPzmFG40m/oNo8Rvs6cmlgtfvtoiJgQfB9tpb8qBwUqbIwbjKzLf15YX06jcP4sdD/5DL24cokojtctRT7VPO4+lCvmvymsScWwBuF2bCZNK+bWGXT1JYR1iSSsko7Zj6JvuepMXHhKUrX4vHWYwOCKVSRhPZqIsCYWVK4V1gGSsEom63eKRZOqU7bPKOz1a6j/OVZMr/2RGNYYXtptZLiqFj2HX1HyFP5JSEDwfY6sb06+2k1Zrg4m1yUGn0unmK4qSZ22J6W/NSEBquI1aHlG5w7xCcIa4vaAnR2LU2JzXKOReEhAUsIqfX7UB3xv9CG9WXbGxg/TU6N+BalKR8aCOzUZMRGEPeyNcdrikorKRBP9tA8//FCY7eq/9XHml7RpSD34IaGii/U/z39XWI9JT7PPcVzbhEJlhxA3nOXjwhrh68LZnpmxLDBZZ97VOKL8PbnaNSNmBSdyLbZKxxAZ7M6R4fkxyVorbtBVYsREEfF4EKlSGzPaP5qY2y2ket6E+EPNEhPWxww2yUjWIYfxDo2SPlkh5ALTimcmg4V20NWnCGtzSVgLMsXJFT/dj5Jxm0ypIqX58/7TBG2EjPvCRmpZnXft02RV5r8rrEnw/jh/jqtG+f5j2WvAWP3Or2Oq5CJNhy3XkdWPEcA1m/k0LNaBHpvf475nG7/mqkiH/kf0BttB4E17VjSsSNuuOldbhB+u55YxuJYcYpAVq0pD2XDdmwfHttGydGNanpb+seoe1lIUqd0Fe32ZCX3G5Z3tKVKtA7KyJk4Yr50O0CV7cUonaawSET44n+5O5rxWTNNGQ+oihPWfCKseX2PQlVQZLv3cmer1F7D9qiydQljjeMGeHUOwqt+ZGfGHbcbH4ywHJ1hTqfkwroQ+4MjWFv+SsAbj9sCOjiWrsVldQCG5g66k24235wpUWVVY/xNhlRvSMEd6Gqclq2SsMdFRPOuVih9MYyfX0kMI6/fEf3PQVWkqTvfA7+FtFhmcBzIupc1djGbHdBu7CHxdztAzcx4KTDWkq5H4eZ6jcxZzrPboN5JRBL2/SreMWcm96yMNqFZYjY2ZHR3N7eqGz083FbcN1kzg7zwIk4xF2RBoYJJ+l+FkNyvOat936tfIHx90dUoz6OqlHMNqzaLnLxNOneg2QxLWbHQ9fB8P3YnxA+5jN6gYefN0Yd1Vd2WKqE/jvzzoKlESE1Z5UPL2X+lQrhztx9jjHG8Rgo+hFdZ2krD6EnhlG4vrV6VrH+2bhTgCHSVhbWZF47Zr0K9+8dGbJUAdw9qWkvW6J5w2LtRZEta2qMpXY2H8SqmHEFaJlAwJ0OMrCeu1QZ2pqRrO9r3yTTRxYfW2G0gn6zSSsK5PZkjAAka3KErrP9ZyO14FScbCAR8V1q8fEiA3Uu77t/OrJJjN+iU+rZV6YmSTijTvL/fpfEpIwGcKa5g7Dxy6UKjkGL1RwiF4Pt9Bg49MaxUnrOaSsMqlPi0kQCYmMoxHvY1JY7qW6EgfhqVKhanBcAAZERLwPZEiwipppuFpraSG5P4xNjW1ppH61WIiJDqtVQgvbuyklVUlah6TavLDOyz4ZGH9gKvLfMzzFGSMIV9NUB91kQde3aJ/usxkkXeOCCJwqzXpTSonnNIqJlIS1p9JbVyOM5KwXqxo+Px0U3HbEI2w7q2ESXprtgbqDLjS4vKbJKzp6XdDkha5bKLTWj1jdP7c5Friwkt1M5vELAGGeljdV/NTSQvSNpjOcZe3Cc8jmfzbwpr4tFaebBnWlbK9l7DqSRIP6olOa+XNnqmDqdxhBnPuSfs/XMkMqW3sMHUZD5QSsbw/LAlrQ1qMnUdsJKffVTZMbkq2wo3ov+Gankxrec6WNf1QNezPGN14ADV+XLKZQ72aPel/Wfr8JGYJiN/DGoPHMTmGtQIteurJ7ZuLHJtiTdnGA5WFPJKYJUCnh/WE1N7evjYLVeHKND2lf56huDntpU2+MlQ5LJ1ngDMPFlmTvXBJ5ur7a6AbzsutMbdqarhTRwy6SqlBVx8LCZhD04p5MB+1DQc3zXavbT/TpkQqKgxfzWlXze0i/Jk9E1qUJatRRklYbT4irNpBVy5sHt2ZItkbMEz6TV6pD5XcQVfJFVbDg67C3t5n76QuVPiMQVdqfK5jN6MeRmYlqfHzWq46usfenA0vHPApg64+U1jfPuLBrHKUHOyo2a5LUgsHEElY6BOO7tjOki5ZdWJYpY9I9qArLdFEhO+guLrh+4FUqRqgM7W5HmLQ1fdEygir1Eie2scEC0n6GmoHesRI1eEBu39vh2XZRnROcuEAX25dnIVl9iJUmnRYM2VQTCjvXQ+xsFdhClXqlsjCATIfCQkIcsdFaiRzFWzCYSVLnxCv16w0N8Ws4xouKvcymahgP279UpB0mbMyUW1DicewRkXc4recqTHOY6vkGSKxkIBt5DVJR6PFDtwLiFQGaMk8YHq5LGRIPZgbvtoJ/Q9QRSXdP5ovxvFdsHKfe8nxOVXImbkMK109Yu85L8cXIr+qJzvuS3Kr/ThDMaxBdjQpnUeS1Y3cfpHcNtow/7qwcouJ/RuQucLPzD/xRBOmF+3D3b2/8FOFkvRbtuMjCwfclWSzNVmtOzJp7z3Nbxf9jkdHp9Cpegk6z1ijLByQWAyrN2eXjqSueQvGzlR0NdyRtXPak7VIJ0ZuNPDaLJbEY1gDbu1k/k9W1Ok5RQl/8efq9vk0KFqfHpsfxI7KNxjD6nEeh/FFpQfIpsy+pPGnmFAvHthNpV3ByjQeF9d2hTw6zdbmeSjfZAn3tJf+J8Swhnk84MDP+chfpqMyKFl+A7mFepnyUnzQqbg6EhvDao5VlUQGJn/TwlrbAjPjhE+l2lR4+XPc5cMla1orDe4La1MqV2ppW3rqr7vN8+SczteYJUBO5n3ZeOBZ3JOs1w56timlV64Vf/75O126VKDe7LVcSpawStebkw2/tiwW71hpGnSme6+WtMr/JXpYJb7WtFYKMe5XsButmbojYTJGValdbGVU84nTWv0jYXWPwff+HWZZlWJw/B8ojiAvni9vnuAc4lIq0mcuKj1139EJ2UjmtFY6REeEYFdcKpMqNalGJ3FLFtNafVekjLBKJLo0qyWVG/8Vdz8Jec6ZrV0wylOFOponSDWJLs1qVpxKOg1sQpIWVnlQyJmemclTcIrB+FU1McH4Os9NuJSknNKakrWXTjR9ZCgBW9slLCfV69RpumKfZDub+KCrDytqkSmd3DbpHzcDLQ+9I0CnyzPRpVmb2ePqo1UZmZsMK5zHQNsYf5aAO6N/pHCWVHpldFNPdl91U4ckfIx/X1iTWJq13K8sO6Lzktz3AKP6VMKoziQWno27+ya6NGvJ/szYFddNGP3IXt3LmqCcUXFaj92GegIdidcHljC8TFoD5bSpPN0G75VacokYV06sHkr5BGXSkK9OHxbf0JEOn2vY/l5Xr5yU4s0SIJPY0qx5+LHJIr223Y/7Z5ZQO0HZ+LMEEPOeZ1cXUCdBuVRkKVCFUSd0ZCrYg4cG60gmzK1GkGChKy3fhbDK+N7jxPzW0hN6Bs32BAsHKITe4O+2RTBPL5Xpto8b7rqV+0uSlLAWp/24JRxx9sJf772L/4trbB1ShzLZpHKVezPrzBPe+9nSv1upTxJWmQ/uTtiPa0nVXNKxPmnhgGQKq8xnLRygfeXRg/6X49+8tYT7eeF6Zh0zhsZV0qzFKknyeYY7bgaeHsL88bq+hWldS2jKJ7FwwCcLa0lJWL3fcv/+XKxKjdD7ffSQZDL4yTG22y+ko3Le8u9jlmMIWy6fMzynYXQk4S/PsWV0ZU15AwsHxCM6ggi7SqRKnZokfVUsHPBdkWLCKt2zg3yfcWjOUOpqr3mLUlSe5oCTOiRLIRFhVU8r9fI0y8Y2VupLGrIXqMZvu6/hluRtOmlhDXJ7xvJ8WSRhnZm4sMpI9SnsxWk2jZKERv356TAx7ceGC84JRC1GqquvL29hXBm53A+kMs5D7/VHuJxkrJ9M0tNaed/ew/SqGUiXWvn9OvyFw10/IqL06m6oC5c2DyR7FqW9M8pBmzk7uOkbmvAtSqirZlEdc2VRnabT2ffwvSYUQY0bC8oUN7w+fmz6/xZWIrx4cvovWtQqrJyvKZW7jGPbHXf8dBUgEWGVZ5FwvriSbk1KKvubUKbVMNZdc+GdnkIEeT7k4PTO1FGv/W+CdbO+/HXqMa6x93Q/zi6caEDsdJOOsMqE+OB6egnDmhfSbC9UnSazD/PwWcI3wVEf3vBw70z615SXMU1HnvJtmHfkefyFMGTC/HhzdROTOxWXyqUld6lGTDtwG92qGItU9/xenODv0cqCOzkKU37ifp7rBz9HBPH+rj0L+pTRlMuWj8Kj7LjumOAdKTERH/C8vJQBReXvmxrTXGUYvu0SrkldRN+usAq+WZx3sKK/NY2HzES7+FyiPNvFlr5N6NEz8Rd+gs9BLM36vZFywioQpJCwCr57hLAKksCP04smUdOqMQPWXY8LKI98xeUNI2mYs4z0BLk77gkyUdw4sGUcbXsM1ZmUX/DFOFibNKkXE26gN0fw30QIqyAlEcIqSAmEsAqSxO/cCibXMbRChzFWbUeyJv4Q+sR5cYitswbSfV5Sc1gJPp2njDI25ZcXkei/URT8dxHCKkhJhLAKUgIhrIKPEImf+y22DOuoWVNZTkXr0mbxWZ4mnBQ3CUJ4sGcd0/oMYWPyl7YSfIwtVTEe6JQw/k3wn0YIqyAlEcIqSAmEsAoEAsE3hhBWQUoihFWQEnwVYU34+lgkkUQSSSSRRBJJJJH+eRI9rAKBQPANIXpYBSmJ6GEVpAQiJEAgEAi+MYSwClISIayClEAIq0AgEHxjCGEVpCRCWAUpgRBWgUAg+MYQwipISYSwClICIawCgUDwjSGEVZCSCGEVpAQpLKxRHCxjQTbVcl57Bit5X4aYgAACIyOlT/iaXGZY68qYGhjJZlSgLWNWXuTVu+SszGwIH+yGdMO6znSWn5cXML7J5BFNUPX5m7XPkppzM5r7C8bT1qwGo/84gXp1/XcHmDa8Ej/+Mp3DCZct/peIxmWvLQv7DmKdp/y3O4d3jMJS/3dTp/TkLdeMqftv8shXvfMX4i2O1+aQR1WGyovclTxDhON5/zBdsxWh5Cw3Je/LExMWwJu5VmT+9amSIxAkj5QU1jA/D65tGE9nK019zVK4LF1XnuLmyxClRFJEEPjWEbu5vSmiruumWBbtzOKzN3DRbwJiwgl4dYYlfUurPydDzjz8tPAgF58HKQUMEYWf63V+zZ6PwrYG5omOjiDsxWk2jaqkudcYZyBTjZkcvOOtFNAhJpKQ5zsYU0o+z1SkTlOLKdI9KeGK6hJeN9g7qTqpfvhBc9yKU9h7+B7+0R+bH/k8rc1MybnGh3cG1n/3f7iFATmzkEH9W7Vhjt1NfEMjSeqoQcsqUCz3LB4+Vt/9k8bxVyqXKMvM63elu2PySRlhDeDlHVt+aVye7OrfoxA/DZ7L/seveBeuFEmSQF492MPEdtUxV++fn3o9prHr/gt89PaPDnjMyfndqG0ul8tLjQ4TsHV6jpehNfpD3+BkP4kO5eUZkjJQuHYfVp57SQKjCfHB9fQShjUvJJWTjpujHA0GbOTGvdfEt4RQ3r26wMrRbSigPs8clKwxkLVX7+GuV8WCHhxlTetMmuPFSwWp2XgdHko5mZgwH54dnkk3db3NQr6S3Vh6/hYv9E80Ioj3d+1Z0KeM5lgZVBRs+TenHxq4QqJCeP/IninNzKSyqTHNVYbh2y7hakB7okLecmfDUIrLx0xjilm9ORw7+0T6rySf/6SwRu3pTPkC07l1++OLhn4eSQirOqWjyvTdXPxHp/EfE9aXR9g65We6j72mZCQlrNqUjxqtlvJQ2ePz+f8SVvl/Fep/m18ymTP2lZIlECSDFBPWd44c/LORgbqajbKNx3JBKZYYAY+vsLJu+oT7py9EpQ6nlFIyIXg+3kWf/HrlpIdZ86IdsEnEWSPevebcoMKkyZGP+of1uitigvF1nqtIQPyUKmMWyq/SUdGoUIJO9EpQzuiH1BgXW8UHpZiGi7TXL6ek4rbBhCXRa3K1V3ZM0xpRdJMPfnrSFHVwIBZmCX+r/L/f5HVAIgd9uZymVjlIW2gxD51jF9NOBEfGVSqOmVEl5l5/zKc0DSkhrM9WDqVlQeMEv4eRqh/Ltj1XSiWO69bJdC+WJuH+OTszY8UjpZTEu/OsGFWfHPrlsjZm1J9XiOes4U5snNs+YdlC7Ri6VncZyDecXDsubvEdnZSlTk/G34hbVtvnwk5+/zFdgnJGplVp98sVpZRMDB5n9jEhr145ddIT1pAXXNv6M3n1y0n1rkrHPXFyHeWF09lx5NEvJ6W0lqVovk2nBynmA+73l9FAv2yanBSstxXdKhrp58mFIaXil5NSatOc/LjWwMNiIvwHhTWKkw3LUVD1B7fufm07O0fv1hVRjdvDkdd6Ehn2gK1D61E800/8bXtb7wb3T/gMYU1x3DiwZRxtewwl7hb3kv07hqOq3okBVxOugR/19iGH5nZAZdWAFuvVXbJfgOQK679IZBABO+tiarpSyRAIPk7KCKvUQB6XGsjcVlTqtJarPhppCnO7zY7hVclYthG9LiSsy3H4cP3iNHJbFqfpinN4qXcPxfv5HsbVN6FQpd5olTXa5yGXxxYiZ6HGLLyttCeRfrw6/weN01pSrNExTV4sEQR4nWNm0yzqhtCQsIa/98ShcTpMs3dl/UM/TWZMBMFvHBhe1BiTrE3Yr86MJizQiYHG6UjfaT33laJyfpT/UfpmMCb9TK0KSPfi3eWkzyzIuH3PidDemt/Y0DmNMamsbAlNzFivDCNrprTq800orC+YqMqBSYNNuOu8pXOdU4ncmUuz0tUjnhDI+GwbTqFcSm9bMoTVcWwNipulksp/C8J6jTH965G76RCWXnlBoPoy8+H82u7ULpSffst2kbSy3mHWuBbkrtuT2aefEqDe/y3XbIfSrEQeOs9Yr3SMBHJtwVh+ylWV3rOP8lLppA+6vZvJrUuQtfVY5t3VXuNB3Fk5nbY5fuTnKYels5EJx/PSOn5tmIuy3YeyW9tZ5WLP2kElKdtoKLscfSRLkQh5ztkl/alkWoeeY26oi0n/YfZuH0bukrXove0Gb9UFA3G+soz+VbNRpd144pQ1iHsOq2leoD7NVyXVRobjfmE3w3LmpXybldxTLqdwz4c4jK5B+mLV6XBG850+PL3G2lpZyV9qBDufKddP9Ac87qylt5UJ+cv0im3Dwz0fcLRbJiyLD+KY9hKPeMuLU0PJpZJE+IiSGR3Aq4fTyGGai/KzLkuPojKRBL+/wtzmachi3pQD6ryPI4RVy+tF1K2SmzZbz/AkOW+21CQhrDJv1tOleWEa/23Lzc821m9YWB/vZMuIVvSYcFPJkElaWGWC7u5ndfMC1G+xki+jrP+HwipdryEBl2hvYkr3x0qWQPARUkZYX3HcYQyqii3ocUm3zsbgdfYIU1SladTptJJnAN/bXJxlTbEaPTijZGmQ6uWNWagKVaTxKbmRC+OVowOdc5SgzBzdNxwxBDy9z2JVborVPKjkSUS8w+30SAr+kBWLPL9hb98HY0lYa8YT1kj8PM/ROYs5Vnt08yWignl/awipTLJSbr/0vaJDCXTqT5qMJvyq20kmEx1BxJbCpDbupxGkmCh2qyRBVG0nRv+2vKc86dJYYxsaphEUXQLnkzVzeTY5b6dW1kzkloT1va6wvhiHKkdG+lzxxD9SyVOzj0r5c6Ba6YJbrLE+5s9G+TBLa06/HRsZmy8P2fNJwvo8cWENWlOfcmV+5+TGDpQvXl4S1vv/38J6axr9G1gzaO1uXJQsDTeYOKwRqn5LWP88iXbx7l+Ma21N93nrpV9Ll7v8ObUtqs7TWfhQ2v/dIWaMrEylYVM5GO8N+EOWzeuCShLWmVph9TvFoknVKdtnFPbxQtf8Ob/8d+pYd2eInWysMbhsWcUgVX36j9G+YVR4uR+b4dbU6TmR6/LfbofYPtKaml3HSoquixuH7EeiqtJWuia0dS+x+qhH8GNOb2mFZdV6LH6t5KnRPECqJGFtoRbWEJyv7aBlocrUPqZ3vLDXOB3oTtr8ZfjphHw1S2L+4AjdshWmxMz4byEDXzxhuUqqZ1Uc1H9HvnPlfC9TLPJOknRch1Af3qyzloS1zn9UWN84cnX7CPKqMmueIosPZInDIwJCtDXajQVlS5BT3qakgvOuc/99UoKn8FWEdZUkrFUZbntA+UdFc31Md+qYNmG+zQ3i3U5uzZIqZE4azl7LFfWG5IUEhHheYV3vRhSTv2/p7szb95hniybQJUcSIQGPVjGzc3l6TFnFPad9TGpXVvN7lWxClxUXcfbVi/2KF6OTkeJNhrDpyB6Wjq2Hdbch7Egy5OEdZ21m0r5VT5bEqyzJENb7krC2zkrFFqO5pORFBr7l5anVzOiufb2QFlXxekzef4tX2nc13tc5P/VHqtdajNuT80xvkIH0harRfr8fTteWkC+esEbh53KBBfXSk6twS/66I1+7+iEBATx/slBqDItS72IAb64tpLn6szORXTWUrVdc9WKQookIcuX0H60055g+C9mH2fPE4xij0puRbWz8W250SAA322fEpPtdJUcgSJoUEdaguzisbkaB+i1I0KHjeYHjEypRo9EC4lVzHUKcL2DXzoIK1RdITa0uMby9fY3ZeUtR8ff4dUOXqNB33Ns3iVq5i1PlYJwChno+Z18HS+rPu0lg5DtcL/bFOKe+sCZFGH7vl2OWOSuD5Y+PDCJwqzXpTSqzV1MgjphIIh7/TCrjotjKf8Y4M0yu48OeJxRWbMiezpgeD0IJj7fNk7mZM5F+5nv8wo5R0iwTKn1hZQeFVFnoLAmrXzxh3UWJ/NnpeM4VH+1t+tZQCtf6jf0P3hIW/Zq5xQqRLSlhDVpLBamdHHnLiTdXulG5aGlJWO/9Xwur97Z+dCpZl9lrL8ZvN6V77c3RQ2lcczJLTyb+DXz3jWVAhWqMnXdcrxMnmruzJtP2x+FM35dYQxaK9631jGz1Iy3G/cUdJZfH61nUow59Ru0g6aEW/lxaM4t6pTrTf7v+6+/nbLfpT8k2PVnjBR9ubGNRoyK06LqBN0oJDTG479/FqGKNaLtUabuSqo8fJZIgj8ts/rUmRWt057iSmzhS3XOaiWXxMkxW+2kM/o/uMT93IUpMiP9U98HlCYvM82L12zMlxwDSg1/wi8P8UTcL5sXslMyP8+0Ia9RJhhTJTSa1KMRPBfru4ekbWRn+j4RVDgnoV4/iFsOx3fdSyfyywhp2fhEj6pnH+y2MSjWkeYuaNCiUlLCuk4S1AmXLlqJChRzx9zcqTdexu3gh7yeTWIyOOqWjTLfRca89DBFwCZv5P1Gz5xguK1ka/kEPa+RLzu0ZioWhczGxpt7P59T74X1TEtYqWOVvyfC+coB7KrKXqcekJ+8lYV2o08MaxXvn88yvl45cJVvxd2yna0JhdZaEtWCWTFRr11Dvt/iBjKriDNK+0ZGOGejlyIwCumV0UvqsZJus1yhHhxB4swsZTXrrPf0LBIZJEWH1OIPDeGvpAXJY7ANkLF6XOD7FmjKNBnBeyYpPDL7XzjFLVYwaLfVFJ4b3jteYp7KiYuOjSl4c8qvLw73kTooMZM/bloWn3KRalggRkrCe+0RhjfjA+/1NyJS1nebckxJWuYfVrhKpUqdmtEeMJKk7UUn1WrU7SvoW+uwgX7o0qGyDCNU5lcA5eTFNN5XX/mHSPrspZmZiQFi9WWGVi8w11uL+Nq5Bcp1uTW7TbpxzfYuBIWUSLyVhtUpCWH1YXc4ai0EnuOUpHeFUZyoXtv4/F9Zobo3uSwNVf9Zu1X/xH82diUNpqurN0vVPlDx9JCmd+RutVV2Zt0x/REQ0D/6cTAdVB6YvvKfkaXnPyT9GU0O+b+esSrsZh3ngF9dW+R1dyKQazRk18Q5+ToeZ0qG8+h6fvcJPTNzrxPvYos/ZsqYfqob9GXNLv61zYZfNYFR1ejJMakPc9mxjpKo6XQfr17AYXh/axW+qyrTto9QwdX0sR6Umw9hzcQeTG2WVPj83pX6choPT6/ixtrGE4HxuO53k72SShxKdV3LBOxn15IMzTmubYFVmsKYnWCLa9yk3fyskSWxfnZAAX5xPDSBnvkKM02qPLpH+vL40VP07GWcyo/asw7yO90CWNN+IsEZxtElhLNKWYMDKC7wJjNDcHALusX1kcSyypKXnoft4qP9D/2ZIwEcGXVm2kZ7a7uIT+w/5ksLqxB+jW5C1bAdG73TCR93FF4rr4YX0qKKSPr+2JKynExFWG0lYC2KUqzodZx/hkb+mEr0/u45xdXKRvdUY5qtfe8TwbPNCfjbPQcWOM9nvoulHjPS8Ij2ZNZZu1MkQVpc92AyuTpue6/RG1yYlrBEEuJxhycCaGMXGsMbw5tRBJlkUpEqntTzQqY3Bzy+wpXMBrOsNkB4hJHycOD9TunlkL0mNiRekX12LEhJgUZ7KS3zxe3aThTWyULD8L5yMV2f1hfUDL54soZBResxyt2L+STfp+VQi4j2vzv5KwTQ5ydfgsJwj3Q+8eb2mslQZs1NrxiVNvE5MOIGv9zKsqHRNZDAgrPLI6cBVZM1owgD9V5ACgQG+H2GNwf+pE4uUGQnkQVfZ8rflz1uJtDGfLKwRfHi3nzoZsmCxRHuHiiQocCtWxunI0G1r3H0rJgrfWyvoKJ1HqtQ5/pmwvpuFaaYqLPMLku4yMokJq8wLNvUvQpb0cpyp8v0LD8PexY+whB+mkLSw+i2tRumaM7n56K3mfIWwJiGsj1j9R1dyaX/77NXoNvcoL9RPCjE8Xb2A3iV/pHbj5rQurTc4Lktt+k87r7x5+zrCGnT/CKsNzhAgJfMfaTzzvrpcfHy4cW4G+bXlMuahdJfVOMV/RajHB547rqFa7lL8uCl+X3Lk+1dcmNpY57PTkTVPK+beTKR+hvhI7WP12PLGJtmoMV1pJ5PBNyKsDlQvbC419Jd5/l5fx28z3NqKzF0Ocfe1bDHJFdZXLK1Z8SOj1Dux6fizhNNTxPKxWQKsaDF9P46x726+hLAu1gir05+MbmFNr4WbiT8p0gcuzRtBo8wf62G1pMrQKRyOF6fzhDV/9iB7pf785iBfmI9ZvagHquYjmeqkV9Gcd7Gif35JWAcnKawBFzczv24Neg7QHz/8GbMERPjx+skZbLbZc9jBltUTm0hljclbtRUr5PeRPrclYS2OZaVaLI337lErrEUp8dsS1nfJhVWFkXqyKpNQWF0kYc1nVpAic+I/Nga9cmZl/szkzjdDHfYR4uHGGlU2cpfV75sJ453vBgpkMDMorEGBG1ClN6Hg3uQ0soLvne+phzWOaIK9HNnWtyC5ijQyPFPAJwmrJKbvzjM4eybMWu6XWo44YiKCeTO/gt79KBXGxu2w2TtQElZjhn+ysN6iv0kGquwKJCi2GUtcWEOu/0Et6dyM451DFprNuojPh8S6pZIQVpdZlC3ejCWOz5FbFDVCWJMQVh0iXnJm0QBq56rPyN8vSHdzSVg3ScJqbkSOSi2Z4nA3tkc10vMSa35tgEWTwYy/LWd+DWGNwePkXsarVFJ9nI1uCGuY2012DK9I3pqNWaY7r5U+0f64XlhKV1VBfmxql4jnhPDKyY7uqgKU7XciXh0hOgivB5voW0j3+pRSplwUGGovGUzSxIQH4OYwGAvTHBRbk7yZAr4NYX05jcL5s9D95DO8E7wHieJ43VLkU83jrnrk578prEnFsAbhdmwmTSvm1hl09SWEdYkkrOBrP4q+5aozceEpYgexKrx1mMDgilUkYT2aiLDKMazWtJ+ylPjPYFphHSAJq2SyiQaVS/ifY8X02h+JYY3hpd1Ghqtq0XO47nQcMkkJa3aKVe3P6it3cYv36PWBJ+dX0NHS0D7JE9a7krDGTWuTiqzFavCbo7I5FsMxrKrcRal+NH4jGF9YI/F7dYmfTczJPSleeLlEFIG+N+hnIIZVvi7Uo5LTZCRjglEeAkFCvk9hlQnnzeNjdDezougMA+8cky2skqy+PSfJqinZ9GRVS0x0BF7Xl2qmrPrBmDQVpnDkQxQRryVhNS4q6agsrLYfF9YdoWphPd8gIxlq7CcwWPfTEhHWF6NR5chDv/3O+OsEwIbcmEUF88xYrHTB3eDUXokJ6yV6lSlIjbVOPNMdACyENXnCKvP+OH+Oq0b5AWPZKzWPT1cvpHeuugybdC7B63f/U8uZXqs+Q0bJ7d6zrxMSkCjBPDq2kVZ5a9IoSWOVCHXm8s62qMpXY2GCqRUlWXW0o5tFQcr115NV6Rt7PHCgfbb8lP/jWlwPaUwIvo+20l9n0FVSRAW84VrfDGTLOS4uDDEJvmNh1eNrDLqSKsOlnztTvf4Ctl+VpVMIaxwfj2GNTwxvzh9kUt40WJZtwOSdJzm+zx6HY2dxlkTw9OzikrDWS6aw5qRI5Snsf3CIOYWyUVRqiGID6dUIYRX8f/M9DrrS8PnCGh0ZzMuzc6ifIQuFJl5M9utINXqzBMTEPP/ooKueL+RBVwepkDEdqdQPyomlmmzw9VfLz4sR5uTIsRjPNwnPznV0fixzLeDFS0PtbCLCeqIfZfIn8vpYmwrM4apTvFduifJ9DbpS0Aprf0lYpfZQHcNavQmjxmujOuPwPy8Jax1rug2xxVs640trZn/5QVeJ8vnCGhnsxa0dv1EzV1Fqz7+pN6hYIvw1D450xrJkE3Tm69AQ4Y3z6a7ksqqrTBOXOP9NYf0qIQF6fCVhvTaoMzVVw9m+VxaYxIXV224gnazTSMK6PpkhAQsY3aIorf9Yy+14r5KSsXDAR4X13wgJ+FRhfc2pw2OlitWUrhfjlw9+epotHdJIwtooeSEBqrJUXiRtiPLm3oXxmGctSrnfdJX1nwqr1CiLkADBv0CKCGsS0+gE3z/GpqbWNGqZxHjjRKe1CuHFjZ20sqpITXX98uOh4wLy5ixBmQVy/dPFn2ePF6CyLEaN2JEeOnxEWKM++HJtuBXpTLPRZ0NiTWTi9TE6IgQ7VWqMLeU5AiRiIhOf1sp5AOnSFsFGPa3V/k8Q1hgOWJuTVbUST28Dwjo1H5amPTj7wtDAq/+msCY+rZUnW4Z1pWzvJax6YqgNVkh0Witv9kwdTOUOM5hzT9r/4VpmyOFyw6ZyRP+neLKeP3tY02rsX6jnc0liloD4PaxJTGulPyg50WmtArhpv5iGldvS9bxc915xbP9oVJVa0jPBlFaB3D+2lqalG9PytPSdvG9w+vdicR06uvje4fJsqU5W6452QrpQ97vs7ZUXs3zWjN2ViBwHPOfBImvylGyF/ozIRPhIwtqdzHmtmCY9Uwa/dmVVfnlaq+nqNlKXUB8P1quykLOUvZKTNGLQlZYvLqxySMAcmlbMg/mobTi4abZ7bfuZNiVSUWH4ak67am434c/smdCiLFmNMkrCavMRYdUOunJh8+jOFMnegGHSb/JKfajkDrpKrrAaHnQV9vY+eyd1ocJXG3RlCI2wWhSsQqd1TsormAgC3S+zdngd6ft+QgyrzrRWUd4PufhbQbIWKceYWGf958JqcNBVdAQhbieY2zqbGHQl+CKkjLDG4HFqHxMszLFuOJND6ptLDKHeD9j9ezssyzaic5ILB/hy6+IsLLMXodKkw1JtlIgJ5b3rIRb2KkyhSt1iFw4IcnFkU53M5C8zHPW0j2riYlgti7VJ2FDKJCGsMUFSQzqrCOnMzOmj5w36RAb5s9XKmHQZO6N11pjoUFzsh5LTOA2NY9/YSvfi3T+qha/98mdoV2KNdN/HpPzGpLawSXzhADWJhATsqYUqS33m2d/kbZjOUqyuf1MjdxaM+53jxbuEupqosCbGNxESIHOLif0bkLnCz8w/8UQTphftw929v/BThZL0W7ZD3eOdOHf5c1xrslp3ZNLee1LrLBH9jkdHp9Cpegk6z1ijjJVwY8eMfhQr3IlJWx5JV5yCNobVogVjZ2obirccXzSOmuU7MHrPM6nV0JAwhlXCZS9rBxWkoNTerTyj6WWNDnrJjVUjaJ67Fj1HaN9AuuGwfSTmeavQetE5zdvTmEA8HDcyvk1RqrQboywckHgMa/CTM2zsWICyjYcoK8/5cff0YqplL02d8ZfivpMcw3pejmEtSjXlQTPqzV3Oji6AWfHKjEsQKqeLH48f/IGlRT56217mZWwXbBhvXx5iYJ4s5LWaJV2NcpYPbvYtyZAjD70OxcWjaGNYVVlyYX0gqToSR8oLa20LzIwNPO0pqfDy57jLh0vWtFYa3BfWplSu1NK29NRfd5vnyTmdrzFLgJzM+7LxwLO4J2GvHfRso79EWSv+/PN3unSpQL3Za7mULGGVrjcnG35tWSzesdI06Ez3Xi1plf9L9LBKpOC0Vvq8v32MBTUMLFmnTv9MWGVZ9L57grHZLSldZ5vmRvY5wipd02JaK8HXJmWEVSLRpVktqdz4r7j7SchzzmztglGeKtRZHtetk+jSrGbFqRSvhQzC1WkTDfXLGaXC1LI8w44lclNPVFjDee+5X5k/OZGULjNZJip1M7GlWVMZk6aTfnxhYkuzZqTtmTAikry9JT6t1doqOcmc2tBxO7Hb9W3C17Rq/qvCmsTSrOV+ZdkRnRgV3wOM6lMJozqTWHg2LmAu0aVZS/Znxi6dnny3A8zsrz/gTk7FaT12G7ELXcm8Ps7fI6okLBtvlgCZxJZmNSZ/0wEs1Rk5nejSrJZ1aTdfZwnZmDfc2DeZqvrlpGPmKtuC6Rd0OgH9HnFmSTO9cnLKQbHqU9EsdPWBZ9fWUC9BGZ2Uozil52t+q+i3LtycaG2g3A+YWFozVGedoDAfd/b8lCFh2XRZydX7qNRqJo9vR1hlfO9xYn5r6Qld+eIJFg5QCL3B322LYJ5eKtNtHzfc9UOivxRJCWtx2o9bwhFnL/z1HoT9X1xj65A6lMkmlavcm1lnnvDez5b+3Up9krDKfHB3wn5cS6rmko71SQsHJFNYZT5r4QA/LtnMoV7NHvS/rFvTP11Y5bXAvR7aM62jVtItKPGj9J0ePeTa6blY5a1G3RUenyisEnJowKXfyG5ZitrqtZI/R1hlxMIBgq9LigmrdM8O8n3GoTlDqau911mUovI0B5zUIVkKiQir/HDm//I0y8Zqp8JJQ/YC1fht9zXc9G/TMeEEvDrDkr6lNWWzWJB/pC3X4rpzEpKYsEYG4HllmPKZiSRdYZWIiY7k9eUtjCsjb0+NcZqerDn73GDMa8izE6zqbs4PP2iP14XlJx4TqO1yTZSkprXywenIH9TNlok06mPmoM2cHdz0DY1bAjYB/11hJcKLJ6f/okWtwspvbErlLuPYdsc9/uIKiQireo7Qiyvp1qSksr8JZVoNY901F97pKUR0wGNOzu9GbXO5XEZKNunHyovP0F9TRybSz43bW0bTqaKpVDYDhWv3YeW5l5peYB0i/V9z124SPaooCx8ZWVGtyXxOPPKK7Z1VE/VBauf2MLVfDaVcOvJVaMHsI0546l8jYX68ubqJyZ2Ka8pKolh50j4cH+i03woxYT48OzyTbuop4tKQs3AtJuy5Qawehbpxzb6n8pmJJB1hlYkMDeDxgUUMKqFsN82F5fBtXHVNWEejQt5yZ8NQiquPlYEs2Qay+ZJLIg9ehklhYRV8szjvYEV/axoPmcltJStRnu1iS98m9OipfeH3PRLKO9/VqEyzU9xBV3rF0qyCTyflhFUgSCFhFXz3CGEVJIEfpxdNoqZVYwasu07s83rkKy5vGEnDnGXoNng3HxlbKeHGgS3jaNtjKP/1W1yk3ysu/ZyeLKqubIodEBpDROBLDg0rRAaz7MSLCIgMImBnXUxNVyoZAsHHEcIqSEmEsApSAiGsgiTxO7eCyXUyxn8toE7GWLUdyZrkDhJ6cYitswbSfd5/vBtRZ+m5BCldVrL/fFUpKBNNqP9tfslkzth4oQsCQdIIYRWkJEJYBSmBEFbBR4jEz/0WW4Z1jAsYL1qXNovP8jThpLhJEMKDPeuY1mcIG+NPMPefIyYyjLe3dzKvbQ5FVtNjmnUAGy/qxeuEB+K/sQ6ZRzxQMgSC5CGEVZCSCGEVpARCWAUCgeAbQwirICURwipICb6KsMZ7DSqSSCKJJJJIIokkkkifmUQPq0AgEHxDiB5WQUoielgFKYEICRAIBIJvDCGsgpRECKsgJRDCKhAIBN8YQlgFKYkQVkFKIIRVIBAIvjGEsApSEiGsgpRACKtAIBB8YwhhFaQkQlgFKUEKC2sUB8tYkE21nNee+ivvfh4xAQEERkZKn/A1ucyw1pUxNTCSzahAW8asvMird5+yUq4uPtgN6YZ1neksP+8v/X2TySOaoOrzN2ufJbU+dTT3F4ynrVkNRv9xgvdy1rsDTBteiR9/mc7hT1kw+osSjcteWxb2HcQ6T/lvdw7vGIVlpoq0HXHM4Prc8IrjDmNQVWxBj0vRSt6/SQDOD/+mkP7/Vp1SkylHaYZuPcNN9ff5ssTEROFzczkd5M/6wZjUta4QHT2DH374gWHPlUIKMe/eIV8hCVkq1ccOXA8MIfpgC7JkNDbwPZRkPZKN/2vvTKBjuv4AHFvta0ImCRIJtYVYS1ESBLXUWrGvoXZK7ar2vfatlNqV2KJK7YoQmhBNbEFISEIWsWZPvv+dmTfJZDIziVJR//edc8/h5c6bNzN3+d59v3vvyQBi4v/d7zlofi2qlOjI3kv3M9hD+gzdHCuTt9NWTvrrLx3vjOTXvHodR6y0T/eTbf34upIjs9efT93dLVN4M21MSxQ9F7DqlrqOxp+ZyXcTvmfOHxGq/78rslJYY6OC8dwwHhfVnuQmFC7rQNfVJ/jrQWZ+p3heRlzl17m9KacqewWx+tSFpacvc89YF5D0BL9Lo7Co1AQ36ZBBYp8QuOdLTEs5sl86pFwHOixknfSeBlLuQhSemLoNXXJSAo88tjCuqvrv2XLkouYUN7weSxl0eHptLS7Zs5FNdb5OLPUKJ9FYUy14ObckRQovJTJSs6G7FgEzsSiub9WdwvQ/E0RkmmWwn3Fr6zCsSyj3sxd5Wkxj//WnxOh2gEFLqFaphM75lKkgXfd48SCT3VXWCOtzHlzZwYhm1TFVXbMdLQfN5cDNh0Tq7rGvl5c89NvLxA71MFe93hqnHlPZ7RtAmJHXx51dxLTmbRk/+ZJ0RJskXtz9kxX9m2CpPGfxWrQc/Ss+gS+kvxvm8ZGNTKrWgF6Dz0lHDBB+DreZTnzWcThnpUN6SfDn8F5X7Fv04oh0SJu4F0/w2vYDPcqqf/MCpSvQcfkfeAboVLz4V6Is72Fh36rqspFPgW2bxZzyuMsrKYuG5PgXhHgsZ8CnynPmpZhlWxYc98BfN6MucZGEHPiSwor67JUOZYaPUlgT97pQ3WYaXt4Zbxr6dhgRVlXKTZ1pbpz7R5fxkQnrg8NsndKH7mM9pQOSsIrvqUC1Ngz7PUo6rs2HLKyaVBCFzVguS694NyQSG7ODCpr3yC6EdaaQzsSJ6YQ1cX11cuZcTrw+0fTqTP68i0R9FK3xgVbGhVWV8tLqQGgmG/9/xgcnrEmnGd/jS4Zt3o1mD7Z3Kayit+HghGGMGL+Ao292MqNkmbBGXuW3+c56yk4xHJqNNd6hCp7fvMBqxzzpX5/HjlqdTki5dIkh1H8v/WzyUbJSd/6QjuonhrD7bnxpkgezUi4cko5mRlhz5C9C7QNqw0uOf03oghp68mUjR866LNPxkRdLa4m6qZs3H+1PxWLwHvDePGoWykOOTzcR+UxPpfutIxZFP9E5pzLpCmsYmxqXoXgu3Xwd2OIXTJqe9bgr1WwK6ORTpg9fWP1XD6FNGT1tmKI/K7bp3MXr4f7WyXQvnyv964u7MH3VDSmXDk/PsnZMU8xM2zP+x7+lg6k8Oric4VXT/0aFG/Rl6ikjFf7xOTZO/AKTwo70mmCs9wjHY/cM6pqUoG7HH7ggHU3Pc26eWUknq6JUazE6fT2MusGpZV+mu05lWSpfbzinpGyiJHPn0joap8tnQh4bB9od07oDigvj7pFh2OjmzVWcMk5b08ltKnE8Dd5PK5NPKKLoyEHpaGb4CIU1keNNq1FGMRuva/+2nZ2hd9uaKMbt5fAjHYmM9WPrECcqFGjJkh3eohi8LW8hrFlOIAe3jKN9jyGkNnGpwmpiUgbHTqtJ32RktbA+4/b1BSisKtDgj/Rj9ckxkfjvHoJ1IStKz7gvHX0HJMcT4zeI7Lly0/68dEwvieyxzE52xVbiE9J/P17t85F3YTgv40R52e8ohDUHQ7yjiNbzVSY8+p2ZdYpQIOcAPIKfkSAdzzrek7BemkDPRvZCWN15+19Qn7AKbqxh4teDmD373d3WZI2wJhN8dD8TLG2p1XkdF8PUdSI20Judw+qSz8GZXmeN1dMwLp2biqWoTy1WneGx6uUxPLmzl3GN82NXqzfplDXhKYGnZuKsaifyC2HtY1RYY548wO3LvCKvrrAaIpm45w/Y9EVeClsuQ91zJRL98hgtc+YmT+ef8dXcSycl8Oz0OCpky0EO+z3SQfE7v1iiGvErMdaHJM3P/lrcCFUQN5rZhuMXk6DMlYbH63tQMK8kTwaENWCiguL5e2dYH1/94oStWWkGHA8gTJLYGK/FONuY8Umvw/iGpp47aI4Dlcy+xt07CD1jupnm/QurJ2NcnbBsMZjlFwJ4qSpmYfy5rjsN7azpv2I3xpX1CjPHtcbSsSezTt7muer1EXjuGMKXFUviMv1nrqvypfLSaw8T2lRW/0b6hDXqBIsn1cfOqSurzj5IuTFICDnFsm+d+dx1PIf03gA85uSGCdRSnjcDYQ332MOMOrnFNRgR1tggvLaOor6qjpgKYR2vI6zJPDl3jB8sS2HfZiXnnqjrbVzIddxH1ydP+Xp0OiXV28i/uTS3ChblWrD8zENREwTxEQQcn07T3DZUbaX5zROIuHmGiWamWDeYj5fURCc+C+bCtMbkMrfD8XD6PlNJXGQw+1sp66gsrIJ/KKyPFuNYx5J2W09xK9P9oxFhVRL6M11alaXZkh389dbG+h8W1pu72DL8K3pM+Es6oOQBB3YOw65uXVoPH05bSyc6ztVV1g9bWJXERwRwpldBLEtPfgfCI6ES1oHk+CQ3I+5Kx/RiTFg9aZ/PgoWvXon7WUEGwqritxZYFM3FQI9gnmW5sX5EwkoI2yf2p+PI2ewJlw69JVkjrIbqYzKPTx9miqIKzp1PSsf0EO7NuZn2lK/fQ2tER0kEVy/PRGFXk2YnUutZbMhtfutbnmzFbSg7di1b+5oKYXUxKKxJTx/gO6YcpRwWc3WXoxBW5wyFNTlGCPEcW/IVqc4aTbeVFMNLn17kzl+FXdIhDcmJcdwcmY3sOeuiUtbkZO4MVYrCYPzFv9Nwdxi5P8nBIL8Y4lP+5Mv31fPxSXZLRhzdw9gC+clTRghrlK6wir6xijlFFasIDjVW/h/wg11pCvc4gb/OVtmBMytRrpgLv/sGq9sAZd/YxEH0jXPw/vvteob3LqxeU3FtYs8369xIDdpQcpmJQ51R9F/Gz3eM9IvXfmRcW3u6z/s55UmKmmvM/749CpdpLLquKdOPObFqKF+YFaRurwGM/aY3DYsKYV2QVlijTixiUn0H+o5yI221Tub2TyvoW7ULgzfrxou95sqGRXR1ak/X72cyoVJDeo3QP26a4LuPTT2daNthChum1xfC+m06YX11/Qw/dbQlm11t6o+dxaJOCiGsI3WENZRzJyehsHekw5m09Tb80p/MUnzK562Pqv4f6X2BuQo7arfQqWVRN/FZaI911Q7qQae4YPwOu1CsbCVmBKpySLwg4M5iFOIcdfQIa/LzYG6NtUVReSl+ex2FsDp+xMIaepWL24dTSlFIfddTYSDL3G/wPFrTuway0KEixVV3GupUZt4lfJ8aEzyJf0VY1whhrcuwHQelzjCJS2O606hgcxZsvpz2caPXTFEhi9N01jouqP6QuZCA6JALrO/tTHnl563SnXn7b+K/eAJdzIyEBNxYwwyX6vSYsoa/ffYzqYOD+vuq1Jwuq85xNzxtw0dMKD57JtGpujKeKh8Vmg/ml8N7WT7WCftug9lpNOQhktObZ9Dxq54seyQdUqEWVksnF4ZcuozbCicsHDsyJ42zGuggY6KIvLqb+aOaqq+7oA1Vuqzh3C3tRvgJnmenYmnfgE4Xw7j9+1SaKvOKO1CbCmNx+yszIwyZENZIIaz9c1O8dBt+F/9//SiIlSUUWE65T1TIL7Q1yUXB4s34SVUlkkiID+DkgSW4qK4lJ7nzOTHtoLe4WjWJ0S/YXkH5N03KRo5czhwQr016OEQdEqAqTA8YLf6dLSWfCRV2RhOn+Zpu9CJf3i54vYoVrxS8jbDGBHBh6xAUptKjxPLfsMbzMS8T0pb5CN8jLGpZkuJ51NdT3nUB+/yieK11Lv0hAS+4u2ci1W3NxOsK4jjhBNdDPent6EB+HWGNfeSN+9SmVLZQP4az6TSZvX6hRGtfiscI2n9Wk2l7T3Hn5BLa1Cqlvu76rny/7zqPX6h/y8fbBtK2otbjPMsRbNwXSNS2fnTVDQmICea612aGtqxFCU3+Wp0ZttWbh1GaD2hIWEVp3D6RgR2HMXOPgQDINyRLhPXVNdzXfolN49as0e2HQ85ydEIt6jsvJE011yL67ll+7WBBjXoLRc3WJpkIb09mlapMzR80OvKKAJ+dfF2uNYtvviYu1JejvfIKYe2sX1iTnnLv7+8oVqY6a6ODCdxSTQhr0wyENZanET9hka8IZdZk8ndJiid+S1ly5OyvHtFLTmR7AVEWel9XumvGXOxGQYcJnAuJJTE5kElFChkQ1gAmKszI3/cCwUbvHvdQxa4EHU/c4bFOs52eQOaI/tHMxR3voLcZX33/wvpkW386izo5a905nTCdJP4aPYRmDSaz/LjhAarw/WMZUONzxs47qjOIk8S1mZNFezGMafuljixoNzPGD8R1/jGCY59xfM5YGqQTViGlaxbSW9GSUVO9pWOpPDuxkmlfNGbwqLSKGe+9hZVtnejX7yiPdm1kjKUQ1uF6hDXej52/9MTBpT/uocdwm+ygR1gjueS+km4NXdl4N5rXN35nY/vCQlhHpBXW1zc5ueUrrOo6sVS3coZ54fFDdap/PlvUyRjue+6hk3lVai8IkjJoiBSuMAOrClWZnEZQtUkkNuo6h6Y2xNyuOe7S0RSSn/Pw5ngKW9mzOjaMkB3VPmJhTTzO4HKWFNB0FlrJpt9ebocqu78PSFiVIQH9nahgMYwd+x9IB9+tsMb+uZjhTuZpvguTyk1p1boBTeyMCet6Iaw1cHCoTI0aSknQer1JFbqO3S2aS4k4HzbO7YhZmjyalJuq3UbjZkxYn59n84KWNOg5Bg/pkBq1sCrquTDAUzQo592YVaskjTr8qBUaoEdYkx9zRchnPT3Xk690bXqu1QxJPuGSEFY7c1M+a9mQYmnyZqdohS8Yd1XKapA3H2F9HRzIylKFKDhgAt8VUr5XXoqaj8JTNHCxzwPZ2FJP/Fj23OSvPhfllSdGv3o3wrrcinxtTvNKM+siA2GNur4ZV1PReZoMxSP4udYjyMsMKm1OPq33Uae8NN95h2BNXfGaTCWbIjp5lKkdG68GSo9a9QlrBLs61aKMJLnqlJ8GQ1xpZWeDqbaw+i6iWW0rrXya5Mz833xEkyrh8Z3ogKrh5FQRa2tpEkpKcuSHHZ6idr2JsD7n5JRe1Ff9nrqpHH2W7sFflc+wsPJkJ5MGdmHEzH2q935bskRYg0/hPt6emq2Hki5S5fF5jk6xp6rzAP6UDqUlmXDPM8xUlKd+G13RSebpVU/mKWyp2UzfdBHRDAlhPWxQWBN4evcCI4taU2ap+HZfC2FdY5+hsCa+DOev/nkoUuw7nVE7wyQnxHGsfg5yNlSOSIn/J/vRW5SDwvuVn8KXVV1KkF0Vy1qb7/bcIiYlRkAf94wI616qKApT/mcvQvaOxKpYPnFOM9rN2clf4Vojtg/GYVfagdV3HvDy/i5GljFXz6n41JUV54N5kTq0K/idJg7WfLroCL57J1PD1lScsxjNJ6zldNAzca1StkzwfoU1Ca/R/WiicGXdVt0H/0lcmTiEForeLP/5lnRMFyGlM76jraIr81boPvhPwm/+ZDopOjFtUfoYVUQPenzOmDcU1mTubl2Ba/GqdBvkllrf46+wfkVnavQajrto/O7v3MhQhT5hjcZ3xyo62bfFxS1KdIN/4DbGXu8IqzZKYf1Zn7A+ucjJH+yxd+onjEWH8Ct4zLKn/OfdOSXaYm/PmSjK1qbFCd3C8BQ/nzkorKvipB3HqiKOJ7eO0kdZ7nIXxaL5Ao6H6N5kJfIs6C9GF7LE6scn4iMKYV1n/7EKayJHmpfF4pOKDFh9ltCX8aJICJ7/zfaRFbAo/Ak9D/mKuyF13vcXEpDBpCurduKu7RphKb/duxRWH2aPbk0Rh06M3uVDmKr3F3dIvy+iRx2FeP+GQlhPGhDWzUJYy2BSoh5fzzrMjWfqwvn09HrGNSqB6VdjWHBNeSwZ/02L6GNuRs2vZ3DgnloxEkIusOnbZigyI6z39rJ5UD3a9VxP2jEMjbB2ZsBF5Xs95MgeIadWjWi/QKOsusKaTOjZQ0wuXYgy1fuw/kKI+LUFCeLO7cIahjvmpmQdZ1aq7iLD8To7A2vlLOQKPVh19pE6b8wjru0dSOm8xiZ5aDAmrEnEPffn8LRWmGjFsEaHPuCnctnIIzrPvr9pxYHERhG+4TNy5i1IvWmHeKQqE8kkxgVzYWF7TD7JT/7xkmzrDQkQwnp7kM6kK0MhAa9YLip1m7OvUzuh/f9s0tXlb0phns+OgW63iNScLCGQ47PqYFn0S3bcDhbNazJ/NKxAyRLfcPjWE+nxoyBwBY4VzVEs9OLvKHXHmU5YT/bj8/IFaPztei6HvFCLcswVVnd3oFQ+cU0pwurLdOfamFt24cfj/jyVfo7EsAusa18T29qzcL8gPZjzmCKEtTgm1qKT2elD8Gv1e4duG02rioWwGrmNQ4FSR64nJCDdpCvvmXzjXA7nMevxCNH6csJ+Y1JvcU19Fkt10oiwir9Nn9SaOt/OxP0NmiVDyMKaSmLEPbxG2lDmSzd1Hc+UsMYQGb4WRUFTKrjr1m0DJMUTd/orcuQszSJV1U4WwroNC1F3Gv44jXY6N5DKZLsokFiDSwUYEdaAGSjM9K0QoEydcbsfoa4/h1uLm/LPmTixDcWL694M2zPh0j0iNG1A4BIcKupbIUCZ2vCT571Mz7WQhVVwezuLe5emXOO+bDynCQqIJeLaPiZ1Vk7Yqy6EVXOD+pLL6+bR/YteTD2rbM+ShbBu0CussT67WNe7ES5jT4urE3zwwvqCgFvLUicnf1IUK+eF/KXlUUlRQVwbVYqSTXep6+jHLazu1CtrTrHJHtx5qmvu3gyzt6VQl0Nce6Q01swK60OWN6gpTfoxlDrzy1H/tLMs05DRKgG2tJ52gKuaSHhR/N5eWJeqO0ef+YxubU+vRZu4rcyewgvOzxuOc6GMRlitqDNkCr+nWW3nFj/N74FpLVe+c1dWwJusXdwDRauRfO+jU4Dv7maVq7UQ1kFGhfX5uU0scKxPzwFpo2rSC6vwoDtH2davJJYN2zNf5ay6whrMycPjMK/oRMf9aR/sQBR/n1pGPas6NFqiNNZw/hLCamVZk3rLtR9AJhPpc5F5Jc2pUutHdB98pOXNVwlQCat1AUpYTk0dpRbERoSyQVGAYnZrUkYbNSRGP+fYl7nIl3+0apT17YX1J/LntWbl62hSnhJmJKwdFrDnSiRxaR7z76dmKVMUawIISlcJ7jCunDUWi25zW5TXwHkVKWtakZGbduG2041zgVG81uMBaYU1iZOt6lJeMQ2PyzqF6PV+On/xKXk6bVcL65+uOFe1Z8pRD50bH0HIUlo3/owx7idEiRGoRliL0mbVXq6l+bIvMrJLfQq0XMJ2b6lrzoywpvCagAun+W2HG7+f2cOCLs2ppPzuHCez5IxyZo4xYfVh7qS2KLrMYPEN3c7gzZGFVSLuCXeO9MPCrgcp0bOZENbEl2Fc7p+bwqb9RKnIBMkJxF0fQ5GcuWiyR1MqlMK6m4qqOvQZ4/bf0YpVfc758XbkylGNHTFx6k46HUaE9WALFEVy0WKdP5Ha8S5hu+lX0pR8vc4SECH6wsPdhLDmxaT8QFZrh+nEeLKwgTVmFvPxvSnNGjvWDQebfDgtPMe9KK0riviNMdVtKdppDxcD1IMSGSELq5JXXNkwjfZmWu2oMpVuRMvu3RjkXINug39VCevTU+uY3uZLXGf5qF9qSFifXWL7gm407DpLtCYSH7ywapEcTfiNrbgqzLCpsVG9UkB8BIEn+lO8VBeOqzIJPmphfTCVstaF6X7cH524ckEiRx0rU1oxj2vXlRXzfQqrsRjWVwT+MYMWNS21Jl29C2FdJoRVlLM9o+hXrR4TF50QqpaWCPcJDKpZRwjrEQPCqoxhtafjlOX4Kv+egkZYBwhhFSarmgVZD4e+o9JPFnl2hlXTGmYQw5rMg183MkzxBT2H6Va19MKqHPW4c3gD/cxK8UW7JdzgkRDW71KF9ZXotH5uRemGLVgZLL0khWTCzp9gmqISjdorq4U6hlVRoT5tNDMgVaQV1uC4R3gf6p32dzcrj/18ZaCOMWHNQ1FFG+Yf8+C21vod+oU1kZdhl+iftxim47Q1ViLhFS+32pMnf232Kf//tsLq9TV5cy8UlVursugNCXiB5yTRaORtxDzfp7zW/pqU3J9NKQspXtxQ6nOcW8pKmXiC4RVL6dy8teb7db9x/cWrFHFOK6wPWVS3OoqOu/GQRu9TecRSxzpYtdvJyVsxhK5pR4PSepakSUkFaLv2CL7K30IVw2rPd3uP68RT/nNhDds3i27VdMNnpJQpYY3g4KTB1KrzLTOOvP0QqyysSl4R5L+B+lZl6azdvGQorBnUR11EfYz1G02RXLlpule71U4dYS26NFT8Wzqcwg365/6EwpteEa23jzcWEmCY+9+XxqpgLzwDIkg41go7RRmm+NwnSrf+Bk6mcrkqzPe9na6P0OXhgs9wMO+A28UA9chtBsjCqiGG8KtujOtYXdUWmNZsw7QDvjw9vZJ5TsoYVnE7FHyIn0Y3p9WApVoTvvQJazBHt42jfpNu/OAnHVLyXxJWJfFh3D3ZnUKlbZkaEk3o/R3UN7emg3ajIQvrmwqrDv/GpCtRGc73caFe44Vsv6iUTllYU9EnrIKEexzZPlB0Ns60XXKN4+7TKZVlwppxDKsuH4KwerXLQ+5F4Wj7qrEYVs++xSma25ahF8N5of0AIzPCareMWwGS/D2/ySnP7YwsY0VR7TxNNuIdoG4T/j1hNaHUeHdOKsvFuxZW7x/5xtkSk8/7MvGnfRw/8CvbTt3gergvM0e0oYjjlP8PYX2vk67SoldYXwThv7yu3rKQknKZYuWoo62JLwi71Ie8xcww7qvJJCWEcnlxU3J+YstojzQttgpNDGuB7Ykity53GSmENccgP6LTxJJqeBth7clZpbA+HIedtT2L7zxI/zg/cLoQ1mJ0/d1XtHPSMQN82MKqrJPvcdJVGjISVn1IqwQ49GDw5ggCfl3LYAs9ZVMrmbboyffnT7Ftqlp8DaaCdWivb5KWwKCwvrdJVxKSsBa2sWVOZCj3tzfU/1k0KWdhitfPnLb+H4cE6PAvCavnNy40UAxj+z5ld2hYWJ/8OpDO9rmEsP6cyZCAhYxu/SltZ6/DO01jlImNAzIU1qwJCdCQcPc4O/rbUb5OPQZNdqWqENaebxwSkDlhNR4S8K6E9X2GBPjQJU9uOnpHE6v9sY1OuvKkn3lR8ph05UDIs9QYVKMhARnz+OpZdo6yo1QxexZ431KVxXQhAa3rUt50JMc9g8Wn0UazrFUmQgJ0eafCmoz32AE4K/qxZpN6alUKYe6M6F3z/yckQHRp+pe1Eh2J7x/80sIe5zbqyUh6MbisVTQBl3fxlW1NGhzRX8/eqbDGRBC2pgLFzEakqaNpSSLutSffWucgV56OrDVU6JITjKwS8E9HWBM5aF+CIorVhDxJ3xndH22NVYmFBDxQtiRGVglIM8KazLHGVbFRzOGqr27bKX7Z6UJYS3/PxUtGGnMt3rewGl7WKoQtQ7vi0HsZa9LVOS0MLmv1hL3fD6J2p2nM+VtfvTQWw7qJxb3taTVqvqjd2txm48o+KJoPYfwV8SsLYf0mK4XV4LJWoir4n2NX63J83kS5xo2RZa1iA/E52JnSVVupVsPh+V38FttjWrYSc3UF9mUgd1fao7BtyanXQlh/qa//s2jSxyesH+qkq4xCAubQomZJzEdtw12a5PF4Wx/aVcxOjWFrOXlf3cLE+e9hQmsHipjkE8K6OQNh1Uy6usem0S6UM23CUPGdPFSdKrOTrjIrrPonXcVG+LJvUhdqvNNJV9rEcPfYL7gq1AW6gOggB6k6yDeZdPVhCev7m3S1lDx52nMuOk68QouMlrXyHIWiWF5MWh0gWGvW1eW+pTDP25jpR/x5Hqd5YQIhx2dR17IoFstvc0e436G6FbGqN40z959qrTDwkuPDqlCmkEvKQuXpJl35TONz++JYdV3O+YBn6ms2MOnqe+faFK83kjVng3ih6ZwTQ7i4sQu1y9oz3v2MuKUR/BvCatGUMesuECJ9uNePzrOmq5N656RMCetHMOlKfBfBJ/YzwcIc+6YzOKRqXJKJeeKH2w8dsHJwxsXoxgHheJ2biZVpOWpN+h1V+HxyDE/vH2JRr7LY1eqWfuMACWOTrtKRQUhAbHiIuHkshFklzeL/uiQT/+ouC0rmJE++fjqrm+gifuc7rqKdKs6Is8+0pPVfimG9v4DqloWxWH2PICkU6YF4H2tFT3b6hqXW7TeJYQ1aTfOqlijmXMArQrfc6ue9CyteTHRtQqEafVhw7JY6TC8pjGv7RtCyRiX6r9iZwcYB15g/ri1F7L9m0r6/1bGVSZHcODKFzvUq4jL9p3QbB6gxNsJ6mw2Le2Nm9xUjfv5b3XYlPSPgz4UMbFyD9kPWqgcg9GJ40lU63jYkQLzXkwvKjQPMKFdvEvtV7U+y6Mf9OTTXBavy9VL7yEg/Ls2tTFHrKozbre4dk+OiCDrxI32trKmqElslrwn024JTgVJU+OZEavlOiWE1x7ZOuoWtUvnPhgQ0tKBoTsm09aSyK+8QpDxdppa1UhO0qCGVS+QQf8tD4/Xe3MnM5fwbqwQok3k/Nh70T5388ngnPdtJu2ekpK+YP/8HunSpgdOsdZzPlLCKuuGzmW/blE9zrlxNXOjeqw1fWb+LEVbBv76slT5hFSQEcHznNyjE+6QKq+ANlrX6oIRV2UA8v5/hslYqMi2soq8cbUqO7MrzFKD7zTgSttmQp82fRKfIpURGwiq41F+BaR4TWu0PTl0pIPEoA0oX17OslUhNV3MjWKpcBpe1MqHk2OP4SbE86YRVdB2nxjtSvpiyvmpeU5pesyfR3r4cRbWWtUo6OxNnB+XNWNrzK1c3qDthL5eDJZt8E2HVro+1vmfjqTAihbB20Q4JuLOZb9pW0HlPrZQZYf0YlrVSYnBrVitqN/sxtT2JvsOprV0wKVmHRuo7SBUGt2YtWoFa4wyvM/fuhDWRF4896Ze3GGbjDYyvJsbw8ljP9NeolbLnMGO0Vj081zFfuhUClOkfrxLAC37rY0vRPNnSndOk+XruPdEe4PmLoWVL6ukbdVYJUN5AjqqDTeHsOvlEarSQC7efilYqc7x/YTWyNWu1b1lxWCtGJfwgo/rWEp9pEotOS7IuMLg1ayVXpu829JzbeEiA/q1Zc2LX4VvWGbZVwfsUVoHBrVlFP1hvjtYIsaGtWbNTuGwdRl+RsikR9ez61g46+ZSpAOa2wzGw0ZWaj15YlYT/zbEFbcUdunJbL/H3dBsHSMRcZkn7cpgr13bstp/Lb7lIsmGMCWsFOo5bxuG7j3mWYqtqngV4snVwI6oWE/lq92bmqVs8jdqBa7fKbySsSl4E+bBnXBvqlhDneqONAzIprEreauOAKM5vnoNTgx64emibUgbCKki4d5pfXW3SCquS2Gc8vrSFqV0rqr9rIxsHfDjCqiSJhLgHnNnyLVVUZST9xgEq3kBYlVtAjrPPoVr7Mcfqo2yxyUUHj5jU9Vg1ZEJYhbLiamFKXpMu7Hv0NHVjBd2NA0yqM3jVYW69jEkzcqS7cYBJeVcW7/PjmdbOAemFVUkkN/9cQaeKpcj/hhsHmNi6MHnDRUKjtOr4mwgr0dzeOZEWlZVrUrZhxUZvInb0o0dl7UlXSTz12cP4FtVVW3CamBTis64T2OEXyOV5w+hg1ojJS86Ikn5FCGsrvcL6UWwcoCKRV+H+HJozBEfVdyGSRWVqT3XHRxWSJWFAWEmK5tmDk6wY20z9WpNcmNp8zndungQaaabfnbDGEPH4Z2zyCWGdol9Yk2Je4DNM/82XJukKq7Ic+Z9aQ/fsmqWtOrHUKxyDrqoioxjWMHwOz8axWAFyqc7ZkXk7j+MfE5um3qmIua/eVMdcijlvMY3915+iWYY5lQiun1zCV7YK6Sa0JZNWu+P3/KVWKFDGZIWwEv+YWyd/pPUXZdWfUbQVtbuMY9uVIFL27lBiQFiJD+fuudV0a15Jen1+qn41lPWe94jUUYhUMophfc3jO38wt5+zegL3p060W3qa2+kn2+jwnoVVtGHRTwM4tvhbaQMdkYqXxV7c6OtuIpEU84yg02uZ0KKY9D0VpVTZ0ey6LG6+pDwakuNfEOKxnAGfKvPloGCJqgzbdp77qY27fv6bwirzn+XuTla52tNs8AzS7/Ohg/9utvRrTo+eGa17KiPzMfKxbM0qI6MmS4RV5v8eWVhljBDFycWTaGDbjAHrL0mjTYKEh3hsGElT3Z08DBLIwS3jaN9jiHofYhmZ/ydurGHi14OYPVuzWu/bIwurTFYiC6tMViALq4xRos6sYnIj5baA0mOElJQT2/Yj+clonI4WAYfYOnMg3eelnaMpI/NxE87BCcMYMX4BR1Pu+N4eWVhlshJZWGWyAllYZTIggaggL7YM/ZqaGln91DGTcTraROO3dz1T+w5mY6h0SEbmY8d7JROmz2fO4Xcx1SoVWVhlshJZWGWyAllYZWRkZP5jyMIqk5XIwiqTFfwrwpr+8bGc5CQnOclJTnKSk5zk9M+TPMIqIyMj8x9CHmGVyUrkEVaZrOCdj7DKyMjIyMjIyMjIZAWysMrIyMjIyMjIyHzQyMIqIyMjIyMjIyPzQSMLq4yMjIyMjIyMzAeNLKwyMjIyMjIyMjIfMPA/HSx7bcPP6gEAAAAASUVORK5CYII=)
The DLBA Board voted on May 4, 2017, to raise assessment rates 3 percent per the allowed CPI adjustment. This is reflected in the attached budget and report. Properties are assessed based upon location within two defined zones in the DLBPBID area. The assessment rate and level of program service provided varies, depending upon the zone in which the property is located. Assessment rates for 2018 are described in Section 6 of Exhibit B. An estimated total property assessment revenue of $2,538,732 is reported in Section 7. Section 4 of the report shows a DLBPBID budget of $2,538,732 for the period. Adequate reserve funds (3 percent of estimated revenue) are available to make up any deficit between budgeted expenditures and actual revenue received for the period (Section 4 of Exhibit B).
The DLBPBID assessment area contains properties owned by private commercial and residential property owners, the City of Long Beach and the Long Beach Successor Agency (SA, formerly Redevelopment Agency of Long Beach). In FY 18, the City assessment is $536,921. Of this assessment, $195,387 is related to Pike property development and will be paid to the City by Developers Diversified Realty (DDR), as required by their lease. The City will forward those funds to DLBPBID to fund that portion of the assessment. Also included is a SA property assessed at $5,398, which will be paid by the City using SA funds. The City’s assessment, less the Pike Property and the SA property, is $336,135. City and SA payments together total $341,533 and represent approximately 13 percent of the total levy of $2,538,732 for program year 2018. Exhibit C details City- and SA-owned properties located within the DLBPBID.
The Property and Business Improvement District Law of 1994 (Law) requires that the DLBA Board of Directors file an Annual Report detailing the DLBPBID assessment methodology and assessment levy filed with Los Angeles County. The subject levy of assessment will cover the DLBPBID contract period with the DLBA from January 1, 2018 through December 31, 2018. The Annual Report of Levy and Assessment is provided as Exhibit B for City Council approval.
The Law also allows the City to contract with service providers to carry out the DLBPBID program. For the past 17 years, the City has contracted with the DLBA to carry out the DLBPBID Management Plan.
This matter was reviewed by Deputy City Attorney Amy R. Webber on October 16, 2017 and by Budget Analysis Officer Julissa Jose-Murray on October 20, 2017.
TIMING CONSIDERATIONS
The current DLBPBID contract terminates on December 31, 2017. City Council approval of the Annual Report and related levy of assessment is requested on November 7, 2017, to ensure timely transfer of assessment revenue as required by City contract.
FISCAL IMPACT
It is estimated that the DLBPBID will generate $2,538,732 in FY 18 through the proposed continuation of the assessment. Assessment funds are collected through additional fees attached to property owner assessment payments in the DLBPBID area. All revenues are passed directly through to the DLBA for implementation of annual programs.
The total City share of the DLBPBID assessment for FY 18 is $536,921. The Public Works Department is responsible for $531,523 of the assessment. Currently, $430,240 is budgeted in the Civic Center Fund (IS 380) in the Public Works Department (PW) to cover this amount. An appropriation increase of $101,283 is requested in the Civic Center Fund (IS 380) in the Public Works Department (PW), to cover the unbudgeted portion of the assessment, offset by funds available.
The FY 18 assessment amount for all Successor Agency-owned parcels is $5,398. Sufficient funds for the Successor Agency assessments are budgeted in the Successor Agency Fund (SA) in the Development Services Department (DV). There is no local job impact associated with this recommendation.
SUGGESTED ACTION
Approve recommendation.
Respectfully Submitted,
JOHN KEISLER
DIRECTOR OF ECONOMIC DEVELOPMENT
CRAIG BECK
DIRECTOR OF PUBLIC WORKS
APPROVED:
PATRICK H. WEST
CITY MANAGER