BCSPM - COMPÉTITION Site Web du Club de Badminton de Saint Pierre du Mont dans les Landes. https://www.badminton-saintpierredumont.fr/competition/29-equipes-interclubs 2024-05-03T04:03:36+02:00 Badminton Club Saint Pierre du Mont contact@badminton-saintpierredumont.fr Joomla! - Open Source Content Management Régionale 3 2022-10-11T10:48:42+02:00 2022-10-11T10:48:42+02:00 https://www.badminton-saintpierredumont.fr/competition/29-equipes-interclubs/264-regionale-3 Jean-Pierre DUBOSCQ jpduboscq@gmail.com <p style="margin-bottom: 0cm;"><img style="display: block; margin-left: auto; margin-right: auto;" src="https://www.badminton-saintpierredumont.fr/images/EQUIPEBIS.jpg" alt="" width="310" height="277" /></p> <p style="margin-bottom: 0cm;"> </p> <p style="margin-bottom: 0cm;">Equipe du BCSPM :</p> <p style="margin-bottom: 0cm;">Céline GUEYLARD – Claire DIFOLCO – Guillaume BENTABET – Maxence LEFEBVRE - Michaël LEOCADIE – Hervé PECASTAINGS</p> <p style="margin-bottom: 0cm;"> </p> <p style="margin-bottom: 0cm;">Dimanche 9 octobre 2022  l'équipe 1 du BCSPM était à Dax pour la 1ere journée interclubs de la saison. Début difficile pour nos badistes St Pierrois qui s'inclinent lors de leur 2 premières rencontres.</p> <p style="margin-bottom: 0cm;">Le matin contre <span style="color: #000000;"><a style="color: #000000;" href="https://icbad.ffbad.org/competition/2200327/rencontre/162505">Bayonne Badminton Club (64-BBC-2) 5 - 3 Badminton Club St pierre du mont (40-BCSPM-1) et l'après midi contre </a></span><a href="https://icbad.ffbad.org/competition/2200327/rencontre/162509"><span style="color: #000000;">ASPTT Pau Badminton (64-ASPTTP-1)- 5-3.</span> </a></p> <p style="margin-bottom: 0cm;">Prochaines rencontres le 11 Décembre 2022 contre ASS.sm Pau et USDax</p> <p style="margin-bottom: 0cm;">Classement:</p> <p style="margin-bottom: 0cm;"><img 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" /></p> <p style="margin-bottom: 0cm;">quipe du BCSPM/</p> <p style="margin-bottom: 0cm;">Céline GUEYLARD – Claire DIFOLCO – Guillaume BENTABET – Maxence LEFEBVRE - Michaël LEOCADIE – Hervé PECASTAINGS</p> <p> </p> <p style="margin-bottom: 0cm;"> </p> <p style="margin-bottom: 0cm;"><img style="display: block; margin-left: auto; margin-right: auto;" src="https://www.badminton-saintpierredumont.fr/images/EQUIPEBIS.jpg" alt="" width="310" height="277" /></p> <p style="margin-bottom: 0cm;"> </p> <p style="margin-bottom: 0cm;">Equipe du BCSPM :</p> <p style="margin-bottom: 0cm;">Céline GUEYLARD – Claire DIFOLCO – Guillaume BENTABET – Maxence LEFEBVRE - Michaël LEOCADIE – Hervé PECASTAINGS</p> <p style="margin-bottom: 0cm;"> </p> <p style="margin-bottom: 0cm;">Dimanche 9 octobre 2022  l'équipe 1 du BCSPM était à Dax pour la 1ere journée interclubs de la saison. Début difficile pour nos badistes St Pierrois qui s'inclinent lors de leur 2 premières rencontres.</p> <p style="margin-bottom: 0cm;">Le matin contre <span style="color: #000000;"><a style="color: #000000;" href="https://icbad.ffbad.org/competition/2200327/rencontre/162505">Bayonne Badminton Club (64-BBC-2) 5 - 3 Badminton Club St pierre du mont (40-BCSPM-1) et l'après midi contre </a></span><a href="https://icbad.ffbad.org/competition/2200327/rencontre/162509"><span style="color: #000000;">ASPTT Pau Badminton (64-ASPTTP-1)- 5-3.</span> </a></p> <p style="margin-bottom: 0cm;">Prochaines rencontres le 11 Décembre 2022 contre ASS.sm Pau et USDax</p> <p style="margin-bottom: 0cm;">Classement:</p> <p style="margin-bottom: 0cm;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7sAAAD1CAYAAACRIOJ3AAAgAElEQVR4XuydCWAWxd3/f0/CKQIqKl4gIoqakESU2nrXs4UqaFoVMFF7KNpWW/8t8SiFVK2GWmt9VTxqtSCorVEiQuuBtnjVegVIlCiCiqVeHMp9JM9/Zvaa3Z199nzybML3edu34Xn2mPnM7O585jczm8myD+EDAiAAAiAAAiAAAiAAAiAAAiAAAp2IQAay24lKE1kBARAAARAAARAAARAAARAAARAQBCC7qAggAAIgAAIgAAIgAAIgAAIgAAKdjgBkt9MVKTIEAiAAAiAAAiAAAiAAAiAAAiAA2UUdAAEQAAEQAAEQAAEQAAEQAAEQ6HQEILudrkiRIRAAARAAARAAARAAARAAARAAAcgu6gAIgAAIgAAIgAAIgAAIgAAIgECnIwDZ7XRFigyBAAiAAAiAAAiAAAiAAAiAAAhAdlEHQAAEQAAEQAAEQAAEQAAEQAAEOh0ByG6nK1JkCARAAARAAARAAARAAARAAARAwCa7Pff5CYiEJLBp5e0h98DmIAACIAACIAACIAACIAACIAAC+SYA2Y1JGLIbEyB2BwEQAAEQAAEQAAEQAAEQAIE8EOhksptliLKUyXahbKZNiauIMtSabaVMpigRnJDdRDDiICAAAiAAAiAAAiAAAiAAAiCQKIFOJrua4LYxoS1i/z9LxewvxyfLtikqZk7MxTj+B7IbnyGOAAIgAAIgAAIgAAIgAAIgAAJJE+gkspvl8VzqtVNXGl42kE44egh98sk6um/WS4yXrrsZJrfsP8fSahpW/BW9ubUPLeq6C21uK+Jfs83YdhH8F7KbdJXE8UAABEAABEAABEAABEAABEAgPoFOILtMdJmoHrhfX5r36M9p4L67MHEtpq2tbbTfIRNp/cYtglJRG5NZ9p+5W5+hA9espqKi7fR59550/q6n0gdtvamNDW3ORhjaDNmNXwlxBBAAARAAARAAARAAARAAARBImkAnkN0M7de/B/17/mTqt+tOgg8fxswDud865zZa8PJ7OrMiGth9Cz370cPUra07bedTdtuytLG4mMbvdRotZsJrRoFDUIbshoCFTUEABEAABEAABEAABEAABECgnQikXHb1ccUsIntk2f5sYakMvbVouSmv/I8e3bvQ689fTYP338NcdIoPaiZqpZ/W/I3um/GCKbHfyn5Kd3z6PBuuzObsSp/PehTTSbudSZuyXfVvtbm/hxy0D+3dvw89/+I77F/2fYzdIbvtVFNxGhAAARAAARAAARAAARAAARAIQSDlssu8lK2qfOB+u9E//z6Rli3/gk4afQtbW4rprDbRlkoP3Yf+8+xEprdFVGQOQ9Z+/8O0Z+ia659gUV5tleYf0Xt01ScLxd9GFJf/xaO8Z+z9bXpPRHf5OfkM4CKa8+Al9LURB9KZ502jV99cpsQK2Q1R27ApCIAACIAACIAACIAACIAACLQTgdTL7i69dqKPW6ZSsf6moLEX3U1P/L2Z2oq2MURFdOZppfTw/RMErgxfZEr6PPLYa3ThT/4i3LYt00q/2biIqr40hjVbG/LffjXwRHpk697al0yOD9x/N1r87+vE8lbr1m+mQ46aQqtXr3eNdIbstlNNxWlAAARAAARAAARAAARAAARAIASB1MvuxMtPoyk1Z5giy4cUjzrnDuavfKhxEVWdcxTdc2uVMsv/evFdOv2cW6koy15EVJSlWze+Rmeu/cC2rRbj3U437zKcpvU8RP+tiB6+74c0+tvDxK/8M/Nvr9IPr5jhOg9kN0Rtw6YgAAIgAAIgAAIgAAIgAAIg0E4EUiu7Gaaz/fv3puaXfkM92ZzaDH83Lvt8+tmXNKj8auGgWSax1ed9je75Q7US18Kmj+nrp99IGbYQVRuL+t6z4UU65av/OWSXDVlmx6rrU0737KTJbo+exfT2S7W01159+VJX4rssez/vkSfdQG+3fGrbH7LbTjUVpwEBEAABEAABEAABEAABEACBEARSKrtt4nVCl154Iv3hurPF3xl9Pm5rWxuVf+N6WrbiUxHbHVf5Nfrz/12gzPLSZZ9R6bG1mq6yY/xl/QI69qtPXNvyecG/3XME/bnoQPFb/917U8trtdS9O1+wSh8azYY2T/ndk1R361OQ3RAVDJuCAAiAAAiAAAiAAAiAAAiAQCEIpFJ2meqyRaUy9ORDE+ikE0rEEGZjNi5fnOoPd82nX/1mtlhI6lsnHUqPzfixYOecs/vhx6vZXNtf8RWnxP4z1zxPR23+wsE5S63sx6sHnkz1W3cXv40ZVU4z7/0RGyQtL2TVRu++9wlVnPBbyG4hairOCQIgAAIgAAIgAAIgAAIgAAIhCKRSdtm4Y+repZg+fvv3tHOvbo7stNGyD1dT6dFTxIrL3/jaYHru8Z8zLeXDkfVVrPQ9Pv3iKxpUxoY8izHPRTR7/VM0bP0a2/GYB7NPK124z6n0Yls/8dtf7vo+VZ4xnIq1kLC5fRuLKlccdz0tXf6JWP2ZfzCMOURtw6YgAAIgAAIgAAIgAAIgAAIg0E4EUiq7RKNOKaG/PXCJS2D5wlTbW1tp30OvFqskl5XsS68+zV89ZA11Nth9wVZP3q+0Rsy75VI798tn6dANqx1oWWS3KEOj+n+LvZioNxUzw/1g4W+p3647i6HP1pxdLtMZ+v5PHqCH2CrPhgRDdtuppuI0IAACIAACIAACIAACIAACIBCCQDpll6nrjVMq6Wc/+qYQTvnDF4qi1iwddtxv6IMPv6BBA3end16exAK3ReLduPJn1dr1NODQGjHnl718iOZ+NZ8O2WCP7PLttzPZPan/SFpJO9Eee/ahDxtv9ET465vm0M23/UPINf9AdkPUNmwKAiAAAiAAAiAAAiAAAiAAAu1EILWy+/sbzqPLLjzWJbtcWnmY9thRU+mNxhXUt083+mTJ78WQZuec3dVfbqT9Dvmlr+xuLt5Gx+75PVqT7UZHHD6AXpxX44n/hj/Mo+unzmEn01aHhuy2U03FaUAABEAgKQKLZ9HXTn+JFrPjnTftDrp/dFIHxnFAAARAAARAAATSRCClspuhyy85mW769ZmuYczMdBm/DP3kl7PovpkvEwvo0oqmm2iXvjtRkWPO7qo1bBhzCYvs8pgviwjPWTefDWN2R3bXdtlOx/YfS5vbMnTmt8vYO3Yv9iyj/3ftX+mO+/9lDm+G7KapOiMtIFAgAg23Uc9LW8TJ48hTw4Qf03k0mjbddVoBMtJEN580jSYtYac+M0oanqaL9mmgh9nuw35xKf3nytK85aHpll/TiJtX5Th+P7ruqd/QL/ir0hUfwfmJBNK5g0uzwVFd7wPUB4kf0VB6eOXlrPbn/qjL3mNf87pU1wcz/YccQ689N448a6wtner0edV5mRHfM/lrQ7puvdB55U+6b4ld/Tjk7YrGgUEABEAgfwTSKbtsgarDDtqXXnv+apfAGigeeex1upDNn+WLS/31gQn0nVOHucTYmLPL5Zi/t3fOV8/SYQrZfXeX3jRyp9OFFE+6ciRd8/9GeRIfc/4d9NRzb7PfMYw5f9USRwaBDkYgtuzGFc0keMVNQwC5SSKZ7Bj+squdSN3xoKczktA7MgDZFZ0GalHyrw/OcszZURRFONtRdgUDR51yiq5Re5IV3gCyK07s6BBwiq6ROAhvQncpHAYEQCAtBNIpu0JO2+ijxXW0ez+2UJTi89FK9lqhEZPZ8OU2Ov/cb9C9t4xj/mmfs/vZF+to/7Kr9Pm1GSa7z1CJa4GqNpqxbzlNaT2UDXdm83pnXU4nn3iI8pxtbKz0kCOuoU8+WcuOiWHMaanESAcIFJwAZJcVgb/cJFVOQWUXkaqkiKuPkztq6VcfFJLm2QFhHcsvRzZhbm/ZJSmCLMm5IbcWr2BRbL+8ar8HlV05qiztY8ht7HtYsNRiKxAAARBobwKplF2xCBVbVGruQ5fSSccfxpjwlZbtC1Vx8Tzw8Gvp08++pL3696Glb9zAhjTbZXclk9IDh1+rv2e3jR5eO5+O3GwfxpxhkeFxB51B/163M9s/ywR7KvXbrZerHNiazdTy3md0+AnX6b/h1UPtXVlxPhBILQFVQ9ER9Rvzd23orPZRN4rl/MnRH5fcOaVAbtRPO4T+eqk2H9Ume4rImD2SporsegmLorHskN0/01+locY+w0iljAcZBm7xUEuDt1S4xUB9Psd2nPePv3DP880V2fXlzTNt52tnpopMq8TGwdYzTZIwGvVHqrdWfZPPkVvK3JFLeXsf2ZXq7HlnEj38BB+Wrq4n9vrvTpMtHXJkMg+yq6wviutfWUd90hPt/uY3IkNR7so64tc5ES112AsEQAAECk0glbLLo7ptTHCv+dm3aNIvRynm7fJlqlrp25W304JX3qUuXbvRioXX0S672KPAH3z0OR1yVC3bv028h/fBrxbQ0Rs+tzHfzN7ne0T/s9l83SwNHrQnLX5pEhs6rUVtbZ9sK93+p3/SLyfXQ3YLXWtxfhBIGwEf2VUnV2/Yk7VYkkp2vYZC2kTWY0iiKTBeQxbZCZWSY8p0NNn1Kh5ZFDzzxXb2E95osusdHbQPK/WPIprp8xDLnJFnW0dFiHPljOCpO0/sHBXSYzumJpEHSvOh/cpBWYa+dUerHfb5srvT7z3neweTb4u5xKKAsuu+BlQdREncyCLIruK0Sn5JJA/HAAEQAIECE0il7BpMRgwfRP964kptMSj2eiD5w1dfvqLmIbr3wRfZwsjF9NZz19DQg/aybbN02edUeuwktncxZbJFdP/Gf9JxX32qb8Pe2MsO+VGPPnTKLt9i8pylyu8Mpwfv+j4bDW2PEPMdskx2zzp/Gj31PF+9xfpggaoC12CcHgTSQMBXdq1olCxCuUWTG4Fi4SuVYMky65pzJ0mO+ZtKIJKL7PIisURJFjqDg0qig8tA4GHMkliqor0qaZaPrc6DlDdVWcgRXen8/sdVSRoD6YrCSpFNxVBZChPZ5QVlS+9QNvqgRSwyFmSRMllYH/7OEjpPLBpm5CNXpND9m/diUQEjjjmvi/wvUKXdhjwi4REW4gp+Wws+jDnIKAa/Do7g6cKWIAACIJAOAqmWXa63jS9NoYMG7eaK7nLZvev+f9KVk/7K1qjK0BOP/JROPcE+13bJu5/S4d/8DTdVrqt036ZX6MS1KwX5tgybdcteYfRS7z3pgl4nsvm6Wfr1xO9QzRXfcg2Z5ttv3rqdBpbW0Lr1W2wlB9lNR0VGKkCgoAR8pNQrcugnu14CYH6vGI7qaqx6RLeEfD15iLQKbYKym2uYtVgl2R7RDNvADia7QYbUWunQ0pBDuAN2PHhHnXPztculX7ROiozqFd+sS2Fll+3v5hlsTqlXdFYbdZAjWquqk55zRjuO7HrWY8fIioIsUBV0PjQWqCroowQnBwEQSJ5AqmWXZ3fcWcPp3tsvYoFdR2SXyeu/Xmyhb597OxW1El3yg+PoluvPZd+yAdD6QlVvLVpBR3/7Rua5PLK7ne5a/wqdsl6TXea5xOO30/Yspd8VHcr+ytCsey+iMSOHm7KbFZLMpw9n6bqpf6ff/nGetqP0gewmXylxRBDocAQCipCWL5+optkoDRCxcS0uo4hgBZ4nmJzsuhrzCgFTCmvAhnZO2VUdI/BKvuT9+iWfKK4hOrleZ+P+LcAwcWV02n2FxJFd5yJHQTsfXPmxzQE+hkpufknxKqoA9dpjqLe70+hFKjFeMaW6BvMwjNlNPvdrrmzbB10ESjHtwFuQc/MMLtaqYe4d7k6MBIMACICAi0DKZTdL/ffsS8vfuo4Jp3MebZYtTrWODqi4SmRq4D67U/N/plAxF13dR197czkd/53fsX9z2W2j2ze/Rt9a84Emu/y/mW1Ute936N+tfcV3rz5TQ6Ul+zIJNoYxs5m+bMNNm7bRsGOn0MpPvuTqC9nFhQQCIGAnANll7yjNEYHLsZBT7nmf6ormN/zYtQpzJ5Bd5SJNSQxj5oidfAK+lskt72rxsglXgLKwL1TlMWfXNnS/Hw1bskpblE1e5MpHLqO8Z1c1X9trYS137fWP2It9osquR0dZUOH1mwuP2z4IgAAIdEQCKZddJpZMUn9/w/fosotO0D1Tk00edeX/d9hRU+iDj1cLBW1+eRIN3n9PsZIz//zrpRb61vduE/vx7f+w6XUavfYD8VtbppU2detOR+5xNm1lkeHi4iL6uPkm6tunpzZHWDuL2O+5fy2hM8bfIQQZkd2OWM2RZhDIM4G8yK5zEZ9xTCg9PrkiWF4NfvH9F3SdERmTFyvyXWQo92rMrvmeAaPLQRfJ8WqU24QwUHTQybNww5jtQuKWItfQdZ70hGRX1eEQJLqrlEWFzOZcWdyjSnvvIw2xVi28Jpd7rrmyOee5OxLl1VmT4/hqkW4v2eXpt3c8BHklE2Q3z88JHB4EQKAgBFIuu4wJk9IitlLyR80302677mQOURZDjNl/vn/5dHr4sdcEvOnTLqDvnXmkKbtPPr2IzrnwHjG0mfvr1PVvUOVXy8W2bJovvdRnH7pwp2+wqG8xlR62D/3n2avFb8Zrjvg5Nm/ZRgdWXEtrvtqkLCAMYy5IvcVJQSBdBPIku8oFqlQR1JwyqVqgSp7zaQzDVDXE1VE1m1Saw4a95uEqzq+SNF6iAYd55mqUy+KmXv1ZJUvWUFT/haTys0BVYNmVFkGS82rt71fejLMshDbml1LJH6fRJLEOo/+8Xd855fpVqpybrhyy7tXZ4L9qtXYq55DiYPv5Rj5zvWJKlma/BckC1u9wN7dcAq1aHI4dXbmIGoYxh+OOrUEABDoKgZTLrrawVBsbhnzb9d+lSy48hploF8GWv/eWR1n/NOMVuvyqh8R3P/nhiTS1ttKU1cfmvEHjL3mA/bKdCS3Rb7Y00rg174tt29jriH63+3C6p8tBVMSk9vJLT6Ubf32WiOTKsvvX2a/RhT/+C9vDPnzZKGDIbkep6kgnCOSRQGzZ9VpwSJpD6kp+bmmzba6KgBkbqIY+BpwnKg7hIbsq2kFfPeQahuw4WO4IVIAGvjNxQV4HdIg1VDbOq4f8FyvjiVMITK4yZHuo35PrUecVkXuTucdq0qojBVlBme+negWWl2CqOxvYQQINf2bbeS6O5nX9+0u99wrX2jHVHSw55tIGnJse7I7lEy0OIOP284SYgxwsgdgKBEAABApKIOWya7HpvXN3eu3Za2j/gf1swF5+dSmdfNYt7LsMVZQOoJef+qU5v3fGI/+mi3/+IPuNS3OGrt38Fn1/zXv6/q10/j6n0kvZ3Yjr86MzfkzfPrlE+01fmGoti+YedeqN9KEYJg3ZLWhNxclBIM0EEpDdXPMmXQsyORvLQYYJ+wwvVQqWztw5zPW8aVIEUCG7XGT+TH+lEeJVNPzj0YD2G4bqUea+wy09GvjOoZ388GrpsouK2ObURfS1018S80L9ZFckW8HbPTQ43AJV9nqgMT3ojh+z1wWx89nqhFO0+LbHUvPpDbbXClnlai8fr+i4szhyzXlVvWLL63y24/rItnpxMtYRcQibs2u8GdA159gjwhtwbrKf7MqLzjkj4s5rxzeKHPo+5z802rM8nddfohIeOiPYAQRAAATyQqDDyC4X1h9WH0v/d9NYEwSPwi5b/jkddtwUFp0toi5FxfRe43W01+59xDZ/mv4i/fSqWcxdi5gAt9LPti6hn65qFr9tK26jr+1zDn21PUNFXYpp8YJf0eBBbL4v+2hR4yxNumEO/f7O+boqq/kjspuXeomDggAIgEC6COQaypqulO64qXHNQ99xUSDnIAACIAACGoEOJLtagl/6x5VUMWyQ/iqiDHvv7Sba46BrmMxuFasu/+H6s2jCRd8U295693y6uvZx9lcre6duMV2yfQn9YtViNoR5O72wy2C6sMfXGIAi6rlTV3r31Sm0ez9NkrNsjvDqLzfSkOHXsDm7THxzfCC7uJRAAARAoPMQ8IqC+UaTOw8C5AQEQAAEQAAEOg2BDie7JUPZQlLPXc1kV7i6GHFcfsxkeu+Dz0WhnHJ8CT3x0GVi3u1Nt/6dauvmiOm2XGrPb3ufJn/+OovUZujH+3yTnm7dQyzcvFufrrS0cSr16NFVHGPr1m10whk3U+Pi//oWNGTXFxE2AAEQAIGOQ8BnbqxrTmjHyRlSCgIgAAIgAAI7HAFf2eWv91HNVtVmwfJftL/CfNhJ2dpSxr659uTbsJWUmahap2ijn196Gl1/7Znaysxs5alrax+jP9zzPGVYRHa/AbtRy6u1Ik2TfjubbrnjGZGDLFvM6lz6kG785BXaWJyh0/c8g1ZSL7FS84lfP4j+Xn+5SAhP130zFtDPrv4btbFT+30gu36E8DsIgAAIdDACHoshJT/fsoNxQXJBAARAAARAoIMR8JFdbntcOJlUcul0fbiIsuWd+FLHAT8ZdhwhugF24dFY8a7bIl14NR0Vr7qd//jP6OgRg8VhXn19BZ00eqr4tYgJ8Nv/mUID99mdfnbtQ3TPAy8I0eUh3NGtH9MfPl9Aq7p1pWN3/x5t1bNUN/ls+unFfOhzGy1uXklfP20qO4f2aiO/D2TXjxB+BwEQAAEQAAEQAAEQAAEQAIH2J5BTdlk8lL4xfH/qt3sPJn7FttT997NV9NbCz9hs2CxT4eCRXSG72W10xmkVvrnl27793if07odfsgWotM15pJmomPru3IWWvPob2mWXnrR563bae2gNbWHvxOVJuei8Y+jOm8+jH/58Js3826tCYtuY8J5S/AXdvfIZemCvYXQDDTPPv+jFSXTgAXuK1w4NP/46eu99NiSaLWjFc+YXtYbs+hYjNgABEAABEAABEAABEAABEACBdifgO4z5Hw9fSiewebDOz2NPvkXjf3Qvi4CGUV1NV3lAdcvKO/wzK4KrbbRh3SZa+M7/6Kraenr9rY+YgvJ372bozG+X0UP3/oi2t7XS0K9NoU8++VIck7+maHnjDXQJe+1Q/ZxG8R0X94qiL+mh/82l4/Y7hz7fps3P3aVPT/r47Trx+08nPkx/nvWyr+DKCYfs+hcjtgABEAABEAABEAABEAABEACB9iaQbtnlaizeecviuXyF5DXrqfKCu+n1N1cw2eVDm4mu+X8j6eqfn07fOHUqNS1ZKfgVdclQ4z9/RTVTHqe/P9tkMj2ky0b6v1XP0Wl9R+pRW/ZqwoP3ojefu4rum/UKXXH1I9TWGm4OMmS3vasszgcCIAACIAACIAACIAACIAAC/gRSJbvZrCaw4iMWsOL/Yx8i/daij+iYb9dp83DZp2vXYnrqrz9lC1Q9S3P+roktn2/7h+vOoSf+sZD++eK7mgCzY+/XM0tXrPk3/aL7MewLNpyaxYhPOu5g+v31Z9MxI2+hjRvY64tCfiC7IYFhcxAAARAAARAAARAAARAAARBoBwKpkt02tvwxV1g+V7eND49moqut+Gx9Nm5m79U94BdiGLP2yVJx9y50xY9OoFtuf07/ZjuVDN2XvT+3O73Bhj1rW2Von8xGOrTbZnpu285sGi9bWIt9+72zj6A5Tzazeb+b2L/t85KD8IfsBqGEbUAABEAABEAABEAABEAABECgfQmkSnb5/NzjTruBlq5YQ+eMPpJuu+k8RoMvEmV9+LDmo06qpcUtX8jfUu/ePWndus36d0yRWXS3W9cutIUtXmV8uuhvMNrexmfoaiHknuzdups2b4vwAiXtqJDd9q2wOBsIgAAIgAAIgAAIgAAIgAAIBCGQMtlli0gdM4ne/WAtHTSwNy165UZXHrjsnnfRXfTE081B8pf3bSC7eUeME4AACIBA6gg0T62g0pqFZrqqZmdp+mjtnw3VGZpc2kSNE92LO6YuIwES1NnyEyDL2AQEQAAEQKCTEEhQdoMu7OS9GjOPtnLZbVm+ig7efxdv2f3+7fTEUy1SEfAhzd4vxXX/GjSt/qUM2fVnhC1AAARAoDMR0ES3jGZnp5Pmtw1UnRlD7AshvJ1NDjtbfjpTXUReQAAEQAAEchNIRHb5q4Ba2RzbYhZ1HbRPbzryyCFs4agu9PHHn9FL/36fthcXU1Ern33L5+Ly/69+9ZAlu2uZ7PahRS//1vWa2yyb13vu9++gOU9rstutWzEdesBubMGqYrYwVastt3wo81cbNtEHH7NXEmX5HF2ioQfuRt3ZolZikWf2ETN/2f9r3d5K77z3ObUWsX+wxa+K2f+0sRWgieUr1weyi0sMBEAABHYkAnaxNXPeUE2ZyaXU1DiRlsqR3eapVFFaQ0YMuLzOivhyiRwzQz9C1WzK6qFhr+/JdqwqS7b1c9eV1VCNOB77ramURZe188rnZCZOGeOk5XUivTz+LISW7UczZmhp1X8jKYJtO86OVOTIKwiAAAiAQIclkIjs8qjqT75/HP34RyfR/gN3t1ZSZq64fsMWevGVFrry2kfpw49Xi/irv+yuom8csT89P6fG0FETcCuT3QPZA/zTtRvFb8MO25v+8/Q1zE/ZUZ1iyoz2hVfepdO+e7u5zFXzi9fQAQfsw7Z1R4K3MeH9eMUqavj7Ipoy9UnautUuz6pShux22LqPhIMACIBAeAJCFnkQ14jqug9hRUKX2iK+mmjq+0pyXELNzCnHE81spIlLLWm2fV/ijh6PWaTLqi6w2lBqfqxSqlmoy7B8TiHLs2hcEztPib5dmSbZmmDr++hSXdZJI9XhCx17gAAIgAAIdFQCicjuuLPK6e5bL2DR3G46Bxaj5UFR/i991eQPP/qMTqn8I33837WesstXYx570e308Wcbqeby0+mMb5Wz3bXIajariedHK76goUddz7yW/ZtFYI8eMZienf1z/bz21xXx+b0LF39EX//WVHNV5+aXrqXBg/aWIsYsoeI/bL1m/Vw8Hbfe+TRd+9s5Ltl2FjRkt6NWfaQbBEAABCIQsEmqen/PYb9CIpuolouy13FyfS9LtvNY0mCfWgAAACAASURBVG+280vbDeFR2lnjzGiukG8pGj2GjOiyJsJNtZ1zWHaEUscuIAACIAACHZRAbNnt3Xsnev+1KbRzn17mO3G5ZG7fvk0MZTZWU+bDj/941zN09fVPeEd2jbHFxhBj4bmawGbZkOItWzfTZb94iGY+9gZ1YaLL9ffbJx9Ej834iRBVvjsX1WI2bFrsw/7v/fc/pWHHXW8Wj1N2+fbbW7eLfYqLtP3YV+ys2+iwo2+gDz6SV312lzJkt4PWfCQbBEAABKIQCBXZZbFZx0JWYoixHhWWf5OHCCu/l4cfm+kupzoepbVFgx1zhp2yKy2qpR1GSw8LQUuLakF2o1QN7AMCIAACIJA+ApFlt/7JN6nq4vto0MB+tGjBJOrC5s5mmYCy2a908RXTacF/PqAXn7yS9th9F008s2307L/eoTPH3ekpu3Y89kWk/rXgHfr5pHpa8t7/tM3YHN22zHa6+vJTaPJVZ7Ev2OuE2lpp6fLP6aAD99LPmaW1a9fRPmzYM9+ef5yy+9aiD+m8H9xHP7n4OPrpj07Vj81FuY3OqrqTnnpuSc5Sg+ymr1IjRSAAAiCQPwIec3a5VIqRyNKc3VFzpWHD/AEkRXZtCbTLpfWT9D3Jw5sduXNEg3NGdptqzbnB8lHs0WjIbv7qD44MAiAAAiDQngQiy+5jc96i8ZfcS4ce3J/eeH4SSzMPw2oR3QHDrqEvv9pKTz50CZ18gv7qBSa7819YQt85746AsmvH0MZE9kU2//aSn82k5f9do58tQ7ffeA794ILjTbl9Yu4bNPo7R5r/3sbm3fYd9FPmwmrZ/fdrS+mbo2+hE74+mP7x2C/0/fj/tNLYH94n5u/m+kB227O64lwgAAIgUHgCXqsxL9IXnzLF0SG78rxYMaTYFE9rzu6ouervJzrm7NrSEFB2R9vm7GoRYGPer21RLTGHGMOYC1/TkAIQAAEQAIG4BCLLbv2cN+n8i/9MlWeU0oy7LxFTc/kw4u1skaeBLJK6Zv0GmvPgFXTqNw/VBbKNnlvAZHdsLtll8VQ+15cdS6wfpc/35Qdoy25nsdtieqPxAzp21O95HFccd/7sK+jorx2sn6OVbr3jH/Tzn4zkO4toMp/XO+zYSfQ+e3cv/zgju1x2Txx9K5Pd/empx36pHUckIkvjfvgnmg3ZjVvHsD8IgAAIdDoCzuHJzlWWjffsyisrV82eTTRmMpNcaYEofZlma39jgSkNmW0FZNtqzPoQZm0pZXPurbmysvGeX2c02TYc2hpSnSuya+QVqzF3umqMDIEACIBApycQWXYfY8OYx//oz3Q2k92Z90zQQWVp27btLLJ7FX315TZqmDWBTvnmYdpvzITnv/A2nXGe9zDmNrYI1fBjf0PvL/ucbv3defT98ceai0YZJcHn2A4dfjX997MNYqjx+29cT/vsvZt+ija64NI/01+m/UDMH+aym2Gye/7F91D9vMWesvvN0X+g478xiJ6q12WX78e2HvvDe5nsavt5fRDZ7fTXCDIIAiAAAiAAAiAAAiAAAiDQAQnkRXb347LLhjGfePRg2qv/zjqWNvqUrbL8/EtLcyxQ1UaHHzuZlixfTV3YYlGLXriGBh+gzb81ZZcJ8W13P0vXXPcEdWfzhL9Y+ke2uJSxiFUbnTR6Kv3tvkuo3x59ReyXR4hvunUe/ebmf0B2O2AFRZJBAARAAARAAARAAARAAARAIAqBvMiuNmd3k0d6eDyWaMvKO1y/89WTK46ZRO9+sJpFgouoYealdNo39Tm/+tZ8m5YlH9LhJ/2ODhq8Oy16cQpXWvErj/qWHj2J7rv1fDrqa4ew6K62yNX8fzbSGePvg+xGqSHYBwRAAARAAARAAARAAARAAAQ6IIGUyu4aMde2/i8X08hTy2xY25jsfvbpWhp8+CQ6asT+9PxsNvRYc13atn077TLgCrph8pl0+SWninfrZphaf/TxavZu3trwsvsjNmd3Hhao6oD1GkkGARAAARAAARAAARAAARDYwQnkRXYHll1Da77cQMccMZj23H0ngbiNCemaNRvphVeX+0Z2W9gw5gxbb1kluzxW+8mnq5ns/orGVx5B9952AYvg8vf5En2+ag0NKp1EVeNG0LSbz9fn+2Zo48attO+wK2nLxjZqenkSDR60tynI2mrM9jm74g29bI7xDy+fTrPqX89ZRTBndwe/gpB9EAABEAABEAABEAABEACBVBLIi+wOGPYrNmd3Az3BhiGfoq/GzA335TeW0clMLP2HMfPILjHZvcQV2eXDmFd89DkdctQUuuLSk+m3k84Wi1Hxz3vv/4/Kjv8NnfCNITTvrz+noiL+fYY2b97G5PgqWvPVFmp+8VrIbiqrIhIFAiAAAiAAAiAAAiAAAiAAAskRiC677NVD4/VXDz0orca8na/GzF49tHode8/uzMvolBP11ZiZ4r76+jIRRfWUXRZNPfzYX1HL8rViAPKCuf+Pjjz8AFtu+QrLzz6/iEaPv5dunDyGDVc+xZLdpSvp+lvmUp+eXeiPv7uAyS5/9y/R1q3b6dCjfk0rP/2SvXroV76yy4Warx79wytYZPdRRHaTq244EgiAAAiAAAiAAAiAAAiAAAi0D4HIsvv4k2/QuIsfoLNGHUqz7r1MpJYP/d2+fRt7z+41tHbdNhbZvZi9Z1dbYIr/9u/X32erJXvLbhsT2VPZasofrFxH3xtZSr+tPY+KpHftiuOwd+D+7JqH6J7pL9OMO6upcvQIU3b5OdgGfG0r8coh/n/8Xb2trWyV5xNrWeR3lfI9u6pXD/Fdf/DT6fQQhjG3T03EWUAABEAABEAABEAABEAABEAgQQKRZfcxJrv8PbslQ/el1/95jZ6kLBPLVhpQchWtZqsxP1N/BR33jYMDy242u53tz6OxrVpUlolqUUaLzhqfbdu30l4H/4I2bm6jeQ9fSiced6j5Lt4sey1Rliuutgiz9H2Wjjr5Rlq0ZCW9/ZL/MGYhzexIY394DzX8vSknbszZTbA24lAgAAIgAAIgAAIgAAIgAAIgkBCBGLL7FpPde+mAQXvSogXXUnGXYlMuFzZ9REuXfUqjv304demqLR7VxkT0qWeb6ewL7vYcxpwrT1xAeZD3nZb/sijtVGay26nphV+zIcl7UFFxsdj1wxWfssWrvqQubMOSw/aj7j17aNFd9jnv+3fSE/94m5ocsrtq9Tp6dsHbNKL8APZO3z3Ftln2CiO+21Gn3EiL3/kfZDehyobDgAAIgAAIgAAIgAAIgAAIgEB7EYgtuz16dqfXn6uhwfvvaYuwigywqKwhm9TWSj+b9Fe6+/4XI8vutm2tdMGl7HVAf18ojvvfd+polz47m8OYL/nZX2jGI/8h6lJEb82/hoYevBdPhEjKr2+op6l3PMciu/Y5u2LlZTY0mjJt5qrOPELcvOS/9I3Tb2bDsvkMY+8PIrvtVVVxHhAAARAAARAAARAAARAAARAITiCn7GaYCM55eAIbKlxCWuzU+jz25EI6/5J7xbDhgXv1oX/OnUj99+rL/sWXd+JDj5mOsvHEfEgxl8d/vryUzhz7f7S9NUPFbF7tupW3G6/H9UytWChK3+orNiz6t2zxqdvuXSC279urK61suVkb6qwfYewP7qLZ/3iHHT9Dz8+9nC1uNdg8x/SHXqZLfjGL3n5xEh0weA+WKJ4jfnzrw/PCz7l61To69cyb6Z0P1vimEbIbvLJhSxAAARAAARAAARAAARAAARBoLwK5I7ts6PDcRy6lE44/jIodAc76J9kwZhZlLWZzbNuK2qhXj250/bXfoR9Un8CGNHfTRTJLyz/6lK6Z9DjNe34JbWfRXTaemQV8s7T+4zuI/U/OTxs7/7KPvqAZDy2g+x58jVav3SDkmn+OHr4PPTPnKnE8YxGr49niV6+9vpyYT9Ojf/4RnXF6qVioin/ebP6Ajjn999TEXj10wAH99QWs7Kf/6JNVNOuv/6ab/+9ZWr9pu8iDpdLqpEJ226uq4jwgAAIgAAIgAAIgAAIgAAIgEJyA7zBmLfqpRTzlj6aQfDCxEcnVfu/WtYh223Un8dvWrdtozZpNlDVXVDYitdq2Pq6rD4HmW/HYLbdt7azGvvzc8nGsX7UtjUgt34YfQfu3KjfaMc0h1+Jf/Hz2xbHMk0t/QHZVVPAdCIAACIAACIAACIAACIAACBSWQADZLWwC0352yG7aSwjpAwEQAAEQAAEQAAEQAAEQ2BEJQHZjljpkNyZA7A4CIAACIAACIAACIAACIAACeSAA2Y0JFbIbEyB2BwEQAAEQAAEQAAEQAAEQAIE8EIDsxoQK2Y0JELuDAAiAAAiAAAiAAAiAAAiAQB4I2GQ3D8fHIUEABEAABEAABEAABEAABEAABECg3QlAdtsdOU4IAiAAAiAAAiAAAiAAAiAAAiCQbwKQ3XwTxvFBAARAAARAAARAAARAAARAAATanQBkt92R44QgAAIgAAIgAAIgAAIgAAIgAAL5JgDZzTdhHB8EQAAEQAAEQAAEQAAEQAAEQKDdCUB22x05TggCIAACIAACIAACIAACIAACIJBvApDdfBPG8UEABEAABEAABEAABEAABEAABNqdAGS33ZHjhCAAAiAAAiAAAiAAAiAAAiAAAvkmANnNN2EcHwRAAARAAARAAARAAARAAARAoN0JQHbbHTlOCAIgAAIgAAIgAAIgAAIgAAIgkG8CkN18E8bxQQAEQAAEQAAEQAAEQAAEQAAE2p0AZLfdkeOEIAACIAACIAACIAACIAACIAAC+SYA2c03YRwfBEAABEAABEAABEAABEAABECg3Qlkvvrqq2xbW1u7n1h1wmw2S5lMJhVpQSJAAARAAARAoLMSSOvzNq3pSns9aG1tpeLi4rQnE+kLSIC3y4uKigJujc1UBDoTwzTnJQ33Hn6t9O7d2/NCyMyaNSu7bdu2gkumkdAvv/wSVy0IgAAIgAAIgECeCHCh7NKlC/FGSpo+vB3Qs2dP2rBhQ5qSlTMtaZFzzm3Tpk2p5sYb7L169Up1Ovv160erVq0qOEfeLu/atWvB0xE2ATxg1aNHj4KXMb+XcH5btmwJm4XUbd+Z8pIvuN26daNzzz3XW3bvvPPO7KhRo3Iacb4SJx/36aefpmOPPZZ22mmn9jgdzgECIAACIAACOySBlStX0uLFi+n0009PVf7/9a9/0bBhw2i33XZLVbpyJeaBBx6gCy+8sKDpbWlpER0Ew4cPL2g6/E7+xRdf0CuvvEJnnHGG36YF+Z2nbfDgwdS/f/+CnF8+6T333EMXX3xxwdMRNgH19fV01llnFTwq/eSTT9Kpp55K3bt3D5uF1G3P88Lv1Wns/HjooYdo7NixBWfG03HZZZdBdgteEkgACIAACIAACKSAAGQ3uUKA7AZnCdkNzgqyG5yVakvIbjx+QfeG7AYlpW+HyG5IYNgcBEAABEAABCIQgOxGgOaxC2Q3OEvIbnBWkN3grCC78VjF2RuyG5Kep+zOu5R2u+lQennB5XRIyGNicxAAARAAARAAATsByG5yNQKyG5wlZDc4K8hucFaQ3Xis4uwN2Q1Jz0t25126G805YzVNGxnygNgcBEAABEAABEDARSB/sruEbjv+aHrnqmjP7ILM2V1yGx1/9Dt01eppFKWZAdkNfoFBdoOzCiu7vK1806Ev04LL8xEWmkeX7nYTHfryAvI7PObsBi/joFtizq4/qfzP2eUPCjaHns2lp4v/OIQWRLRSl+zyiO75j9hyWDol5IUc8yHmjxdbgAAIgAAIgEDHIpBLdnmj+Xx6kFZHeZYb7YGII7GUsiue41OoSUccuh3gUzRLbjueLqZ7IkuCU3YFv0fOpQeFPGvy/+h3vdsu/PxHv3MV402BhcKZJfcCVVxOzie5BXXug+E7IETaHv1uYiPr3LKr8ZliFC7LWPDyNfJYSlNUEmZr/7FtLyWa5lOnXQtUKdqhUThGuTs4ZVerV9KRzpWvUc5iDp0RusPGktjTnjbqIevyYfm+lKZZQSbOYc4Zge4JTtkVdchewDnqUwCpZuV66dOn0TQf63bO2TX4meVn3FdKp3inJ+e54nXsOetErsCeUnbl+6KtLrhr2zyt8kfqzCNxD+OSp+7ocEZ2vespO86lT9Np06KO0s1dx/Mvu/pF8PKhN8V6YKhll/QHRpRbBfYBARAAARAAARBwEsib7MZE7ZJdvUFXYoia+Pej9N0AEaaYSQm8u1p2DWmjgsoua0BpwiKkLXx7qr1kN1dngGdBhAhmBO3AUcuuxS1pHrkqmVJ2zU4oTfTN8g1cW12KpehgiXdspeyaHSb+nT+5sxJ8fy/ZJV0MTQn3lF2/c8WQXdf1mFsoVbJrdpJdsTT3PTHkte+u4/6SKa/GbL/WrLp0xdJwHWeua9anIzWvsusyeDJ6M8NfecFl1+oJLC0tpaamEna9X0FLzaFTUgUcbA1PYlc03dTMt+ddiFZPoJUHe0+s0RHVXr144YlhDxAAARAAARAITyCw7MrRA6NRKK+j4fxbDz2Zz00pMqb6joXxbFEVp+xaUU/FAGNbxFfx/Gbtg1L2uOdiPOSPQZ//3AuNCJrVnpHbOs7Io5fskmgPaW0TIXOnPW0Nl5ZEbbAysitFZo2ojTK/Wtl7RXYNGZIbsMy+9Uib0Q7SomnNDFYTsfLgo/T0SLpoYxGP7J5GT6vaWCOlyKxZlnJU2R519YrsqmRXZq7VHV0+WPutqWk/Oq/0H/SwiAgzzi8fSjeZ0X+93AzG8m+c5RlzrFGDjvoXTnblfMrnfJQ1MRlLnja97OQhxtbfWkeIV1szp+zKnT5kjXww6qY4h6u9a4+ia0zdkV0euDIisXwbISkikap2szsSn1t2ZZGW02Ovi2K49DK+Xk8zQ8nrpX6eIX80y47nlb2cyYoaO6KbStllTEpZfb6HjTxZZjAS9Vv7txE5Fxwd53L9+3Kt/N4pOZceeYSH3EM4hEtAcwulp+y6Rl047xuDpTrG03cGzTFHfKhHRLhkN4BkesquWU+voneO1kea8GtOusdY3OzPMZfs+owuyKvsWuFtnnLvMHeQR7H/MGatYMRQC72AtZt2cNk1hmaZEPlNT1/8ShyLDyXy6yUJkhlsAwIgAAIgAAIpJRBMdvmwWiN6JEU5eCPQWDTSlN0h9EdjTp9ofPM5sLxhpc/zM78TY3U9h0k7ZdfW4JHE2S6cUgc3G3xpRjDF9s2i3cBlV3v+a40/IVdSPsznv6pNIJLsHUVTyi6TxinNU9h5HqTvPnp+aNkVci7mX+oNajYHOldkJPAwZikAMNJWdlb+ZObib5YPL9kVaRJDsEeKTgKRZiEJ6iiy/zBmdzvvEFMMpI4DPoRVGbHyDna42n+KIc3+w5gNQbBH/UxmcvuRy5rOQQRb9Pm0JifR+eE9SiHYMGatPmtz5C1xVdZ3adivaui8NYxZqu8B6ovzFhd0GLOQSz1SbQmWdB+R+IkOIdHu1zpdtM6R3KMmlLIrrkvWGXEPl685dOgUdn9wCqN5XcjnWmbdA0wmcn10/u5Vru7pBaJDhN93cgwTV8/ZlToLXJ0q1n1jmuue6DHCwzFdhJer0aGQa5pH0GHMrg43r+kRHlMHzpiTe/2mvMpuISK7tp5ex01Qu+BzRHb1m40BfeZ3H6XxirkErh4evxn5KW3QIFkgAAIgAAIg4CTgJ7uiYe5ojJvPXkkIhYhw8bX11ItmEk2Z+V16dLw119aMDEmRKGevvn9kV5YMd2TMJoRS9MuSx0NMKbNFhbSWHXm1CaxoqBWtM5iqZdceQRRyHjiyK2Aq5rFqDWpt2qY9KuMX2TXL39WQNKI9xuJDdomzGqjqyC5vgLrnkcrRJB7ctOYKB43suodC8vRpXMzFz2yyq4haOkb2mfPQc0TI/SK7ZEbktQiZbZi4eR3oi51J0Xul7LJ2Za4RA7mHMRslqp6bzcvFJdfsfLb5s0KQrHniStkVomSbKCymFgr5tELStrm8uSO7RrodQ4RtXPW6KCK7+ptYlAJqdHjo6XNE6dWy+yCJKZfvlBA1H0pXMQc435Au+doQx5JkV9kxIQ9jtg9pzlWugoCjo8ZaN8C6xuXrJvcCVUa0/GU69CbFfcPW+aSK7tufDs7IrjmXWFxP/H5uv/coZVex5oP9uN6jP8yabesUlYZ5i04QOZKu7ZFX2RUXvrE4lQjsRp14TBR0GLN7OI4V2dV6e1Q9MHpvsuih1Icr8MKQH9qK9lDOIVRoP4EACIAACIBAByTglF2n1LiepcYQUiMiqkesrIiLFJExF4P1W2zG/XuwObtTiIVr6ap3jnZFP91RDCuy62r8yxFqq4WV+1WHilchesquHu3k7TJLdvWIjzNq5VigSpZzd/VyzxUMLLvKea72csgV2XXWCzmyq7oMnCsEB5VdW8NYGdSwC4Mlk1JES5Jda6i4PBzeXf+Cy649ymyP7Kpl1zWyQBlptdIXTHbV80aVw6ZVIxmUsitFi+XIrrqAXddLMNnVpwv4RXZdsqsPP3auOq2o116yawxjN4dBc9kV/Sh6uUnXuBjqLM6litzKnS/qcvB0CIfs5lqcimN3y67cWWClTe7kMIvLY26789o0uyFsi9LlnktsSKb3nF2p0ijundroYPXq/e4Or9wLsOVXdhNanIrj8B/GbF/wgXcqWXN25Z4mNiafzZco4VFezzm7ucbW23vKMGe3A7bkkGQQAAEQAAFPAu7IrmL+Id/bFe3gHdrWttacTjGm0BXtcUeS2PrE8nY+c3ZFBpzD6+S5w6KHX3vms8m55tBG0T4491yiR5qtObvOYaT6MEj7nElV5MP+XaA5u0ZkQ087l3Nj2KU2/ZHPJy4RrztSztlVRb9tUVn7+iiBZVcUqWNuomjIy6+V8StfqY0lhs46os22tEeds+tdDsrIrslGqgtyJN34nUUz5Tmpzjnj/sOYpTmqqgixLBby36r06QJlxE2dbc1gsqu+Ri1Js0YyGMImrhhzLrbVSSWvxmzUEZ4mOXqv1X37iArn9RBUdllNVIxUkDoglJFd6z7Dz8s7vMzAc5A5u+K6tIZpWyNBtCiu8tpkXyrn8EpTDGwjSm3XhH1kg/qG7L+Stu9qzMY9UTlqweDsnNvusYq5nEif+bqhZFde/fqqd+hoq+D8FyL2ma9rpOOyyy7zfOZl7rzzzuyoUaOod+/eBW0aeL1nN2eilHM2PKpTXt9BVlB0ODkIgAAIgAAIBCaQv/fsBk6CcsPY79n1ko14ycq5N96zGxwu3rMbnFXY9+wGP3J+t8R7dpPni/fs+jPNb2TX//yBt4DsBkaFDUEABEAABEAgMoFOK7v6sDgjWhv8na2RURJkNzg7yG5wVpDd4KxUWzqHMcc7WmH3huz68+/csuuff2wBAiAAAiAAAiAgEei8stv+xQzZDc4cshucFWQ3OCvIbjxWcfZ2LlAV51hx9oXsxqGHfUEABEAABECgkxGA7CZXoJDd4Cwhu8FZQXaDs4LsxmMVZ+8OJbtf//rXqVu3bnHyG3vfN954g4488kjKZrOxj4UDgAAIgAAIgAAIqAl89dVXtGzZMqqoqEgVoiVLltCgQYOoR48eqUpXrsTMmzeP+LonhWy7fPrpp7R582baf//9U82N17vly5dTeXl5KtPJ69/gwYML3h7mcHi9GjlSXj06lchciVqwYAGddNJJtH379oImmDvF4YcfTkVFRQVNRxIn53k54ogjkjhU4sfg5X388ccnftywB3zhhRdowoQJnrtlHn/88ey6desok8mEPXai2xcXF1PPnj1p/fr1iR4XBwMBEAABEAABELAItLW1ieftli1bUoWFt0O46G7atClV6cqVmC5duhS8Yc9Fm5cnF940f3i944uhbtiwIZXJ5PWvb9++tHbt2oKnj0sa59XRPvx64P8tdF3kTsE/ra2tHQ2hK708L7xuFroDQQWSl/XWrVsL3qnQq1cvOuuss7xld9q0aVn+jiR+gRfy89hjj4nl0A8++OBCJgPnBgEQAAEQAIFOTeCjjz6il156ieT3I6YhwzyaNWDAABo2bFgakhMoDbfeequIKBQyGr148WJasWJF6iOBPALNy/iiiy4KxLa9N5o/fz716dOHRowY0d6ndp2vrq6OampqCp6OsAm4//77RT3s379/2F0T3Z4Prz3mmGNo4MCBiR63EAdLc17uuusu8RwptEPydOSM7EJ2C1F1cU4QAAEQAAEQKAwByG5y3CG7wVlCdoOzguwGZ6XaMs2CGDZnac4LZDdkaSKyGxIYNgcBEAABEACBCAQguxGgeewC2Q3OErIbnBVkNzgryG48VnH2huyGpAfZDQkMm4MACIAACIBABAKQ3QjQILuxoUF2gyOE7AZnBdmNxyrO3juW7DZUU0VLDTVOLInMzCW77JiZMTOs45XXUVPjRIp+hshJc+zYQNWZMWSlrJzqmhrJN+vNU6mibig1Th+dOyE+LJubm6mkJCIFnobSGlooUmClu6G6glpq1HlonlpBdUMbyTvZzTS1oo6GNk6nIWzb0hp+dCcTvs14opnOc/DvS0nson+qZmfZuby+5xvZfyuva1LUO3mbKpqd1dKWOx9J1Q8cBwRAAATSTSAp2eXPB+2eT6Tdu+PlOy9zdqW2hPp5ES/N8SK7UnuiajZlIwJMfM6u1FZIklmisiuVaxJ1j9eCZObsWm2iOJdDfmRXahvlqU29Q8zZdbTTG6ozpOmK1t6MU+6qu1G8YczSPUYq86TSHFZ27b6hqo/SdyHuiXmfs2s87OLeEFWyKwt0LiGL96gKuzerOBUtVGOId1DRDyq7uZIT9FzKY/AKP5lKDTHn6RH+OZGWxpFdlqZqmk7Th0gy78irVkdI0SngeCiY+w0xBVrcNKTj8Qt0cqkhuB4SLXMy/yaaWj2XRk1PQ4dJ2DqH7UEABEAgOQLJHYkYLQAAIABJREFUyK78LHQ8FyMmNXnZlZ8xyUiIM2txZJc/G8fTTNZhy55Pyg7hYCCTll3+nK2v5J0XvN1QT5UJNeCTk13p2U9WWyZiGMCEHF92DbGILz15kV3eQVBfKTpVrDIOVseCbhVddjV2zBalTjPVd8FSEk8Qvc/hch6pLc0uYv16jlsT7eePkxc5YGX+zdvrevs/bpqDy64hsVYwTJk2ZhSG+4XxvjzLbjM1NBDrxajLS2TXLrvVRNNZj4krOjmTaLwVNTQvYF6YehTTEHGrJ0N0Q5sXvBlANnoRcvYEu2VXyJ4jGuk6J3uvXHlZLYvsaiLXVDaDZrCeoKrZs4nG8EixXgGW6gU9tE6KbPMbZw216FFQ0YvJKoQR+TZ6NVX5My8ZlSizKHEzixIbsju0zojw2qO142cRLVzIeu9dPYFS44FLbz2xPPHuLSmyq98IxpWxg7iix27ZrZ47ipiPumRX+36pvaNBZI7lobmERbs9bk5Svv2j1MFuotgKBEAABDoygWRkVyaQVtmV05g+2ZUbc3GeT8nKrp1TmAan3zWRnOzK9S25co0tu6xB3DB6CGuraaPd4kT48iG7tjoWK3jiXdLRZNeK5llRetV3fjXM+j2OIOZQXbfzyByTCGopTp5UXszyl4RSDiYFp2ttGVh2m9m1wa8I0zOIdbhUUz2zH00bnKN3w13XeZZdPcMJXDS+w5iN4QG6oHG3cRcckyHRC8nF0BBgqwdwaJ3RW2lBZDvoPZjGd3xf60blvtE7hzEbw7ck6TIqfE2LNXTZ7FHjsltKTbVMWIWQN1GtPsxW9PAyyRWSz2VX74Hzzie/mVo9r+68SDfbHGVk5NFTdkXPc4nF27yDSw8cqcdQXDwC/yiaq5eDdWxn48M+jFnrJOCyq/peJbu5Lk9Hr3QC9TTKzQD7gAAIgECaCCQtu0lFiZKP7FrUrShqslGXOJFdyG7UqyKlsiuyE66R7kVgR5JdbcReHZXxVy3pkV3Vd2FqS1KCqDyncvQgu6+kWXalCHRJgoIeWHZNXbSmTcrPDfv9WfesNA1jFulPQCL8hjHbh/tYIqT1Auk3vtomKhWCSLYIoCGLlfXuyCXbUJ+vatygKqneNifXORfJ0YPtGMJgzF8SkePKeivirRqiK18YBkNJdo3Itkt2R821zf/NJauWl7rnVTeLsPxo38iuOdfVWc6O9GsRblEhNP486G7OEdZ7bqTvqmaz8pos94AacmrvcBDHE50YrGzkIeTiuaL1Fg2Za8wd04cPiREAWkeCySBPN6IwN2BsCwIgAAKFJpCc7GrRF9F5GyeMpQPJl+zap78kSx+yG5xnp4/sQnYpWmRXbzd2gGHMLudJUBy9rqTY4s6DUZPZfVo1/TJmuzie7Oojdr08MoRbdujIrjyM2S2s3LGNqCz/u4ImL1pIZeKhK8/llCO7QWTXKVrO6qeQXb7wlCy2RpTTM7KrC15U2eXDec15NHJk150/q/2hmLNbOovGsTm8RtTVir5ax+QLO2lzinwiu3KvkeLiUQ+FcvaAGmx5RNghwbrkLnXN2S2lWeOci1R5DKkLceEEf3xjSxAAARDoWASSkt0kh7hygvmQ3TjDg4OUahzZxZzdIIRV26R1zq7ogbdPw4qYxXxEdnlgCnN2IxaIvJtTcBOa/5oX2VXJbILzjOPIrhzNNe7TNS125zD8w6/UOrTsKldjllfgq6qiRSxyKFaBdvZcKFYTtB7M8jBmhSBK53CvLOy1GrO8qmIVVS1i0Wex+JO+Sptjzq6YzxFWdvV5yGWec3ZzyS6/B/usxszmC2vM2fzi8jKq1VdYDjRnVxzeazVmrTPCveKzvGqyVpWTWI1ZXiFUP6iYn53vRo/fxYjfQQAEQCANBBKRXdvzRNy9Y69Emrzsej2vkyuFOLKrjVrS3u4QZ5HPZOfs2tsKSa10zIknF9llBzPbaQHfiBGgyGPP2RXnSLHsym+zCDFENAA6c5MdLrIrqqLRzs/PW2PiRHZta/lI95mk0hxHdm1vVzHn7EZbMbx9ZDfMleCxbdz37OZrPk4CWevchzBWY05gCFt+QbELCKsx5xcxjg4CINAhCCQiu3nIafKym4dEOg4ZT3aTSV/isptMslxHSVR285DGZGQ3mYTlJbKbTNJyHmWHkN124CifIo7s5jupYWU3X+nZIWRXi+SVxe5VzlchdO7jJtOLmW9GiOrmmzCODwIg0FEIQHaTKynIbnCWkN3grHY82Q3OJsiWaRbEIOmH7IajtEPIbjgk2BoEQAAEQAAEdlwCkN3kyh6yG5wlZDc4K8hucFaqLSG78fgF3RuR3aCk9O3iDmMOeTpsDgIgAAIgAAI7JAHIbnLFDtkNzhKyG5wVZDc4K8huPFZx9obshqQH2Q0JDJuDAAiAAAiAQAQCkN0I0Dx2gewGZwnZDc4KshucFWQ3Hqs4e0N2Q9KD7IYEhs1BAARAAARAIAIByG4EaJDd2NAgu8ERQnaDs4LsxmMVZ+8OI7t333139sgjj6SuXbvGyW/sfZubm2nQoEHUq1ev2MfCAUAABEAABEAABNQENm7cSO+++y5VVFSkCtHy5ctp5513pj322CNV6cqVmGeeeYZOPfXUgqZ3zZo19Pnnn9PBBx9c0HT4nZzXu/fee4+92rDcb9OC/M7r3y677EK77rprQc4vn/Tpp5+m0047reDpCJuAV199lY444gjq0qVL2F0T3Z47xYABA6hPnz6JHrcQB0tzXnh5l5WVUc+ePQuBxjznf/7zH/rBD37gmYbME088keW/FhcXFzShmzZtEg+51tbWgqYDJwcBEAABEACBzkxg+/bt4lnbvXv3VGVz8+bNopFc6IZyGCgbNmwoeCf9li1bKJPJULdu3cIkvd235fWOp7PQ7U2vjPP6t9NOO1FbW1u7s3GecN26ddS7d++CpyNsAnhbngetCs2Qp4MH8TrSvcSLdZrzwtPGGRc6YLpt2zYaPdr7HaiZadOmZceOHUt9+/YNW6cT3R7DmBPFiYOBAAiAAAiAgJIAhjEnVzEwZzc4SwxjDs4Kw5iDs1JtidWY4/ELuneHGcYM2Q1apNgOBEAABEAABDo+AchucmUI2Q3OErIbnBVkNzgryG48VnH2huyGpIfIbkhg2BwEQAAEQAAEIhCA7EaA5rELZDc4S8hucFaQ3eCsILvxWMXZG7Ibkh5kNyQwbA4CIAACIAACEQhAdiNAg+zGhgbZDY4QshucFWQ3Hqs4e+8gsttMUytKqWYhR1VFs7PTyXt6cG6cLtltqKaKlhpqnFii79hA1RUtVNM4kYxvrCPydNTR0MZo52+eWkGlWiaIyuuoSXmOgNWBrQDXXMJSyI5ZN7SRpocFwvKdGTPDOlnc9ARMttiseSpV1A2lxtCJFjs7yoD/ezzRzEbiRWgxLqe6Ju27XOXHtzf4NVRnyERSNZuyPH2+nFh9yYwhVin1MtDqalOt8W/+ez1VOuusdNzyuiZW/3hRRq9bYfBjWxAAARBoDwJJya787Kwy77XRczBv3jyxguqwYcOiH8S5p+ue7m5BxDlZvMiu9pwST3zj2RYhMYsXL6YVK1bQyJEjI+yt2IW3BUpriLeKtOdgMswSlV2pXJOoe5zC/Pnzxeq9I0aMiMYxQW75kV2pzZ6ntuX9998v6mH//v1DMnS02WKyzOucXYefWG3UeB7kBSyJvMhtalf7Oca9J6zsNlRXUEuN4QBSfTTTEK2O8nRMmDDBs87FW6BKLnCXnIar5/FkN9y5bFvzC0o4mSbRtgoR+rC5hDzgwRwcRWOiqVYTvDR/WLqrabop91ojiHSxlcSSP6DqKx35cXdWmOXAjipvb14oS+2dIS5OnGM9B1YpybuVDtbCoPpKQ3wNsHI6pL9ZHameO4qmJ/TAT3MxIm0gAAKdn0Aysis/7xJ49jHsycuuxz09wSKOI7v8uTWeZuqdqlbncNjkJS27vPGuPR89OoXDJlDfPjnZlTrTyd6Gi5g0sVtc2U2SW15kV2p/WWmNQ8y9bzTZtQTH6Ljg6ZtcyjpaRs1lHS9NVBsymJaEIKrIGB18ZieQ5BA8yKVdz8l0Dhnnj5sXQ8ZVnULNU6tp7qjpjgBU8DoRXHaNMpYCXpLvyG17o80fpo7mV3ZlHu0mu6NorhlNNnodpeibordPGRk00+5xMxdRziYqmzGD9bpaheOOUPKH/GRatHAhDbygnOb8hfWFsh6KptLJLDI5k0onGw8w6+Y8tM6IVCqinC6O1sOaC5ozwulOj3TTqKqiRcw4xc3CiNjaKpdxPL03yozsktXbbPT+Sb1s7h5oh6zqF/+4slnEQvE0kT+MzIixqlGUQ3aHeDzIcnAaLaLMnPtMovGOqKxRP3x7svLfSAp+O8GWIAACIJAcgWRk19YAyDHyKni6k5dd+dzxRoB55SKO7MpRjjgd7cnKrp2TPRITvCxVWyYnu3I7IrlyjSe7yXLLh+w6o3v20ZPxytbYO4rsamJbR2U1LEIiRojII/F4G30yC/o4RwTmTm9cQVQfvZkaGoiNYK2zRp7KbdFYoyO98xMvLw0szaNpSItitGkC6Q0su80sHXzsb50c2TXybF07Q+RRsSG8sp1kN37vX/DILpddQyCNGx7/jktNJdWbQ1NVUTyvm6I0lMgmd3pvklEhalqsKLDZmzOU6uRz6kOtjWHMlfV6D6khbcK/jKHCCvHzlLgaGtJcQnyENBvDqzcspHMbaaysNy9CW8+YU3aH1lkRU6O3j+ePbycdw6iKuR/KzgePVj5DjUodR3Z5QFsl2rlkN2dPm3N4s8ctzdFDl+QDP5lHCo4CAiAAAtEIJC27YXrgc6U4n7JrRVGTjbpAdoPXQchucFY7kuxqVOS2mfPvtMiuXn5eo1oTkEdVDYknu9oRVZ1pcaO6/LiBZddE55Rd3b/0AFTUDpn8y64QkfBDDJwF6pJdZ6Ux/z1EmkPpkN2ZpTRZmnNqCIopXSUBegCd4ieGD+vnqW2i8eY8YuNYTLDNucSW9JlzdvVhuDzSK4Y3cMmU5+Q65zrnmqssz1PlUm4TZ0WFNo6liOzOZKmx5hTr6TaPxxnLc7FrqEWKpvMz2ebxyGUli6m2oSOd0rn0OUF8aEVlvf0C8JJLs8HCOHrN6ebszTnYRhr0Yepao2w20Rhjvq7V0WHkyewkkIaixOl1D/54w5YgAAIgkH8Cycmucy2EeGnPl+yq7unxUmrtDdkNThKyG5zVji27aY3sdibZTWbqSXzZtTO1uUl6IrvJwOJZda/GbI8W2+e2GENTg0Z2DZFSyK5zDqlXFJdLtFdkN5fs6nNeqIotQcHnwPAIb65FoJyFq5LvXFFlSchNZpLsyrJozoVVCr5dnp0yar9lq+uBJax+c3a1XidrroO1PR/SYJsDYfBxyq5ZjnwItn3hKdVcADFB3zV32HvONiK7wR/S2BIEQCDdBJKS3aTvi/mQ3Xx3VMaRXczZjXqdYM5uJHKpnbPLc2MfdZfWObuCu3Posr7uT1rn7PIku+6DCUWh48iu3O5XuUmYEUN5jezaVjHmNH3nQXpfnqpXD6lXSZaF1Sm7bDVm5ZzdHLIr6q00F9aItAqhZHNO2Vzchb5zdo1VovX5smXGnF1tNWbt+NYqbbbzOVfEk6O3HJf5u7xCWRVLJXNnvvp0jjnK5eXlROOMxS+0SK31XYmUb8ecXTaM2Yw+q+bsiqKWF3dSR8ydQ5+1aKvXanXSUHLb8aV8yzy8OKkkln93XxGVz2mzLXLg7u23p4HR0hfYCjAiINKTBzuBAAiAQPsTSER2naN4Yr6RgVNIXna97unJMY8ju0YDn6/GHGfV42Tn7IqWsbkac1IrHXPiyUV2NeHQ2imqNzxEK994c3aT5ZaPyK721gx91F6M9nouulHm7GrHc0wxi1kHkxj665lPR1DKbNPnaYXrJPLikt0QUdNc5R1Hdm31UeU6IepoXmU32u1EvVfq3rObUK9HkoxCHyuhyhzovOxc8mrMgfbpKBthNeaOUlJIJwiAQAACichugPOE3SR52Q2bgvDbx5Pd8OdT7ZG47CaTLNdREpXdPKQxtuwmmKb8yG6CCfQ4VHTZTTZtSQhisimKfrQ05yWs7EankHtPyG5UspDdkOQ6a/Szs+YrZPFicxAAgU5DALKbXFFCdoOzhOwGZwXZDc5KtWWaBTFsztKcF8huyNJMXWQ3ZPqxOQiAAAiAAAh0BAKQ3eRKCbIbnCVkNzgryG5wVpDdeKzi7A3ZDUkPshsSGDYHARAAARAAgQgEILsRoHnsAtkNzhKyG5wVZDc4K8huPFZx9obshqQH2Q0JDJuDAAiAAAiAQAQCkN0I0CC7saFBdoMjhOwGZwXZjccqzt6Q3ZD0ILshgWFzEAABEAABEIhAALIbARpkNzY0yG5whJDd4Kwgu/FYxdm7w8jun/70p+yQIUOoS5cucfIbe9+PP/6Y+vfvT127do19LBwABEAABEAABEBATWDr1q20YsUKOvDAA1OF6IsvvqBu3bpRnz59UpWuXIl58803afjw4QVN78aNG2nt2rW0zz77FDQdfifn9e6///0vHXDAAX6bFuR3Xv922mkn8d9Cf9544w064ogjCp2M0Od/9913iTtFUVFR6H2T3IE7xa677kq9evVK8rAFOVaa88LLe+DAgdSjR4+CsDFOunTpUrrgggs805B5/PHHs7xCFFp2P/vsM+rXrx8VFxcXFBhODgIgAAIgAAKdmcDmzZtp3bp1tMcee6Qqm6tWraLu3bvTzjvvnKp05UoMl7d99923oOldv349bdu2TTTu0/zh9Y6L+W677ZbKZPL6x+ser4OF/vDOqAEDBhQ6GaHP/7///U8Ergotu9wpevfuTT179gydh7TtkOa88PLm951Cy+7nn39OY8aM8ZbdadOmZceOHUt9+/YtaPliGHNB8ePkIAACIAACOwgBDGNOrqCxQFVwlhjGHJwVhjEHZ6XaMs2v6wmbszTnpcMMY4bshq122B4EQAAEQAAEOi4ByG5yZQfZDc4SshucFWQ3OCvIbjxWcfaG7Iakh8huSGDYHARAAARAAAQiEIDsRoDmsQtkNzhLyG5wVpDd4Kwgu/FYxdkbshuSHmQ3JDBsDgIgAAIgAAIRCEB2I0CD7MaGBtkNjhCyG5wVZDceqzh77zCy21CdoTEzGKryOmpqnEglEal5ya44Ps2m7PTR5pHNc/JvqvTfGqopIxJifKpodnY6kZE+6ZfyK68kuuUWWmhLq7a9cRbbOeTzhM5fA0vCGLJSVk51TY000RcU26+ihWr8mLJ8V7TUUKPHAZubm6mkxPdkHrlqpqkVdTS0cToNmVpBpTWcmDP9fJvxRDM98iTKhWxsqXkqVZTW6PyN4/HjlJI4hf4pr2uixqF1jnLlSbiSrqRb6BZ7AbKqkKXKer0+mtXAXneso1t5G00BWYcue+wAAiAAAukjkJTsNpvPBf4ozpL0mI6U6Xnz5olFeYYNGxZpf++d5Pt9soeOF9mV2gdGWyZC8hYvXixW1x45cmSEvb12SZ5ZorIrtfmSqHucwvz588VK4CNGjIjGUWrbiPaLf0PP8zz5kV2pnRWzze6V8Pvvv1/UQ75IVZSPdU+xt8nDHqt95rnK7dZ46c2Vv6TzIvtN3Gsnruzy8q4b2qg/O6LXT56OCRMmeGLMxJqzyy/suqHUyJ5w9gSHrZZEatnlElIvDlbJhEuIKL/B1Vea8ttQXUEtNUy0ljqkzyGB6vR5S455XN0Tnf8OnkPHOXzk1DpuAgImlU/w9EpbsrRW03SaPsQqZyGqepnzLbUbE3kKPOcmSrBSrsySHJvHG2KKtdbh4HjQeuTFr5zU5WY0MKSbk5FXq08lEjLsBAIgAAJpJ5CM7MrPqASeVwxafmRXcb9PsIDiyC5/fo6nmUyKKHensU96k5fd/DBLTnalTnZibRLRpIgebDHwxpVdLhH1lbzTh/Orp0opgBK2yuVFdqX2s5XWsCnLvX0s2RWdBU1UqweqJrO/o3YYJC2IylzL7fnAbfvwvJPNC7t2qufSqOnxrxeekziya0i3Kdwx6md+ZdfmRbp0RgwiqmTXeBDMZI8D0/z5xaC6sTkrWr5kl0m1FUHWZIlHPY30ueXKLbtCIJlUqSLUZq9WeTmLoY5jN/BRNJdFV5vKZtAMFh6umj2b2PraLFKsR0QNyR811xUtHVqnRTlFD6P0u9HjqIyQm2UqySYXQWasM3gC5MiuXhbjymYRC0G7o9VGWc0kGi8Jsvom6+xFzqPsNjRQw+gh1KJHrTW/TaaxFv42hj1AAARAoH0JJCO7cpqTuX/mRXaV9/vkeMeRXbm9ECdgkLjs5olZcrIr17fkItDxZNeejugBEq1u5kN2bXUsT3IWS3a57EwujTVK1LiykxXEAPeLPPHkZ042L/Jo0/jR6Oiyy9rhDaNpSIsU2ZWCWmGvn3aQXT3sTEkPY87RcycPg/UZxmwE6sJHdtXDYeVhwUZhjJrrI7u2YczGcK9mam4uYUOMZdEaSnXG0GVT6rnssou/lvUW8gir3uvFBVv0CLNhvmIYM5dZoxPAuOj4d0IyedTUiKZaXLkMa72QqoeF9DCRo+m2dGnHHFqn7ujI1WttibbPMGZjGFDgyG6UYcy8DJJ7YAa4LWITEAABECgYgaRlN6koUV5kV1DO3/29U8punphBdoNf8jui7MrTItxT5oKzS14Q/c4dP5Kf6wyJyq4cMHSMlPXLper36LKrHc3pZkYdCDsNoB1kV89+zCGzrsiubV4nP4d6rqspVIb0ec1dtY0LN4os+DBmq5DlXhEtTb6yK8+9dVY0Y54xnz9hi4AaadMiu3ze7GiZsSG0suwa0VOX7LKpy1IajMpVWW9IqqIh4DiXEY02I6A8rea8W148LP21TVSqTeBmXMQG7jm4rvIxbhI1jkir47IKLLsq8bbKzLqA3HkO25MU5caAfUAABECg0ASSk12ts1t0xiYwBQSya0z3CVdDEo/sQnbDFYCCV9z2xI4ou2Kaoh7ZXapYrydMoSQqiNKJXXOKpaHXCdwClVmMmxfPedAxvY0nNozsqtZ4kmXXCpCVCAnWpngEGy6cX9mVewVi9hA4ZdfVU6wLHB/SbAPglL68yq4sSFaE1JJd1WJNDqE2KldNizX31RRgr8huXNn1iuzmkF15WK8s6IqLQ3lTd9UHgwPLo20ui8E0n7Krun/4DJsOc1fFtiAAAiDQgQgkJbtxG/ROZDua7KZ3zi4vmeSj4clFdjFnN9LtJsacyKDnizWMWWprplV27RySmb7hxzau7NqO7/C2XAvc+qUrrOwqW+JSIDLOMPv8yi5LuTUcNd7Yb7vsqoYEyBFAKWJorCjntypxQpFdq4eknKqqGAC+8JIYXsxXF2bzbMuJxtlWJvZajVledayKtENJqx475uxGiuxOXCpWgl7kOWc3l+zaH3Ryvp2rSasaPKphbeZ3bNkreeVsbXK6z4M1VmQ3iOy2z00ryM0D24AACIBAPgkkIruu0Vfx2gA8vzua7IqRUvo0p7DD9uT6seNFdkXjU29HBH3Dhf8VFW/OLu8fsN40EXeV23xEdrUODL39HGP171wkY8muQOj15g//8pO3SFQQPU5tH3bNNsoT06TzktRbdJKWXfl+yGDa3+LiU/x5l91w1c97a7xnNymSCR5nR1qheEfKa4JVBIcCARDoeAQSkd08ZDt/spuHxOqHjDNnN6lU5Ud2k0qddZzkIrvJp40fMbbsJpis/Mhuggn0OFRc2U0qhUkLYlLpinKcNOclzDDmKHkPug9kNygpbKcgkPwwpnRiRlQ3neWCVIEACOSDAGQ3OaqQ3eAsIbvBWUF2g7NSbZlmQQybszTnBbIbsjQR2Q0JDJuDAAiAAAiAQAQCkN0I0Dx2gewGZwnZDc4KshucFWQ3Hqs4e0N2Q9KD7IYEhs1BAARAAARAIAIByG4EaJDd2NAgu8ERQnaDs4LsxmMVZ2/Ibkh6kN2QwLA5CIAACIAACEQgANmNAA2yGxsaZDc4QshucFaQ3Xis4uwN2Q1JD7IbEhg2BwEQAAEQAIEIBCC7EaBBdmNDg+wGRwjZDc4KshuPVZy9O4zsPvDAA9ndd9+dMplMnPzG3nf9+vXUp08famtri30sHAAEQAAEQAAEQEBNIJvN0urVq6lfv36pQrRlyxbRFunWrVuq0pUrMStWrKABAwYUNL283WS0oQqaEJ+T83q3du1a2nXXXVOZTF7/unfvnoq08Q6pgQMHpiItYRKxatUq2mOPPQrelufXAy/Lrl27hkl+KrdNc154effu3bvg9+w1a9bQ+PHjPcsvwyKq2f3337/gFWLZsmW09957U8+ePVNZ2ZAoEAABEAABEOgMBHjj6bPPPqPBgwenKjtcHHfeeefUypAKFn/tz7BhwwrKkTf0eJkWWrr9IPA0fvHFFzRo0CC/TQvyO69/ffv2FYGXQn8WLVpEZWVlhU5G6PMvWbKEhgwZQl26dAm9b5I7cKfg0s1FrKN/0pwXXt7cIQvtbu+99x6dffbZ3rI7bdq07NixY8UFXsgPhjEXkj7ODQIgAAIgsKMQwDDm5EoaqzEHZ4lhzMFZYRhzcFaqLdP8up6wOUtzXjrMMGbIbthqh+1BAARAAARAoOMSgOwmV3aQ3eAsIbvBWUF2g7OC7MZjFWdvyG5IeojshgSGzUEABEAABEAgAgHIbgRoHrtAdoOzhOwGZwXZDc4KshuPVZy9Ibsh6UF2QwLD5iAAAiAAAiAQgQBkNwI0yG5saJDd4Aghu8FZQXbjsYqz9w4muw1Unamnyux0Gh2Rmkt2G6opM2aGdbTyOmpqnEglPsdvnlpBdUMbabpPQhqqK6ilppEmKg/YTM3NJVTidzKPtPA0lNYs1H41080YVbRQjTIPzTS1oo6GNnrza6jOkImjajbvFJomAAAgAElEQVRl9Qw2NzezdPoktHkqVdQNpUY/KBHLLjfLiAfNsZs6z06+9jpp8aui2c56yvmU1pBeYuzM8jb8OGPIqIlVs7N63eJlVkpWMTdRI6tMtrKXy1/U50VU12TVOZGmRV71WspPnssv+RLCEUEABNJMICnZle931r0xes7nzZsnFllKdMEn6f5eXqfdp5P8xIvsSs8X6bkeNn18kSy+uNLIkSPD7qreXmp/JcksUdmV0phE3eMg5s+fLxanGjFiRDSOCXLLj+xK7ZaAbeqwIO6//35RD/v37x92V2t7cc3OonFSeynswdp3nmt8B8qVv6TzkrM9HBJ0dNn1rotBPU5OKk/HhAkTPFOfSWLOrgZOIREhoKlkt6KlxnwwBRWqKJCcyQx6LmX2+M1ucqkp5jw942kmy8fS6LLLj1lfaQqumb6l1SQzCoE70U1j8QqbEsZClefmqdU0d9R0s/PCVif5jZOtSD6TdTQwQ9XLQ2rwOGTSqkPaxdhUawiudUMbYjuO1VnBv5c7W8xjEUv35EVE43hd4OfmMjuZFtE4kS5b88tonEkPI2f+wmLD9iAAAiBgEEhGduUOxlyducG550N2+bOgvpLfw/PTII0ju1b7gD+axEPKowM+N8NkZVfufPfviA9eukTJyS5Pl86LrOd73G6MeLKbLLe8yK7UlrSuizAl6L9tErKrtd/KbcEB/zPbt0haEHOdPwkHajfZldvQHu3pMKyjyq7savLfhoiH7cDKv+yKi6eU6hY15YxM+sHzl91qouks8mmLwhkXg9U7Wl5eTmW1LLI7hEczm6hsxgwWlWMiPptoDA+N6gKxVI/sDq1zRExrWvQonybvLKynR1QNmfeK9Gk5VImfFok0ZHco1RkRXlOyhogb9ywWW1zIwouunlRJ1qybudUrYqsU4phGvnU+/GEgIrv8PEY0Us8P2756/Cyawc5bN3scNU3W/26aSTTesa1ciGY5lBNDzhyukUbNtUTPzUF7EDSVsfJgxVClFQgrG6MMFb08tug+T28Ntejpt18IjoaWs07KF7QqSuqSXV2cTW7yMAE96s86GuQOCAONs7PFJrstpVQ2i7TovkiT9G+JbXNDA/EhEmY94b8huut3C8HvIAACAQkkI7vyydIqu3ZZy0fHbBzZldMTp6M+Wdm1Peh9R50FrHJis+RkV65vyQl5PNlNlls+ZNdWxxIQHVXZx5ZdETBaROWsTdohIrsJOVB7yS4PnNQ1LWLtcD6WMV6Qkqc5quw2VFdTPTMA7gPyCNiGhtE0pCXYCF2ZWZ5l1+gp5RKSexiu3w3RdxizUShMHJvZsF0ufcaFWyOBMXuruOyWNlEtE1YebSttqmWRUU0qee/p0DptGDOXXa3X17phspCbNsRZFhqzR4z7rz5kWyEg3g9T4+bsLbtar67HjVuWfGO4k+pmJbbT8i06BrjkcoHn/1tZb0VF5d/0qGeJLNU+gmjl0+ph9ZddPUrqKBse+Z7J4q1aBFwbCiz+HlpnCqVdGq2Iv6hXtnJQ1MkgsmsbxuzsJPAYE68YspRrGHNFSyWNm1UvOoW0OlZLTeO9hrYrhmV7DoP3u7rwOwiAAAhYBJKW3aSiRMlHdiG7ceq9FXmOGzPVUrGjyG4S3HZM2dXbk7XjaNaYjjCMOTkHaj/ZlUY3OkaNRrlXRJddw700lzPa/1qTPm2y65xXG2POiV9k1z7cx5orySN8lfXW/FsTkojsavNU7SFyQ3Lt/ytLpiG7srxpw065mKhk1ZIhVURTBOpG+0V2rc4Cv95nWQZdQ3qd4sfTzIO0jMXM0snWXGJeo3iUW/9NzOeV9vWUNs0ubb29Rnr9ZVfPo5xGXURrm8Zbc6iN3yU5zym7jmEZtrnevE4qJN9iwXq2mkppsjyn2bgBGJ0E8lxnVpgNo0e75qYbjT2548V249DTyKW+bmgt0WSpLokgujZn2IpYO2U3ud7rKDc07AMCINB5CCQnu86pHvEYQXb91xtREc5HZJc/0yazjvMk5zjvCLKbFLcdUnbltldK5+xabWNpxKhxUcZwoHzKrpzm2+qINhlT/hIYMRhGds25wsw9bitrooF8tC7PuCNwlz7ZNUsnfkM8iOzyuZCy2KoEwxbZjSm7npFd1zBkKfKnmLNbOosNDzYlWZJls1fFijirIruuXkKjYrDIp1J25UitV2TXKDu5sisk1OtBlzuyK82nMTuEpTqiOI9XZNfIX/DIrpkxS8hDztm1Ljw+j8o5Z3cMsfHUrB5avVJyT5Sf7DaOmiuGybNxJD7zuBHZjddsxt4gAAJeBJKSXb+O2bAlkLzs8nYU5uyGLYcojc0g50hOdtM4ZzdaRMqLWz5kl7dtjOlXSY3GcKY/zjBm20Ks4sDRh9m255xdZwAoyLUQZptE8yJHcxMYyh5GduU8y17jOf0vxIrHeR7GrBCLMCUobes7jNlYrEeKJldVVdEiJg5i8Sd9xVz7nN1okV0x7LmmzHvObi7ZZXmyRUUVqzEvNeYBs8mu5WW1+lzaHHN2RSTVimab49v1oc1l5grB4uRsMSY2MZRN/l1ozIdVztnl9xEW9ZSjl7ZeHsc5nT1Wijm7E/l5RITSmsdrLXyZW3a1taP0PEpl7ZJdMQS6hmx5NqPu8kJPzuizPvdatQKhbR648wbrNUfb/r1g6RhFYLsUzJuKLNC55rk5fkugBy7ipYndQAAEOhmBRGQ3530zGrB8yK54JrpGzkRLn2qvOHN2xYgxo+0SY6XoZCO7jmebua5GfGbJyS5Li9kWjLeQkZyreHN2k+WWF9mV25J5ikLGkV2zLMQ12xGGMSfnQLmurkRlV1w6zrWIol/bUWVX6yBwtPn1ZETpbGsn2Y0OytgT79mNz1AcYQeVos6+WnFnz19CtR+HAQEQCEAgEdkNcJ6wm+RFdsMmIuT28WQ35Mk8Nk9WdpNJk+ooicpuHpIZT3aTTVB+ZDfZNKqOlojsJpDMpAUxgSRFPkSa8xJddiPjUO4I2U2WZ/qPtoPKrjWn2v9dzOkvREcKd9gy7XAlhQSDQIcgANlNrpggu8FZQnaDs4LsBmel2jLNghg2Z2nOC2Q3ZGkishsSGDYHARAAARAAgQgEILsRoHnsAtkNzhKyG5wVZDc4K8huPFZx9obshqQH2Q0JDJuDAAiAAAiAQAQCkN0I0CC7saFBdoMjhOwGZwXZjccqzt6Q3ZD0ILshgWFzEAABEAABEIhAALIbARpkNzY0yG5whJDd4Kwgu/FYxdkbshuSHmQ3JDBsDgIgAAIgAAIRCEB2I0CD7MaGBtkNjhCyG5wVZDceqzh7dxjZffDBB7NFRUVx8prIvsXFxdStWzfatGlTIsfDQUAABEAABEAABNwE+DN/69at1KVLl1Th6dq1K7W2tlJbW1uq0pUrMbzN0rNnz4Kml7efOLe0f3i94+nMZDKpTCqvf/yaSEM7dMOGDdSrV69UcsqVqGw2S927dxf3l0J++DXB7yM8PR39k+a8cL78mi70s4QzOuecczyLOvPwww9nDz/8cOrRo0dB68Obb75JBxxwAO26664FTQdODgIgAAIgAAKdmcCaNWto2bJldMQRR6Qqm2+//Tb16dOH9ttvv1SlK1dinnvuOTrppJMKmt6VK1fS2rVr6bDDDitoOvxOzuvd8uXLafjw4X6bFuR3Xv94G3TvvfcuyPnlk/LXIJ188skFT0fYBLz88svivsKFt5Af7hT7778/9evXr5DJSOTcac4LL+/y8vKCd8y88sordO6553rL7rRp07Jjx46lvn37JlIoUQ+CYcxRyWE/EAABEAABEAhOAMOYg7Py2xKrMfsRsn7HMObgrDCMOTgr1ZZpfl1P2JylOS8dZhgzZDdstcP2IAACIAACINBxCUB2kys7yG5wlpDd4Kwgu8FZQXbjsYqzN2Q3JD1EdkMCw+YgAAIgAAIgEIEAZDcCNI9dILvBWUJ2g7OC7AZnBdmNxyrO3pDdkPQguyGBYXMQAAEQAAEQiEAAshsBGmQ3NjTIbnCEkN3grCC78VjF2XuHkd2G6gyNmaGhqpqdpemjo2Hzkl1xfJpN2agHjpYcouapVFFaQwvN/cuprqmRJpZEPGBDNVW01FDjxKVUnRlDAlmVI1/8nOOJZjZOJNVpVCxk/ubx9LSXSeXRPLWCSmvKaHZ2OrEEmGWmF5ybL0tvRi/Y8romlm6iqRV1NLRxOkUs4ojgsBsIgAAIgECSBJKSXe25oj0l4zz/jbzNmzePBgwYQMOGDUsuu9KzXHuWRX2Iq5OURGS3obqCWmqity8WL15MK1asoJEjRybHjZoTf+YnKrtSGyWJusfB8UWh+AJpI0aMiMYxwbqWH9nlZVpK4pItr6Mmj7ZmtMxre91///2iHvbv3z/6YQTHWTQuRpu7vea5Wm3wKtG+zkf7OOm8JJnm6LIr1UUy/Er6zulHPrWJp2PChAmeW2XizdllCaueS6Omq+UsTE1Xy24DVVfUi8NUtrdk8Yutbig1GpLt/HeYzPGHhs5pqfRQsz/g9EImrxuQggW/2ddXmqJqHo+4NM8iKqvV08+PPZ5mURnVMo4Mqu3B6n7Qyg856W/GoHruKJqecGMhFEpsDAIgAAIgEItAMrLLn0ktVCMazPLf0ZOWD9nlDbv6St4Rz9KYqafKhBuk8WTXaNzF60xPXnY5K94pn2wDPjnZ1do0LDJAE0V7xztIEKY2xpXdJOtaXmRXajNaaQ1DyH/bJGRXk7F410TSgqjMuRnEYh1o8t/+mEJtkWhepKAau4hoPM2M1QEYXXbZPaaaaLoUyOSdp0Z6+N91QxsDB1DzLLvGDZGXW7ybokp2jYzPZNk3My1HXHXzt3op3BeHq+d5CJfYJiqbMUO7kc8mGsMjmM5eLk/ZHWL1jInOMd5TzKK1xkNfJcXmRcCio9VMZhexc/OeNannQsvrOCpjjqo1HuwfTxaqm7xIA9G4RU1aJNbxb3/Zlc/tIb6hLlVsDAIgAAIgkBYCyciunJu0yq49Ohk3gqoqv1iy29zAuglYLKguZZHdBpau0UOoJeHRXMnJrlzfkotAx5PdZOtaPmTXJhB5krPYssuFfPIiKmdt5LRHdpunVrMRn4tohtag7yCRXeva4bIbRihV97/Isiu7nO5ftvSErJ/5lV152K0jyhj2oe6WXXXPnbtwcj1kFTdBAbiJalnv7hA+BKuplkVGucDqvYSGZXoOY26m5uYSKuHbmWLLg6V6D7dCdq0bjJQn0RGk9zhzARenH8qeeUZPuVM4PXoxFfJvpKuWJosI7qi5vELPpNLJ2jDkQMOY9dPLPS38q3w0FsLWFWwPAiAAAiAQnUDSsptUlCj5yG6yApK47OoHjPtcTT6yyxOWnEQa3CC7wa/ZHVN29TZy7TiaNSb9w5ht7eOYDpSrZiQa2dUa8to0xZBDhROVXYmXHMyTI7thos75lV2bjzmG/Qa/psWWLtn1lE0pmiz1BnjOG3LOPR011xyeLPdyuR42OYYty9FirbLkll3r2PZh38b5a1qseU+cBY8W1zaVavNqeR5nEo0PMH/YvPCMPFbWs3nClTRuVj2T3Bqzl9YZ2dWKyuJqzGviDZjJrGNAnuMUdmhByGqAzUEABEAABPJMIDnZ1YbhNtVGX69DzipkN1rBQ3aTWU8Ekd1o9U/eK1Zk1xCgmpbUztm12v9VdBsbQblp1HRtLZ9YUx1zc48ru3KaxWhWY/pjAoIeJrJrjsJ1jqSVR7/qc8rLq6qojHlP0GmT+ZVdGVTIkLOzaJ2y6+opVhw/jKAKmeNRUy6O+lzcSLLrGKOvzZmVZFdReeznMeYPqaKk6ii1Fws+vNvW82GkzRR6HsRl826EkPPotRHZ9R8y5SW1cXug499KcQQQAAEQAIE4BJKS3aSfB8nLrjSCKpVzdvWuZixQFbI6Y85uSGBGRTPXeUlqNMb/b+/sYaM42gD8EsifECQNJIpCfpEobDgamrRJmlCAdFVAuE6VMi6RS1N+TcootoxCYckuSJXUacGyCySUJkqClB+IEiBCifzNzO7ezt3u3s3OT3aNHzeg887sO8/O7u0z78x4Mo4Q2R3bcNVU7D81OFQQnfhGdKBp54vaFtthIgh6G9m121i7PleKjXzn1NhBuynWaWVXRd5o6k49pTxoXHbrNpLIPju3vCWf5rs/jrKqxe7GxY5eesMCI7Tj62vNjn1mzW628ZSX7FoZUFEjD1e21M52ao3t3WKH48FABqONofL2jYm6lZmuTCGok91mFsNdna3Nd9bTpypGS6wOXGZny92U6zO79gWz12KbivOdqONPa2rZTTgcAhCAAAQCCUSR3crsK/8X06I5KWTX/ssKsXbttfEHrdkdvSLMHoCedsn3X2bXvHzmfzEibCMjm2tYZlfVZN0ToX0txTTmbGp6/s4YYQprXZ8Mkd1RfezGPIY2quzafWD0bu//heIru/V90b9/Jpddf0TjJZ/uv7Mbb9fqWLy96mE3Zi9sFIIABCDQJwJRZDdBg5LIboI4Y8tuaIhpZDc0qmr5eGt248emawyW3YhhpZHdiAE2VBVFdiOEGVcQIwQUUEWf2+IvuwFAaooiu3F5+tcWOM3b/8SxSpLVjUWSeiAAAQh0SQDZjUc/RmY3NBpkN5RgVh7ZDeeI7IYznKwB2Z3NFNmdzYgjIAABCEAAAvuGALIb71Iju+4syey6syKz686q7sg+C2LblvW5LWR2W17Np3sac0sYHA4BCEAAAhBIRADZjQcW2XVniey6s0J23Vkhu2GsQkojuy3pIbstgXE4BCAAAQhAwIMAsusBraEIsuvOEtl1Z4XsurNCdsNYhZRGdlvSQ3ZbAuNwCEAAAhCAgAcBZNcDGrIbDA3ZdUeI7LqzQnbDWIWU3jOye+PGjd379+/L7u5uSHuDy7788sumjgcPHgTXRQUQgAAEIAABCNQTOHTokLz44ovy559/9grR0aNH5d9//5WHDx/2Kq5pwRw+fLjzeJ9//nl57rnnenc9J7npfnfkyBHR75x9/NH979lnn5Xffvut8/BeeOEF+fvvvzuPo20AL730kjx58kQeP37ctmjU47VTPHr0yMSy13/63BZ9vfX9/Mwzz3SK+dixYzIcDhtjOPDll1/ufvDBB6If2F3+fPPNN3L69Gl55ZVXugyDc0MAAhCAAASeagI6w7a1tSUffvhhr9r53XffyfHjx+Xdd9/tVVzTgllbW5PLly93Gu/3338v9+7dk/fee6/TOGadXPc7vXO0fufs44/uf/od9J133uk8vD70Kx8IGxsb5rnSB6eYn5+XV1991acZvSqj/aivbdHX+/333zeDWF3+bG5uysLCQrPsfv7557sff/yxaDvv8odpzF3S59wQgAAEILBfCDCNOd6VZs2uO0umMbuzYhqzO6u6I/u8g3HblvW5LXtmGjOy27bbcTwEIAABCEBg7xJAduNdO2TXnSWy684K2XVnheyGsQopjey2pEdmtyUwDocABCAAAQh4EEB2PaA1FEF23Vkiu+6skF13VshuGKuQ0shuS3rIbktgHA4BCEAAAhDwIIDsekBDdoOhIbvuCJFdd1bIbhirkNL7RnY3Fw7IxVWN6ops7K7IBU9qTbJr6pcN2V1pWfPONTm7fEpuNZTb2dmRubm5Mlp9/Pyi3B594tieGecpqtu5dlaWT92SpmZU4mnDcXNBDmQXYew6bC6clTuLt+Qzq5lFtdN+lx2zI9fOLsupWytyUsU+v6jJDGR5265PH6M25lirP4eYuMTqF/r4eTFVFdFu7OZMxn83WN6WW3WBT3Cxuc5i3AYpx0IAAhB4WgnEkl39zM2+G9QbwOhZ7k/t66+/lhMnTpjNKqP9WN/trt8rbc4dI7M7+/t4ekR606cffvhBPvroozahzzi2fAdo+fbVWG9U2bXee2L0PR30t99+K3pH5nPnzvlxjNjX0siu9Z41WJbtW59JzeuhX9vzUl988YXph0GbzRqO1+XS2Ptmu7D+q3WusRxoWuvitWXino7QX/1kV20mdfaOLBb9z3aYK7nv1X02BZKO45NPPmk84kDQml0VzNk7i5mU2P9v1yfN0fWyq4Gsm98PlXS1euBOk9C630185ixOjrI7FUkIO9NZt2WpGGjQHWR9aAYHgmRX1bMgK7Jy0ho0qGGkxgcmBLhsqT6/uXrDQvJrbrR8QEI/MK6qdmSCO0Oi81MUD5nyi06VW7gp51fiP8A9ujRFIAABCPSSQBzZtV9YJl5ePFudQnb198T6UA+qqhgPrMswYFC+rllhslvIx+RAcjuA8WVXs7ooq4FJjMlWxJNd6x1B1DuKGXMP/94Pld2YfS2J7I69Hxb3Rbu+NuvoGLKbvduF3RPxBHFKi/U7cd73VCZHLsuaU5JmFsPJ38dpS/WejtFfW8tuIdjWYMvOtQW5eX5lLDFX99k0bkllVwezvL0lq6t6ZNcxE9oQbZ3sauHUnUdt7F9mRWuzmMVFHMiVK7lcjSTtpJVNzGJUT3GTjR4b5a2IXAG/qDsLvBCr0WjOYCCDM0sqg6yqNWK+Kqu31U26cUmuX9SZ4uycOjuqM7uLd8qRcBWAGlk7LzfzbKepWylmkaXNzjU941kr5SprvaOy1nfzzO6p5SLDW8qmClaubt2W2+bSTWbOLSnV0quatbqqM8fWwye/yS+duS5qeKaaPS4eAmsil0cZ9qrsLtw8Lyuf3R0f5TGkVRt25lT2val7b8rm5gU5qXjaGXPnQYq2TxuOhwAEIPCUEIgjuzaMvsru+HdOaAY1uuzuqO8xPYw/+o7262DRZVf9GY/NCyflTj67q1WiYUoT4smu3d/iZaDDZDduX0shu2PvRyFJlinXOFh29Tv+1S0ZqHfT/md2y36oZXfa7E2/OzsrFUV2a+7psj/4P7/byu6OiiN75JWZ3TI7XuNYlnd1KLvWSIY1YuRzUauy2zByZ52nuFBaILNOlonh9pKSxEJ2h+tl9rkQ2sU71SnOlWnMudhp6VLGZZyreDicv1mWH8WjHfqqzOtpF3f1zariUCONd/NR5SJG/W8x+jP64lXHZxlyJX2jkediFHpRfeEUU4WrHXKa3BX118tuOapXfQGwzmNf19Eolhb0LKay7vGrXgxUKATWVOfqNOZswKFOdt16UaX9iR7gbtFwFAQgAIH+E4gtu2WGIKzt8TO7cQUkuuzmFYZKeHTZNXHFk8iCG7Lrfn/sT9nN3/uXdLJob0xjzpbrqWRQJWnkfq1nHRlFdmvv6fCZJW1lN2vr5GCV5TjGgSa8x2FGTvLM7ij1HDidtyK7TfI5EsM5KURnuF6uTR3JTy67a/NKQO1FojqbOpZtzLvZZPwT0z2KJbFGzk4tVwXaZHbzkQpLuCaFvBRz7c553EWbbIk2bq1/b4I1a2fVxORKBrROdvUfV75woZzG3JTZLdbzVuqwWRTTmc3Qbn5+HZK9vlkzXdqWeQNJDxKYA8bW5mZSq8W3aEten+nEQ1m35++b79lixDtfE67O8b8zi/KpOUW51mRq7LOeIPweAhCAwD4kEE92rQHmCOk/ZNevMyK79nuFH0NdisyuP7uiZFBmt3jv1gmpnq7ZLfcpULM2N0Qu5ssGjfQW/w/HOFaDl+xaDjW21G/0Dm4vF3RbOljXrJmyO5qNa09Lb8ok1w2wuQ26JZXdsYsbmFGblN3KSHFRvyWa1cyuFsQ8Y1mX2S2ulMOa3SKLa0+hHmUrmzK7obLbmNltll1l/NU1u/mmUHqqshbaUnbLNUt6Kne2jsmS7tGUYasjWmsS5mq41Y5IV276oj6dEZ6Q3ZyZzoCPr9mdl+uXZm9SRWY38lOV6iAAgaeeQCzZDc1IToKOL7vWO0Ev1+xmBEI57j/ZZc2u10Oq52t27emsWfv8l0d6CWJbqLb3BCb8pp06XltscYwz62Wm7NY2bGK/B3tGq3GCU7Jc+Wz6mvy0smse0il2Y67bSCL/TI2kXM03xRqbb242U1BJP7WG9sySmtJcu2ZX3zt6faqecnxRtuwdf5t2Y7Z3K8sWBJsdnuvX7HpmdvUGCypTeqZxze4U2c2+KafvxqynVedZ18HgjCxlC4zd1uyq6suRrOqGAXVf0nVT2rLPVPZXTe9OtRuzRsGa3bZPa46HAAT2G4Eosuv7FwymwE4hu9mAcPaXFmLt2ms3IWyDKmTX+96rzRh512YKhmV2zQtItL6WYhpzNjU9fwdLNO02KLNbXL49sxuzvTQvbEOt/152J9zBsz+Ey64dh8Ww5f2dXHbDHi1l6ZC/s2sLTqy1Q7HatWfrGZu+vFdawW7Me+VKEScEINAdgSiymyD8JLKbIM7YshsaYprMbmhU1fLx1uzGjy2K7EYMK43sRgywoaooshshzHjZ0AjBBFbR57b4yW4gkJri+0J2zVrSPLNrr+eMj3M/1eg2T75PRMjq9ulqEAsEINBXAshuvCsTI7MbGg2yG0owKx+c2Y0ThqkF2Q2D2WdBbNuyPrcF2W15NUMyuy1PxeEQgAAEIACBfUsA2Y136ZFdd5Zkdt1ZIbvurOqO7LMgtm1Zn9uC7La8mshuS2AcDgEIQAACEPAggOx6QGsoguy6s0R23Vkhu+6skN0wViGlkd2W9JDdlsA4HAIQgAAEIOBBANn1gIbsBkNDdt0RIrvurJDdMFYhpZHdlvSQ3ZbAOBwCEIAABCDgQQDZ9YCG7AZDQ3bdESK77qyQ3TBWIaX3jOx+9dVXu7/88os8fPgwpL3BZd944w159OiR/Prrr8F1UQEEIAABCEAAAvUEjh49KocPH5aff/65V4hOnDghjx8/3lPvAa+99pr89NNPnXI8duyYHDx4UO7du9dpHLNOrvvdkSNH5Mcff5x1aCe/f/311+Wff/7pnOOhQ4fk+PHjnfcrn4ug7+H79+/LX3/95VM8Wpk333xTHjx4IFtCJmIAAAIcSURBVH/88Ue0Oruq6O2335bff/+9l23RnPX3yJMnT7rCI/p+eeutt2Q4HDbGcGBX/XQWISeGAAQgAAEIQAACEIAABCAAAQgkIIDsJoBKlRCAAAQgAAEIQAACEIAABCDQLQFkt1v+nB0CEIAABCAAAQhAAAIQgAAEEhBAdhNApUoIQAACEIAABCAAAQhAAAIQ6JYAststf84OAQhAAAIQgAAEIAABCEAAAgkIILsJoFIlBCAAAQhAAAIQgAAEIAABCHRLANntlj9nhwAEIAABCEAAAhCAAAQgAIEEBJDdBFCpEgIQgAAEIAABCEAAAhCAAAS6JYDsdsufs0MAAhCAAAQgAAEIQAACEIBAAgLIbgKoVAkBCEAAAhCAAAQgAAEIQAAC3RJAdrvlz9khAAEIQAACEIAABCAAAQhAIAEBZDcBVKqEAAQgAAEIQAACEIAABCAAgW4JILvd8ufsEIAABCAAAQhAAAIQgAAEIJCAALKbACpVQgACEIAABCAAAQhAAAIQgEC3BJDdbvlzdghAAAIQgAAEIAABCEAAAhBIQADZTQCVKiEAAQhAAAIQgAAEIAABCECgWwLIbrf8OTsEIAABCEAAAhCAAAQgAAEIJCCA7CaASpUQgAAEIAABCEAAAhCAAAQg0C0BZLdb/pwdAhCAAAQgAAEIQAACEIAABBIQQHYTQKVKCEAAAhCAAAQgAAEIQAACEOiWwP8BeWDcDb5aZMwAAAAASUVORK5CYII=" /></p> <p style="margin-bottom: 0cm;">quipe du BCSPM/</p> <p style="margin-bottom: 0cm;">Céline GUEYLARD – Claire DIFOLCO – Guillaume BENTABET – Maxence LEFEBVRE - Michaël LEOCADIE – Hervé PECASTAINGS</p> <p> </p> <p style="margin-bottom: 0cm;"> </p> EQUIPES INTERCLUBS 2015-09-26T14:42:24+02:00 2015-09-26T14:42:24+02:00 https://www.badminton-saintpierredumont.fr/competition/interclubs/equipes Jean-Pierre DUBOSCQ jpduboscq@gmail.com <h3 style="margin-bottom: 0.5cm;">Composition des Divisions :</h3> <table border="1" width="100%" cellspacing="0" cellpadding="4"><colgroup><col width="85*" /> <col width="85*" /> <col width="85*" /> </colgroup> <tbody> <tr valign="TOP"> <td width="33%"> <p align="CENTER"><b>DIVISION 1</b></p> </td> <td width="33%"> <p align="CENTER"><b>DIVISION 2</b></p> </td> <td width="33%"> <p align="CENTER"><b>DIVISION 3</b></p> </td> </tr> <tr valign="TOP"> <td width="33%"> <p align="CENTER">SAINT PIERRE DU MONT 1</p> </td> <td width="33%"> <p align="CENTER">MONT DE MARSAN 3</p> </td> <td width="33%"> <p align="CENTER">MORCENX 1</p> </td> </tr> <tr valign="TOP"> <td width="33%"> <p align="CENTER">MONT DE MARSAN 2</p> </td> <td width="33%"> <p align="CENTER">SOUSTONS 2</p> </td> <td width="33%"> <p align="CENTER">MEILHAN 2</p> </td> </tr> <tr valign="TOP"> <td width="33%"> <p align="CENTER">MEILHAN 1</p> </td> <td width="33%"> <p align="CENTER">SAINT PIERRE DU MONT 2</p> </td> <td width="33%"> <p align="CENTER">LABOUHEYRE 1</p> </td> </tr> <tr valign="TOP"> <td width="33%"> <p align="CENTER">DAX1</p> </td> <td width="33%"> <p align="CENTER">TOSSE 1</p> </td> <td width="33%"> <p align="CENTER">MIMIZAN 1</p> </td> </tr> </tbody> </table> <h3 style="margin-bottom: 0.5cm;">Composition des Divisions :</h3> <table border="1" width="100%" cellspacing="0" cellpadding="4"><colgroup><col width="85*" /> <col width="85*" /> <col width="85*" /> </colgroup> <tbody> <tr valign="TOP"> <td width="33%"> <p align="CENTER"><b>DIVISION 1</b></p> </td> <td width="33%"> <p align="CENTER"><b>DIVISION 2</b></p> </td> <td width="33%"> <p align="CENTER"><b>DIVISION 3</b></p> </td> </tr> <tr valign="TOP"> <td width="33%"> <p align="CENTER">SAINT PIERRE DU MONT 1</p> </td> <td width="33%"> <p align="CENTER">MONT DE MARSAN 3</p> </td> <td width="33%"> <p align="CENTER">MORCENX 1</p> </td> </tr> <tr valign="TOP"> <td width="33%"> <p align="CENTER">MONT DE MARSAN 2</p> </td> <td width="33%"> <p align="CENTER">SOUSTONS 2</p> </td> <td width="33%"> <p align="CENTER">MEILHAN 2</p> </td> </tr> <tr valign="TOP"> <td width="33%"> <p align="CENTER">MEILHAN 1</p> </td> <td width="33%"> <p align="CENTER">SAINT PIERRE DU MONT 2</p> </td> <td width="33%"> <p align="CENTER">LABOUHEYRE 1</p> </td> </tr> <tr valign="TOP"> <td width="33%"> <p align="CENTER">DAX1</p> </td> <td width="33%"> <p align="CENTER">TOSSE 1</p> </td> <td width="33%"> <p align="CENTER">MIMIZAN 1</p> </td> </tr> </tbody> </table>