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	<title>Círculo Poético Ourensán &#187; primaria</title>
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		<title>VI CONCURSO DE POESIA ALUMNAS E ALUMNOS DE PRIMARIA E ESO PROVINCIA DE OURENSE</title>
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		<pubDate>Fri, 04 Nov 2016 17:48:10 +0000</pubDate>
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		<description><![CDATA[                                                         VI CONCURSO DE POESÍA CÍRCULO POÉTICO OURENSÁN PARA ALUMNAS E ALUMNOS DE PRIMARIA E ESO DA PROVINCIA DE ORENSE. Un ano mais Círculo Poético Ourensán convoca o concurso de poesía para alumnas e alumnos de Primaria e Eso da &#8230; <a href="https://www.circulopoeticoorensano.com/vi-encontro-de-poesia-alumnas-e-alumnos-de-primaria-e-eso-provincia-de-ourense/">Sigue leyendo <span class="meta-nav">&#8594;</span></a>]]></description>
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" 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DQUKsouBQUFmZmZGRkZRUVFhBDJVsnJycnPzy8sLKTxDXqdcmFBQYFWq5WcBu/gQunTuLi4n3/+WZ7/yfxXOU9OHwuhpKfVb1Dnt993FpfkCkgDIN684a5gmDUbVgPA8vWrTLp28vC64Rvgn5eff87hXI8ePUz7mwb4BwBAaGjo8uXLd+/enZKaCgBZmVnr1q7bum0bHdmEhISVK1d+8803a9ZYrly5cseOHTSlpaCgYN/evfPnz584ceLEiRNtzpyhWfGZmZlr1qzx8vJ6/fp1TEwMxphj9XNTJQhJ2a4XQkhMTMzChQtr1KjByPTP/z5+zAdAKF8VlEqVqkpVhmGq16q+/OfFqWmvCSklpFiny/puuplB1Wo+Qf4E8E8rfpo0bUKRthgTcuPG9d/27Dpx4sSoMSP7mvY5fPyIk/MFLy+vXj17rVi+jBNYEUSz6WarV60CgJcvYtubdBk9duzD8AfFxUVFhfm+Xl5nra2zc3K+nfbdoGFDH4WHBwUFnTx1+spVT7fLbqXa4ptenj8tmPP9D+avX8cDACcKAhEJgIixKJZLx5brL0+fPv3xxx+rVavGlM9P/J9A8UO4UFmW0qlQKhml0rhhw9Wb1scnxWGiYdlsAM3d0GtGDRoOHTepFPEi4X/bt+Xrb4Zk5aQlJCfZOdgioQQAnN3PM1WZ+ct/wkAAYPmSpb17dE/NTL4ReLN2w9p+3reQlh87dFzXrv1jEhMAAAAlxsdcu+R2/07w6TNnmrY3cbjo6unhgTFOSc/YvX/vsTPHA4J9gkO9cnIS+vX/6ovWrQLu3BYBknOy4pKTeBELgogxQUiUVFDa60ePHs2aNYvy338h8vB36QMhVCgUKqWSYZjaDeqt32qVnJmCQeD4Yl4oRKhgx05Lky+7OntcBQAA7HnNefykkRFREf4hdyOePQXgAEQnN4ceA3pERD8BgLy83BHDhq2x+DkmPvqLDq36Du4r8Ky7o0uT2k3s7d0QgFbUAIjnbM/cuuaZk5k5cMjg8dPMouJjra1PpWdkpGdlz/x+jqvHRS//64Ul6QBCYlKM6YD+dRvVe5WSFBh2z+dOoEgAIREhTAhg/GbzAyHk0aNHM2bM0Ev4/78cQoUs7axGjeqTJo/Pzc8CIBzScEgLABevXDCsYbBm/RpeFETMAaDklJix40bM+WneZS/vYpYlhAWAXb/tWLhiAYt0AODufql27VqhdwL3H9rbtG0zm/M2ALB8/sLmDZpHRLwAAAwkMyd904a1obdv+97ymjJlcusOJum5WRkZaWdtbWeaz7F2sL8V4ON3x7dUkw+gBYCz9jYNmzVy9rh0zd87Iz9PJAQhXAYhBgCe54OCgiZNmkS9nf9DklOPPoILVaoff5x39Mh+jyuuWl0RfYLrFTejhsbzlv6kZUsAEMY6UdQQQOvWr2EMVLfuBIsACLPFpfkWa1aE3A8GACRyFmtWrF5r8eJ55OLlCzv06hT9+rmP17Wrrm5ftu+yevW6mLjYyLioC24Xtmz9xf6sTVpKcmJi/MAhA7bu2EqIGBMXe+T4yeNnzji6upRoSzyuut2+fTMyMuJbsyltO7Y7dOpYVHwcB4QTRSpIqfOTEOLj4zN27FiKX9nS/t/1or2DPgRC2slmzZtfvuSmKy24dvXigwfBx08ePW593GrHlt8PHSgVeQIiEA4ID5gDgOiXz+s1arhpxy4AEIlw935I4J0AAIJEjhU0m7asX7BkvtfN69GxL8aajVtjtSoo0AdY3b2gO2bfTes7ZNBU8+ljJ47buXtHbm42EAwAkVFPflrw/cwZZnPnml9yv+J9+3Ypx4kE5+RlnrU5MXTogBZfNF9ntT4mMZ4D0CCECCABY/zGsrx58+bw4cPlCSX/c8hJ9IEaqUqlmjBhYmTkU6qfFxbm3rx17c69YBYLAKDDAiuyIuEJEQDxWOABwOGcQ5evvgy6HwoA2Xk5LKtFSCcIGkFkkzPi/YO8C/LzACAmJS74YRDGWgBAOo2rm+u4KZMOWZ/ctGNr9KtYABB4HQCN5ImhIYHPIp9iAgAgN/0SE+NexDwHAA5wEc+yBPMiRgLFj3N3dx8wYICc8/7nVBg5fSCEtWrV2rx5c0ZGBiGAEELim+ioQAQe81pBp0UcT0QRiwQhzPNY4ADgiqeb6ZD+fneCAAAJHMeWIl7D8cUIWACEEWIFlgMkggCA7gZ4jRhkOnPWtGfPnz+MiroVFMiTNznU+XmZ90Juv3gWEeB3a978eePGTxw3YdKWXXsePHr8MDycY3V0YnGYL+HZYoHTEcwiEQC0pbrz55169uwp9eV/yP57G32IIGUYpkGDBjY2NjzPC4KIRCxiUUBIQJxIBEHkBJHVIl4nYkEkWBARxyGdFossAFzz8jSbNcPzmieACICwqBOQhsMaDSoWBE7HaVjMiSDY256sX7vWskU/5uXlAMBV71uxSQlpmWlu7q4Wq35euvinfr26m7T+oqqhmmGYnn16//DTglp16jds2rxtO5Px34xzdb3Aclotr9OKfDGn47AIAIVFxcePn5TyCuTIveOP/z79bQip5ta6devLly8DACFACMFlYVJRFDEWCcGcIGh5XiBYwCKHBEFEAhYQEQEgMfn1zl+37z/w26OIsFJNcXkRCAAQExvdvn27VatXEYILi4q2bftl0cIfhw4Z1LrNm1THQUMHbt5qtXTFovoNjNQGitZtWvTo2V2pUjdq1LS2cX2GYXbt+pW6XwQkiAQDQF5+/oEDB1u3bi3vhR4pyrIjpTWySpUqRkZGdevWlVdb+E8JXoVC8YGCtGvXrlJJDCleI0+BQVjU8iyLBAGL/J8/mBN5AggT8UHYPTsHG8t1q87anXG75Ox+5eKlyy7Xr13x8b61aNGC9u1NZpvPMh04wKS9CcMwCobp27fX11+PGjhowKkzJ1+nJNz09/G86XnLxzPojvfde8F7fts5bNiwLl2+ZBhm+NAx+fmFhM4sQgAgIz19586dTZo0eUe/5JueGIapUaOGqamppaXl6dOnHR0dT5w4sXTp0q5du1INtuIOoc9IHyhI+/Tpc+fOHT0IpZiRpFxgABYJnIjeQEgwizhe0LGCBoDwgi45NcHFzWn3np07f93Wr18fk3ZtO3Zs3759uzZtWn3xRYuePb/asXO7re3Z69c8WU7LCSwnsCJgETAAYBBlrIs0mtKgoDvHj594+vQ5APACT/GLiYmxsLCQVyGqdPSVZTt+GYZp3LjxypUrw8PDpSI4AFBcXHzr1q1Zs2ZRP9x/gajA+EAI+/btGxwcrAch/Ver1b569So2/lXUy+jE1BR6kStjREQQJ2g5QSuILI90mAiSIM3JzY5//SoxOSEtLSk1NTEpKb64KI9+ygvI49rVwpJiRERW5DjM60ROx2s5vhSJOgHpBEGH8Z/ZvVIVn0ePHs2fP59un1DKNr1WjMJLoYkGDRpYWVmlpLxpOQ1Iyas5zZw5k2bMfl6SotAfCGGPHj0CAwMJITzP06AdABQUFDg4OPz666+bNm2yXL9uxaqVv2zf5nH9Wm5hAY8QiwQdz3MiLxIeg0B/I8xhEATMYvgz1w0AA/AAAgAPmNVoNcst1rTv0jUxLQ0DcBgJgAQiCJjDhCcgEBAIQQjxoijQkBMNDvv7+0+ZMkVuvL/NhSbppUqlcsqUKc+ePYOyHUzyNADaOC8vr969e392QSo14AMh7Ny5s4+PjxSiE0Xx7Nmzpqamy5cvj4qK4nm+VKcVCC4qKTl8/NjeA39oOVYr8FqeQwQRQBiEij8CYAEQAoSBJ4RDfDFBxcUF6RutNn/RocuQMeNiEpMwAE9EAQQEAgaBEJEQkRBE/8AYYYwIwQAQHh4+duzY9w/Y0hExNjb+/fffCwsLobISF3SmZmRkLFmy5L/AiJQ+EMK2bdt6enrSb5WUlCxbtqxTx06nTp16I1qBaHRaHRJEQvKLi/44fOhFXAwmhEMIEYQrg1AEgQPMgygAEoEXsQ6jYgD2xbO7X/bo3rGH6ZRZc5OycnhCyiDkMQiE4DIURQCMiSBiHoCwrO7MmTNS8u779EiSoufOnZNSe/S2ZZOyakYbN26kkY3/Av1tCOmING3a1NHxPAAUFBSamZnVr1/fx9eXzlye57VaDcvzAsFansMAF9zcgkJCAEDLc5zIVeRCUgYhB5hCiEQNEgqAlOqKUidOmayoYjx30YpSEZcixBPKrBKEb1AURQETHhMeQMzNzdm0adMHjHLt2rWlslFEtjdKzoV5eXkWFhb/HaXmPSFUMIyCYZSMQqlQKhiGqVOvhu3ZQyIqXbLiZ4Zh9vzxBwBwgEt0pQixBAuCoOMFLQBEx79cs2l9cloaIoTnERIRIjwCjoCACStiDhFWwKyAOUR4RERERJ7wgqjjhSKCCwDlrrBY1rrrV8vWbiziEEtAIMBjxGNWxDzG1GeNCcGiiDAWMUYA5Pnz5zNmzPhbafOSp2369Ol0LcRlKefS5kI6Svfu3aNl4T4Lyd1J1LZ5fwhVjELNKA0YpZJRMEZGhjandzs7nWjSus3gsV/nlJaWYFQo6HSYRZgFkSOYBcART8NXbVztHRwgAhFETDCICAmE50Sdjivl+FIeaRFmWaTjRVYUWFHkERZ1osBhQRA1RCwAkvvL9o3dBw6ycXZlCXAEeAIanucxJ4isFHaQuIQOtI+PT69evZi/42SRNNJ+/foFBARIyraEJb2SlZVlYWFB82v+ZVKU3xrNlMH5/hAqGYWKURoo1FUYJdOoUd0tG1eOHTXYqFETO9eLPEAhzxUJWg2vQZgtKcpLTox3dHQ4dvLYvYcPMIBO5BEWCBGRKHAixyOOFzgdp0VYEESeAOYQywtaJPIcFniCdEjHo1IiFgMpWLF6iUn37sHhjxEhJZyIAEQAVmQ5QVvGheUEnSAIJ0+elKpQvCcj0ttq1669cePG1NRUSTmWFFGWZaOjo62srN7tIvhHqaJjSK1W/521UKFglGqFqgrDKJo2aTxx7JhWzVt+/a3Z01fxAkA+qysRdJzIEsL7+d485+Dw6NHj4tJSEbAASCA8J2gw5pDI8QKHMEYYiwBFpZqComKNVgtAWF6LiMBhnic8J9JwBMdzuSPGDB43ZaJOFEUAAaCgpJRDqJTVcIilyqeeupGWlrZkyZKK1YD+cnTUavXcuXNp/UcAiI+Pv3r16uXLlwMDA69fv7579+5Ro0bR+qKfJblbPh3lBRr0IXyr90/BMEoFo1RRFBvUa9yna6/+vQeustqay3KlItaIiBUFRHhe0F687Lxo8ZK8/EJMiI7nNGwpAIjAskIxj7T0XamZWTt+2zfnx4XLLVZbrlsbFHQbAJ68ePbg8QNEeITZ9IwkUdQlJL5s16H1qbOnACAhNW3txl8WLFk+etzX8xf9eM3rqpSCJlcdQ0JCBg8ezLxH/Qm9ng4dOjQ4OJiyck5OzoYNG9q0adO8efN27do1a9ZMEp7/WnJGxVcoFIp69eqNHj163rx5w4cPr1u3LlNpAa+KKKpUKoVS8UanUSkYhqlXp0HbZm16fdXv581WOkI0mHCiyCKOF7QERBv707369U3NyKCPzcvLfh79rKg0DwEniNrkpPh79++NGT9p7ZbtkbGvMnJyX8ZEn7E+UaAp3v3H7/53/DAIAOja9St5+Vk3vK72H9AnryAnJS2pd79+M8znPnvx8tyFC38cPejkdsE/IIAm+0oOFFEUbW1tW7ZsybxHIFfe2fbt27u6ulJzvri4+ODBg5+ksM4Hk7xtBgYGxsbGKpWqXr16mzZtio6Ozs3NjYiIoFX79LlQUb6WgfS4P/9RMoyCaW9i0rNzdwN11aUbN7IAWkxYhHScTsRCQUlu3wG9Fy1fjAFELCYlJlqfPtm3T6/jJ4+WaEr27N3Z0aR1jZo1psyYWciyVMmLjYm8G+LvFehrvnB+dmE2AM7ITL5x00NA/PrNmw8d2Q8A23ZYfdXjq4DAwJvePgDwIOLRrt93Ozk5QdkmYepkyMrKWpd73r4AACAASURBVLNmjVzjfweKtFQSwzCNGjXav39/UVERVV5cXV07dOjAfFZ3thzCQYMG7d69e+TIkZ06dbp+/bq0ToeEhPTt27cchFL9twrzV1HFsGrTFk0GDOs3ddbEJT//eM7hzE4rK5VStbgMQkEUERIA4ILb+Zr1a3h4exDALm5O9nZnnkSET5gwfsHChSdtbY6fPmpvc8S4TvWT9rYYoBRjjaDLzkriuKLvly6cvehHDJgA6+Nz/d794LjX8VOmzUxNT0pNienSue2ePbvu339g5+DIC8L9xw8nfDvxccTjoqIiaScG7dXw4cPfM5BL8atZs+bKlSupCkMI8ff3p8WP9crp/8skrXzNmze3tbXV6XT29vbdunX76aefnj59yrJsTk6OtbW1iYlJOQj79u3LvEWLa9K0qdXWzc9ePk7LeZ1fkgEgBAd4VzFQ9R05KiE7VwQo1WkxRqWlxassV06ZNlXDa8IeP7h2wz0vNzsjLaVP737m5vNu+PgDwKMH/k2a1HFycwEAlgANOzwKD6rVoPa233YBQH5h1q+7t5Zqi347sG/3H/sB4Mb1i1+0aDJr5gwACH8c8evefd//9NOVq56enp5RkVF0ewaNdp06deo9NUZJL588eTLNEAeAZ8+eTZw4kU5lCuFnUVuk+VelSpVVq1bl5OQAwP379/v161etWrWvv/568+bNixcv7ty5s4GBQTkIXVxcOnXqxFSmcTVr3sj67EkEHAAmwBGi0xZnjx87skoNY987wQDAIh3CfFpGWvfuPU8ct3kZk3je2Y0VNAAQfDfEyLjB0eNnCAFRZHNy4vv26z5u7Ncx0XFxca9fxb0KCQmyPXusc+f2o8eMep0Q73jBYcnKxX6hfmO/HRMWFeYb6BsW9uCy++VOnTp7+/gBQGBQ6P6DR21tz13zuIoQQrxA17C09PRFSxdXqVb1HQMkLxTEMEzPnj2vX79OVdmUlJTly5dXr179nwLn/Yjqxkql0sDAYPLkyQ8fPqToeHh4dOvWjd5Qo0YNabEoByHLstu3b6+0AHcVQ9W8n+YmpSdgEETC8lwhABv+IKRe48Yz530vAgjAC4TXcNoly5d/N22W66VrCalpOlEDgA+dPNSmQ6fXyekCEXVCIYGSB2GB5uYzv/qq15Ahw9ets/QP8Coqzr9yxb1163bTZ870DfALCA50dHOydznndMXZJ9AXiQIAnDt/7ruZ0yd/N/XnNatsHc/dDg4SBSQiJApvTubx9vHu078f8062kQqrMgzTunXrY8eOaTQaAMjNzd25c6dU//gzksSCvXr18vf3pwImLCxs+vTp1apV05OR+nYhAERERIwcObKCOsMwDNPapNWFS04cZnlRK4paLJQAwCnb09VqVbM5Z01A5FAJJkJ+YY6Xl1d6ZjYiSMClnFg42WzcpG8nI0IEkefFIkHMBdAB8E8iHj99+gSAGuu6hFevTp2wtj/rcNs/wMfbx9fX19vX58jxwznZmSCKWOQBIDUl4byTfdjju0hkBVGHERJ5AYsiAOh0ut/2/l63fr13QyjpCNWrV1+zZg2VUSzLnjlzhqZlfJaClHKizWvRooW1tTUNfD569MjMzIyKBymJVwqi6UOYmZk5e/bsSiFUqBRms8xiE2MIII4rAXgTrT1yaO+YEQPTEmMBs0A4EFkAAAwg8gAaIIXXPZ2fhT8EjIEIIBYDFAEpBQDQaXJSk+/d9v1hhpmr/ek5kyc3Na79VZu2PU3aTx07ul2ThiZNGs6ZMnHy8GEHt20PvnGdzcspayaP+ULAOhAxABCMAeDly5dm074rM34qh1Fe93DatGn0eCaMsaenJ60HSMXXZ9FC5S81NjbeuHFjdnY27a2vr6+UtcVUUFbKQXjt2rWtW7d26dKlQh8U1LvdrFWzU7anStliTWnB00f3E6Of+Vx2yYx77nPRxfeiy6tHD6852LGZqfe9rj/2DUqOjPS+aJceE/Yo4GbGi+jUZ8/DfG8Vp7/2crLJjHka5nfr6NZffl+39viObau/n3PIauNhqw2/r1phvXPLHoulzod/v3b22F7LpZ7Whxx+3b5z4RK7nbvcjhx56H1Ll5rkf9ElJepJwHXPkNuBzyOj4mJjRVG84HyhQ6eODMMwKmX5pr+RS3JLf+DAgf7+/rTXYWFhY8eOrTiO/ybJHUlqtXr27NkvX76EMvdeVlbWkSNHunXrJteQDQwMmjdvbmpqWg7CFi1a0NOn9DRSyrnUUTpmwtgXsVGE4If3QuxPHA7zu3HV0fbuzRvhPr4HN29ZN2/+nK9Hux07HODmcenUmYfeHk5H99y/6XnV1mHr0p+3LV9mPm6kMcOYDR+8ccH8TYsWup44fvOcY+Bl93Bv7wdeV+54XHj1IMjf1f6Z/9X7nk6HrVaO7t563phR03r1/sXc3HzwkNGdu6yZMyfM2/uag2PQDa/rHp5nTlvn5uQWFBSsXbu2Oo0uqZRyLpRH5OmVNm3aODo6Uhn18uXL77///rPHb/XKFVM/O9WxqbeotLTU19d3/vz5bdq0adOmzTfffLN27VoHBwdJ2dGvhFhhMioVShX1yzRs1ujEmeM8p+G1pUU5mSBq2NJ8pNUAErmi0ozXry+fs3WzPbVzwy/rlv+8cdUiK8tFW9ZZrFu+ctSAId9987WbvfVV1ws3LruU5GUSXieWFGGdRltQCCzHlhboSvMBaQVtAXDFwBWxxTkR9wJ2WCzfMHdmny9aNFQphnbt0qlZ84XmP6TFpwKArlRTmF9AFe43TjW16o0XqYz0IKxTp87WrVtp7bDs7Ow1a9ZIB+0xn48LpTFv1aqVjY0N3QtNKuxDTkpKunTpkoeHR0xMTGlpKZHVEPjz5DSm8jxJhUKhVlA2r2qwytIiPy8L86zAaVihmEUaQRQEEfM8ErEAABpN3qtXCbFxcfEJz18nRsYnvExMSs7MyskryJWSnQTM8kiHMMdxOiQiXkA6jLUIaQWOExHLszpWI/DUoYrDbt8YN6RfdQXTqknjhvXqM4zKLyCUACCOx0hkdboDBw7QApNqA3VFCCWncLVq1ebPnx8fHw8ARUVFR44coWXx5Fb8Z1wIjYyMtm/fnpeXBwAUPHl1wUq3m0tRsHKH30lzViZR/5TUnbt0Pn/eUavVAAAWkYB5RBCGN4FzQggmiIAIAAQIBgSACVVuABAAKyIW8QhEEZCAeYqiiDkR8whjhIlIQCQEYRFJMxALAJCXnT7u69EUhv0HDrG8wPECdaolJiRMnTr1bd5nuctw1KhRd+/epZ11cnLq2rUrvefvVjX+VKTnCJ05c6Z0AKY8ZwDLylJJn+pdKefm1nNNyV/TtGnTY8eOyc96A1JpBSAQgReAQyAIgHiCOYI5QlgCHMY8QQiwCCImCBMBE54QnmAe8J95oYT8+VwRY0FAABAV9bxXr1579+6lWigqy7xycXF5xxGtUnc6dep06dIlOm0DAwMHDRokof5ZOE9vL9yQIUOCgoL0EHof0l8LK0pRaRUxNjbetm0bze6ST41KiUIoAC8AzxPEEcQTkceYI4gDTgABAUKAREJDhzRnAsshlE80WglDEISMjAydTkcI4TiO1sPIyMhYtmzZO/QR2viGDRseOXKkuLgYACIjI6dMmSI/CPYfheodDZPGtm3btufOnZPSXz8KQuYti0H16tUXL15ME2SJ7Kw+vWdJv0UQJAgFwguEF7AgYMRjngcOA0YgIhAREUVMREwwJgRXXpdQqjkr7a7meZ5lWSq3fX19qWv3HVS1atXly5dnZmYCQEpKyooVK6TMKMXfCQt/QpJLuwYNGmzdupXGSaSKOR8FoUql6tSp0/Tp0wcOHCgdYjplypTnz58DgFR2iabb6q2uuOwkP4EIAgg88ALhRMwiUccLWhGxAuYAgMUChxErCjzGIgFMgOB3SQ9pVZAq/dC3FBUV/fLLL1KlNPkAMbLQ9jfffBMZGQkAhYWFu3btkpLzpVX/n2BE+dqskKW96JFarZ4/f35CQgLFj8iUzIoSVVIP9G7Th5DOWVo+lHr9x4wZEx4eLnGATqfj+Tc7Fqia6+npefHiRV9fX5rZzXIsK7AShEjU8UIpQhoi6gDA8dIlq507S3ieJ5gnWASC/wLBSrpBl7SHDx/S0JIehFLhNIZhevfufePGDVIWx2jXrh3zDx/rKUGoKDvrSqKKq+/IkSNDQkKIrKK8HJ6KU1k6q0YURY1Gk5aWVg5CafIOHjx4x44dU6dONTAw6N27N93EJK1J9FmRkZHOzs63bt06fvz48ePHbWxs6DEtNPDGYp4HXgAeAYcJKyKNwBVx2oIjRw9Vq1V74IixeaU6AYB7kxQqCCCQ9yAoK6RPCCkpKTl8+DA97EoPD8mR3aJFi+PHj9NV8/r1671792ZkoYB/CDw5Wyvekn9FPXndunVzdXV9s5FIdrjX2yCkI6DT6UJCQk6cOGFlZTVr1ix9LlSWlcSn3t7evXtfvXqVFjekIhQA4uPj7ezsnZ1doqKi6PoUERFBj+dYsWLFqFGj0tJSEcEc8ALw+I0rVQDAt646V1Grq9duPmXWgvT8Ih0hWizwwAugE0D3ZjPZe3Ah7fPz588nT54sOaX0BohhGCMjo7Vr19Kje8LDw8eMGSMZvv8oF1Z8slKppFsV27RpM3jwYDMzs0WLFm3evPnq1at08xTtlB4LVoSQXszOzra0tGzYsGGVKlWYSg9Fl1rQt29fDw8PURRpKiUAiJg4u7otW7EkINAbgAeAzLyCnbv3ODo65OVmARHjYl/WrlNvz979AEQgWoHwABATFx0c7E+QJvpxcId2bZWqql9PmlWo4TmRcAQJhBeIViQ6jIW/rEYp3SAIgr29PT2vhSmvoMvNrOjoaDrn5syZQwNsH7m5Xv6Wdy+larW6Tp06JiYmw4cPnz9//vbt2+3s7Ly8vMLCwuLi4jIyMjQaDZG0v7KEWD37Xa/v9Hdpaenhw4els0H0IaQiqH79+hMnTgwICPjTlgR8OzD4xwU/r9mwMSElhkCJiIsKS/NnL1y+ZtMvhCDAWiKUaIoL2nfsumbDNiA8oGKEOS9/P6eLF13cXMLuBYBYsHj+XJW66qKla0QMHI94hDhOJ2KOF7S0qh7VkmiQrGI3pJp4CQkJs2fPpqKCzjlVGSnK8k1u374NZblo8uN9PoYk2KQjHuX4qdXqevXqde7cecKECZaWlmfPnvX19X3y5ElqaurbDjJ6H8FDZKelULBfv369ePFiOikrgdDQ0PCnn35KTk6mX8vLy7t4yXnG7GnDh4+1d3AREBJBqxNyAITjZ473GTYyPjUNgIhCCQCflBDXs1cfq+27AQhBpVnZaQ4uF7IKCjDgosJ0EIv27LBSGdQ8dMwaAAgAAeB5VscWi5iFsp1gVGJXCiEuKx965coVExMTpvzZNpIIMTExOXfuHADQCUuZ9VPlMlVc3qpXr96yZcvRo0dbWFicPn06ICAgLi6usLBQ8n7JO/L+sFVkQWkRQQhJ6c6VCFIDA4MxY8acOnXK3t5+zpy5zZo1a9e+9arVP2dl5wIAEgVOLALQZeUmd/mq65otWzAAj1gAkdMWLVowr9tXX4VHPKPrX35h7jmXC5ExL6Vu2J89yaiqOLleSs/MPnnK+sixI6mpSSWlhQDo7t3Qo0ePJiQkUHW3UgjplZSUlKVLl1JzXl71lSJUv379bdu2lZSUYIxdXFw6d+7MvCUz72PAUygUNWrUMDExMTMz+/XXX93d3aOiovLz8+Xn0FScf3JX2XuCV5FxAaCgoMDKyoqKlnIQSiKCdnXy5MlTpkxZt27dq9evKNMgQUSILyzJeBAesGr9z0wV5VU/L/rdrMz0ObNm9PjqSz9/PwDAhC8pyS8sLXyVlGB7zsHXz/uqh6v3jUsrlv1UrabxSsu1D8If3fC6dcXjSlZWBiEiAMTHv7p9+/a1a9cePHhAKqwKEo9ijG/cuCG5N6U2039VKtWPP/5IXRB37twZMGAAI5N+fwmh3MyXa5VyFKtXr96xY8c5c+bs27fP29s7KSlJ7yx3PZykmqhyneV9eI6OAMa4sLAwJSUlKSkpPT09Ozs7MzPz/PnzUoy6HIR63Zg0aVJcXBz9SEc4XsQAgBFLSMnjZ6F1m9Q1blj3ZXJMTnHu/oP725uY9Ovb18PDPS8vC0AoKskPCPTPLchLSE7y9vPeu2/Ptq2bzlofGTZs4Igxo6NfvUrNSJdmKgCkpaU8fx714sWL+Ph4unMYAPLy8p4+ffry5cvIyMji4mLqucjLy9u4cSPNIpE0CwnC4cOHh4WFAUBMTIzk+35PDmPKFlS5DSdR1apVW7duPXny5L179/r5+SUmJtKQUEWGq5Rv/hZJqAuCEBwcbGFhMW7cuAkTJkydOvWHH36YPXt2p06dpMIN5SDs37+/oaGhJC5q1aq1dOnSlJQUDLhYLBUwIggRpCW4KDo2okHzJj8uXwqAkzMTx44fN+brb77/fv6oUSMPHPw9Ju5pfGK8w4ULW3fumDR18pGjh2LiXri7uxYX523ZtvnIqWNObhfGjh+bmExdEpyNjfXcueZr165du3btli1bnjx5AgC3bt367rvvVq9e3adPn7lz5968eZNu+7t9+3avXr0k/OTmQYcOHTw8PKDMiyadvPj+EMr9JvS6SqWqX7/+0KFDN27c6OPj8+rVKzlylTLWR+IncSEARERETJs2jRoPek1lKt2cduDAAXosgzSvjY2MDx06VMyV6IDnES/yHBAtQOlJ6z/GTpn87FWsTiicOHXciNGjX8TEJyVn3PLyunT5vNOF0/ce3uvZ33TIyBGvEuLpwyOePHR2cZww5ZtXya/2Hvx99LhRxSVFALB27ZpRo0a8eBFFF+rg4GBvb++QkJB69eodPnw4MTHx+fPnly5dOnfunJ+fX0lJybat22jtSZopKU24Jk2aHD16lNb73rFjB83D+1u5vHp4GxgYmJiYzJ07187O7smTJzqdTj7K0olOFa2gj4dQLEvoOnr0qHRQop6Ql/4uB+HkyZNpjRy5/8LU1DTg7m0eEMKIiAIQrrAgtWfvzj8uXYIBbvheMunc+uKVK/bnXYt1PI/Qrl2bjxzZ5ejsVLNOvQuubgCACYqMirh6/crxk0d+2b45KjayToPav+3dDQBXr3vWqlXz2rWrUOY6uHPnTnJy8ty5c7/99lt/f3/qGAp7+HClhUVgUOD9B/dNB5iWTbI/I5o1a9a0sLCgVry9vT3NRVN+6LEEtWvX7tOnz+bNm728vFJTUyXFUlrPaAV3yZPyybmQulAyMzOXLVtGZYlKpaJ5WXJfHZ1w5SCUnwkm2VhNmza1tTvLI54eSgAABw/sN2nfjnpmjx48MHCg6cvX8Rc8rwQ9fPA4KnLRwp+8rnrOnGH+Rat216/fdHJyOnXq+LXr7tm5qZs2r3Z2OWd95nSTpk3i418VFxd37ty5W7cvszIzAUCqbB8bG9u4ceNjx469eP7cxcXl1et4O+fzPy1d/OjZ0+WrLOrUr8cwjEKlVKqUqrKejB8/nnrhr1+/TjeHvo1o/2nv6Bn00nRWqVQNGzYcN27coUOH7t27Jy86A+ULQf+jJHFhQkLCDz/8oCds5DKDXikHoZ6VShlxxIgRd+/epScNAEBAQMCgQYO9vN4ooq5OztWrVb9z/x5HxEu3rpuZz7KztQvyuz15wtQ+vQfExsbn5eWlpiYBQGRU+Ow5U19EP/3h+x+2bNkqivjevXvTvpvWsWNH+ZbM3Nxcd3f3tm3bzpgxAwDS0tJ3/rZ71k/zgu7ftdqxrVvvnioD9RsI1W9Gv3v37n5+fgAQERExduzYdyx+kl4q4Sd91LRp0+nTp587dy4uLk5+Wtin5bD3hJC+KDY2dsaMGW9Tp6n5V7Vq1XIQyj+mnaxZs+aCBQvy8vJEUSwuLr5y5cqCBQvo5hqEEMG4qKBg6bKlE82+fZkYH/rk0dnz544ePerv7RsTHTdm9DczZs6+evWqj6/XTa9rc+bOuHTZKSs7rXXr1o6Ojn5+frdv337+/Hm7du2mTZvm4eFx+fLlGzdunD9/Pjo6+vHjx6ampidPnkxOTvIJ8D9ic/rA8aPfL/ixXuNGFD+FSqFQvdmUZGNjAwDJycnm5uZ0mXwHKcocpHRE1Gp1q1atfvjhB1dX18TERMmSwTL6lyGUgIyNjZ07d668bo4etW3b1tLSsnIImTJ3/tdff3358uWLFy+uWLEiICDg8uXLNHeIhix4jiOEFBYV7tm/d8J0swnTpl6+6hEW/hDxAgAkJ6UePnz4m2/GLVu++Jzj2ZtenhptIctqDxw4YG5u7ufnRxWEiIiIDRs2dOvWbcmSJY6OjnQ9A4AHDx4sW7Zs1KiRO/f8GhAa7HHrxtgJ3zBKBaNQKJQKhfrNEmhlZaXVaouKijZs2EBz0d7tv5YWSJVK1apVq7lz57q5uaWnSxYOSCfxVeqt/XfwozMpPz9/y5YtVC+rGJdWKpWDBg26ceNGOQilVVD6w9LSUqvVFhQUREVF0awFkBVEkteBSExLTUxLpV0k+E/DnON0NH+JAE+ABxABIDU1lZQ/h1VCDgDEshOZeZ6PjYnVaLWliN9z8A+jurUZhlGqVSq1SqlSqQ3U06dPT0tLwxhL3qaKMTlJu5b2+igUiorgSQiR8l6hT4/PX5GkJXEc5+DgID96VlE+x6Bx48YTJ06k39JXZ+hNdevWlYJt8l79OSUJTVMjkh8FA2BZgUtS/hMCouzKuyKceke8BNwLGf71GEalYJQKpYGappYPHDyIHmDu6elJ89UV5bO25RBK3W7SpImZmZmzs3N6err0ar0o3eclOgK0SRERERYWFl9++aXkpqd6qdS1Srwzcm5t0aKFk5OT/JDpiiTF3OU/IhBCRKk6mlSg6T0jgnRkJZdusVaz5bdfq9c2YlQKhcEbCdGhU0cXN1cACA8PHzFiBCOLN+n1UOpR7dq1J0yYcPr06cTERAk8KVHzPwWhFNZmWTYzMzM4OHj//v2jR4+uU6eOZFRIMNFvVZ7+1LZt20uXLlVq+ryZKUBEKENRdgUBxgRVBuH7EpStB6IohobdNx05jGEYRq2k+yWMaxvv+2M/wmJsbKyZmZmUiyYXOIxM7TY0NBwwYMC+fftiYmKoG5rODxrSwmWpXJ8HsQpEZG5VqVU8zz98+HDGjBl0OahVq1a3bt169uxZt25desMbCE1NTeXZfM2aNXN2dpae+7bBpj9SQikVoG9kKmD4U6j+Cc/bmi6RNKbFxcU7du2sWduIUSiUahXDMGoD9cJFi3Jyc/Lz81etWiVt2ZL0FIUsKKFSqTp06GBpafnw4UPJvVLRDf2RcYOPJ/kraLiNXqfzjP4dGxs7c+ZM2seOHTva2dmFh4dPnz6dfvoGwsOHD9O0dmVZ4uihQ4eokfQ+XXqf6+8JoaQoRUREUDkpoTJyxAi6r/r333+X3IF0kdBzxzRu3HjevHleXl40dxneqaH8dyDUq8FCb3jy5MmSJUtoohDDMK1atdq7d6+Hh4e+OjN58uQaNWpIKlyVKlU2bNhAd5D8yxBS/IqKinbt2iVp1QzDdO/e/datWwDg5uZGK5PQtBRF+XBgzZo1Bw4ceObMGUnhlLPaX77980JI5aeU4Jmfn3/58uXJkyfL5Y1arW7QoEGrVq1q1qxJb3sDoeSFk+KoM2bMoOknnwXCsLCwQYMGSXzWrFmzM2fOQFmxDsk8knsuVCpV+/bt169fHx4eLmWG0azXSvOL3tHIzwihFJp/+PDh+vXr27RpI/VOT0erRJ3RU+q++uorLy8v+aP/UQjpBKQdKCoqsrKyknaOGRoarl69WqvVxsXFjRo1SuqSfF91rVq1vv3228uXL0vuTXnurBQY+stBJDJpprdSfiBEf0UVh4jneU9Pz+HDh9MO6iUnyDGiT3hrDbaaNWvu2bOH5lphWR7qP9QNSRMjhISEhND6L5SmT5+ekJCQnZ29cOFCyb0i35HUuXPn7du3U+dRpePybpbSw4+mYNHgM2Xifw1CqsL4+/u/Z8lM+oRKIJSk05gxYx4/fgyVpch9WpJPkZycHHnl3Z49e4aHhyOEduzYQfcIyHcEGhkZzZgxw8fHh27ZgQ9a2OTXqVkmtYrGld7BwR9Peq3Kz8+3tLSkkd53eO3/AkLJqKpfv/4ff/xBfTRyF/4nJ7qG0z74+PjQzGuGYVq3bk2ro9nY2NANAsqyZG2GYbp163b8+HG65UV6iP7ovBkjPWgrH0TpyosXL2xsbKhbESEEZafm/ROk9/bo6OhJkya9DwvqQygHXAqqMQwzcuTIe/fuyV8j//2pSJr72dnZq1evpkmS1atX3717N8/zt27dol40lUqpUikZhqlZq8Ys89mOTuddXJzPnXM4ffpkaGjIX70CEYIxwRhjJCIAggn1+RGCkbTBESF08eJFWkVp/caNdPqKdEWk7kPApMIhNxIRWebSew6RHoSRkZETJkyQH+xW0XHxVgj16j7RtbRGjRrLli3LyMiAsvOqJUf++7TvfZpOpE3CGN+4cYNmDlapUmXevHnZ2dnR0dGSCqNWKxUKpmXLplt3WDk4O1rbnbngesHRycHVzfnEycOr1yy7ey/Q3slh6JhRI8eMOnXqZGjInXuhwSGhgckpr6kTAgAAMAEkiCwnaLk328EBiPD61cuoyIjvvpuqUCpq161nXKc+wzDrNm7gRcSJSCewAiDhzV4R/m3+Cowxy7KkzE34d8U4AMTHx8+aNUuOn7IsCV1ZloUspVWUg1Ba/4yMjOrXry+PvTVu3PjQoUPUwSG53D4SP6iwAgFAUlLS0qVL6TIwZMiQqKgoGgiUpqRarRg0uL/bRad7D4LPu15Iz8kAgJy8zJveV694uP2yZe2IkQMtN69bvXG9heWabdu27N/3+wDTfsbGtWaZf3fJAMlPAAAAHDNJREFU3WX5z0vXb7QMvXcnryBbaoaN7emfVyy76Oa0YtmiocMGduvxZau2rRmGadGm7dCRI9Zt3KDlOAGLLOIEECqFsGJHaI0KKof/LoRardbJyYmmGcqZT28rCBWT5SBUKBRVq1YdPXr04cOHL1y4sG7dunbt2km4mpiYODo60jZJwaZPCCFtvbu7e6tWrRiG6dChg7e3d2Fh4bp16yS3X506xt//MOfR4wcabaHDeduUzLS07PRzzo42dtbhjx7k5WcCgM3ZE77BAfK3ZGSkPn/x9OIVlx8XzWvVpiXDMDVqVW3esum69WuOnTh81s562oypDRrWa9CgXo9e3dp1bFfduEYrkzbtOnVYtX7t0xfPMQAiRMPpeCKgt3ChPERM+7Vw4cKVK1dK21rfH0Kq0Gm1Wl9f30mTJskLckj4yWNq5SBkGKZ///5BQUH0BUVFRb/99lvdunUlE6Rjx4729vbU6vrkghQAEhISFixYwDBMnTp1Tpw4odVqT5w4QX1+DMO0adN6164dSckJAJCY9Mo/0Odu+P1Dx4+EhoWyvBaACKIOANvanVq5fjVHRB0SBMSLogAgAhACoiDySSmvbwcGHDryx8DBpgMHDejyZSeGYWrXMe4/uN/8xfNHjhs9dNTw8VMmODg7RkRH0u7pBJ5FAicKPBF4wiMQBOBF4KXmY1ktfYrBwYMHhw4dmpqaqmdTElke9zsglAb2xYsXv/7669SpU7t160adUF988YW5ufnatWvNzc3plgR9CIcNG0bdMZROnz4t1SlnGKZq1apWVlbU5fjBBqK8uXJ3gSiK9vb2NMK5YsWK7OxsDw+Pjh07MgyjVquHDBni4GBfVFQAQESRT06Od7xgf9Lm1KvEeAKERzpO0IiEAyB29qcGjxmeWVooArACx3E6ltXoeI2GL9HypVIzWL6U5bUZWSn2584ePXH4yOnjLp6XcosKCjRFLH6j0+qQVivoeCyyIuIx4kReK+hYpOMxxyItz3OSL4LjOGnbM62iTy0xuijSTACa30Xdv+92rMvDFIIgPHv2jJ5P07Zt24MHD6amptLNoa6urmPHjtWHsG7dukuXLvXz8wsPD7e3tx89ejQFn/LBgAEDAgMDqXCQh+w/DEJJ8tAHxsbGTpkyhWGY8ePHP3v2LCwszNTUlGGYatWqzZ49++7duzQootOVEiK+ToidYjYhOj4GADScVsS8CBzLlQCQXbu3tOveMTE3EwFoOK2AeE7QlbLFPPAavpRHOpbTaNkSemIUAVQWaAEA4AFrBZ2ABQ6xHK9BIssKWkQIJyJeRKzI8ZjXChod0mq4EikVkZR5A6QB0Wq1GGNa00HaqEUdBfTmv8RPzrsRERFDhw41MDBYsWIF3cdJCWMsncdQzqioWrVq586d+/Xr17RpU3kormXLltbW1pJw/+AYW0UupObEkSNHqlWr1qFDh6CgoFevXlHDqFGjRps2bZJ8LgjxIhYQ4lxcHU9aHztufSLkQSgvCs+iItw93QqKsgHEadMnm44cmstqeAAeIx5xPGJLuOKI6IicomxO0AKIOq5Ux5UikXsWFREb9wIAirUanSBoeY4TOJbXCoKO1ZUQzGm0JbwoAgAvIg2vZRHLiSwCQctrtFoNz/MC/2dCKQBER0cHBARotVopwvNm8zr75lQNnucEQeA47m2MSK9LJnJUVNTcuXMNDQ1btGhha2tLHyvxj1ar1YdQz+aQPKpVqlRZtGgRLf0oxZQ/HkJpH+GjR4/69etnZGRkZ2eXkJCwePFiqtEcO3ZM8rmIIuJ5VsRCYuIrx/O2IuHDnjzyCwoQsPA08rF/oDcAPAi7U7tuDYtNazkAn9CgrIJcHgtFmqLM/Ex7Vwf3G5cB4Kyd9e/7fi3VFZdqim753rz/8O5qy1XLVlrcvhPs7OYSE/uSZUtjoyN1pQUu521Xr/7Z/Ie5S1YsT81I50UBAKJiozb8su7ZiyeRUc/S09PpLEQCQghZW1tPmDChW7du9PiqzMzMxKSkvLy8/fv3W661NDMzO3L4iE7HSsfNvYMLaZfDw8PNzc2pidy5c+eLFy9KKqTk9isHYUXLUdJ8mjZtSnP9QMaCEsv/LQilWDmUHTQoCMLGjRtr165tYWGRmJi4c+dOtVrdtWtXZ2dnasZQgYIJETHGQLx8bvkH+otABAAEoOU1GDgAKNWWzJg7q6pRjYD7dx5EPtx1YHehtlgA4cXrFzf8b7CYzS8t2rpv/8CRwx6E3cNY0GgLV69f3bJjhzVbtr5KTixlSx49C7/hfe3J88c+AV4+AV52Dmcys5L9bl+r3dh4z+GDCCCzqOi0o/XY8UP2HdieX5zHY16HdAgQAPy+b8/0Gd+lpCYfPXn48KlDAHDd++ajZ4/tLtjf9LuWnp68c/fOJo3bPQp/BgAiRiIWBJEXsYhEJE+bo6NUUFDg6uo6evRoyY9PCxjL2UA+qn991Ejt2rXnz5/v7e2tlzUkcXTFh76NaHMlbYjjuFu3bvXv33/ChAkPHz48depUw4YNBw0a5O3t/SZJAmORYJobgIEQADtHx0fPngCATiQsEjheRwgHAE5ODt9Mmrhp+86C0qLlK5e4e14EAAzIP9DnSdRjALJz3946zVsHP3hAG1JSlN3ly87mCxZR7UXHFgcG+3t5X7vpfe3+w1B7R9uCkjwAiIt50Lt/9z2HDgKAh6/v/Ud3w8J8mzSuOXXG1NcpCQhQiabYw9N97NhRycmJBQV538+f/eBRSFZO+pWr7v6Bfu5XL9K8PZdLLl92GxIUHA4AiCBB1Akii7Ag4nLg5eXl+fv7L1u2rG3btnIITE1Nvb29WZbVarVS0QtasO29IGQYplatWl26dJk1a9bJkycfPnxI9xlBGUe/D3h69+t0usePH//+++99+/YdPXq0n5/fxYsX+/XrN2nSJLrBjLYS/Z/2rjysiiPbN6uiBoiGaBZxC24JmpjE3ahJHF9UNPJ0NPNlYjJGYyZqoiEmQR1NXB7EDQWFy+buiFwXQEEmmCggYHAhAgoIAheUzctyl16qq+rMHwVtcxFUQJ2ZN+er7359763uru5fn+qqU+f8DsEKhEwXD0UcTr90CQBkGctIBCIDQNKZf4wfM+r96R4X0i7oCm/OmDrl6uWLAGCo1h/ct0c0G3f5+z3j8mz4oQgAkGUeAG31Xfe0s9PKNT8kXrgUFX1CG3k4/vSp3NxrO7ZvTfj59G+/pRKCAFD4Lp8+rt0PRxy5U2OIiokVBRMAio0+9NRTT02fORMh+eefE4a6D9UEBgFAWHCI78YfACD57JnoY9rTMdGlxfkAkshXzfvkz4OGjb187UZFTY3eUMtLPJIFSu969dXV1SUmJnp5eQ0bNkxxIlFMM927d/f09Fy1atXmzZv37dun1WqDgoKWLFnyQBBaGOi6des2duxYb2/vpKQkJbfDA74XFWU1Go379++fOHGira2tq6vroUOHEhIS5s6du2DBgoyMDFaTdbmYEAyKkw4FgNS0VG2kVn3UQ/vDu3d7muM4n43rgMKBvXtHvvFmQW4eAJw6EXU8MlLihSGDBndxdMrKL2D7FORl/3XRX/r26x3zc3xm3o29B/aXlZcRStesXbN5y+ao6KjyinJCKcamzz6ZPezVl3NyciKPReXk5spIYKzGy77x6t1/QHJqmt/2gLfffre6uqa09PbH8/5SWJCLJFNszPF/xJ06Ex9HZRGoWKrLHvSK24Kvvs4u0u09ElFZV4MpkWQW50arq/WxsbFLlixxd3dnRjHFhMZMMAqrQMeOHV1cXFxdXd3c3Hr27Glvb/9AEDYd5nAc5+DgMHLkyA0bNrCofOUl3HKPqrw7k5OTJ0yYwHFcx44dN27cmJKSMmfOHDc3t4MHDyo169+4DfRCbKUBYywIws7tO7Zv26orLTx2InLOn2ZxHPeU01Nb/DaxLiskPMSuo330qRjdrZIFixbu2b/3REzUHz+Y4+rWLyHtfI2h7sz5M5rwXZnXr0547+3/mTUjt6S4RjIXlpWeSUmc8r8zvvmbd3ziLyIQgWKjcOePc95bu27l8ZNRkdFRVTXVEdpDuXkZhbrrYya9PXziBG1c7PwvvvCcOxcA1vn4jp80CQCqqm+vWvu9z2af3PwcQmUC0pXM88PHv7FHe0RzYF/SxXQBI4nIACAh4cyZn5cuXaKk62ai9uBS22KaotMIQovl4AdB1NnZ+bPPPlMG/erZTAsiCEJAQEDnzp2tra0XLVp05cqVb775plOnTs7OzgEBAWyMc3eQ3eDqSIESTAQzDxQqS8vWrF612c9n2sz3uvV4Zs68P/2acg4AeNlIQLpRdOOd997t2afnOt91UXHRQeGaqLjokorS5d5e7iNf+3r1iqC9wbqqEgC4dD3js+VfjPnD+Lc9/vClt1dyxoX9x/++fptPaU2FQGUD4UViWrbi8w8+nrMvYr8JiQRoxvUrq35c8fKw/i/077P8b953zMbv16/t0adnUlqK18rvHZ/pmnQhySjVrtm45sCRgzwWzMiEQcwuuPT+3Kleq749lRAvU2IWRYRx/s38jT7rhrz6shIE2nI0wT3FEkIFpJZ3U/uKderUydvbm3GBU5XXSQsQIoS2bNny9NNPT5o06cyZMwEBASxpa7du3bZv3353FMoG2UDRXQixLEpERCwhuq7o+lHtgdz8ejoGAjIhJqAmoNIdfXlcXBQv1AGAhEwAEoAMIKelJd3Ivw4gEyJhwgIEcGHRjcsZv4nIjEHEIAFgCfMYRB6ZAMRbZQWpaecoQViWKMgAsigazpyNvZJ9hZ33ZnH+or8ujD0do9dXznx/2tq13gCIUESITAgiRJRlA4Bw5UpyVuYlAJARwpieT0n7dOGnzt2c1IrRNILp4SB8qD3VrvuDBw9uIBm6jyIqf6Wmpq5Zs2bXrl1btmzp1asXeywmT56cmppqodBqCKmMsYSqb1WgGlN5fj5foQNAd4qLiCDcLizk9VVIX16Rmwnm6lt5WSAZDWW6ioIc4GuLsi6Dqbry5g1zRQUYjYVXM6nBqMvKNt4uM5SV6YsKgQi66xm8vqyurLg0NxOE2qKsyyDU3Sm+oS+5CbyxNOc6mMwl167xleVSbVVdmQ5A1t24JtZUGitK7xQXgGguz7sOZsPt3Gt3im/iujqp1mC4XV6YlQmSsej6JZDrzPrb5TfzQSaZl69+9OeP7TrYcRxnbV+fm5Vr5p31EBA6Ozv379+/T58+aut4c/hxqnA9Ozu7ZcuWMXfF+84U2b8Iodra2sTExClTpnTp0qVnz54zZ86Mj49nVsRGU12gCKgMtJ6/FpOM1PSDweERwSHHgnYeDwmM2LXz+O7wvwcGnggLjQ4PjgoJPLkn9HDA9lP7dh8LCYwMDDgWvOtYSFBUmEa7KyDSf2fs7n3HAoNPhIRGBgRGh+2ODgnTBgSc2hN+TLMrZnfIUc3Oo0E7Y/eGH9m5IyY85FhoiFajORqsORyw8/SBg0eDgiMDA4+Hhhzy3xG7b88h/+1R4aHRrIQGR+z0j9uzJzo09IQmJCYkPG7vgWNBIcc1odFhodpA/9h9u4+GhR4JC486GLFp3f+5D36F4zhrWytreytrm9aT2zaCcOzYsdHR0RqNpgWSXQsgrRoiUZYtW8ZGp/c1vKn/LSsrO3jw4LZt2yIiIrKzs5WZvvohwAASUAQEA6WUEiQTQbxyIV1feqs8Pyc7PYUYqn9PPov0lbprV4tzMlFN1ZXEc6SuLjf9t8rCm3W3SjNTU8BozEpNMVdWVOTn5168SOpqM5ISkV5/OzenOCsLVeszzp3DtbV5ly9V3Syou30rKyUFDIbstNTa0tKqwsL8jAxUrc9ISuTvVJXkXC+4+rtQXZ2ZkoLr6vIuXaosvMlXVmSmpBCDISst1aAr0d8oKLh4qTD9ou73q6TqTlZiEtQZcs6nVhboTBU1v6dd3Bsc2rdnL47jrG2srW3bRIjTCMJRo0ZFRETs2LHDYlJ5T+TUj8y4cePi4uIe0FlPUVNm4GdWYLWOWuixBYRIlIgkAwVAMqUSACWyAIAJFtjbjhIJgGCJByCUIqAIAAgWAQiSeIoRAKVEAgBKJCAIgBIsAchAEPuksghACRYBMCUSEAkoO6wMWGo4oAQEUYoACMGSjHgAipEAQKnEAxKAykAQYJEiATCisgAY1zOUI7w7JLSXqyvHcZyNtZWtTXO5UR4awi5duri6ur7wwgsWsbL3NJwqESdMd5kCKc4TLUOoOOkqUNGGpc6mfo4EAAGVgGCghFJRlGQJESQjSTJKZpHIApFFwAKVzbLIY8ksiyJFZsyLVDLJZp4IPOaNkkmkkkEyilQSqWiSzTwWTLKZFYGIIpWMsonHgkBEngg8EQySkccCK2aZN0hGgYhmmeeJYJLNBsnANozIZJbN9duSSSSiCZsFKpll3iCbjMjEU9FMeDMRJIJkEVEkS7wQGBjYs1cvjuM423aFUI3ZPftlNtlUu3K8++67iYmJFiAp/nr3hFOBUK2ypCFCrOkalgWEmLlmI5kQIlHKEyxSIgLlMRYJEQkRMBYIkgCbZUEgSCCSQCQeizwRBSKJFIkUsQ0eSwKWeCyaZVGkMvtRIEggyCwLZizyWBIJ4rFkxqJA6rcFgtguAkEmxAtYMiEBAa6vKYs8QUYsmKlkwqKJSEZZMBPJTCSRIEYJL0pScFjoi717cRzH2Vlzdo8AQq4xJU+nTp1Gjx49bdo0Nzc3xfDDqTJXMapgs9ls4QCodkd4cCOqJeRA5YaiMtMABVBHULHJP9AGE8DdiDgMlFCCG6aXd4tCSUyJqmbDp2qD0Pr4O6UC2xFbnIUdkxAZYUQopkAwlWWCZIwwRqT+fGAShZ2aoBd6uXIcZ2Vn80i0kFN1nq+88oqvr++FCxfCw8OZY5ka5nHjxq1evdrHx8fX13f9+vV+fn6M4yc7O1tN+lE/SW+Vr4YaQhmoDHAXTplQmd6rECrjxqXpL/f9t+VdmqtDqEyIjAFTwARkQjEhSCYyxhgjQmSggow2bd3yTI/uHMdx1lZWNtYtZ3trJYQsYsjDwyMpKQkAzp8/7+HhoY4+ZB1phw4dmFXFycnJ0dGxa9euPXr0GDRo0DvvvOPt7Z2enq54Dzcdp7QCQtajKkWmuJlCHkPBDcor12/Uf1JKMZKx3KxjSq2h7qtlyxyUZHbWbQCwZS0cM2bMyZMni4qKgoODR44cqQSwWzXE87XMreTg4DBu3DitVqtOv/Cw+CkQss4LAWWk7CIQEQgPEg9ikyLxgB9PMVOZp42+CnA3V4Mooyq9vkhXfD0vNycvt+BmQeWdKl7g4+Pjx48fz8wwttY21m2j2GwWQhsbm7feeuurr76aPn06i8TkGlOaPaA1bsSIEYydV/HuUsOjnsK3gCJVbahL0zD/R13UrAEIY4RlthYmyTJrDwDwAp+Xl3c6/vT2HTuWL1/+0bx578+cOX3G9NmzZy9ZumTN2rUeHh4sMoTj2tKDPgCEjo6OFllYHnwGyhzDOY6ztbX18vJSp5JqBYT/OnLX+E6IjOpzQCv/VlZWxsfH//DDDzNmzOjXr5+Tk1MHlfMYx3HW1tYODg7tm6iUnbpZG6liQmtKXXNfUbrc2bNnM4I0qvKibCqPH49WSCPLnyowoaSkRKvVfvLJJwMHDrwvAxXXqhWJ5oQ1rNngNPUU8KEseOqZ5dSpU9PqfR1aui+P/Pa3h1hASClFCCUnJy9YsIDRLypia2vLwv+b3pDW2UKbE9awe2thW86kAM9x3KxZs1haU3YLeJ4vLy8vKCjIz8+vqKhgXas6BrNd/MTbKGpTg7qfUIPHGnnr1q1vv/1WnQSquRvYvsgpwhrcmsWm+4rCueDl5VVaWlpRUXH27Nng4OBVq1bNnz/f09PT09NzwYIFgYGBeXl5pCGWmrXkySqlRSd5zzqkIZSupKRE4Xpvxeum7cLa80ggZBfTuXPn6dOnr169ev78+a+99pqLiwvjjlaqdevWbd68eYzMGRqr45MSquIsYFJdXX327NmIiAitVpuQkMDi9ACAEGIymXx9fRX6lP8cCK2trdmbgDFiOjk5qYdhFlNMBweHxYsX5+bmtmPkYltE6SpFUSwpKYmPj1++fPkbb7zRo0eP5557bsiQIQsXLjx//rwyFj158qS7uzu7tEfUW7YgrA3tD6FVM3khlPVFdqk2NjbMbeT555/XaDQKc3lzo1blDdRCBYshLlVZhdTx8hZ1FPxIQ6SOyWQ6ceLEp59+Onjw4KY5oaZMmRIbG8s09fLlyxMmTLBqzCP52ORRQfggYqWKeXR2dvbz82Np2VqI/VHGF01VR3FQV9b91SpFGiKnFf226C2VZUuiihf38vJqmm9bgWrUqFH+/v6JiYkBAQGKFj7+nMBPEkIm7I5MmzaNpUi0kKZYKjcdIcTzvMlkEgRBCdZhceRqbVNgI43p8hQtrKysjI2N9ff39/PzO3funELVptfrv/vuOzbJU9ZnrBqH2jo7Ow8dOtTNzY2FPTz+XpR74lrILnjAgAHR0dGsDSygSxAEdayXuucEgOrq6tOnT2/ZsmXlypVff/21t7e3RqPJysqijcMwmz4Q0GSsW1xcvG7dusGDBzs6Onbu3HnixIlK98hIeVmKUuuGzF7KW1yhrFcuRz2Pepzy5LXQxcXF398fIaTT6Q4fPrxp0yZvb++VK1du27bt6NGjWVlZFklZdDrdxo0bhw4d2qVLFzs7O3t7e3t7excXFw8Pj4SEBKpaQKYNflb5+flJSUlJSUlFRUVqIA0Gg7+/P/N/ZGJra7t06VJmDtTr9d7e3ozLVW3f4BqwVJII3Nf6YQFtKzwNW5AnDKGNjc3cuXPT09Pj4+M/+OCDPn36ODk52dvbOzg4dO3atW/fvlOmTPHx8cnOzmYtLCoq+v7775XQbQsZO3bsqVOn1OQ4ZWVlu3fvnjVr1ptvvjl8+PCPPvro119/VbrZq1evenh4sH2Vuzx58mSW+NdsNm/YsMHZ2Vmp0JYrVa8K/EdB6OTktHjx4h9//PHVV19tro6jo+O0adNYOq7FixezZMrqR179jL/++uthYWE6na6qqio5OfnLL79kTqpM7OzsPD09GUIAEBMT069fP8Uizw7i4uKyadMmvV5vNBpXr16tMCq37qarR0DqHx+HjfTxSMeOHV966aXu3buzrwwVBR7lOm1sbNzd3UeMGNG1a1euYanSotdSKr/44ouenp7z588fPnw4m7Go2RKdnJzWr1/PMkpv3bqVKbRyLoZl//79P//88xUrVowePbotrvKcCsIOHTr0799/yJAhjH6iFYdqThpBaPUkhN0a9UzR4tViYbVSiHOYL5b6UApdFfvKNYw7GN7KYGTgwIE//fTTgQMHPD09lTAidiIlNYudnZ2dnV2HDh0UOnPlOXgoUVAcMGBAWFjYL7/8MnPmTHUj2y5PHkILacVtaioK3k0xZhvPPvts7969GVu5souiqeqxZXu1p2/fvps2bTp8+PDUqVPb5ZiKPPkR6b+OTJw48cMPP7TgXGpHYUm12/2wjSAM/X8jISEhISEh6l8iIyNzcnIqKioyMzO1Wm1z1dpyxsDAwMDAQI1G0y4HVKQRhP+Vf1/5L4T/9vJPnOkR93OlzroAAAAASUVORK5CYII=" 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<p style="text-align: justify;"><strong>VI CONCURSO DE POESÍA CÍRCULO POÉTICO OURENSÁN PARA ALUMNAS E ALUMNOS DE PRIMARIA E ESO DA PROVINCIA DE ORENSE.</strong></p>
<p style="text-align: justify;"><strong></strong>Un ano mais Círculo Poético Ourensán convoca o concurso de poesía para alumnas e alumnos de Primaria e Eso da provincia de Ourense, sendo esta a VI edición, baixo o lema &#8220;SENTIMENTOS NA ESCOLA&#8221;</p>
<p style="text-align: justify;">Poderán participar todos os alumnos e alumnas de Primaria e Eso dos colexios da provincia de Ourense, cun só poema, en galego ou castelán, e que estea dedicado a aquela persoa, animal, lugar, obxecto ou situación que sirva de inspiración aos participantes, cunha extensión máxima de 40 versos. A data límite de entregra dos traballos será o 28 de febreiro de 2017. Os resultado daranse a coñecer o 29 de abril de 2017.</p>
<p style="text-align: justify;">Os 20 finalistas de Primaria e os 20 finalistas da ESO recibirán ademais como premio a publicación do seu poema na Antoloxía: &#8220;<strong><span style="text-decoration: underline;">SENTEMENTOS NA ESCOLA</span></strong>&#8221; proxecto editorial de Círculo Poético Orensán e do cal recibirán dous exemplares cada gañador, que se entregarán na gala do seguinte concurso.</p>
<p style="text-align: justify;">As persoas interesadas terán que respetar as seguintes <span style="text-decoration: underline;"><strong>BASES</strong></span>:</p>
<p style="text-align: justify;">1.- Poderán participar todos os alumnos e alumnas de primaria e primeiro e segundo ciclo da ESO dos colexios da provincia de Ourense.</p>
<p style="text-align: justify;">2.- A participación será <strong><span style="text-decoration: underline;">cun só poema</span></strong>, en <strong><span style="text-decoration: underline;">galego ou en castelán</span></strong>, o cal deberá ser inédito, non premiado noutros certames nin estea integrado noutro concurso, <strong><span style="text-decoration: underline;">e que estará adicado a aquela persoa, animal, lugar, obxeto ou situación que sirva de inspiración os e as participantes.</span></strong></p>
<p style="text-align: justify;">3.- Cunha extensión máxima de 40 versos.</p>
<p style="text-align: justify;">4.- Entregarase en folla tamaño carta, por unha soa cara a dobre espazo en letra arial 12, ou ben en formato dixital.</p>
<p style="text-align: justify;"> 5.- A obra presentaranse baixo pseudónimo ou lema, que figurará na primeira páxina así como no exterior da plica, como única identificación. No interior da devandita plica achegaranse os seguintes datos: nome e apelidos, dirección e correo electrónico, teléfono, breve nota biográfica e colexio ao que pertence.</p>
<p style="text-align: justify;">6.- O poema, ou poemas, si a entrega a fai o colexio conxuntamente con todos os e as participantes, entregarase en mán ou por correo na recepción do Hotel Francisco II, rúa Bedoya nº 17 &#8211; 32.004 &#8211; Ourense-, ou na Secretaría de cada Colexio participante, en CD ou impreso, en sobre pechado e con pseudónimo; aparte presentarase a plica en sobre pechado e co mesmo pseudónimo. Os e as participantes tamén poderán presentar os seus traballos de forma individual na recepción do Hotel Francisco II, rúa Bedoya nº 17 &#8211; 32.004 &#8211; Ourense-, en CD ou impreso, en sobre pechado e con pseudónimo; aparte presentarase a plica en sobre pechado e co mesmo pseudónimo</p>
<p style="text-align: justify;">7.- Os orixinais non premiados destruiranse tras o fallo do premio, sen que se manteña correspondencia ningunha sobre eles.</p>
<p style="text-align: justify;">8.- A <strong><span style="text-decoration: underline;">data límite</span></strong> de <strong><span style="text-decoration: underline;">entrega</span></strong> de traballos será o <strong><span style="text-decoration: underline;">28 de Febreiro do 2017</span></strong>, se se faí mediante entrega en man ou por correo no Hotel Francisco II, se se entregan na Secretaría do centro ao día seguinte dende as Secretarías poñeranse en contacto con Círculo Poético, nos teléfonos 609.44.00.38 ou 662.17.91.31 para que algún dos seus membros pasen a recoller os traballos.</p>
<p style="text-align: justify;"> 9.- O xurado estará formado por cinco membros de Círculo Poético Ourensano e por tres escritores recoñecidos e de prestixio no campo da literatura aos que se lles enviarán os  traballos  por vía electrónica, a súa composición só se fará pública coincidindo coa difusión do seu fallo. O xurado, que actuará con liberdade e discreción, e cuxas decisións son inapelables, corresponderá discutir e emitir o fallo.</p>
<p style="text-align: justify;">10.- Os <strong><span style="text-decoration: underline;">resultados</span>  </strong>daranse a coñecer o <strong><span style="text-decoration: underline;">29 de Abril do 2017</span> </strong>nun acto público con participación de todos os  e as concursantes que terá lugar no salón de actos da Biblioteca Pública, Rua Concejo – Ourense.</p>
<p style="text-align: justify;">11.- As plicas quedasen en resgardo do Círculo Poético Orensán.</p>
<p style="text-align: justify;">12.- Entregarase diploma de participación a cada participante.</p>
<p style="text-align: justify;">13.- Os premios serán os seguintes:</p>
<p style="text-align: justify;"><strong><span style="text-decoration: underline;">ALUMNOS E ALUMNAS DE PRIMARIA</span></strong></p>
<p style="text-align: justify;">- 1º PREMIO: Trofeo, lote de 5 libros e diploma.</p>
<p style="text-align: justify;">- 2º PREMIO: Trofeo, lote de 3 libros e diploma.</p>
<p style="text-align: justify;">- 3º PREMIO: Trofeo, lote de 2 libros e diploma.</p>
<p style="text-align: justify;">- 4º ao 10º PREMIOS: Diploma.</p>
<p style="text-align: justify;"><strong><span style="text-decoration: underline;">ALUMNOS E ALUMNAS DE PRIMEIRO E SEGUNDO CICLO DA ESO</span></strong></p>
<p style="text-align: justify;">- 1º PREMIO: Trofeo, lote de 5 libros e diploma.</p>
<p style="text-align: justify;">- 2º PREMIO: Trofeo, lote de 3 libros e diploma.</p>
<p style="text-align: justify;">- 3º PREMIO: Trofeo, lote de 2 libros e diploma.</p>
<p style="text-align: justify;">- 4º ao 10º PREMIOS: Diploma.</p>
<p style="text-align: justify;">14.- Os 20 finalistas de Primaria e os 20 finalistas da ESO recibirán ademais como premio a publicación do seu poema na Antoloxía: &#8220;<strong><span style="text-decoration: underline;">SENTEMENTOS NA ESCOLA</span></strong>&#8221; proxecto editorial de Círculo Poético Orensán e do cal recibirán dous exemplares cada gañador, que se entregarán na gala do seguinte concurso.</p>
<p style="text-align: justify;">15.- Os casos non previstos na presente convocatoria serán resoltos polo comité organizador.</p>
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