O estudo pioneiro encontra rela¢mpagos nos limites do espaço de maneiras não observadas anteriormente
O trabalho, liderado pelo professor assistente de física do New Mexico Tech, Caitano L. da Silva, foi publicado recentemente na revista Scientific Reports , uma revista do Nature Publishing Group.
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CmmTNn349WbzprVZaoYjCqJkR266akNWJm9LHdl8zthnanXRZlzk9zplz+imtYmubYaJ0icaDVSmd6qmqGZXb5Xr75eL5/oYvTutEXlt2ilVE9sc2jPyl82mWUio6VnGKvSbz9GVwoyNCcxpcC2crUQydbXV518qY7JovaJ1YVHJHVm0I+fXDMyEV66s3HjFVlqVIad3g8cydM/dLv6duMlQAWiUElVqA0mYi9VZ7HVLuFFrdRvIGvNSUkCx6aXVVeecnUGtB56pIWWuZFXlabS1JFqGZk1baxh7Uy+Y2hJ0yy2R1rq5Xs71vK9PXPy8fo4+ukmytliIXTPdhmWkIcFaqZa8pz15JCNLxIUzLrR4zObuHbSpfiNEpRafZPTPpgwoIZ0MCvHJs2rpMb3ppmOmUlVdMSY6e9bsNEszmmnWlqy8c8nJbRpugqkynYD0enHGY1afMrAZpLSV4rZZMl5UhG1I1mZIx1vtGa0zxL5yqlhtWWnTlTTl2d+IWj9ecmMjBm15vD7uC65rz+9Pzdl9HD6O84MOrzuul15NU2hkh6HpeN6fDGcXytK7rWTTl17so6QTavZGbzKSn2h52JdYCNS+GU9YyNcUJhwVZ8iryxHeVpByJWgMZnmyy1dCT0yzR52poia0Z1lVZMurp0Yr88mTsuVtOi58pd0NaV5urla4nC7TGKe2et5waWpsy6c5iaLAdQaGyaLhHg8ukRa4vr86/XnuKN6vMLL284cW7P4fZmdTx7qtzZk9LFv6Z8XF6GD0bX0PP8AQ57wLp7R9aS4TXl1xzBlq29CiIaElMqVcHHh2TVjONNItj1Y2oyLtZ46MjnCVSo6AxSLTW0nVBxJOtKZaTmcMtI7dE3YN2ctzZ857sx1vbCz5zkalFy0q8SFM5WmE6ep2d3LF2iTs1J3zNFJ07eWefflzrEKyx6V2ZbSVOZ2bZ9eWyKtW9IrrjDa4Uc6zWKent8jR6fP6Mg/o8/l9Jvn+5JWXHSgAuV9DH6HXn4Pn7svfv1Onz3qtl28ZONZW6otCRVbRuzj1KZa0xM7aKpnS0ZVpPUZq6pTOEUO943ZttGnBt44z59aa1KGrPu1oi5E4qbenGac5qpOvOMOiz0QOnRV0dUJO22csumjZ59+cGjJrya8KYwMvoJXnV0q0DWsxn0rXeJPXt41CK9+L4qrw7Z4bc/HvO0ay0VGZ0oz9eWOw7HS2bRDWYl7Y6JHbjudYKb57smrH159n3dz6YzQc9rQV1ld0dPp8/zGfXhnufq25bzag+Ahqxp2nDfVus3ykypttbMOc9ZcFXMqMs6V6bbt5meY7Qa3QlWxnFV7aZV0Is51S2sr9mecLjvRpW3KG2TbjKzpjLq1aGe0Fy0TR01LtgzMM90NWdEpVdOWvLOmRpMSZ1ii07pznZdW89Uw9HBFtl49XSDceoeXZ0lFOdTjeO9adfl6Li087y6DAyDVn0azCLrjpWmfRcamm/q87clLlUpWsOg6SWhKd+Pzvn708f0gY25bBmC0aTMtRt3ZuDzmFp17XQKrxiOlBIaJ6sKFdNPZLZTsbSThozqNGNtqcoOSqVe+d+Ug0V612x2017/J1cs6cF8otY13q+nJv5c8R05VrLo3WmU2pVZdUWlx6T5acuWmNhvnHVIq1pN056qCXp85waY+fvkrnbzerWEG+VF5qyJVefYXjWzp6BcZbLpmua47+fzmffjp5mnVfpyj2lvTwg9O1lHPaz3d1d3cfPY/QxfO+qrgZ2YVTSkqSE05H00zl0TqmmjdJco8nGr1JWjlqMzO+hCNoNqtmvnqnWaEnQojP0UTowlJU3clpHo057xyN4acxsfoZYbXl25zjWnXQlrzC9oy1sETmVg0bWvNK1nGJNVs18zesH7efVnhCa9WEdOseauheHpEaxXr59KTnqgGmeq0fNouFmVmq3z9cVvn075zjshW2a078Zase+x0Dd+LFTYe7q8DDvw/O+qjo826tOHPGMk6J2NzIDXl2ZMlTykRadT1ZtcT5xBheRka0etW6qauhbnHrm0ZyIhNaWfd1ueiX0zy1Z9K6M74a8144GkjVdORs51Juz5xPl7OpzrPepmi6qrQAst8zH1JavWias03xKrRcTtGRrKPIyNmv1ufZhpq2mUyY2yjXzimddKOIXvOGmDS0vjtvD7oj0cEpLUEnu3FyDvPd3V4OLTH531Ydac2s9ebRaMpmpTqMrSO2ZtWJwdMLZtcJIale2R5C+dp1cLozJR1yUOzSTncGHUG3UjeNtM9Z1KD92WltzYUpJsrUq/PnnnqMVyWz2Q1Y9F6a4sucPNniJabQ0i2ueGGguuKlJ7pZa5MgaTqM8yqqYSnBTDqaItaBQwkEqrvdd2DW5R1NNklHSat2NekBf3+LPrR95ZHnvLkGzu7j5ufd8/6qd3Y30u6nzd2107oB7qbV3c48+7Bz3SIO7WmTuQT7tU37pKS7sSh7pBXuslDuu1n3dK790YW7uzXl7uZz3VTb3csRp3ZpTuIP3b0yd0lD3ZFe5LJ3XHP3Spn7taL9yq/dGiPcw8u6WI7um3v3Zy8e6Zo/dJHP3a6G/cbT3dPKte4fL3G3X3ezzce7rzHdwe7ju7j/8QALRAAAgICAgEDBAIDAAMBAQAAAAECERAhEjFBAwQ0BRMgIjIzJDBAI0JQFGD/2gAIAQEAAQUC+ofN/wD6L6T8r6j83/4NFFHEcTicRI4nEo4FFFaf/wBL6T8r6h83/qo4nE4nE4nEUTijRrCKKKOJxRRRwHA+2fbH6ZwZxK/+b9J+V9Q+b/y0cTicDiUVis2KdHf4Iui/xRWLxeGkcEfbH6ZwHAr8a1/8L6T8r6h83/iSFE4lfhsSxRzVXbeUXm6O/wAOVHeKeKN2sN/k/Ts+2S9NiicCURenucUo/wDwPpPyvqHzf+CMTiJLFjFhiwxtlCL2y8VjiUXRz0JYRstotySRRQ7NibRtlMtnIUrLOyiiRy3qSar/AOB9J+V9Q+b/ALUhRONGiy8IYmJl4tHLHjzpDYxIoobN5SIE9F2WWKVPkixSxeXjsSZTLNm8cUcBxHEZCNt+mNV/1/Sfk+/+Z/qSOIonRzLf4X+XE4nRRehIrMZUcsro5FsbbNnIstYWLGVvZ0crNYTzyQ6KKLGkzgs+pH/r+k/J9/8AM/0JCgV+FFYrFFfihlb0MsWKKKPGKeKEmbNsoZFIpCKy7OW3RVjtCKNVoo6GzydCKETK/wCr6V8n3/zPwRxKIxONDzSSLOxr86KEbF1RRx/CWzZwZQqw+JZH1ESZQ3hopkbGxMbo5WeGRGrNGiSIoesdHZtHZF1+EoHE4jX/AD/Svk+/+Z+Ee0hxQo4abKrNFC7eItF4oUTiJYsYnQ94WxjF1G7Wx1bpYux47KKIxKNHGyUWKJQliijYijiUdnHHA6EctssR0djgcWV/zfSvk+/+ZlRIxos5HOxDGUIs8uQ02VhHHCHIU2xlWcaReIEqzEfTTRW6KOJxKOsLEhM0ckyy2J4YqpnOnGVjPPKziXRdnJo7w0JtPERocCSK/wCT6V8n33zKEiMCqK0cbIwzo7EiUSscv0b2I3IqhIVIk0hysTaLbxxxZe72mikSmiTbLEy2c2K26NC7Jdcv2i0aJIpjqvKkcdpEnS7EscWdI88aJCQ9FWhSjS2VQ3RY1Y4Dj/x/Svk+8X+VxOIvw6LeWITJeoyyReN2jlQ22Kf6qVlW3VYpnE4opEkcBenTQ0bKt8R6JWRe3Y0xduzdCSOjkWityiJiZy12UXqzmXZHucUOyt8aJITZu3GyNxx2ccdjVjjuv+H6V8n3S/yMaR2NNHnWFRJlYQ6w0RgcUiRVnAdEtKLQhjPEbG3W8Vhcvw8plDTEteeQmN/jZyE6akmSSHKixGnhFGrLGxM5DxQlhD7oSGjZolAa/wCD6V8n3T/yENxSZEkzbdbo0iUi8SeFs0lHZKLZwKofVacTir1TY9oiMaZG7ss5nI4lEhHIbs3izlhpm0QlhQscKbIJtyixROJQ1lbKp3hliNFC09HgY3JC9QsQ0IaslGv9/wBL+T7n5GIwspJPbWJM/kUUIffFtJNCunNo+5JNTk88hyxRdYdiOSE0S22NaohDQyjy7ZFu00SaGkUbsaLEyMiRVkP1bksvDibI6GcqbPPE6L3ht36cxlnKxxFoRIiPEoDh/t+l/J938iiqFIlI4iGxvKYlqMXfSatqJNHEVC2USQosprFYfWyhIRyVmkOejsSd8RoaO1sTxwHFCZSbaHoUiyxm7i8dO0zjWH15j04iKHGiMhxOJFU6JRxf4dPxy3F2SK/2fS/k+5/vJOxLFkWSolhI6OZCWnsuMSM7GSFGzaEaEyyc2R3hd2dqixUWjbNmzlR9wjMskxY4i72XmxlHkVlnM52cbxHY1iqfKiLOY3rkJCw0RJl7bI46wmOJx4nZKA1/r+l/J918lzFs5JEpCeNsojEUUk3ZxIPUnakiCkyqTo0XmNVauRHopDFnQzYtprTgLRBHRJ2W0Jaqi0cjjZTiLp4jKhtEJb7xxKFomLkjYhjFLV2y7EhpnIR4fW7QnRyTGIkWQeZRsaK/0/S/k+7+Si7JfrmtWdHJnJs5tDkIS0yD1tnFsqhCtkVqQojWopM6ViebosZzE0Nlo0KSHFUoJDjvaEOKK25cTk2KSpqzicRx3wOBCJ4cSjiXhEmRRwSKH1RBjLQ3pd2NIcdsTPBY4piWEyhq1x3Nf6PpfyfeP/K3bGWR79SekmKJW+Cqene4pEmcSMWhUS9Q5FIgsNbum2Q0OTxFEWWjsS2zR5Y0RRJHJpQllvXJ3aKsorER4timxsbZyZyLlcRnIs5scmy2I2itIkrOA40XmtShThIol0m0J3iS4iZIWycRlfl9L+R7tf5UtHYlyf26HsjKk52Kyy9cdr00iUqKkymcmcm8JGi0lyHIa0iirKrFCIuhz3yslZ6asmqad4tDihRrOh7EiqEyyUkRkOQ9lHRVnTdYSxRJbQ4iY3qDHhtoUzlaRITEy1hxE3Vk9EGXTKobFIe1KH5/S/ke9+R5F+pKdikfyw9L0lptPDk0L9iqU+uziJK/1R24K3xHGixUybSLVIdU1HjW3F0/TFAkQlRKVlnJkWctLeH0zyhtlDGiPbixkWx9xY42+NDWsaGrFEbojHk3ClTi7vD2uAoEkSEMifyE6FWKHHbzWjrEojH+H01V6/vfkiw4nR4uhtydtC209eoyJbOyKRND0U6UXUU0cmO2PuMh0yWhPDE7E9SL/V7HoiuRwOkWKRZdCVj9ItLDNjNnIe2SYulIsltuR4RHHbX6ljprUk4EUbRyLKPt7oXpkU05LdUchTYpDEVWU8ziPCVlUfTfk+6V+6lScxM7GixF5uk3ZHqUxOzx26FvFC0SmcseKKsrTQopYt3yLLF3I4tnGscSsQTLpS7LE7GsokLNnND2KJKPE5bTKteLLOTQpl6+4RZJkWzkci+I5jPL2UMX49idYq0/T2/S1CFHqLX0z5HvHXuuQ2IseFZQ8MSHhOi9WkXYp05uyNk2LZSFSJHhLFFDLInA4HQhLXEUKJMZQtDRxHHXiA3odkSYstHHfFnGVNtqiLIs8cUP0xxbIx1RwKoQ9FFs5bezwzlRGmUNCEWJ7wsPeZbPpq/yPe/JrXEoooovUVakUen6Nk/S1Q89FsRE5Ior9n6Z0VYyMiznRyso4kUXhiTIljlQ7YjojO3Ynuh0JIkiK20XRKXIWhZvaY546xHZ0Mi8Xhtl2mdiRxOJ0ImmUbiRmxiI7XRrPTTJCGqx7L+/3i/yE9ZVcTs4jhqiMifq7bxEaKOIxHRzE6G8uziWyTEKqrT0OTu7TVCETLtK8WRSKGtrqRHoaG7VDiNUo2RsmR23HUmR67GqFovWORQnQ5KpMsvHLUWTWFs8uOl2kTiRZ2USEdnTOnLas9n/AGe+f+SdC7svFlljdDeUKOb1dDZTZCA0RicRoSOS48UhxsUCqIMdEu4LUk7XUWSsfePCmKZyWUyxzOWrHbO1VEWTIaL1OhdRRJFfghDHSGedMQyiyrOsJnHaQifpkTooSorD7sQ0ey/u978vSGL8dF7HhYvLWmRjb0Oli0d4eOxI0PZFEhqyKaJENnCnslCxxptTResbESkRnGtNebIsehSVeOhuxHiSFJo5nKy8IrXRF2SWm2LorCWndI8WN6QsbOQyRHpkmxbJLCx7P+33vyjiNVnZ1hY82WWIixPHGxRpNEVQ8RKHGijiOy9ttEZEpMh0qZKI9EZnM5E+1K4yW6xZqmVTjKjsraW5LaiKJIrEZHbrESmWSQmQjZx2ziJnkoRzJdx3Ghi6izrEtibH1AY0dF6KEz2n9vvflMiyWyrOGGrKSz3+CKFo5Xi/woURLUjkjsloaHsSJEVJiVDb5ceQoFDe3bxxOI0UXhR04nR5J9wkducSXJFoi9+eI4bqjY1QnZxsSovclnylZL9RbHE6IyNEkUyMjwsMTJYskIkKVHn2f9vvfldiQmKSuXqpnIbGxPHSxWFiGG8Kyhnp+okep6kWnIraSRLbpVx2ik3CFE5LHKm5Iu3KOqo7Y80JCJISTHA2NHT9OW27J7GhCI9MZCSJ7xGW72csRhyJxPTZ6onQn+re/L6i0xjFOhzsg8+Iz3KW+QmPZWz2f9nvFfuoqnIQxZULGqeEcShIUSs0cRKixjaFscRoimVtS/ayxHKh0xupMS2ckc40pkvULNls5ajJH3FcvUOZyZ4qyWnGVP05k8dSUbOhdTgbQpmysMrZz4nK3w02JIWijRJafaWirGqIuiLtPuzjTIrbiUNHj2f9nvPlL1NdtxrFkVbcFx5UVZQlmhIo5bvF4vD5CgcaL/BrdmyNpykmU0MXd4ZRxFAURbJxKN4qxKhLTISpzVt9wtHY8RY+k6fca3xFookRKt6RPtxZHqSIorF7d4jokeXKxojKiUxSFNFp4oXciLs9p/b71f5RHQ5oeIaHOzYnSbFHT04liZ4r9qLxZ2R/B2enElobI7GjWKUXOV4iiqHRQqNF2WhsplFDQkMXTojGxqlWZd+YkXZwoloRWGzRyRyHs82sMojLc0eaWIjH2oprh+rgJftVjjRdEPUGxPb2ke0/s958o80NViyyxC/lOeo9xe5yExNmrs7KGiMSKossSKP2R2OO4ookhPTZ0ItxOWuQxJnGo0kaQqJFtY7VM2RHEjKnN6vHZwKpxFSOdqZGTT3hlU+IkNYWmnZRRKDIj7eeRZF1lpt1olGI9NSYmRkcd+0/s94l9+ho6O1RxOsWRGRlRpHbRZRWo/mnjtjSHo5W27EhnZHRJl6RQkXa6H3x1RRVEcNY5YdigVuKxLKW5HEXVsgSXJ0R0SVj0+ziJu31yHX4LapVRZ6cictKVj6TGrHEUcWQnr2n9vvN+7cKVZSHolhEYDjWUR2nEoRY5FieOOFh6ORKy3iyxvFnb8rqiKz5s6w2J75nLEonRIiziIbQ2PERotVaHiL2xDKTlxQ+l/KW0kcSh/hWI6YlR4ap+PLj+HsX/wCX3XzFK1WmihEUepA+1+q0fdVXaKsUSKG9WciPU++RHvKOSHtJDQ1vicSf4dHldeLo5/hYsSiJCiLLViFNIcyXVKqKrDl+ERoabPO2OLvFbxbyyO8QJxzFmyWYsmhoo9l/d7r5L2J65fsIU6U5I5DEJFFFnJF2S0enGzomRiRxsfW7/wDa0hFnlEjjrC0UhRrCmOQsSLteUMsj+N7JQFEcGkLR6hZVrDFniLKHhbJR0liSONFidHMfdY7USUTiUePB7P8Av90/8tInPKjY4O+LQxCoWzSTe2mRVriMsTtKOqOiN4bxx1TuNvDe+Q5NtdS79OiVXyLs7KxEU8KI4/slhwFErFiYxYZbJWcy7xD+M0vwuhOyzluxkHeGXRzORGeH15eYuxxwmXcUNDESPZf2+++WptDYiCt3pcrnY0REXRys7E2eFLUqu0R2LNiqmllxF+pKW22RTZRPDlYxIoXaQ8RVlUIkjo5HIvDJXUWWMTaLGzbbgMRFjEKiRVn8W3rltCdEHuiSw+xERoqiQ+hCpprEe7GxsTJRPZ/3e7jfu5CIxsoj+r+4kpO8JEY69RCRxZGOqLQ42lEUKxZe2xMsT2nholGi0h+oObLxotUisR2cLHEiMsckOVll24lljKwiia1EjFU0cRpIaLI7KGRZJHRFbcWcf1iny9OyeUjiLHElE4nHCxJHRyFIqxaLs9ov/L7z5TEtemXU2nNuPHKRBakkIiN0OVtDZ6bpc0SYumjiRRI2RkOR2n045Ss4FbjBGiWIsjLTLNsskyKGiiJX4obJEei9xVk46GR0KmSRFEx90cnceun9w57aEs2diYySzWPMliLI7XqKiDPa/wA/fP8AzBdchCmTnYhReEyd3fFm2LiWhi3mseUTe5I6EdKUtNtlYjHTsS2onEcRigKFLjhiIq21usRYmPHjPbrFEdEnhlasiOiTx4Qun2tlFs80SehPfY8xjY41hrbw0elKn6j0e0/n775aRWWRFRdRWzRMa0h2oWy2JiQxbOhyNFjY2ORyORyxX6xE8cv2UiybH3CW+Q3hrS7iyyWER/BLFCQjjiWHrCZLC6kcRnC/T0SoWF04iRJFFHpxJraicSMSS3x1JVKTTaRJC1iJ7N36vvfllliKsoiNkXRNiY2RTOMhRTH6ZxaF1xI0j1WsORyeUlcooS1SurH0RGcSsO77FHCEiR+oiCVer/JoihKsMX4WOdC9RnMbF22pIXTwiRWISGMqzogtS7iPENy1B/yI+mq+2UJRZJJL1MeKslDPsv7PdL/LaoZFW3rEVvhqSKs4lU//AGRyob/ZO1o8Nsg6jIbwqOKGVpWStCYmMotYisLooSHC04tC6ascSyM6JkVYonHDExyEeZDZyLsssTJLWJdnIvTZCQ9jzBnErKi8emrlfEjKxFb9WyX8SJ6TSJuLT00e0/s91r3UpY9OGmaR6fej1e4qopW2qH2paZTE5IUpXy1VkSWn3+LIkkccdD74iR4Es3h7EjSOzicCXURFnLbsXaiVpjjZwOLGsIujlhDWKE9Ee/DK0lvp2N67wnTn3Fkf3KEijx6n7FC05dLprVHtf5+9f+ThS09Y9N0Qe/VW1KiB6k1RBDXJ8GUUONDkdnERoo4sSo8eTiUWJ76FsZ5TLxF7WJSPuEZF2NklyONHl2eZO1H9TlvkMQltocBxzRE47cTiSiUJC77KK/BS1f7cyTO0mRlTexWWS6lsYyyKJLHtl+/vfli7SUYy3Kj046SrHFt8aGrcYFU+hsvPFHFFEkLZtFjkfcE0zzKRzOxDIss7EsPtRxIeEQjY4lUmyOzgOBxPtn2xRPBYpEWiaVNU+sIjQ0SRJWViHawhoYy2VhbSjUaos9KRaxLZf7NDR5TG7x7f+XvPlsXfJcEjjuqXP9r1KzkzSXLXIdllnYhke1RPZFD0M0URjiQhKjkdjiLCG8J4litdHpzJeofcTHIhOn9zWmrReZaVje4yIyHIcbKEJCQrJR0xjYjwJniSOIojQ0em6HM5aPTlT5CkSdKfalpnjCR6PfvPlsisQKLNciTGVZVHbeijojRQluTO0sPtllkNjqpHHbH3AbocyMixsWEMebobefKZGnG6dMWJLXFlboorEY2pQo9NHFGich7GNMQiitkkdEJIkSSE9UVSK/VEe5zblxtVX4JCiemqPe/Ljiz03skRLJfsUUuLsgit0cCPo2nBxPLRCjiokiijhuSo9N0RVklWJFfstE5FiYmLbooWibGzZFMlFHloZRF05eomciM7OiGyiisaEjRAojp/c22PYkSQ7F2cqFITKHAjDbGit0X+gn/44npEv5wjqcUcTyRRRFHvflrqjiQVNDQy6a6dHhqiDGRZGSa58SVtjFZbLeOxIlGsWxyEMW3RxGt0bI6LxQ4igcdomMXXEcCjiUJC21o5DxQkXiFlCSpxGWNnIbVYmhaIyG9OVp2RJM8os82RIfynCxLgr5KKslGsVpY978oiisRJEiy7JdQZ6hHFikIkciyxM3bmemxaHISjaSJI0MWGhrHprCIdSObTXqHJEpEtogtOFKk1KI8xexKziNF0JlCRHReknc+2y8NFFHRKR2LTvQpFl2VR6b0+8R6h1JjTIQ04sX7L7b5VpKse6hy9xxqXWUMcRoQiiXaK0olERjjrjqJeHG3GNYkJnMc2KQ5F7jhupTdxhM5fspbiSZLvyUcdSgLRKZyHIbKLxFkWcjsawnqy9JxpUycCQxPDWGijjhx1wJRIrfErXprUv5dnZGDIwdfbZwOJx/L3Tf8A+mkle8ctobFtxotJyl+r7hseiXSLw8dHI5EZYY2I8VaS3KOoiRK8M8niMyU7Vj75EWRlSuJ6jXJ7Q2JWPRZQnRHEerOSExIn3GKqR9wlxY2IT02Qe5P8L0iSPKI8aehSXJep6dfd9M+5E5Isv/R7n5MmxLbzepCFKoQpk3haI9njYmUUONnCytLuxnmii8PqCw8cdTVP043GUHwxGBL07RHa4viziNaehx1EqLOCKJJCdFimciyB/wCqOVLmaan6aqUcJamyEjvKw/1V2mzkKQvUGk3wqLixaca4T6iRWi9/h7j+8XbQzySPPlHhdkSUtpjKFi8PWLJSN2lhoiqGiKoZdnm9SYnRzZ2dCkciaPTLpT2RPFbr9enZY3hU82ROhS1zSJTbxFiqpbaRY9iVCQojjtabkcnISJkRJlCZ9xnMkj0tElqOjtXX5e5/vehSoTvDKGtEhF6X8kIaKHpQdv8ABjEdsvCEiVDZyxf7J2SzCh7W0+Q9xhKhu0o6orF0uyqY+iHbVrHKj7hyE/w5DENEtYT02N4q10XqmyFp80iQnsupdxTOSakKVEhP8fc/3v8AY4iOjt3iWiO8S7j2kPTxaF/Lxmho84iMRY2dnlnHaRLHiEiyXfZHb9SFHpy3f6t65nZJaoktUUSiQR4oo1iOhCHi8XtyHtbiKWL3pmx9XpMjEl/IqmMgxRskJ0Rj+rWkvx9z8hxHoix43eyXZ0pdoiz1NkWeJEFsbIvHT7XAoraRRQ7PMeiS3WHvCWvN4+2RiSVkYU/EsRH1xKOJRWonh9vNkcSInEWJWdEqx2dER0Sx6aTn/OTW4SJ0djInpE+1GxaRf4+6f+SNCQ42qw2NWo0PY0R6iiQixojrFHRZLuL/ADoaEdEjY1hIXU+/TXIao9KdxotYbJLEWctciyx49JWSH3RKFCKOlhLFW7obsvRxs400kxrWysQdP05bmrlJISslGnIRDprkJU8Nfj7n5QxD6XS6l/PwIkQI5iP8JCJkCP5eDzLESQ+4fyfUj0yffpDFljIj/KJ5ESPK/lPpd+V1LtEyIyPUBiPMh4iI/wDSP8PCJHn0v9X/xAAmEQACAQIGAwEAAwEAAAAAAAAAARECEAMSICExMjBAQVAiUWET/9oACAEDAQE/AVwRZXggggggSIIMplMplMokQQZSCCCCCCCCCCNEWi0XizGfCnjRBBBBBBBlMpHoQQRaCCPDFndlPAkQQQRaBL2oIItBBF4vBFnwUdVaCCCCPegggggi8DV2NbFHVEEEfhwQReLwRargw+qI/HggggjTVwYfRelHsQQQRor6mH0X5kacTqYfRfnRfE6mH0WpoS/KxOrMPov0GYvVmH0X6DMVfwZh9F+FGnfxY3RmH0WpOfy8bozD6L8udWN0Zh9F6U+1GnG6Mw+i8je2xTP3Q6oF4mL1MbozD6Lxx6Ub+lNsbozD6LwL1FoXkWnF6Mw+i8LI0x5mxavpPkxujMPovG/O7wudbtNk/AmY3RmH0XkXopa4s7QMWho3ti9GYfRXi06G3pjwQRqQxuClzaT7epNi2vuJ6ZMbozD6r0mK2/hzmaSlRdWmbMbEVODMoHWf9BO0GN0Zh9F4vvikmbpb2mb8mVCpgdM6Y3tVwSrVKWYk8IlrkW9RRwVOCmqTG6Mw+ivUhcehFsuiLOzqgm+YmzJs6YGjL9K6LPcw3CP9M25jP+DMPotC1N+FjFzaqY2FNtxtki3GjK5JGxlFVqh0lDJJKpbgVP8AZiYe5DTI+idsZ/xMPovA60hD2FVN6tTPuljKhVEjrKqth1bGV/SjZFLGQzhjaaKB1FDm1HYWJDgkqZiVSjD6LXB/zQtEuRvVVsIlitN2jZEk/wBldWxyUyzLBCGIqokyxwZd5K+BFXA5zbG3JmjcrrKmYfRepUpKVFq5ExLQ6ROCrccNnLMOVyNbEM3m1UiqclTM3wqrdPwrxav6M9RmZN8PovWRVNlaL5UVGVlOEQ6WZthDExoa/sS2HSmVZvhTU/pxUYmjD6LwvUxLX/oqmb+F0yQLYakSE5GpKnBEFW5VT9KoqZVtybRfD6LU7LQxMknXmJKEMSaN7VVbxpbvwSK1afJKqR/h8HtUVORXw+i1PWrMWp8jFp+jFxenkXNquCk+iHZlHBic6f/EACkRAAICAgICAQQCAgMAAAAAAAABAhEQIRIxA0FRICIyYTBAE3FCUFL/2gAIAQIBAT8B/o2WWWWWWX/0tnI5nM5GzZQ/os5M5s/yH+RHNCl/dbHM5PLEhRoWeyvpsSKKNo5s52JuiD/ov6bOY22UUVijWFneZKxI4jiVh4vKZbI+QfkZGV/zPNjmWXi/pawmciyzkciTYnmhor5Ko5Zr6ISo5F/yPvEpGzfssYnjsuhstnefeJCWLLGxbNo2cS8O0I67NiQkNF0R8gn/ABIlOmSnnYlY0JNFXhjTOPyIZyEyVCXyJllFDRFFHJoTOsNm8dnRVjSHrFtEZF/wIn+TOzorCWGcyyyyQhkRlHQhqj0UUUNUKmOIqLKykNF0N4oaeFOhMv6kT/JjfwR/eEhoTFMTVjSxSHjs4rHKjb7EchpMUaHIs5I4+0MUcdHIiJ0WP9EWiVJmmX84ZtEZF/Sia+544iiWcrJR+CKGkmWdjIqh46LKLKTGtiWixneKxVlLHETKHHFYgiSzsTojIv6F2SW2KIxfstEakS0RGKxyFLZtjWyh5oqir6N2dm0Kjo5Ftjs4tHF4SOLHokxCaOjkS30dm1lS2J5j2NXIbN4fVidCXtnKzQ2SiaOVCbORysVGr0U7HAarCHrCicVZQ82ctHrZpooVexUVocRYT1Q1hkZfIsLsb+5rCZWJIa0cRfJyOQlfQ18i0MtIURRLLORofRHfZReWcRI0OIzicWhJnEdo2K8Uh6+iMzmqPG7JVZeLF2OSQpXijiPWiLHvEjYi/gi7JisSoasTYpl2yytjw5MX7OxrZs5HJnZ0aZQqaHH4Kz2JY8Ut0SWyirKHZXIUUhs5CbKLXRaRZy+TkqGvggxdkkRGVfRtC0UUxWWXsl2Xouh7xJ1iKHjrFnLZaLLOyjx/kiXZeay4jIyOVlDVEWWcbGnRVIUtjT7RtFsQxD8fxi9kqEOImUsdkmiOs7JCVklij0LFnj/ND7xbxReGMYkPR2cSVIUqHI5CNn+zkKReFLZyRElH2QZRLQm2XTGvgoSoUj3RJUNWLR2cWdPFFCPH+aJp2dYlKhNjZZyO8bKEqL+ByIuxRHHYo0PQo2cEjSFIcUcESpCQtoapiPZ0x0csOQqE97GyrIqi9lklZxG2cizxfmh9jQmccS+EM4i1l4UqH8jaoTEj0OyI8JjLGXrRF4UhsjvskqEUjQ1Z0di+MNErFJjkcvkcPgkjxv70SdSLOiLvDls4knQmNnHLGKNnEQ0ccNkcdjjhF6HKyOG9jeLLOQnYixPLjsZ/o5YhH70eTciN4i3Zv2NJHIdsjEn8C6JdiOOIs5ESyxqziISGboeLKWFLLLJOyxPKeN2WPDpikeL8ycdiVImxSZ6GKNDdCGXlsbIxKSIr2VsaRdY0KR2bxx1mJokhdFlWKJRQjiSIiGixrHo8P5If5EniMUN0J7HIVs/0N2UKj2SiUQ/ZxRyQ6Rys7RbKFA0SeExiGzYtDEz3h2hvF4QpHIYhoTPGqmiXZ2cbHouyPeErHCsWJCQrJRZHRZZKyLHdaNiGIoesMusVhnYu8SZY8I7KIwODwpDWyH5ok9ixOQqo0PRFtnNi2LvFoZ+hiw2J0OReVpjlQytZ4HEqjsRQh4eYukeOu2cYvoeokuxLZ+jx/mhr7iV1oonpnot2SEy0L9FFljkWcsNiGVhJjtCHsURdDTOjkxSGPCkWSLzRfo8cz2LXR5Fbx+zxfmiXZ5DkO5ERWjbFHLOWhbKQxRQ8dHeUyRXwcdG0cmcnjictF4j0TjQh4axZob+Dx+WkWmi8+BfcS7OyemLoihujpHIu9YYyy0SWxMiVbOGhRHhI5ZlEksdHISshHYofcc16JvkzoeO0JNMkdklR8Hkf2IfjtWcSMTxQpk+xyJOyBKJWjtHE5MSsoSK0WNliEzkSfooS+MIZyYpDGbZRXweOOzpk6RzbLeEJ8TZeiHeIirjsV9I43oh42RRN1JjRQiUsPosZFnY4kpMiOJoVUPsocRqiKGe9nYkVWHsuhqyOhWlZtLZ5KfR0Wj19HYo1sjBP2Q8UP/QvHE4orMn97whDVlbGztiGWzkxoicsXoSGO6Ffsl+iL9D7L0RYnZRFHZxOjmiXl+C1PCHh5UmiHH2Siu0dxPEXmX5MYsL5xMsTJYRdnY1hLDoi9EiOGr2NYRZZJ7ExpD+l/r6Nlti0Rl6I3FEdvRTvM9SZYmdl6ETPRFkneEh6EyxMbsiIWiL2PsdlnbJfRWrE6Lsf09F4R7KcWfs9iVxIRoefL+WER7x7JiPeF2LskLKEez0QP+RPseH0LPrCPY8I9jzEliJ5Ozxfj9P/xAAqEAABAwMDBQACAgMBAAAAAAAhABEwAiBAARBQMXFygbEDYCJhEjJBUf/aAAgBAQAGPwL8nr5+x1eC/J6+fsdXgvyevn7HV4L8nr5+x1eC/J6+ZpwBy1Xgvyevn7HV4L8nr5xZlFh4erwVfr5wByDgPl1eCr9fOQPJ1eCr9fMsI7G5sPphDKq8FX6+Sm44RxjE2udV4Kv18tOJ02HCtwdXgq/XzFE7wm8WdE8wzKvBV8gbhIIXfIq8FVYMvrx5xavBVSi1rxMNihAYzu8BuO74VXgqpDf1lERg6TtEIShNV4KqwJ+C/rd4W0xGQkM9XgqrzY+5QiaNsEbnbpgnIq8VUm0RtO762jJfYSPnNqv5TVeKq2ax4DAcJsXracAI7NNV4qq0oJ0cV7jaNjuEZwjhBNqn0vEVXiq922C6XFDfreMowmAXnYwhHcbGGrxVV7bPrK3AmcxmwTa+Kqha4wHIaZsEp9LW2F7a2vqqvFVIXiRso7vhHcbPuLBYMCrxVeI/Ftrc+mdV4qqA7lCEXtgPljM18VUmsbDFj3CV8FohOYteyqzGtNh4QoTCA76+Kr9fOHG7bf3t1vbDfTAMevZV+vnBmA4Rw30RlFuvZV5ItP6Lr2VeSYn36bhHPERQn17KrK6wm4wHCa02OmsbZ4Gg17KtG9oWgMJxn4vXsq7nzAnibTCbAKERsNuvZVxhOtZG3EQtOWYm1kNzrXsqpX03bLa04T7lCwTiLXsqtLhYcR0bwjmNiGAWa+Kr17fIH3GWEY3jMIwRA1mviq9ihOcMoJ9mwRxOviq5zuLTKeHFgiaLXsq/Xy1tF05kcG618VX6+IbtMJH2HGBHG17KvBbEdCI5ZT6Y+vZV+vkryDjDna9lX6+fsevZV+vkjbtKN/8AxNY8byjJE2vZV+vk76XPKJ34N0YjZr2VeIeCOcbBHr2Ve7aXNrCf0UJ9I9eyr9fM1+JE5m9Kv18uG4TVQjY3DKeBs3SKv9BKHBV+ojjmU3FfxzRDqn1gr9fIXRQtbVNpIMExNkiMWvvXlmRo3/5xLLqjs2ttXHHdk2CE+L0jqT6wjOe476NhBHB6J/8AFf6rousdUT5ghdFPu+CI3tKF5vq3fhAjkFDdsM3C+ri23OAM07f1fVa8hz24N9cGqFtLX4F+GbVCaqx7hwTcEEbX0QRmr5rXE0xv/8QAJxAAAwEBAAICAgICAwEBAAAAAAERITEQQVFhcbGB8CChMECRUNH/2gAIAQEAAT8h/ufTzCE/+BCeUsJ/nP8A4c/yn+HfC8/7j9o/qfT/ALc8whCeShN4G/g2DYoTNjYsuwSrXhCf/Fn/AB/7j9o/ufT/AK8IQhwUJqIoyT5JpPBw14rwQJAxJDaZYeRZGyofwFUZhCf8D/7j/wAv9x+0f1Pp/wBKE8QQTCKCUnwgsjo2zJ8ATeqNNulaOlTwJm/oT3xD+RDgdXjX6Q2FGio9oxiXRg5ITxDN+J/23/l/uP2j+h9P+jCFBvsXzFIkkJoaFQw9YfKPB0QRsY1g2eHRPRQHSlhUi3jF7DA3wetQ1J7CrpiEUUaw49GL8ETYpCxD0V9CXC/OCOmYBf8AdhPP+4/aP6H0/wCaEIMuiUWQ55EbJPBhPfCjpxTLNwNPQxWIJQfyKspQ9R3T2k+fBr0Pyj0EPtHA7WeBpvG6aJHGNb4Leo9Aw9HEJ9DZCRUTINwD2IMSo/8Auf7j9o/ofT/KE/xhBnov1EChaG3EN4MN8eBE0a3BNUaudKahl0+hfYmlEsYRRVwbyl8FAlhNGeBkEjHA4wzjMq54myYJ0nyM6HZoxZhD5eCYdIbqjQmMiYZxmRtjAqqiif8Ab/2n7R/e+n/FBlHmoQjPQccLdY2Url/w+xqdMFRk+g2MQNN8KYxBE+nC29G7HGziIemVJmmQFZFVgmGz6fIKfI0UFPRC9Et4hP8AQ2pStgkE6M+YN96VMxIaB250r4E3pmnH4T50JJLCVC5HSf8Aa/2n7R/e+n+cIVZgKS+h00ajZC+zkg0GHgpTGyodv8DLiFFNFcRQUMRt026P0HHTCMX28VtFOEYt+M0iLg2KFhA2GiCpkU9kXwQFGhhBT2GukQ+7SwO2INycE78Bq6O9DP8AK8EiExj+H/a/3n7R/W+n+KVljZeigk9DBGxOYx2WxyjWCEdH9MSo05hWM6Iso+D9AjcBiehJ8CU9DSIk/EkHuZKKISTeEFzSfgYUaK84NGqfAJUbBewQMXTW0elRaHdDEaH0WhCnUEejDRekW9N454RHTnThZUfgx9LKoWnwa/JFk/63+8/aP6X0/wAEIwuaMEeDSm+NrgfTqgfwOheD4nH4R08GKyHouVDLq8JGM6ISDjUWIMiPrpCu+JzU9QTa0joRPgsE3hFv35nAg4YxgVdG3piIPEPeERE9DQazBsxY+zoeRKOMxIytJKI5YQ4RE1hnoz/gaaX0VIX1GTGI/wDq/wC4/aP6X08pDGS3wQujbgW6xriEGUwcKQRVcRr+jBd4J8HyYu4YXSHDBwSlonLo9ibew2zrFXD4hy+EnSsIqLxUN/QmgqE4k20unBRvgcn7hYqGx9kNdMpTSMUgymMwuiu4VASN8YstMbwGn8nzIfqHhQ29MXN8OQNaGvCiNyAxP+n/ALj9o/tfTwaJxs+IddeNCBl6Mcrej9jEwGOMhR7GcGtjEyaFvKafRR4Z6yeIo0ikJuM9DbiE3TEgtl0S1WiziRwuDamA/QQ6jRQ3T6REP5UKEKhxQ+tJGGNQX8IzL8mrZlo0DLzBWhE+ESfAizho9E+GxTvpiIUzVEfKPXNQ1DeiJox+gakZD4L9DFD0Nf8AS/2H7Qh/wfpCpcIQlE+krPpC9iz+hNUeKsZtjsQnrwqzgq2jZgsHfBxog3hnC09jothL7DaFGsEzvBP1FDVi3wVezcQ2QsyBESpCIbfQ5DZNMlHa4FbmF6qSsgKwqPUb+IywxgwpQN2PXwekXwOIxwqIcMaaEV3Cgn8JXgqK0+zmZG0kDzGjKqYm+MQmg7A2RCf8/wDsP2hF/wAfpC5nii3XgHwHjuifoas8Da1DbQ3yI2ImDWsGeyCsVVQrCNM9CKFZfZvxwKhmxMQjwLv5OTiwb2I4Jv0Kex+yLex2fxj3TmGN2jatGg58iQoN4OGQ3D8MMim0Y0QqWkLh/wCh6gio08SiZjoton0XyJfBIp8M9Z6EwRrDKa6SEVV4db0c3UsGoaINE/5P9h+0Zf4/SIRYLpD2l0h0SwvCAresfyaU4N/gvyj4Bxb0lOi0nt4hpB6VDZsGfsTop7EhSqC/SvgK8Emj3D1hOhEkHDw4EzxHA4PkxSYoEgWBilmjpRg3453w8ilLCQQkb1kdIGlawb7IxdGRZ0Yj2WvwUTDqbCoyeglmMds4XD1obGrNAwsUEIP/AJP9x+0PP4f0ZBrSCjwhmeSK1n/gVtgk5R40RBvRFxzwzYiGJCoUzRH80pPD4Bf7HCo14Q9noX0MqsQVaRQVPsrZfoZoeexFNGGG4CUiHSHDoOhPBcGkl3SmwzgxpmLtGDsnNKvQtR0NXg6GsFremxJiOMRLwK+Cb9BIx6PesxLiH6h6M9EmYL+Ckj81fwJmDSeDUNSGhoa/4v8AcftD4JfH6QnmmFGc9GMQTMIzIW8FiK6MeHsDnBOxxRiWo6YKnoyMcNJ0RcIqJ+wacrGi0/JkdlSwsOk5C20ZfoqOCHKRrY60OgFjhBnpE5ONHEZDC6ojatIO6ScZ0UISgK34MhK4hKlp8DGB00esb9glPgaaWkjJYn8xbL6O9DuyFts6BDa8JzH06SEjPiOPOivpLw1MWo+AtGY5EcC4xhoY/wDh/wBx+0Irfj9FoxB0Gx0oJSnsWKNcQlfCl6hqxa4Elt4huVtJKxzA3R/5musidEQa+kMaWF6fDlY6ejvgniOUUvVIGBqNIMCuNhzwhsyhjh6HWisNzhh70yUarTEkJbGnQr6DT9GglfBKEMQ1GkukZEr2NO4N6mFQ1qkX7OtDrqEPUPCeymsiiJjMBPBKqmPcKw94YRiWz4BKNJcIDQ0Nf8H+x/aPl/H6QjgNhphweBhWkRI+gz2UIeqsG1JaZ7wQg0+vA00TDRob+Dpq1LxImkfiS/gxzomYXBP5E9HaMsmGkfyD3CCrGp1UpeC1zDjQTkhemNuNF7uk+h1HgNHA+Uq1D2BDhjHWag0sFrTSwdX0Jrr0iUf6OaekheoUaPmDEUUTJDJqmMK8DXQZNwf+J/MNpHWC/BzwZKoe/o/IrgiMNDX+f+x/aFjfx+kJNcN4Nltpongm0H8BVqIOAeBFFvR7hD5h9onhjasFVSuh6+iOw/KCm2kioGkKRVm+Fb1eKYj+RLGkRxoqw+UbFrJVPQQYz4RPBMDnSjxwFNOgOFPIQkM54KhskIXSIMto2eMTyoYTN9iNDLhVBofRFwQNlqII0rBobTQqYfYJZGPCVaKgpsV+yH35eBD9jOhtpR+LQvAXFkmNf5/7H9odH8fpeBmuHybE7ZCoMcKPIKaG/oIcfOaSiW/IiYynRJWQV4ImEtxmGEMEkJomDL1ehmXsfC/AxBFPiI9oe5EaXRShbgedHN5zwJaChJlA2ir2KD8EWWDVaUV+RJpFe0K68Gs+xqwc6RVGvYoDaffiKToZFpRCbrQleGSPQ1RGfRLpYXBOfYsRnoMSeypoSjIYZTkakD9Ab4mkJ6KnjOrqFs4EddPYL4T/AB/2v7Rsfj9IhaV9DxJOymwYDDkiUGmUW4hunwdp9iqoNacCYpNUgtD97BK6Udh/4F2BvU/RbBT7lWQ5HbeE8DT8foIXh6ZIb+Bj0zukkMhpg4ueAznSoKmHpldOCtCTo2oTFfI/o9E/s+DLRIaFTg0mhM+xd03+BizwZNxmYSsaE8Dmz7DVWHJPb0Rjhp60ReD5BehjdPeKdUXq0ZUKYbR9FqjeGlYZ1Mu1AqxIDQ0P/D/a/tD5/j9IdwLGMg4MFOMKo0O1CSe2ILII3RMl0doRjrR7obT9m+CECvUW2hUcMhFskvooKYFGDgeyCMqY8JXsKffgg9JQZ6PZsN8H5ENfY499CxT6DCnoSdojXOlARbfgeopoSHOijSosHYjLg5jQfjUCgVL2IEv2QXcIycKfPRhiPo80+SOANU9EVwhrTuFXRYsGxLoSQvgyprR9fwJ/ghc/f9ov/wAf0iCRET8HwG5gQQC4NAO4lzpDKUI6xtgstQpMwpahnIx+xXxEWzFmeiIrZDYOg3ENFSpFkNcEi10dBGmIZQ9CWBtFK1CePBaHYQuEtFsCSlG+Bwhi0JygTj0pwWKxHs70d9sIrA/ZDYQN9MgyvwJaPzglB7ILD0PpGMhISPokbcEy6JSFawai9FcGMfhIYyWNvTT6PWcGmtRLpKqhRhJ4J4sJv+Aa/k/tCKfr9IlrVGgtiCFo4w+w5FXWInBlxhPAwNtaFfxj+SFScHnwP9iNsbWbZG+I1Qa2GqSMufKJENviF0DxotUj2SrXD6C6BQJWcjZDrR6IzGtpCbQoGMU1YVDUWmhRd3w76KS0kxkaYRUrgzYtwia+yVx0bAZE3o+Toqt6bxjAsxfMjjEzfBnwDsblCJb0JvYmDToofRGvx4wbU2PeHEx2CVEm+P8A7X9odF9fpCm3oxsyJUsGqweiceiEtJLOeHzmOD3viaC4ByFKgp9GlGURN0SmOXWCiFnUd6PQq6z6kU4ahVp9jMeiWLG0UCEh7+D0hjws9HfCYa9EM5RSC6UWkGOjVmsSgqDDTDsT544NvQxYeki6G5mFBRT2j4D+om9B0yWGzVRr+BWmk8G9DP4EDi9iPBG2cMho90daHjgnmeCmwVoOVl7/ALQsb+P0jdCT2RfBe5khBFGEViOxK1haRijAtJEaGxCMVXSKgat6ZwiHsaK9g8c9GwgdI1hIdIbmZnB8KrnTvMLfGTB9S3jHchmpDE4GjETPCRPAVMFYehoPRpkzT2iEUwe+z7GrfQ6Se/B3bT1k/wDCFgUfoWWIjQdJuD+4/wCSvY9Ya2jEWCZuE1XgM7RoyemjabTXPEqN0NiG8JbjEIJfJ/sv2i38P6Qh0Gyi1HQHIQIIVIXuJTjw5Fwwq8dc8HY+WVYkIxNew2biJ9L6NbrG5wStLSgSFgyRnY7eE7DoCxFGjwh9Ea30ewbZwrXS2o/IxJqF9pjew1SCqOQS0JXs1KPwj50NEOtCFeQbBzz0W1HcDaOaK3Ga55DXR0joTcwYellBOeOJSxzK+wnphUiAtwKGJNNIanRLpwTTGtxuIg6cv7qIr/H6RbwboahB6LWYFYvkeoMZK/ofwJoqdFENbRgtp0ZfBT7ElrTLM9MNFEiHqFCqF72J9sF9B+CmDsCeTQp+DGuC1dFwfREt0bFBcOKjW+DZMpg0VJD90UHoZqhDFTEujoq/BeSBQ+xVRpP2NQVNknU8Iq8CDChpGPDAj5LVqLKM+gwETUYjvYmR9GhyMbfCGA7wPMPgP7H2hL/RwJbJ6PX4oSRIxfZUEw1vReQhF0cTF6CfwJO+NSNJihjcNZNGoTWkNL2Pv0JpLCvoROljovg4Q308L9z1NxD1MNFowAg+hp8gnol8CX0pLSKGMDWAeQxLvyEWTxcRaKOj5eE2b4fd4lbwtjQ78FN7g0fRWx7h2GlEZD+5lIeovBDwJ6BG3CNaJEB0/DJhUeI/2Ce0NkN68EGZmH2NZwXTj+hNl/dR/U+h7EzQyR54SbwbotPos8HQ7dLekFaXfjTggGsYGzBpiYaPiH4DYZBOINEwcX0ZpsIS6ZfJ9gmaxCopXREAlPDoWCRr4ZWCLV4DW6OFewV6FglkBfk+RujXga68HLGoz4+yfRCyHrCnT7D4UhkFGiDEMZ6NV0pldgeC0zYY1DWE/EljVRT48EuHyDoU9dG90+ppGTh/dRj+D9IxpuI3EzHFZznkC7g38kYjRRKs+Hg16Jk4JRU4g2oZ4djgjTwx9ofITrBQanw0MirDu8GjkcIYWu9HAxBGUjEzHB9AvYU9RaVDkxVhNMqQb0LYVyRgO3UWXBCGPo+ZQStpGQzTQgQasYyRKJntl6FbGbaOglqksSuj9hF4NDJYdLTooxYI4xPgScxirpxg1wVLV4GMJP7eobD8fpDT9DPhB6JjIhE8GpoRM6HoS3wgz6RtGMgyRWKFgSdXi0bCj7nohlQOhWCjRBV4RC6UL0ocdQuwdS6PuENH0JwjR8ESR9RvfD8TeHynYF+hKMKCYpXyHbSwzhLgrbKg2Bh/saZCDWjFDG38hprT0pNCvXSFi4IOKO44KdHB7ZJpYfELJ0iGoEHuI5L4PmjiY54zoRTFJ6QMhqH9X7Qj+D+kdNVDY4J7Z3hzo3sGm0TD/EtQikhMLRrBUMISnhmITGB6vAgIDOklo2VDMENDRMZEfQeuzkD/AOxwcEsNjaIXsR6NjdcY0eKYLGekSXhsswxV6HVwV/aPBVE1sesSBGi0MmGfIqDWgkw2bpPlm1EYjQsWIpswbWRgPaHH4NOsTiiFCxEZavY05okaeM1qL+4+QRJvyDTT+vKk0JQaP9n7Q8k9z9IlhvyJ+4b0NQcYZ4n9hwwU/wAjnxJInwPHg4PjC34gbvg9RtnCg9qOyJ4JRDkKUhslwdD0JhmpaNj4Mqjvo1xDbLb4JmKiHWISoir14k5CnuoTMfyhfRfPXgMELQ3ATjRdbG6zMVMOh6O1PRBb4XhkehIy/YlwG8GIghIO3DLs1wf/ALLMY25GZQ14xQilGpSOFog8HMKfOjU+DQlxJDHRGV9kGiz+vqGOH1+kRjptIOUdt4SsRdtH8DbdLyS0rL32UDYLx+xwKNBYGnDF7GLXTSGvgmaN0Shl7o3BM21CX0+IpIngCWiQk30syNIsh0+iz0SiiR5z7GpUpJYV6I8ikpPH+AxeNGNg8KT4KSGLxJGvQxqR8xD9Euo0ibRQ9VjgxbwwrKZOdHjwfKaVRyGmhfIohpLhHtmlgrVF17JYnwasBoo9aWNIGdTOgXVeP937Q8/g/SHnRhVwYlOPwWj4nzY4hIviWJA1wQQ+g8VDTQW9GeuHSnsjCdvw3Q60RvPZLRHR0iKJsMbH7DsfANUc8H+PAT0TosnTpEWQjv0UMrmEfASBoI2tKaYQt2iGXTUNIbh9h6NjSYjbJEv8BcFrG8GH/sfChypKVwKkNWhw4hB0cMBjpHTGEvpzCdWDr74zaC+Aoj0BLhZ70m4z0OEZBzfc/SHZ8IqG+jNjZrDob3BMJNolQpIx0C9RL9DlfI10TvAjS0fTGQeD3gotPkG10wElSgZItPVeeIgTRpN0RJ9Hxi+Q4HBIT/AIgqbfImXRUPiIQZcOvwSEcHrwo4UJQghuH0G36FvR6+YucFnBT0QsGdo3A24z5hTNwyBikqjKpjXRM+jtt0TaejdQnBF2g+bo9ihb4YeCOLvfD2hHSYLArAycv7qG/gf0jaKo1phZmUHXhay60KTGdLHp2RJFSPbGSHjDfBZKDVUEy9jURvp6E6osEsFXoTFiGEW545g24BJoPQLilDjGzDpCYce+CLC4IYtKcEqIXCmCQx+BJlTAnT/cRKxIhiQh9ROnAMQyYobDMs8V6KDcaCTjFSY0Nx4sMkGzRPQ9jg+HYJJjUKkMYa1oafBrRJplFfb9oX+p6GI/fiozoYqrDSiTpoq18EIY0Al8mpJ4Q9kBtsdl9HuQkb74sPQ7fCA65DvY2eAqHKPgN/BYbD/0L9jZC0KBlp8H6+xrTg1Q3zwf0YQLZB+HvRpU5BZgwgp4hqF9kW+cG7C5hbDWaWG2XV68NqgSQvAptYNVaOF8P5H6itoZb5gnD6NRn2KaEqbD1iaMTBvBPSzDbYMwVoWfnftGHfj9IasEI2lDEKIQmN4t8Pqxd3xqxQ8HCEp6xtyI/wCYgFgd89EnWdw9CFC8CXQ1BoaQ18RB3xDdtSRxkriFQNgqocmm4+IRjTg2UQ3uiZBPY4QyohnTRohKSQbRAdpnGL/EZehYFuHgt4IZjEeiGO1g69OiP2Jo8LYhkZBLB7UQnHXNFNpBGjik+BBXs9g/cpOjYcYTmDf+j9oyHzP0janqXBL4F0eGYHRTrxqvsQcA1YIKhPqMTJE2McuDCYhjIrpIoPXi98H0H+AVfRZh8gv0ZIZLb0kSdFNCSxGn4H9z6dI54WUHuJCEfwCHCVFPCoGOCgl9DtC1Cx4JSZpUxOsZr4QMMSaEqhRYWEhwIddLWlnY4N8nAO0aGNz0UZIY6F8XRKYICzhiNMhbjImUI0tOj+r9obD+sGUUZXUaDIgEakOx7BKzBjWVTOPs9cyBHSGS2O2IwLWeE0hqnB28Io2NVDG/oSBnBbw7Q4eDJbS10ZCWQer7GFTPB7WKJafAG/AmaIG/IV8KJUKnlmOoP2KLBKAgZWDT0l14fUfdPiE3BE6FMCjBDWvSzWJfZukDD4ng01zxRePQijJjSlo4vgK09Ggw6JaF0VSjFr4//wBIUy/6glMJS86no70H3Ol1vjYQxuOgm+h60cD4USD24lQxeDiQw/YUfSiwcjN+BTj8aEHvunw/DbPomYGuUK2VB4M/AkTNQygkOw/DKhQO+Dg0LVC1gnmiU7JYLZ+QKETgg1FuGFBB9TLPqLDtI9gYGDUdCcBNGJaUZEw6g+w58LcpEFjIoKY2x7mWinRq0UCDP71DuS+v0iDqEZqaMLiFp2jeQSFRfI19CidZ7JDTH6FpRuXBL6HpNEJKi4XecIG+DSEEcjafQpCPQmwtwxlMo98bgbIRWL4CFqHqZJiWGXRt8DhRBjZEY4Y4IvBfHhrCC+BsMjgnY+R4zWCFMMjcNsFTRtzwLF8B2ygmF9irXsohSEtEoqTS0RxktnxD7wycMOnqlsMYiUR7PQG+h6H4yH9XBaxoFgZJNsavwMyi/aO6ClGQZ1GRbaHDeDQh5EJZp9g3BVsTGJFQgpPB95GV+xDDgbfQs8EdAgYMtH1DI6hcyB4Jo60aqH8MXDj2NTV4bCGifsJ1lG4R4CZKMSdgp4a6yyH0Sluyk4PQiLDDBtP8n3KtaGR+Q0wcexcStTRTpGBLMYxCsMU/giLBLB3IzS1DW4QPwAlha1DkP9r6HzDxhJ4aHVYuKS3B6KgleehrpiuPxkGLCjIPtuDUwGwuxj1Uz6iT3eDDwTtDTjJWNkYu+K3piF4OT0CoT0x2Jh3xMUI9Fv0WitdY7o/l88EwYkJfBRCL5FuIV9IfyYCbSuYN7CzPkUC8EqGKFolEdN6Qx7iy6eoTJidsYxPBiYMNPhE6IbGCIh+GbDVDfD+g+0Lf6uD0YQ9CDQKMKmjmpTiY/IXcJwMcKVLUbjo7gkUa0P2bPiaWZg3ejF6F6Ct+y3GdLh7KiB0CR+BZoc4Rgm4RQgkKjCX8vDMNMSkIoJouCaGA0j0faaZ4nRFPFplLCYK8AStaXeDpVTQ9HmDeH2Ngta8Eq9MIj7CV0bsJJCloaQhoaeEFUDoETVHsBjJkvvjqV1EjOj0DFsFwR/X+0W/u4E/4ICZQrsQLEOeDj0JmEKLXjBwND0mI06TaYgTq4JHBo1CV4vAnBZBl0Q0VcGgga+DOMa8T5wX0KdOYKI+mIGthB6M8Yy/IfqijOjcMq0V4Xop0OjbonR9xSXRV0YUpCqY/kSCs+AuLJ2FlgjGGehOswNCdCxnUKYK2PYYP1EcI4KciulEK1o9HTGLakVOihCFn9voer8fpCGPWWo04xPAlrBuPlmMIqNjgnrGlFpRch93mQfuMKhKoI6UejUKlfsTvo44dFhsLMQkE4PqOWCUDRBk8fQTZbaUWsbRgxPWR0VIMON5rHcDp9C/wKPRIh0M9hx+Sy4NQhkxMW3wLV9m8NydHCviPUZC9haxR14mQJWIY6KmEtMgMkkIERfQ0Roi076G5o9TUGyxirUW0j3HcKoLsJq/H6Q+Hsa0QW2o0cENKW5GP6CVrMBF3h7B0F4FI2GJRBYh1qVTBoTtYN3D4mmMWCXhTHCwTXp7hmh15Fxh5/gEmP0G3RInhYmcE7KG9FsH8Ooz/AGN7dFFUV9HGzToYlqof2DF1Egt8E04stwXgL0I+BVIOCnRJoaLGL6HFCVso6VEzEKuGaIIdFTiPkJ8PdFSaPWQ/BPQ5MFtX9YPUE4LxlsKEPZINNqm2Po2cAW9P4g5yfD4Vj3rF7RJ8UIhRBnTXGJJ4BLkzCFLBe6Qn0JXfE/UbokTxewWYPFg7ZPkf0MTDqmvF9KFrRwb02zevxgQLeiGIwNeEL2ELo7dPiMKGJg5G2jWj5FTEVYxIZDIQNmcfgRB7CUPWPUJiEkuCtPocMvBQWCTviQqx/S+g84K3RSfZ0NhfhC2iEbB3C/YLUDZ4NNFoSfBfQVvosaD+3T2BE2CUn8jIZY6Ggf0jFfYMrJ4sXwYtR9hKrwSsG/GmmPeDT7D3eE14mg9PgflS0nokM2PXgkiPAfhDbRAsdA3XUK1+D4jIoyFHJZAXahNhUZTWJMq4N+Bqe+KV1UtwbPJaztCt05hbDFItLGwlUig0KbPV9H6n6QjYxI4iG9JTo4IwXBKcZp9G7YYaKwRX2HfqEjRWfRx7OggxPQWsfBmEa6N6J/glBV+wg+6GcHDNo9hCFwgK0f8AqfcilFFgiXBvRqlOdjG7o8YvCQDYcBYJYWgaHUWzNEhs/BygjQV7FKiac8WgkHVzD4mCGIF4qgwImdNNCFEO8mpkOjL+iWn0OAwtmPQsIWRuWfwP/R8I+xVMMlAmmaRhm1gnwKTHoDsXZ6WKmOfRrDnWavyLMV89DBDTnR2/sb+xUx8AowRtvxFonwKwQ5joePhVxclNeD7Bz4aPSDgvRnxCePyFCKYNJX0LSMvQ3oMQOSK6T0EQaGMGV/AOpfBiZaEGJ9GRQo/YIeljSLPT3OCrgeJBHCKXsbvRVfJpDih8gGuDkS9hLRlLJdF0/rAo1w2MDTwwOpwTEkp7GcOOfGyY68HHIzWpbMhZ8A4bo1YN4IV4P6Eo8FAMfRozSEBtOjXaTFUXCFaahKoWvBztFNGJSwLgy/JSMgMNqIzfSkIMli9DpDv0a1pogjggreizKJNpCYKcZMekOD2JYYDDZeWjNjDtd8dK3RtX4rMFibHgxeiJV+R6eMrauj9QS0pIHohP9H6QqNZKRiRkhITadidEi+dZVSDbCkdEyd9eFqbTFOMfuJh6xi0bMpCo4WywEHBNpAi+YSmLTLB1GmlpUb6PsJRizpkPgpZ4kihxnWNQCwBHUhJ0uz0L7JUJtvPZNBehgJAtlxnoFno0L3bHSlMcP7CVRp4WQURhoLWh1Mej6npMqXajVxY4x+BOhuIyuhnQUfwx3J/kjjhuX5X/AJH9I4BNLGhfIzJDQ18ZBxitehb0c6b34bOWj+HhydBjrxgyNjOGeOzHSYkg4U6RFVePoZ4Ilg32IZkVdIbUQTbcFtBP64UeGiYrrhCf0Z2CH6GhQ2/R/wCYvpFOCgk75DnfGew8BfvysZgJUyGhgS4UtHBIYtC90L8pr9CRiJBJtJWKrXPVitRNx8PXSG62JJc/xgV9fpC9imy2bfG3ybHsiP6wYDkGtEsqRgZlvkSD3BWsTwlw9hMnvDGGhBFTsme436CYPaJY6I7gxGFQ226x3PorQTusV+kmtZyj4Mwh9EPbHdGx6NhmxhRdIOjVpob9Q/PyfmPo/A0T4OAwpBcJcFFIvoUsEmM2Gy+FMWwqFHwTwXEa+KTRCRT7GTCFvYapf6CRqj+BN4om8ZHyR8l/zX/T+kM4xQmlTPZTDaNojtpBRd5w+ikwVvQ5BrSRE2+KHp80K6Gw/wBQi8LOYNN6Fsy1D4eEb0KQpBlGhqkJLw+oCC9rwWIpSNi6I5UZPoTAtMKg0cF4h1SCsV8Giw9EdyKyODv2dDaVIU38jeHwa9kswaphiZciIBrwgxOGxbiG5hI0khGr5CVd6XXBNBi4elD0JRur5ElYUTNS6fCaSMD6PZX4/wCM/wDl+h6YpDqhhn4je55W04Yj2MfoLwNRQlLRqwLfeneCZvMFc0sNOCiGQbgk9CocD5ifXh0YVR1FzB/yCej0MsP6ClB2xpuqTSNfyTeGWi4ehbMLRxh0HwFIC9BMn3x9dE/IPBv37EZbGvQkH5gU4Jv2IfThGKbBKVHGD8FBjhBlmZQYDQVERMeC1Mk4WthDnfC1iLahH17Hp14XUMV0LVooLyt/i/Xg94/ijVMtIWiQXRKxmlB8fF9hKSFa4J+QZCEgyez0PgzGiECacEpfBDETwNx9pa0NbeCwT0rSQjaJ6RugNsGJAJwGsVfBxLB2McDZDG3ajhomtXgXT2T5MFcJ36Ka0oXC6J6RB6cizQTbahKRtGM/I0xFEJyUwWJ8HiSGc8BcMg2vvHVP4ECXauD2SD8PUL/Bv9P6ESZ0+xgsaMCRItGqCVRLcEnh2hwEujfwh2gZLJLRJ49GmJ+BoSeiRG+nA8wwsLmoRjAmdCIKoJRi0wwr0exjFfSWpoyJ6JXhGhehm+hekLCY10JvjwwqIDVDV02+kQw0rWCoVTSVwvz4LRRBBir7jTRr6Nzo8B8F8Dh+DISLSr0ZCZ4DqSaH2npEJUJHB+Hxif5eBPff+P6H6NMelDQcWVCDGFhWIJo+jU5FYx+HilwLf48KxDWIZ1DeAmEPWPA34ELw4GRFYxcJW8ILRLB42MH07jgwkNppIXsQZIPiHFT6xoWsyLZQhMjKTMsdBNg/qZC+0IWjheFG+Cn0fsfAjuCMxPDZZVdIWIStHRoxjaJFeCv0ehy2SXpItf8AoSWE+eiYZeHGmCspBeOv8cH8fpC4IaNRDeILVFCHsRwJPRwWveioX1iUy4xYNmKkG0/BroTF6oh9E0xkEj0dQ7Er0MkhujbqE4wet8UZK16J2imMpxmiGidHwFEiyhZDWmHgQ2T7GHwo30OuEuIJZEI0I/QtjQUdqHDeDYF7BPAwTrECbYYaPQQLHhpGEWTF1TJ6iVtOiO8FHv4EQ8Jt8Mbz/H9T9IR3/kgEPTODj/DfTnwYui55u/DoYusXheDPbw9f4dwOnj0vB14+3h9Of8Aui8Pgu+Jh+HP+aIcfDl+D54OPIi68X068Eex6eCqLBf8AGf/aAAwDAQACAAMAAAAQrmNNLdPaHcoA7lpuLgT0ejc7uT7+UYC2wGpVXtAZAI+Kd7iJBBMWc1qofjZxtKeRkzzvFB6IwuUUc/sAETXXEq6RwXftSFL1SimiSeBV65GJ8Sitb9YrLWK/VVOE9e00Kw2kyrPtu5qag4KMOxMDpPTa+zkrkbfJdPVNbV9+HV9XlfYmgs6IJn8ewo1oq6JH1I+dGxcBi+ykO3gFxNd3xVgjHtn395hdRG74GM+c+eKCX9vipfUXxZncimcrBIoyOFEXTuCSg2gh+VvrdseqawC33y1t8UEIcZt29XJnB+0gwNgsUMA+NHVu4iGo/OgnkTKUaeAwG9OuevQUEn5cBdaOU+dRIYOdsqUoB3uG22uXb0e6MUiIUsXQ6cUWq8KiEITtspocNUF63ELlGvLE9RYnip+f7ZTgGuRsNNloSg6gtxEw8JUoW1CuYvZlW2K+Z3YqCw1vDhB58+mxxcUQ2z2dFik+C34cYZ2yzkiJUUhojQC52KzJ3xvxcqzUajnjdYX604wMECeM0iCxoHuiE2SWT8FSo1/Yt+KkwNBjPcv4eU5xJfcIEMARipyswESWa2qMKq4EU0I5KaqYVYM8uE3ggXZzbrVqOJsm9ZeZUAj3VfUYQwhELGaC+4B4GLe63EYC3gL9iIHyJzjY8jPxVIktWyuKhuI27ist87zGW4LaG0Zgn9QRWi/0E/axl7jf9kr1GI50KZMTnOI+se2Pegkt5uT3fE4Cv3zywegHlyhsNpnpmDtlRfww8XmTm2gwkCbc7hWqPv22+Z1rt+i3+YGeO7vLDdId5dvxlzEFk0ZjwAbNyK1EESij3CwI74x+Admyc88Uysm5ZiC5GvfvnxV/iofA8JiCKGYHWoO2wh1VW1z2L20PWM24mmSYgBuaXmzOt/DzVAUoKm03JPF7YY3C0WECPyGL124AhmgyAVj7YqUdXwoYt5FF/wDRMn0fi1Vo9U9mDoXZVS4Ji6aftWEl55GbKepetImnUObC2pEN0qV/Aqkdr7gp0ad4WTnCptlB4AXTe6CvEAAsWOFfObvCew46yYMKYGpI4AkmAQlBH6YyQZPT9UGqDATkBlGdZLDhX2mGK6jeOAyfoaehh+nZaAvPSvS91lVhFysuHlSIZPynqdOfU02E0p8HHssZg/Xze/oNPGx46/LWTuSUmsyGbWJ0HO0wd+ycMhqIKmAOfPtvXyyZ7Pj0C/aAbR4ezTuJk4S0b4FPggRKWLoxnSqQLHxex8voQp8caz74mUUJgDaXXrvPiMu8TbHy72fA/T29H50HgETSba6pjaTuAP0Nd6VqJMmC/mryAjEixpetu2a4VUi0ddANz9IjBXduhQE+/iYWdV4jVmLTgIroueyZOGRXn3Nmb1SVRM2/NmiVKx6+ncESbffZZ5XILUmENSjjI5ujcTtxS6kvJOpDoNiBmXcZXvYzTWZnV2xCwFApXbYyhvQ44igPGiBPC7HVk7LxzidNE9WPoTbm5M9LckIX2BgQAEprNMjI12PA5pNknXUCsXFyvtRU391ZVAjAlvP83OMLU3CHGawOviov3TLXzgFrthy/BC231jmVvy4NhLhIdLOCMNZicrNFCKDygAoqEL4T2psD2QxgqlMJvSRI90ShCto1ImudFWjefZjYLF6ZFCAPHnnYg33A4Awg3w3vgvH4og/gHofvfYfXH4PnPIf4vo3w/oPAAP/EACQRAQACAgIDAQACAwEAAAAAAAEAERAhIDFBobEwYXFAUZGB/9oACAEDAQE/EOqEVBKgQ4AZAlgTLS0FhT3HHaFeAeAMMMVEiVgkYqUiVNyh1CC+p0jA1lXKgYGAggvCSAkASj9LlyjgEojDDCRJUSJKiRIwEGpUqdGDX+uICAzQCAca/K+Ny8JcYfOMJg4KiRipUYpEh2g/4ECGEkmv+FXO+LDLgYYqJkVKgm5D/wACEGCj9L4X/hMMMVEjFRMGEg3g/wCRCOvy3yfxrA3+I4YcDgSJEiQ7wn/ifOTC/PGuRtbyJX4d5qMMGTDgSJEh2nonyG+Bm5eX96/TeLywkSJEg2nonyN+IcRuDK5VkvjeLlRgQN4u8X4ySjvgzqGEjCRJ3z0T5msDcBKlHcoOB/g1im81lga4OpcHCRIkMvVPnEb5Dv8AGuV5CuG8MODLubJrqbGDhIIJeqfOJi+FkWsXLuGN3zqVvjebvJXEfGUg4ET/AMIv+J8/G5fKuZfnlWayrFRuOmoX55jKxvRPkDgtG4AszU60fiwvCXi5fI43DjWLyFZXqnzjVwK6/AcN+IYYZ3zbvi4OTWCJZL4elPVPnOs3crA4rHUNsb41+ZyZ1DyI9Qz6U9U+fiyotRiwuFb0i1LrBGNS053LwNaja3hxe+Al1yqbGdMqBrHpT0T5la49xhc27hrF5S4FZrNSoysaW53KOBlLlRZWXuL/AJT1T5xcVBUrDi55iwb4EeLL1qJTeBjLeYw7498G61E+ZcuVH+I7/qnonzgMvDhPXAhcd9YVxaYZSbDcK8S5TlcXHWotRpg640XcdYvA2/xPRPkOYRwNwlXArqF+Ze4fjtqdRZZAiag74XUf+oNm4bVP5gJZBxvN1qO4k9KeifMMHiLi6Zdxbpi4DByuJN4SyVqoowAwmLncIqogdwpIA6gDcRhgyzcu08R3/VPVPmQHWDasFuLuiBRvKSxuH88rbna52wyhg1HqWe5Z0RjAFmC2oPTDCKJcUy5a6ig1Le5cclmppK3/AJnzgNw7zWLhA3eE4W8RPngYX5w6Z3GLRNNM8DA1jfiJZBWsV6YVSguUrUAXNBhhqUouW1qXKXeF6p8yocC5eA7fjcaQPSDvbCIJi1KdIGo3W4hgArJcuG8VC/MqWwF0jVUup5jUQbo60aBeo4QqFxjsqelPVPkcXbjsMvcea4vFwjd4XTLO1jZC/MS4AwFnRBVQD1h0SowK1mBI7Z3CJ4hRIZtO4iHcSgY1EbUE8GA9U+Rw7loTcrNEHV8Az1ErqJDU22yF4XE1qCO4DqLCKkF7iVyAZUTVsZf1BsguJWmbKYg7gGax1HYtaQgXoEQNwC7m0T0T5h1gJeLgVrEJZFS4K1keVg6zUCoiAuF5F6lvEDVyolXqURnSKsuDwCVuNBLhskVeYR1EtcBpuEuPiFYlU1KSL2T0T5LjBuJnpUod9QawGH+hBIImsXhfEqLhUu4i9Qt2xgUsg3i7uXHc1O0VUJsbalQZXZnQkV9S9bhISEj3I+xBRDWkAsooLu5bQ6g6qAuoq/pPmKhFoivjFxzUWoRLyl4qOKJQwgaiukgBRADDAuIkIE2kACUIED1FsF00rBZ0VAUY5si24KKTKPiRuikU959E+cKlY85uXfFdQMl+Y34ifMYQIOorg3LeGBKmy4B1ErAuEFsdMw8kLdsqbgrURdSoHtALRqmVUdJ0DKKI6f4lVtlY9E+cmXhVLhmoXxKDfNBhy2QPKGVrCDgS6xHSiN7StAMAIobiasBSpqBNBECpvRn0T5geHTcKqPdR7wFRJLIwf7RbIcVCiS4dSjuCyAVLELZ0UGiDeKi3qV/qbTZChEkAtjjcEShmjtuWSrFl7vUp5z6J85dITzwcHud504E8zq4BGEO86YnuPEDph0nWPT/c64O/j//EACIRAQEBAQEBAQEBAQEBAAMAAAEAESExQRBRYSBxgZGhsf/aAAgBAgEBPxB9/N/4222222222238IsyYMksRvy2222222382382383/nfw/Ps+/9bbbbbIJMi1bbVP8Aca+wwuypass+wJyNYf2KEgbbYdt/Nt/4383838P0n2W222222Ehy2nU1j21K+MGsteQKSBIRXyQ+yHpP+Xnt3f1lj/kfxfYg2X4mcT+Ptttttv8Axtv7tv4e3p/NttmIy8C2+v5OLOZYk1AfIWA3zCQNoGQsosyKfrIb2x8bG8Sv0h14WB/I22A9kOlg22222392H9Iey62y2Yjlt9nNr8v5bY380gWXXsIT1Hcg9ZH8veZYeFx6R/We92VvGXcjicNI0XrjDjh+Exs0/wBtW8TYjVv7tv7tv4e3tLCFmtkHYPyRkmQa68sBIjxjCDWwTkGS+LeS1i/txbBzb/E2QeI1nTralPId5DtDewsde2vWDxsmF0WntrDbbbb/AMDeokJE5Cw/yRe/gTwjuzgbEH5ZLl1WEwLEj6wvIf3EsALO8sZpGvW2cgPZ65AMyA5I+IFdZPk48sw2/wANoM24aN9Ude8jPsQ39gW222/8er7P6wfV1YSP7KeEwR3lwWsYJ1bfyBsz59mmTAsTx5afl/qOsq5dZ329axvxkWMmyPN2QOuyLrxnnZN8g2N7GGSeFuw2G9t7knDakTfw/fcej/WRJwbHrYEvuwGsrxmdTfC3HGANl3jKfI4n+kacCHxYuwZ9gLdmTwwHscaSnMuGNZiQJBja9F0YREdhWX8N0bPU3QIw0tnJuO3rb6zJ2INv77J3/wBmdDCEm3TdkBaUAbNfbkrYctZ4gXSXZRbNcn/EANjLjHUReJ+LlwbS+XPHs95Czkrm5P0iermyx4yjk7OEBk8P5ddJXxgy44RpxLjycEq0hYg/vlb9vrdP8jh2PNi3s0wLBj9bI6dm+pEGheptTZX/ABIzsEcsG4nYO2Bo32Up6leJIf8A9SC0tblg5fFjohD2zHJd1lX21ATGwON4C6tJxmwxs2JwuPI0b7vyH88LY3+tl5BnX203yZ0m+Jv8YbwgHt1wgzrDryUOlk2UOMYXfWIf/DJKuXd7HbYs52Bdn0Nwcm5pKOd7Dpyc2PUMCgLRLE+AxAJto8nN8idLjbnWBuk/kUTMX/3DIpt8G82f5y18sCQg2Lumck7OyLi1Mh+mZsgtHSy7aC2nZDavI5q1zFlw4lo+kPcuTCR8sM05fxKdl8h+k9QyNZ7yHlCJB1t32fC4Zbbp2yLxnsLYMNd/snMgDs/zLxdlh7npBZOdueOw5hY+7N5B2TEz7LGL6uPGT5YtmGnkDz8Mwnch9XPkv2AW3otxn5HJo20wunIXhLMe2xwRgvq5HF65DB4sGUHLAxVb/W5JU0SE5dsDIgj5/B17PivJBzS2+Ihl2A/IHBaR0/GxAaGpaxw26e3RjGuyecWIFZZWxkHiwWDJwCZbjG88jOjDIsaXrZw8tivWytDX2x4SWWA7Zti3DsEsPZDuHCIQDYh9bA4tbX1X+Qh7FkD7My0WF7fRRidgRDyymsnpAmMkaW55ZjSZyYOx6yxh528jGvy8jRpJGfZ3dJ4jkcvf7ObpKuBG7azW48t/stl8Z44fiofHy9csHJCQ5y6MC9dt8nkOP4KtrJz2UxOmNgdsuLFz5YS14uBKwSTNh9MgxgXI+0j0gHYI2HOMlz5I4XjpL3G2GMxMfyMWf2/i3TCFhatfIM2XPNr4nYZpdYhq3Ts5ZB6/DzRfUHgvqv6r+cS4k7km6y+UgKSMG87yWk6YYHYmvbhnzbaHq8k7ZaiC4xa3nkZ0hJ2A9Je7b3JcH+zd/wDsa63Lk6dZOdtCQOZdm/kH9jNmZhAsEGuoHFpyRUgziKd+QTkQ+zj5Y8g3jNiJEEySLML25bUdXT2P7XTyCPRsJwyyG3TS4cgNpj9j56jXYo6RNbAv1jXIYscCCdOlkgDkjyVl97c82AMFOWbdsjpB2dMgBluWzcdtbWPul09sekvxeSDtnLHqV+WaWjlrdkmWB2znYIQZY/2HfYOog8lzs/ljH2MYhtv9npl32DvIFyebc/hA4+yDiB7/AA4bD7AhKewlyZmEgs/ZeiAGv51eyxlhL7+KzIU3bcMJlyQHWG8QyHF1YWfYSPYe8kGj8E9hzjIJDknE6kuISDhKcthfl9knE1e3nclDavMjntiwpa+2izm+oExuk4eSDI9W5vvZ1osfJGH1jXkyZJh1kjg9tRuJW8/AIA8kBPkaX8Nh2/2xIhwta24uT/Hy9hYJzcx5BdsdnkYwaynHFy0tHYadQHyQ5MNZa8kjBxu3W0bQ5FlgyHLxa0tmDWFtdvHLt2H0W4WQtEZcezetjeyHJc9ZZxhy0cbBf7IEyEx6mHAhaWWTDNs/4MNnXJD2YbQydA9kbFtbr+SbIaitvXbZ5aeM7Ow1PbGwBApto7CrrJzkgORmnlpm3ieHZd8sZILCV4SLjKKHyX+3bL0X/wC9HsgBtr6QHttDjLlloSHG2uX9IP8AIJ8lyxfVslhI7t0y1X8boj2DfI4beaSsaiOdg1yFnJb7LhxP5bHSK8gjjChf6sc5+fK7/Yozjog2U7cQONyXvWzjdL/byQ2QYNcFpksh2EJb5CGHVv4s/bBnDt1yxOypddg72Nm2so4QneixPEX2D/6/IKNLby19gWA5A+l0kHbt2/ietr439TsYIg+Qj45ACzsW2MW0uy04WDloUkjhfTY3b6smW/BkjkYi+i042RwYhJfLRMbCKqdyyEIHr5Ov6LfiHoSEp7AtvNLHCdjZPvLrCWzslve29gEbQ5HeMI1fxZoyn/LGo3/krmXG3LZ1Wo51dO3FfRuIXL2N6WMJu9gEpwsFOHJGbPgkQRdvXIN5YHbG4whyEyZeSB5HXYWLZFAdwAckY0Iu9XPbPK5C3u5AwMZKbiTQfWTFaHtoweF0v/bFvVLZG40Wet4kSU7aC9NlmoxawMlyUY4tWPWSLOnt7mBJNv5JuWyOHt0E10+XCw3bSlgwstPzxny6g+yrtvixy/i7JZME5YQRsxu7eTh2fZ/WQtJhbHCyOzq3EE8teWHJcZKXgbpiWzMuhDYdkY7bhJNWG+SHCjeIE7B6Y8gDlvggAsh8ZImicTPab1OVg7hbn2TmkGuw43e2S1b1YTvkHAPP32P6z17cx7+YJqy5I8rQ42TpHpbctOxc2erQNneLftrkET7ZaROR/VnW3Gi/pYUtEnsgrTPXITFZl/iCdJ9y97ZXkc9h284T3reXJa+onW13z5HTvt1wh/Pq/r//AGx8tXd38DFlGOyLe7Z52AJyAOSY9vowB5OaQKcv4ZDNhGIDEZEkZsBNgeXxQMj5AItTyHuw4wTsBYLF8gXLoJ9XdXjd70i6Pt6f3av9YCRJLH/8U+9kW7MG0XEy7Y2lhOSmw9s3JO3L38NUQOPt/tDObKBDnJd/DW6SvVYGkjyDGXe/jvl/q4cINJB5bwPloJ8sXc8uzLCA7nbXz99P/W+Xi9I/H3+GHn6XtvF9j7ebzNb6n8HqPfw8T7E+IvM+L1+e/wAe5nz8eo9P/L1+Ph/z/8QAJxABAQEBAQEBAAMAAgMAAwEBAQARITFBURBhcYGRIKGxwdHhMPD/2gAIAQEAAT8Q/jxNY4sWIO/+AfxnYOWWWWf+OWQWQfxlnbP6/jP4yyyOpxZBeqcWWZ/GWQXiyyyyyySSyyyyyyyT+Mkss/jLLLLLCw/hP459sGerGzPZ8/jduHf/AASJjl4n2PP/AAtoZ2+WNkHbv8B/GWcs/jLLLLILLLLIIP4ZZCjdzf5hflr8j8rYKcmEQgAhuyjw23dP4SBudsQEQ8+X9dgEdbVe5a4HLX5a/jLLLLLLP4z+WySyz/wSyz+Msn+E2Sz+G2yf4Zku/wAZn8bIrsGE+x5/FswMgk7/AOGWQQWWWWfxlllkFkH8NQiFDdZcr4U77GN3nDSFfLL5KZy/oXGDyF6DBsXMnvy09ntA2LzI/O/XJ/HkJ/eb3a0a+VLGXw+y/wAn+BLP5yyztyBn8ZZn8Z/GWWWfwzZZJBJyyf4Tf49sgj2Of+Af1Z/N+BO2NlljZB/OfxlllkFkfwZCkfJnpK36dghzy/COPJHOSOshpz5YPMl8e2L+0ogh+M4TsshcWGi2tX22EHjeXvkr2cTDpsTtoCPbJ32PgOzluEfl8zrIOgMsvGsS4BILkFwcs3Cbhlnp/DIb4WtJPbU2WSfxn8pZZ/4J/OZPsfxknP4P46sz+dn+L5/iAfwFlkFkEEFkEllkQx8lOB2QuJDxHAPkhzkYaMOHyMlg4xtg1tHwsV5pG5xNe8g7lg99+S+vYL9wlOghMPjYqY5NtcyY8cJR25Z2g42w9hboLDE1LN+606OMFw8tGLben2EV8sp72fFZdGGMEX1HnZLE9nl97K74kWPiDqZg8HyYDQlZWZZZJZJZZZZZ/GQSWWWWWTz+csnn8Zv/AJ18BILLLLLLLLLLIIT5b/Ia8GQcctHS1GHJDwnTJ6jAGvIA4diuZtkdfLXfy0G9y1Q4bXB7Lqt4Xk6c0TB0YbhM+wcQKKwY0jYQzN5cYlmSKcf9SQ31IHDlgGZdOLZehKGsQHC6AxJ/B5A+eTXBtVv2R3SwHiQ8FuyJ90gXyHZjEk4OXiOSnWLKxNP2VnjDPSRcIZ/GSfxn8ZZ/OWfwlkllnLP4ySz+EsLP5NgBEWWfyBZZZv8AAVr0XK4Mv1C5eYw6N9hr4TTbd+WogmDvL0Fworps4UcqQLpd8NuvhZjotknLDB+2E/G0deR/rlj9GWTzn7K6ZbzG6uf1ETF75LokZ5mQnMi642prRj0qMNpKWOius67kjyGxoANkiIyyD1Y8e2tCZDy8b3HUrMzGxaGXaTpcUOXmwj2DbTBCZfkvD5azHCJExnd+kkllkllkn/hlk8mz+E5Z/GWWfw8/g3Z/jAQfzlkFkNmDnLcBCanbfCJx6le6SvsPdJLB7KX6bCjyM/LVAQxnGWTX2dNT37esG7I6jc4HZNemfoc+WPpk9ilz/kq46+SLhg+lwZDE8tnAS6A9tiLwhgioeWhQcnU5Cec2+ognA/7BYYRui8nrfW2jutiZ/wBo+tfxYzBPkbwZJ1D/AG1MOQr9PjAcZF/QL3aZMYIxZmCOqIOPSF9OE/q7aFjwAQdjy0vB/DLLJLLJP5T/AMEssskssbLLLLDf5JsZBBZBB/A38mAyf4g5SEPDlyw7ZjssHO2tkHyYdEb42PnpBgZdMkNMuB6SLn5YDGh0YNpGzmMVLmyKGyTrWThE3B2VYcgaBLkIOvBjETAvToyNOnZnrbBiOfsnwWGawv2BJfJDUf8ANljz9gP2O7MhDObbeQjoTDvCM6IsmU42aayZkV61dhD9ThMbtHJutRJOBsJO/wCG8y+tgyDnT7enrbBvLcrv+LPkklklkln8ZZJ/OWSZJZZJZ/P3+KZkEEEEuRDSmPE/ScupEjAy26MRD/5lPQ/JfaZkOkV5a9eXXcj8keHyBr1OBp2SupHeBMut9if1pEp7TFMb4jtyf+iIL/xkel168ZBeMOAOzXRtyyyBbkGG9/LecZ8u04mbppgmHIsIgTYQHP4YWjZp0/1APcuIufsGRvfkMQf2WzPl9U/2wkNr0EEULB6YzvDJw+GLlzFTbXlg31WqH9Z/d2RJaYe85Ik3HyVP9lBzVy55afFepUJoJuRpMT+Mk/jLJLLLP5yyf4TZM/gIZ/KfAWQsXnIQ/V4Ew0EfTx/qQMcD7CAWv226fYT+snBRCZ8jP7ng6MnODG1DvzPtoZ5dpy4lvcRd/wDVLRCPuZjKbgJKQPH8gmOxLnsr4ukl98g+Yv8Advx7MSowIJwTgYaLASXEbcjyez3+Q28QhH4e3+BOjD2XB/i64mJdzKSzdLktEhOaD+2FpkjExInlxuYHS6uuHk3YAlafYYRYgu8SuWGXysGnx8kfCtx4RHHhlPG+SpdcxKUzVYw/4nAQG9TP9Yftzkvkkllkk8ssyyyyT+U//wAEbGWSPMiND/YMDj5KPPISrigrjq/7fgYQDblb5gaGoc4WIFIp5ELnc+WveJEMRoOBI+WE/Qd+T8DU+Eh/3opzIoUj3FFwPB7Y4YT0xuhOEgmyy17Y957GjCXYXpMoaP21j7DcSNwT9Ol+y3PMvgRA6Xlt9cuD9gXF/p+x3ekloXO20BBPJ6s9uJTYpLNXILwG+lL6Wi+I0TcdSx4pLaZnDH6ysV4hvP8AKUYTYh6bK+DfvSTHu2E6Je7QlAWWmPkKYcYBPyBYFp2WSWSSWSWWSfxln8ZNkln8MzsAScJScnYcsbBxmyfDDhh8kaLY9O/Ywl1vyx+dlEDgeWg7hF2F665smpcsdwdDNnGvshnyPLBDC2yJdWDuzX9jlE3+ox/wcleuJ5PZexpfN+2adJAAekhUyCeRbIpnycMmEcYswyvHEc8yX31gujyPgiwlAfbDIdtDHYmt/oLQM4SGPfy8vp+XAet1Yn1Qp4wYPJbqg5NP7hYtz8tpMfmWoxz5dUZs58w/b709utfIc7/pP1qMuNQ+bcix2Y27r/kXY6XSwwwW9HYmYihOfLN9RoG9A2AfDF/tbPNCybLJLLLJP4ztn8P8J/4s1POthPgho52QY+SCHt4zyc+F00a3MOfVwCC983J4+Sl5pCHEQkwOx0hd/SVfSQYThH0Lcu/PJTPpBPxdZQncEdf8WKYAlOsXKxur0Lt8/sexNjAPlmx2GsuyclHpkVOzlnhCGm2wS+EWnBfCoSSDLIRUyKeLtNH9QCErhUv0C1eqQDEsRxb1B/a0HpLI5NLF5kbAwhQHYMmTQsb/AHPua0gH0xF/0MtPp+2xHn5Zov8AJbk6jIazcx0i3sJAfd9lvM+Ml6KXut+T1B/d04oO9IYO+fLTPISzcRMlkzJJJk/lJP8Awz+QegHtkcTFwXtkD1/imM7kdA/7ssdQNcZZIFSYAQSajzfIPHr9iBPuKE7GRd0cL4Gn8ICTDt9rHyJntkHvBep2RaapC0Ejr1iYWb1mF6yuLZCFdFs11ZrG+WP0sxwZdWP+2xOv2WJ6LheHqXSdtWGQnBOQDOh+NgABugbC48H5LGEN79ijr5JrOZ+wanIAT1vUxm4k+Dfy0GpKcS8dtAGIFfCNtW85asL38IKw63J32yD7L17PNiQRxsrSHQlPOMwnoSD0F0dQjTxfbx+5EfUXmLa3ckWh/CCIdJd/muCSyySSSSyf4z+EbYTzto46/wCxFNXy0OizvBkTMMDr27BB8knAQ8Y3J+biyu4NifVubnqIswfYsxoWdBjZmh3kYBwCJrzIu/TBBvWwvx/cKLIJjZqdh7ZLgf1D7ct4EsxiD0clD5/JArq23/pLyPtlp7ceu/ZDq6Xbw/1MmPZ+jh/UG/maZiEk5jF1gD0JP+32/VX3IVw4v2Q1+RaVyZI16dv2hC7vZMdLRweQ5vjIUHP7jV/xMAz9+MARwuUO/bB8lBuXVGUM9QIzv4lsRx+kk8ewA1KREeNt32WCfL4wnfSwGEXq2WNHST+mw2eE530YPABncTZ/pMPJOybZ/CT/AAk/+EMg4a+/+N9Nz9n8dJvwHttDrK+5DWHsHUxM8SQDMtZ6QYcb8vX1Fzof1JB5uhuf1C2dmOKY77d4AZH9JQu+WnryLet2y9Xfx/GGDs/bmsgEVhaBP9IJL7mHlwnz8vR4L9J+xrypYz5kDjDB0vYjU8kv0EaDxP2M5f7YhiBjEzj1tefJH/eWR4Fi2m79AsOT/kL8TvXYzw79YVpp+wYvsGj1MXTLB/W04uyNrIWV5HgFf2Bw+TFa/uxh5Tq2dCJpJgkyB++SKhk+SUk+EVR0napF9LS46TO/di51Jwb/AHPXWXPuSCYbA/Cxw9+wOB7Ils7WxJJJLP4f4bOfwDX3R2047wfkd/yVg59s2+V+xyuXiBbHKYlxA7HpubJ7FZUS7ZJ/EzxPZXDkQD97Yr/GXx3aOcC/J5ezwud4g69Tk/ICGjZ/A/uEC6vyAcF2xwdZQMFG12Ywnr2Neh9l02MyOmHV4QtAh/q3UKMu7whcmD0DPl5BLh/y2GPsmEptvWJOXp7BDkwsGo2XyxAQfs80P7EcR+sjGKf3bA4PpBADsjODGcXVyi5Mc8ho2HiI0NXCoWkbdYJzriMujYe6Gf3E8Jnj9if1yQrSB1veXa/YBHGQn5lg/ck8SeLhYbcyePxKTOwnH+kzikQ35dHb+iEcZJP4T+H+Hz+AZ1pv/wCiSNPlgMwhH7IPQkzOH7KcD+oScN7IR5SgVkOBtzLqdzMgibf45BRomlLA4Ds1ePZT8wJkGVbLqevySF/6lY8A8tzF+ixvD4tThueWo/6QMmOeQqAWRk5AvhHVTd7IJE/y3GOBM6/7kfvkafWwug7eWEJ6pyNIMIYuaH7G8R/1lnHUr45jwxsxXlg779s7f+4IhtkhnrCxwXDjkUx8XI6D/iByYQeB7FfUhHU0x2HqYyrvfs9aZrPIDT2U5yjvBvEvf7kbk1vIZcmkC9fL9sekIBIMEBXpKMTk3CO3kM/bs/G0hopnGVaNGZYly21sZJP4SSz+Ze3fg81h9P7KsAS36/MuiHbvJ5nrDAlC0cUx8SYNsdvww+uO8u4RkWSu/k4a1SbDhNqbbf1QsBLt82yzfvy04ThDVoPjOg3C2T0XgHIepCoJvpstqljxaRcBs+Hj4kfMe2IgH2eB/wC12Y7A+2sZH/E66BsLul9h/E+2AKYFzY7jEQ3n8TyB1u8esg6WeZmLI5S9dWookkri/LgEJCXcyDmaoytPmXmMf2943o738ue7FfJ+RX/ZYOsRyOEh4oumFkADZDwnc3djZelqUdtW+n2fMm2gBjb8StHk+D/wjxCfF6Rz9sZ1pKG+4b0fBgfU/GTOnF5a9Bp8u2sScd8sGY9P4Un+En+ZeBPWwfqfs9BmROKvxOn2LjOw8vPk7pxDobIN8kOtyJMpt3G9n+rurYY9eQmps715avZnliRv9SoKMlXfI931wc/oux2kGvv9RoX/AKnWHCI/9N8Td+WHgf1Jnt0DnbX06jOEnu3Q8UjlkR/S3gm/JUDs5MB+yoYjM97M0CeK6fst/wCm7O8h4Qw+XiGtpIzP2EQYxu630nL4Zv8Acz5QsPkq64wGDsBjhfskDpn9xGJT4sYSd2NDr2Jx6f1LIufkeQ42gSZrH+S+zl3lT7AO6v8Acj4EsI3y9oG/JZ/sTAssOZegYep5YvMie3SbkCQ8AR+wrHjxlavTxivqfYUxsdToHZBj5AoFwn1kkmyT+JeDfLIu1z8uisbXHLeKsjwgiEtIM/2aMOYcgV0EJIxgMzmxODni0D/gtA3dvmP8mHH/ACjoJv7GU2uwC2UVu6GW+zX5KphkHy/DIoC75NvGadxBqcz5L0sgaBb+oFpXCCh4b5LXxs8YEqzoiSJgC9LWjv2SdP8Ach1azPPsHp1f2CzEBf2SAZtgJmJ9jUMRdBp/s0wwHn5Id8imDyFzDlj46yvofkLLq/tzEZh0e+2B1H0u48Hxn2xy18TdkOQ3qn5MCp/q3dJ2c1Pkavq8q7dJyEbNI0JD+R8DjDwwu9RtIT+LABx7fOcldHUz9khvC2j9fsmR0/8AUYYwEPDDRGZlRZyx8n6lSTP8q8k/bYxxUtirsTw5F78xYcyRNKP5Inj9vwG4iz9h76LMPdbZAOTL/JbuuMJ/R9t8T/IjFx1p0gHByBJrCWhflgmj9usffsuib+rbWY7GVesfYN9RjzBlGp5N0P8AlLuHSLT+vkB97MznEI8F+WUXV0J5cjPnscwkT6vTltTuf5ZjiEe9hhvbFjrZXofIKtKRwBlmntwb0ta4hawdutXyMe2KwAOnxsZxllEGf1KuWgxIg6fJ/CGtqIUGkT+EoCEv7c/bEHZbhgIgFn+QHepIOGfi63Z+xEOTx/Yb7l8h2y4iYPp+QDG7Yf8A+Wf4Tj0G3t3vpb57+RJ9XjfcI/8ArSEav8tBh/ZYJez9+2fGyIdkmefwr0B8sloqRPHSxHPfy8leQgQ/5vYMZ3+7mQ59u7/hgth+u3C4sZuztdPjJwH9uQL0irmLCPP9gm3hZx/9p+Gs1ibkgj3/AGJVdgA457CM8gvG/sqcNn9R+TU/+Z5ORRXXjCAubcvH9rpnv2I0OyzmeWvhkoot/uVc6YQ75dVe21hrH6cPy8/UnbfPloYH+4cEyUUH2Da2ez9tgPi9hxhk4LMNDYwsnAXZW9d+Rggv/MnLy/UDZHy18HH7PlP6sNaXz2fhOee/tluSYHGEMPZMBuyAHhJMJwhx/ZQbq4TqONN/V69Z6t+PGUYW0vrJHXDPyBKLsYBFfZTKjlhnEsmT2TdFv6MyGPPsgnsnIoXQ/JaIJiIOMMmfZfP78tm9eE+F420+Fwk9hIRBh7BoXduc/bIf+5kPELDm3RQS/I5y0H4ks8spU9v6EXrjbEnT5kUSYsAI97MsZEMdnD6EdHC22NCHGs3yzwy5Ds5DL9RW7jv9WKxMZnfkdK5mcCRwO3qRkA8TyQw+3cZY2nhPgjIMEQK65ZGijG9gt9jv9Xcu+W+HWRwg8Gtw87kjoOWDH2Wt5Dyd+TYfX9SOdWwGOk+/BAuv8RF5H2QiDHruzTxyJwSfR/raweqBRf8AuOs4JgExcRdlTgYnDeDAI9guOQpnG+gTjjY+mPy3Dz8lX+8oxMPmf9sD9fG1I+/ZgIh4PZ0IazsCapf9JXne2aEKGlt45bEk+f5bPCR3rWFsLEef6rSTomGfbWktjeseA9lrvmPGMlnXU8s9Ti/Yzo0vtrq8s3LnPZLrCIDefV4PIjB/wiPHXyNuEGqG2a9Nt55hL6DaXbeVpPbPBEZi9+SZ1uyE+pCFIPRcttJX8m2uTsL5ND9SQ16t3WwYPyzgE/l2N3LKw29fj7F2K5J9Z9u4qEOU6MGgeWACX5DqPft3ITmZFkg4ZDWu/UEiGQO8CbCcJi25BAWF2nWLKokj+08ugRv7PJs+25SMFnTcD8fLhcqXfg3d828eFl6tDT3yea30I1wY/bAcOwEjSxZk34Ozc/k6wM2ccY4muMiTd+JQP2Fs8S+YG2tcPJ7+2gLlnWdn02DziRq/UFsX/AumdmoHz7YHjbaPj2AtldmfqPrIf8Lpi42hBZd3hkgF/t0of02QAu25+psN5EqEPWGAv5kjiKXzM/ZduJAqORxuLMf7vJ6j/mweUBo9z+DSPrwli4lMH/MzAHZ8bn5LdTdXKztUkHLLCxabuXTZy5s9QzOUfpZzNbA+LzjC9rdJsvhE0L3OD8h8GtgYwuwfYf8A7I+Hpa2mzPV4/LKB6yfEZPhvEZgK3uPJzRyY8YfJTyduPci0JSwThM/gQTNW7r1cJ0EvmZPQ5aL7+Sw3k/8AgEw1Gxkb2c5N2PGH7mw+elgcsJx7bT8ni+yp8ybhHFm2YoTY2Qn9tDjKWltP6tOAr/sexsX3yIcXyysckHrmQHqbs4OdmQAGa10jZBhNsu8CU0TEY482KwSWht8k2xiZfTtgbwgIDWYOf+ZfBRmWnqEYdbkVIJeHsRllvofwQA8HJMCIrFAbXWWNj4OoriWJxJP6v1Ennz8mAMS+J6Tr/wBJ6fpI0hu9LG47ZEcCPiHe+W6rlsv5YBctinSEYe2zc2116JGAXXzlgRwmLTVit8P2REPq7FFeHcPttjic1HsjqhHtRH0ji8IWgHLMzjkmK318TTkfeY/t+30Z1xffIB0f7OF7HU7Ke+2r+pOFrDgFjjs4aOzx8jQDjOO7DvW6Cxl9RewjdhzAwgBqnLYyzIfDyTvPYrX99+Nj77+WdQI45+kY+kZ+nY+vByV1/wCpj9Fnew8OD9k8IWdm0DVt/e/qYJpp7sHr1MmXfs/0EPU6fGB3u3wHSVv6/IM1ZD9fZeX/AJnwG4MKB7KdYJbBssECE+FsxXWJaOn0vREs/wDCNIwsk/XxhvEpFx+xfnZAf7e4chw3yPRSzYN7ENY/IkI2J7GIgt8gT/AYWht02BH4wMm182LnjLWpZzGl+xIhjAjZnzIXg+TdHGCtOScMYD/zH8AQE3jCOjkQvmD0OwPHsHcw78thN3kZIjbAYjHxP67KeF/Uj97MUO/GT+uwYh1PSH9BN7GNZGHwxA9ZFnTyx50ccx8sI/ufHfISYAZPDCE2zz5Bye2wC0g6UrrKAWJcHhKwGnUG3Nbpx7ePQyHYCvrIavv5Dj3ITnv7CUPnkIAk+kJn/wBLD+qUC37EG+sppaBuNleGQzEVK18wax7B6N/YuuBal9/WJyJyy5yB7osMwX6o/wB2dBDPkyzMz7GRWzIvSWp8ZDUWQOIIryyBNLsH+zJnIXkHP2PChAD/AGCR5+S4jm/bJNmRwMSz/tufrtz86RkGCYXA/gBD3l7ggTGI5wDxts1YRzT5EOGRNmQ4YS3vc+QvF2z0OQK+7t8Y8TslCYGIqr7W7wj8OQ8bOvWkreh8kZvljcYf0QH4Hketck9HGGf6oNLAXjB5EqFrdkf8sTRzWQCOshd6kn5GQPP23p8sQIv+zZ9csDHjGJuT+zL1/wCrBc6w6zh4WGBhYwxD58sGpH5v5M4Qhxsi/k2+tlBrAkGHJjTyZ6eHtp75DmQOmoRXy2i9n5HVBw1DKQyxNcPs/wCz4WwziZlV9Q8LBwytuJgjg7dI9wMz5Z8zMjbefUnXWeTUv3bG4fUN7F/JfNzbf16fLi19k1G5Irik8HSU3x+xo9/uUcgR6ZUmqaMjT9/Jtb7LrDHNd/u9o0fb2GBeSfLDiV7xC2w1/dsXpB6uSXHo3GG+pjbcHpfBf8zv7Qzxj+oM+kiFA6vJp1eRBPLwbjAkzj7N6h8rxh2FgfO2QXUgj4+2WztjE4w4Tsum/YGPp9t1q7PPH2fS8g65JNpt+I/qSO5keIvaRePRnlAn9yrCAfn5YOt2+ltOJ1ZgAxinttR1YzPqxbGYqBbAK/7apcfn7Oan+XrOm3wXxtpY8iEXCa0eyO6l/IA9P7jOJ2YR1/Ev4Bk9Q0bEvhY2+24Dd/baJt6Vk+i6wp/EEHHOMOMKIdmOZrNpjy/bi/JQDfvIqdxHjhbodLei5kVQnxt0xO3QDtoPcT7AL6vfMZ5NVaz8kis6AjK7uw4Gdbnp7POpGGwf8S8J/lgBrkGxP8jyrksXASIiegfbmOF2MLbR+lrbEnF7/FMgBwhpcJH9pDJ5LxTshh0+xDvi4Gl8eaQsWAd7IF8LnRy0AULDOMPsENGmwT/0Tm69sSnhFO3M5Lp8gYTvA/6m4LhIwD2xAP0XR87YboWwd9s3CpbSoPsNaOn2L6xG5ShWL21px8bYiql93JjI4SoNuA6gfISNq9JS0yHVceSLmDcSwNfIU7y6LEssEOpBx5+XmjHn2BtLF5ZG+XacgjnQnDrhDjgSCueesxvVS0DZdvhhAr17YA8fsbcOkW1zHRAG+sjqiHUM+QvXDLaDUnzn72Z37nyQUDS3OVrUKx6Qj0MDo31Pflo323gEUZ8ZOPH7aIHIMfWynLrkvKf+YYMx08bEU+7z/l3EWYIekQP6jwjk72/y4nVH5CJPH2QfxcJs8OaE5MduLlrS3WH9WaEf5eBzGENOTPqf+9l67YGPsd8Q/wDK0OFr38sGNukkt+kufl8hfEesp48sPHt6eEun39sTybrn2d/+FA297HMx/uwR0mlDclCZKe5hZ5kkWQ8jkxfVFfLX7f5KQH+lgYQ/ghdAXJEwA5kTVQWnTD8+Rbuz7yyM82cN6l84SAb6h58RpU7+2HjbrP8AU90j2anxeIZKT7PPPSU/9kS6FzVAHyMD2RUOWezyzd/kVu5/BSFDScb7I5Tga2lf4I+64vyIgHNuuthkexIzsGc0/UkzoJ3kfpaGDkormMYF5dAASt35dR2GXT+ro5wbyfYZp4/LQrNgeKZPGZkuc8brb9wAHvukQ4HkR4N+Qdnv3yHobK/C43ZejkqIUBjRuJH7ApPfki3bUD/mHm+LxmXCdTIU1Owv4YNtkLdu4vLeixT0/wBSAR7+Q0HJray5ZowNhyOdzL0GCy8RNsgLF+zPQfy4abMHix4fD7AGiXFflpxecmhzn5YdRL3oyMbEr7n+xo+KXnZiLh+wpzuRue7oP9lx7NERPmxH/Cwbz9ngziduDOPljxjBzkl8n5IbdywQmv2aKcH2+lwja5n/ALtBTkODmM9huFj1eQiDET3jIZf9LYGbAAepMcVNmR4PyHYePhJLgnl3DWIwmS8ifZGLNgu5Ysxc5dgbMrxD/wDHO6rcnkP86mEpo/JF0MJ/qRD9mAJqTFvoo3mE2oA45GHdC3B8JyHQwf6RAXdbk3iZR1+xzyc//wAgzvkQ/v8AYLxbcBdTDsI19hq4B+2mA5edfJ/a1acnKDNSDw5t1GyV6TxM1jCsT+oMThaLy0YyZk/bV9yNodQ5RgRZ6XWcUqTl/wCqOOiT/MmMJ/rsa3b+phngeXZEEXG08ZA82YiySUAnVlp3SwHXHknnp9nxPsux8+kGP1+2ILWz8lwNxJ3DK37JdTUfGR7VcScN5HZQcezcPIA3xBDp3l5MMvA+yCXIqvC6Bwhe3+7Bn9L19btjC3JYxCR/ZM925z1sVsflkDCfZNDy6Xllv/RaN/7RXc5Zzk8MTb1F5AQsQT0RYjuQYv1GTu2S42hgydM9mz4hZfx6KPPzG8FewHx/Jjlx8T6eDNp7+5b1WwD4hH+10nN5PRuawYzOTO2Q96l0QQlC1DH5IcFjsXyEDk9vB6WrXpL/AG2S6B+RRnCQGTkuNSdACXuF+39KIu5ycntFSbr7bPWRlviYt4F8wHsB/wCjaXatr3kizdITgzH7F8NfsIaOZbUTSR53NyEuttqOXUHX2MHwscsdjU+E1SOnyZwwC4lf/MnTTz9s1OH5A8DIB2OnhBfzJL1kDBwuXvndma+sDKvjAATUs0cbbAyfgE65Aeg/ZUtpDQCezxI4H39uj6Fssxj4LYiDg4TaHqeW2TT4yrTGIDkGPd/Y0QodQ/LbJ7CnpDr3Enu3uoTFZdZ9+yMd5ATXbFjf2fTfY+7Ti3mHsAdDb6TdgP0y09mej9lzH3cge8ZMDz5ew4nbE6IsLy8V2z/CcYOJXXErRbthty3f7sHGDQHf2WsAvQOv2Qh7/liB+QUG35Es9J8fI409lGI4/ZT1uE/87B0H/OR0XWY4PsLR/f8AIHjr2MOKG/m/3IOeCOEcYIrcZCfRF9PfJjwu8unycc2QTh9uMvPLPrm35RyZsridLUZ0uXB7J+mQBt4nPka248jhGOvYsg9m7P8AJjFeQ9D4dlw7nyycTGKVXLFfPpAje2Cx32Th0k1kD80fJQ/qA8ex/RhB+oSnEY158lfWw6DpEk/LZz2KuO/7eAN/qLrwWAp38u3xA+GyP2obfQx/7JH4HdfpEIvPf7FTs1CB2/CSx6/LbStJrcHJb3HZodvp6SdDtuEIOr4gerr5BBsaP+8A+ElHhlkOSOnwgdq8g6WL/aJo8nHvyGEJuh1sIyHpDUwFlQeftgwcgOvLC8BNRx+IN6Fj2I1+SXLavdf2zC9Yg49wdskcT5aRHkJkdWDj7ybhtt47YaIcv+GU8P8AuOimcMcTcmKq8jA7eAaX0HLL2A78ezRi4/YRjhgccN0Do+3uuZe9tVznyLOyxgeQ2A39vAB8Ijh56R1oT9AmQHcRD8Wjw/pajSfIF5IrSnD9hDX9u2a75JkGwUfLEf8AlFnPfsGkgTPb1HJu3pJ0uNHyFQ+zdHy/sMgP1e6VCOEaOcujY47dFeRB6Ke2vXtiM2eRAoHye9ZFJ9tffZdSIWJKN3pGwhp8gQMnddXj9fk7pbDFshHHNy9Jo24OD7Ox+IvR75bNZfeNioe3BDqWxv4h3exnLbtJWxQx/JGvqT9LQ/kncmdz2TonSA/0gHGOD9kDc5+TMWB9f7JQ3tgedk64Zg5siMYvsB+bfobDygRMfLYhhb6+XliBhz4mfVJMP8u9cb0jt+Hs3TiQDvNlkqQLC1OMkmjEdiQP27D7kh3JPOw30uAIXHLkw3gYXnWcb6T19K6QPJgC1BAvwxzDsvcf824r1Xv5O4OXPOTLHSBwvU8QA+PCNw1PPJXAxhqd89sUHy0Oh8u885MICvlovj8RiW6WxUno7BTm5NwXDwMDd7G0nk7Mc/oiSr2GEM/WOkC6XkgOT6kVgJLOsclicrkcz18tzelmDPWHoJgcmB1YcigYe2+PkKt1/a30v1TMerMc1fJUJ5Ly8SejjO7XGAJ3JrFNt+9QHZqAx+3uPZNB/wC7nf35GHTl5EK49+wl/H22Ju2dixPWZAOg2L3wto8JKRbpIns9htpYsTTxshOZARwDsJ9Pt27mWmrlhC8x1mxHC1zvlkMTNBIW+3jU3LJpiFTi9z0iJ12YIbdA+l8LY1zL0fJkOyGL5vbvvY2Xr6QBZ26zZ7ICKn9aQPy2iHAlB4fG9jesGv7AEH933RmwcwUkv232VwO2R3kf+SN8hEwe3dWtod58hlXs6EBieZaXGqHJ3Y4tb+TtB+8bPx37KfhOBThADfZ1rrsfLbHcSnoZG1MXyXM7Kf8AWFi6yu/9ZhR78uCb+QG5jpcAHdnIj3bKToW/7FuB6QeDlzCHD8Xuefk7Rw/Jj524OXY8eQobAwPfbNRj9n+kbjpYF5lh91SH6hPUH6JnLescP7IjB9gOd/yTMS/U6PLiHMgimTfPZQHqD4nEnnLVcawOjXbXzePdvDe/sjQ61f2ZYcz28Lm/Jxj5cO33+IQTnZYpj2+UIDDjsCd7FnJ0s4Wx0ZrZ40voZ7M60ZdXX25/TAr5yxr2dwdJriJurETnFxZLgew0XPy0CXPkmR/pGw8IvDrcqRGXrFg5JQgHcnt61hIGiwHTmeQvUJ4dgaXiQEmHDO/EM4ty4BiWA8l8r7bYY/Nkjj2GvhbLrnq6ZxLH8JLXrMDV6RIoj+i6QYnyL1xTs4SRg23R5dDvkfVrOWj/AD7EPSBL6nMeQMl3Y4iz0+f1bdRuC7PIckEw4xA3rIH7O6eWlpowB+IzHoQx8YB/Uyj5Gjotem/1CaHS58Ow/wCJTWsv8j7Y6OSFRC88fJAtmMWffpK7vkN0vbaAP7egTJ5dQdJmQLWpOI9DLitsFo2OebA3zu+w+KBHXLs7u2DpkmoARhOr9L40ENJMfpZH6vgQVw5DNc206eTnDk8H+GAJk1nS4g/2Y3XYvAAiWHbN6z6ad9joy0CmTDS4JkOO5KfScz5Nx7kfZljGEgJ6e2Jwfyep1sIYgjgo9YDv7AHx+wcfYA/TwkHTkpshWKP7nh1cD6+2DzbCf3b/AMJImPLh8RwSMClku59jwMf9bW5eGTmax+25CosGh+23vf7gmr/sFHY/Ml4Yg3V6TbByDUWf1CFjj/i/dybdSdm/Mloymx2/JEA/yCtRJMtI7FT6JD8FwG/bED/xKj24T5YN0y/HJA3lpFtiNxhyGQPYDzgx2E0uX9kD+pmF/wAhsQN3SPIohxdSqyA4WNHo/L4zj9uaG/j5ah0Mp1T2bPwbUJOl+HyAzLuefkwzeguB/AMU/wAJRtOf6vS43N/+2qgBqnwblg7vJ2XkDjk1onYUMefw2qUFCnUScc9f4/2BGQMXbBGs7uL/AFOT9/Jq4ZAAZkAf3KzO2OcG4r7Acbo158kavjyS8bGJ0ImY0sB+R4HLpjdjpHnjEL6gXZSTNG0/r+rWicPsjakPkjk6uOOwd8Q8UHf0lhvDJ/aUMPX2N/3bNZH/AEsRHC07457bBwX0m/3FtzYhxM21WGkaCXiEWCuntroN27u828OQnFnJiWajfo7eD7Ye23Dsbn23VCBL/oj9eX9tIjZvtmnH0vClLvMj0B2N+L2eqkmWWEydJW0TiDC9QoLj63uZ1Lln2lFAYkAL+wVTG0tmSQFpzpa6EwmdvK/yCKVPP7QRrs5F9tpvtupuWw5y+B6ScABIrXgP9kgm9hlf9GewHD1mn/FMU+y+vIQjB9d+F8caNdPk+Pun2FYPbTxo+RwD01+2YkJlsX8fZeYtsslvZj2FDPl39gaJmwhUbgpWceWCR26v0sE5DUQJWstNjkYawyIWOzXTcYcyDxrj4SbPCcaY/b37H5uTcf2B71vWMS6jpMhLj0nWGFj3QcZA9aZOPqxg6SbhPzF3Pbac9JPOGJghz3JnTiUfCWp83/8ASTJDWjORvLHJy6nvy+7/AGlNOXbNNkfhAY/ImfIgXRZcT1kpOvpJrIAE09mIEP7vhdTA7j+rux8huRP9uTWzq+wv3DGqB9m72fsL3WvyCA67+RvfX5L09Jk/Vm/B+WG/+0BQy+d21v5LHBJXOcfkAAZyVx537DpZsz+9s5f+4MC+WAqwAfWFPxCPAPWy4m5Ecwyb817Hvflp2THDtmOrYa+IXTy4DL7j2cbUJB8le2MJ46yf3Ich5HHnn20NiDmRoNIMmM/bsDEJ+PY3WbnTMhhy/JC4nJItOfIcdZ92yc6ip8wjDDr2XCIP2A1GCHrCQ+lmgbsbDTZNORFXyTns+tuCLM6Rug5I+/ZHN6s0duQOtsZ7r/6R/wCaHm+J/wCq6ey/NvB+wM+F1Bx8hd1yHTMtgKGwbscexOMMG/rHUZjKB+wceJQNkp4gLPyOIezcb0/YY8H1mADMh/Wx+6bGovI3zsMmG1bUpsDARGwCGfsAHwMfyymf0OdzfIHrFgT8P5cQX/ZMCw+2gfkIPu/JE6HJ1p7ZZCyO8Mq/+roRnU6DE5d2T9vnWUGYoLD+oGz7I8eyLMiGMjADp9hwTsEeJ79m39P9vEcJnG8SCwsZHE+xyMvNugzyIJ09jiMbYZACuTpB5sBp6QLn2MyO6jyyhqXiGQcFz2UQdsgv25YHsGPxfRxJEc35FkaD5MwA/IH5GODy0YGne7PN08bE/ihj/CG4A+WxLfiR7Da+2yADrk1CBtv6fYDrYv1ch3Yd8H7Bkf0Mmjhf+phh4eTUGs+4z+oxOF/LlxupWTqEYFyEzxAHyNq9McfhEA0XsF8n6RxuSYBr+WvNi3RskxnguKVs9L/YZL2TQ5cM2ENUtGBkRHTpLPXkXo4ftwDpDV4nsOlwfCRKbcj9Wh6ydwnJcm7IDEg8vbCp7G6eQsnbcgQpmw++rdraYA3SWkC5JITJiOl+Fr/Ylof3DkNBC0/ZAb+EavxLvyS/7j7Ei7nyCBwnGdyLa/4v7UmX9TPsuXcjCnZlv0hMg2wF1vyy78LQ0NCRAcfLCJn5AnhaVhI44NkOl336RzU9hjfqj/cQ4CdlgxdPkNYHLdwJQ3sAUopwjOfbZquFwN2O0PIT6sDrn3I3/wBv0B7GbyRA+xikCcN4RlY0Ng33IioSMOrjQg4SfUjQPXIjxxgFLk4Pi4BtsKADpz2abj+yFfWSFHlmIvf24IusTXCwveGfoZAGusCL/UkVd40uh7Pl0w3JkhcZmo/pdlgnumGQx17Fw8jxTXu4wblg/qAgAm5+SCzUfiXL0RlHE4RNl+oWGXbA5/tkwEGh9sAxcISfr5GhO2Dw7Fhw/b7Fx7sb3ttZzDz9lGeXXfsL3yCuTmH2w/WNGcjDs15+xFxtr4T9W9w6PrbSzZyTPuWCOM9/vawfsHhM5suBEcl4eQTv2BJ9X/2N8G3nes3EbWbmF0t0YjxeGQhoeBLAwW9RLNs52dO/9wAJMTtstPf27cguHdsRR5acOysnGVEx/wBlg8odA5Yr35D2QfC5EoMGIkGUly5rcWtrgbiV3YDAezrPv6fxIulo88bvbtv75cPL+y172G5RY5Z+2R9Q0vuwKheOcmukQhvL0PLi8iFz0tE9PIvJ/iLybOj8kRh6lz9fy/sZ7Z/h/UkekXiY3IAT8lHMb7M5eJi4td/l7GTYJdb7DnLhkvQy/wCZi6Q3ScjnfbnHp9siP9jQ3G3wewhtbQ4xPUwC1BH1/sm4O+xIHGx+lMWn4kbMjxlUv8b7GQLxIOkrzJHfy0L4Sn9z/wDSf5Fg9e7HA/kmA5lu+zamU692R1pkDAGUezyCv07MQa3fWos15flWyes471lmhkQYxg9qWZpHU7F5DkieWMxkN9ZABeHsm/Dc8kcTtyNGvpaETlso0Ptop1C8df21NobN6ZFB+WpteSJD5aGRNOyj5pdmk4OkuOzZ15CKOMxWQP6IIcfq/INpW7KB21l49JhTgjxv/E/63y4v1Ioh7MLwxJ95WOaWFOr3E/uNdggfsJd8vMxjBjdb/wArHcLAeZaOJwua2hh7MLLX026B4RXjls6+32e3IELl5+RP5jYodJ7J2Bo7nMuxT9IX8X3LQL39yHEU/bOlcJdROWMz8hlGh3bTMxBM2B1HnyYnmz/2X5UQyOB/W5t18ZFboPIB9mb62ycezUdng8CQeQmw637DaPLgBxQ8W79tBMbdc3sHzeRSGhO9bC8gvplp4eQ4AEgn2GFLZ60P7g/tsF3v5ZDg/G+sDIkdIZBb9hAHCTbPD5APMIU624AYTjl56QQZ5H39RR+JN46iXqb5jyHY5Z+FZsDhra4NVi4DlrtzbQaDk+c7lw+6WLyUDnSZs4yAU+kgNfLnJ7LDA5ydC+gveho2FRA6wmPj7YYOW1+Pbid62hm8lu+oATX1jAGjIfkpf6lOHWA4eSH5G5NvILsGbBDj5Pg9iHoXPJAcTToH2yh0tjfjdx9LeCZYy6Xdjgxh5HSnNf8A0gdoF3MFPLDZyfbdSWgD7Yb/AKWwnNjQZbfmNBcft4ificF62Frp9haPJensTrAHYq7wLNPrIYHH7Ij/AMFhmdh5wm8Pb1YI/IdMyzZ6ggnsmdMgKE2Z6MDXfl4Gfg/hgO/qzsg50hDNmd67DoJl/wAJIHGzONf1KdCDSj5ZTvT0/Y83D+yAnEWqU4C+yPrWeWPxbj7DAhL/ACTAd1tlHn7euM7T25b59hRkI6wcmazQldO/i0z9QGgxIgEcZv8A4JhxdlCwdLXzbcDbF7Z4MCRNYsEtt+LAHTA8Zd1IODZPz5JYdkLR9l5eJy5Lhtop9k5zy604ulppa8cbLPo3hHtx08+24bAx+/8A6SnI4F3R7GcLierCBt2PyCX+4BzH+G+MerAm+SPpkEc1gIBr7K9eln6CQ+P6hCnED21PGM14v5J1JyVsWBvXEic9/qSf2bCwE1Dz+zEHpCRYC+YM2U5MJ+XMvpbtOfJRqZcgezdfsXE7fZjMPuC/T5GvYG5M79WC7xnWkfiSgRsnGMwOaSMZCYMk1xzkhE5vIUo5pPyur7CbOyZPLLnI+3/cPn6WC3h+WJwRYAke+F7+4JRh+T/BkTw8ZiB8tybtggQ4fogep7LPYcs4Z7CnQ1tOZPYoJ5Ni+WZGM8L/AEU4Xo8hqej8uEeLI4PLB7EgGg2BOhuZEKoL8sW8JBp1k989hxTti9eRtnrAB+y6VHCfQkJ26H5AC+ZMXImqwG+z0m/sLGfFjtzmDpN/ZLB4TmPl9WoGBj8lhtnyBW+ficd82I16IcROwOAfqUk+vbsWLbLNZCBgfbQ17APQ+SJGxjn+wb+GBzn8nHjm8yVIO/sy23AuZETsfyrTQuxlPMs6F2Ud1JCuWLw8ivwYhAyD1cI3xyMCF6ex8rABEBGp0rjchEgOtk68X9UppyN6BAaGQgY99uZzLDz1tHr2N8dPxu/k3B44ZGEeNkOcYU37IdUBwIWW3/m0ttGKYdPyI85s+z5A3iJ8gfWR9gjunf6igT32BTHPlq/z5Ng9bYhPEuT8g1d68jG3O+xPkn5DcJ/USA8scfBI4fbiRsP2Yb6yFsAeYS+Jxf0t7nL06/uD2WObr9txu7NxV6hXOZc+QiHe7Ieejat5rFu75IQP7W56j9lXv+SLTml0zc/JFDRY42JIfYcDxPtnj2dYexH3/Uekb6GXK6ZeP2HI4HseBvPreLxYcN2188jlNuQf+rT8P2dXxtdWk4AO/Ii/sLo7k8j7ZImkxt7z2QofWZmejp/UXh28EyfM3IEfUF732zD1dYNH7epXLrI3APPsPQhKAyVnPbn9TpktJNm9xvs4O6xjlkIT62v/ALLTb8sLtqR/pI++QJfkDo4kPDiWCgI3F2DOGMNDMdfCzW53J1XeXa30n0IBDhlvB67tutvw3Ohp5Chw+fs6LhnLph7Nn9jnf6uj+28gYH6f3ODmsaOdhrfjP+gxmbtsHIYRIzCbMJ8ve5ag3tqNXy7BkRHO/wB3Mvcs4nH5InrloY7YDuwiGr4wbfluv+2w43G70ukhnOZjPNS2IDz2Zv8A0X0eSOPkn73AztqjhB1ty08u+Ho8iwTGPBT7bFjjGFPCZmBdIZ1BNi2jVkaYv/dsfj4yMwJFo1v7DB6hffHy0lxJQ9HqRfCRZgh4eZM22ZmkNwkT9Sd4xB6/YHwBvYgLzbkm9neXZDASg8tHpa63kHA8lbDkuC1Nbs3I6M5iZduw/wBl6ftg+sOTE81h/c+MMxfkhYyqT08b1wv38jAc55bnBfC5hy8S2H0ijjf1HDFs8P40O42WOoT7PsP+Nl15ep9bRHrEuEqh0gheLeQdnmTe7ckGYR4DHJR/MGbxkHGax1Z5+2tt3abY4Ack/AZHnSfC/k1krOrX1tVYTmhY/hLQ83+5SB/xaM1Zzoe/l2JzYFzLkXMgaeMC57eTvzyIgYwM/wCDN4Hy6wkv9jydqCUM3lLNpz8g3H+hDnht7g22CFg5jkh3x+SmZ0e/1IBN/ksNwuoPSON0JzGeWO6YwDVcF133IYJ4fIAfWwA7AGZcs+QZb7DwPkQz7IPTCQv9zpvyAVkJtHJXrauFmuhumvGwYnj7a9RF/YN+Ss+IRoLw5YT/AKMLsG/sLZJOrnxCHDwnZDAYMs/8DeYc1iw0bs5vpvC4cQ/qeLvPtws/wubj2yQKWAfl7C+Me2fggPN9bY+I7yWQTfmQMHWP1WHjDfUj2r0jbZ5fZcH5ZMuvNgHjdg4Q7AXXy0EjQV7T4fGZ44Qjfl/iRhs/pcEHnbCTW4W79knxbNzVWSnkA07ZjGfLZ/8AxMH7Lp+kNg8gCJcPbTN/q1Ty/shRkYeh7B2Ay0+mZYAaH/1D+wtALyBzkQ6ZaAOcN0AbL6beAfPbJOo2QNs36srT5tp/0yxo+djqtX9Mo7f7b6QnWN5+Tn4QpTNlHeTDWMtR/JSLk3vbYWIDFjvS8H9lHhIgRmAUVLk0f1HxYdPsy5T+t65f0Y8ei4Atx3H/AHf0v+7H7/5q4nfusF3LI+sgNesmx5luPDu8gYzpI9cg0b2Ybh/JsxU+M2PhKvEQQVtisWQHWAi1+y7ztpMd+yh9Hyc8GWbnhGQufDdBOH2NEFPqyD9n9SsDm9sAj0heo6wpeLIudbDj7P04xoHn7KgH9409fEh324vB0FoB+WtMZxide2cckX+ElJPq2knnP5bj9SkDg3udkMI2tzfY5C75bHF44ugRv5MGvYl7IRuX+hde92UOvJ3Ps+M6vgGOkhLj3zbO0FLAbfuXRPCVn3ZOPULrNkz2BRuimzJ3yK4QjOrPx78WhMEab4+zMnllOjI9d3IQ9FyEAdeyjoT6Dg2aBixus/8Aklwun92mhp5fBG4zD9Yd/wDBjXn/APCBvuZfoCWzMfLICdZFDxLkHMkvxy3BhCeJnsRXO306/sSVZmOw0ei/KWFxZDx6PtvPaAD19kLCBsDYBkUie2TR4PSEmNgcPbdGarKia21uf9rXU9fydDof2IviRJT1l05iGP8Aqw2/4nv4xrD5d8ScehDx87yUjxu08+XDFMhG+G19wy35+JNC0QfL/ctDRyH23kkYfYdz7ONUybvJckf8wWDUvkqdYLprxssPZUKWDLCvgycVg/LcLF9uymCCJO792AI5kt+vyzdY2rRn92D9G0xrG7//AHbgprywvc/bDZikYLhfkAeWDH79LjvkhBxKtTkM4d/yOGdPjYOHc7Yw8PsQC04mV9ZOX3G4E/ZdhO+M3YmXLThb+/ynDz/9E8Ksw45J1qfBCxeJ5A3Os5r4xLp2OLlkpZVCaettGQc3qQ8MLd528zDdp7PHlkRFGyZjsGtmdriSHD1lY9SWKlwmaTHsjucjvV2c7wgM2yd8CYoeSXDjDGtC5XNyjPjvLQEB+slywyryPLCF8sj9mw4SJ698tAzwpwt5yKQDkqHH8lipizoZS8G0sbX0/InDoSdJfIo/HzIT2wOmwidRZlo92MTTnOThx5ODLYPlhxNUfbWX8CM5HSbxNZmtj4bAcJDJv2SIfks60/uxCTB6GRvfbAaZ/chDvLqf+puhnrlkG/0jSOp2HP8Avj0L9W6Q97A/3hhnw/8AAQPp4/4X5s+RhD5scF7EMjU+QwXWMXfGNPpl0eWuYQEMm0TSOH7Yx6IM2G4UbAswjqcJAF8tPnk818sG/JipjJDL9siaZ3rdPXID15ahblnWMF3yTXaYDxj0Hp7KkZsDktzYsG6P0v8AQtDOCCEtiAyJB3HsCL025T/QlSH9CAhkG/57ZG6S4hLgjw+WTvEI+RY3H7Dhy1HMyJ09gYnH9yjAdgxtjol8bozyTqauvbYk/o3PVkhgD7K3kxWNsg42fsexuLn6QEAE9Wp3g2eoAG6sgB4wpgeCBk6byH0+JKVTSejZKlHkaEe8U+SZOclUh9tloHnR/VqANT7C9epNMgz+c/8A/D4i6YU+Ht0bIuG5NYO7BcR7HOR5L6y+hYWZBjsMd8MgeCJa4N8HJ24H6g9d2Hn1tD8PlxfMnMZczBgnY4DEhODkzhzb4/bo7Z7zGZm33M+TUBQCJC1fknf9TTbzYSi5kXx+y/6F13+7b94w4zW+MU/YE52chPkE+DIIAHYw2ZPCYH5FmHYMzyPgPyUD5A6eRK8/y0ygYFFjbNL4bj+Qx2f5C5DknzI/MmB6YcA/8zgRieC1WN/uAgYjIQb+3Hf8WAV5KP6si9tpF5ya0ewr7KtnhbEI7FHcJxKD0MeIPjb7ALOGQG/2mmHnloNXbDj82Ci+Sjr2Il8P4NMPCN3fn/gB9xZj37e17Aeu7FRMPIwA0jhT21AjYkwafBY0XN9j90xS/qNHh+Q6C3k5+RGHy2/sugNSUwsapeI5sDkFxbGB6m83yImXpz0tA5YcQGG2Lpy60zr9gV9kC3SUMevZhxL13lhll+SHc8Lc4ARo7ZCGTIlycY6zzfWHs8mxGz14yh/qN/2L6OM8/mW3ByJ88m6xhFAHqcIzPyyEskoIhG59gaeHy3yupBrGEP2I4cuBTjEME38gGOZM4sODIFbJgeQl3sQP+Ej0ctAt3whNw7LdyycDtzGeXa3Detrjm9tBOHtnaxcsDZ/IzPp20R3ElFHX1Bp5IPv9we3v8alYPscP/Hb0f5/Kbvt6/wAXh/t6x/6Lx/28v8vr/Lyz7/GtW/w8Xpe14L4vG+L1vEmnyXt7n/4vuKbnsxve3gvf+Q/ckyck/UnHWTh35e/9X5/Me7z/ADvP8ntNDD8k/V7IGt/8o8/5e15f7f8Awvj+Sei/9q9Mn03t/knHbr38v/ym+zA3wuTn8y+XBT3P4eH/ACxHNC8g8/IHx9vv/wAH+D+S/9k=)
Uma explosão solar irrompeu do outro lado do sol em 4 de junho de 2011. Crédito: NASA / STEREO / Helioviewer
As explosaµes solares jorrando do sol e as tempestades geradas na Terra impactam a ionosfera do planeta de maneiras diferentes, o que tem implicações na capacidade de conduzir comunicações de longo alcance.
Uma equipe de pesquisadores trabalhando com dados coletados pelo Incoherent Scatter Radar (ISR) no Observatório de Arecibo, satanãlites e detectores de raios em Porto Rico examinaram pela primeira vez os impactos simulta¢neos de tempestades e explosaµes solares na regia£o D ionosfanãrica ( frequentemente referido como limite do Espaço).
Na primeira análise desse tipo, a equipe determinou que explosaµes solares e rela¢mpagos de tempestades provocammudanças únicas naquela borda do Espaço, que éusada para comunicações de longo alcance, como o GPS encontrado em veaculos e aviaµes.
O trabalho, liderado pelo professor assistente de física do New Mexico Tech, Caitano L. da Silva, foi publicado recentemente na revista Scientific Reports , uma revista do Nature Publishing Group.
“Sa£o resultados realmente emocionantesâ€, diz da Silva. "Uma das coisas principais que mostramos no artigo éque as assinaturas geradas por raios e explosaµes solares são completamente diferentes. A primeira tende a criar depleções de densidade de elanãtrons, enquanto a segunda aumenta (ou ionização)."
Embora o radar AO usado no estudo não esteja mais disponavel devido ao colapso do telesca³pio AO em dezembro de 2020, os cientistas acreditam que os dados que coletaram e outros dados hista³ricos do AO sera£o fundamentais para o avanço deste trabalho.
“Este estudo ajuda a enfatizar que, para entender completamente o acoplamento das regiaµes atmosfanãricas, a entrada de energia de baixo (das tempestades) para a ionosfera inferior precisa ser devidamente contabilizadaâ€, diz Silva. "A riqueza de dados coletados na AO ao longo dos anos seráuma ferramenta transformadora para quantificar os efeitos dos raios na ionosfera inferior."
Uma melhor compreensão do impacto na ionosfera da Terra ajudara¡ a melhorar as comunicações.
da Silva trabalhou com uma equipe de pesquisadores no Observatório de Arecibo (AO) em Porto Rico, uma instalação da National Science Foundation administrada pela University of Central Florida sob um acordo de cooperação. Os coautores são a Cientista Saªnior Pedrina Terra da AO, o Diretor Assistente de Operações Cientaficas Christiano GM Brum e Sophia D. Salazar, uma estudante da NMT que passou o vera£o de 2019 na AO como parte da Experiaªncia de Graduação em Pesquisa apoiada pela NSF. Salazar concluiu a análise inicial dos dados como parte de seu esta¡gio com a supervisão de cientistas seniores.
"O Observatório de Arecibo REU ésem daºvida uma das melhores experiências que tive atéagora", diz o jovem de 21 anos. "O apoio e o incentivo fornecidos pela equipe da AO e pelos alunos da REU tornaram a experiência de pesquisa tudo o que ela era. Houve muitas oportunidades de fazer networking com cientistas da AO de todo o mundo, muitas das quais eu provavelmente nunca teria conhecido sem a AO REU. "
Terra e Brum da AO trabalharam com Salazar fazendo sua análise inicial de dados, refinando-os e fornecendo interpretação para o estudo.
“A dedicação de Sophia e sua capacidade de resolver problemas chamaram nossa atenção desde o primeiro dia do programa REUâ€, diz Brum. "Seus esforços no desenvolvimento deste projeto resultaram na publicação em uma das revistas de maior prestígio em nosso campo."
“Outro resultado marcante deste trabalho éque, pela primeira vez, éapresentado um mapeamento da ocorraªncia espacial e sazonal de descargas atmosfanãricas sobre a regia£o do arquipanãlago de Porto Ricoâ€, diz Brum. "Intrigante também foi a detecção de um hotspot de atividade de iluminação concentrado na parte oeste da cordilheira La Cordillera Central de Porto Rico."