viernes, 12 de enero de 2018

La banca y la construcción impulsarán el PIB a 2,7% en 2018, según el Gobierno

Hay optimismo este año...
Hay confianza que la economía colombiana crezca y funcione mejor que en 2017.

De acuerdo a los que saben, la economía podría aumentar entre 2,3% y 2,9% este año, de acuerdo con los analistas del mercado 

RADAR,luisemilioradaconrado
@radareconomico1
 


Jhon Guzmán Pinilla - jguzman@larepublica.com.co

Este año está planteado para que el panorama económico sea mejor en Colombia. 
Así lo demuestran las cifras que proyecta el Gobierno Nacional, pues espera que el Producto Interno Bruto (PIB) logre un crecimiento de 2,7%, impulsado por el desempeño de algunas actividades como servicios financieros, construcción y suministro de electricidad, gas y agua, los cuales lograrán una variación superior a 3% durante este año.
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+PuKjmgfrk6L2dyC5Ndify7/VerpndABsInYVn4wVnzpXOjTJr9PTbZrfVWlWfk/u7CWx8qmtVQXlvocKnf15dW1pdWnvL17+o+u6vr7L/O/0Bj24mtbSdu3zMtcrg6Q36T3kxGvxWzcAoubN8zmFPYZZnMV62VhbWLo7DElzMtTHzy0jbrDc6IBe+KtrzJlxv2MDuTh9Sd8A3pMGwzxV0OOZjCRudqnpzRi/jhfPc9iDUZTQsxMa6jy7IgyzFZHJXo3dJJjgw7s0QKWQ7FlEgYxKIIhFokaom5SUeP4A4K0bAkzLeenpLRE5PCHrYvn+uTpciuwVlb+hdd9TJ/OON4/Yx7IXYZjO0DQf6tV6Xw8ChrATd2GUOS5RvtH+rwTGduL0IX5QcKh0DTNVLMSxttyN9X1Nr5X46PqIadlTkX+IIjiOxDZC8C34McIMDfLsLQW43P3ll/jQcq5H3rS57/QL6Lpn0GloWI7EWsCVeeTLDluH8AtgADK4qnI+u1wPv9rzVmLwdQ7WrX/BpXgarEMwWM4+GPznAuz970v059eCI7/EPkYAXX4fOnAUDoSYMcqUe5a2CS0M5i8fLXo7+uWxDSDWOf1b6ymt13RJkH8t5R08vduUUOVyAW+fyshcsKvF858ny5O9dpsXaGfBXu3EP9HUUO11pvVY2npLHtRF2B9zZl9IaK2rXeKgCzdmww6e2GX1gnx1/7TwJCdHPrkQ3NB27lOOm7gdGtcvRzPU87lMiEPwJkSfuM76E0c4qBgIUoAHx85PkUuggrGhhdHhXejzf035Sm+w1O9Liq7W6f/LSq7efBL0zWhov4YQBqMzpBlqKSROXQ+8gRUQg6XQHIPjkwpAhDitCvxPqV6ADkoXxy0R+LjIixkBBbYjn8Ke/7P1vY9eGsNxemnat2tX02/7WrXuN81rexogf2lQh8T/999yB/4A/RQK9o2H5z3z0dmV7C3l6EDiUmeLPzDfd0VvHo/XjrY/7nAYDQlzozIJxBZC/COzQCzpvN3tn3dk37Nb1pD2WfPHj3rrqZ36KZ/wnhNPrvh+/r+r0BgONT4Obgyt8D4CwoLENN6Ji6xsWENXX5miB1I/gTBH+SnvnVP97dvmFqiugHDxn+KN0vS+CIhNiRq+6yPuNoau1cjvzDwG9K86I2TlfTKdYE6lSk91o34xpPye7u1ke9Cza3HgXQGfIf6r9U5HA1lNf6hWiLr293dyuA3V2t9WVzm319NZ6S21E1r3DnNradWLpni8nB1yLkPbFolfMaHHCry+Y2lNf+RXQOwMnxDeW1q8vmvpcZfSKzcZbkbwj/epIfaoyub1bisYUNBDziB4BsBFbL+xIuLhuBZaHBQS5JuEdpNm4zgaKjxlRPhDp3CywLk1WlQnYI8TapUkySopI4R2rmlGHIIxY2AHlYjg5DGIp/pCGIQ07aExCiI0LUJfRMsQ/AUgPpEpQYIAIotAfKHZcnv8g/L/41n/G/4fu6/ny7B/jXtkVViUePn/bVvpJWTaw84dn3xouansW+P3TYG2kDwTO9cxBrgnWpfoM8jwTgQx27K660TL6rDVN3/PyOmMXza4hd6L8fwZ8YHiEAsC6F/WEMfVzyBRQBAKaUwkGid0VPAXizyXL02S+cfHPkXCuFfSW42dd0DnIAvq8T4KMlmcmknhPptyMqS2DCowAmemjHH87sMym/X9W70y34nR7WeOgx89J743kocrjWz1ta4yluHu7b09267YGPN7afPNR/aXd368P7n1r18tOPNe081H/pUP+lrpC/oaK2M+TffPbo+nlLGypqnX95vEXyDK4qzYYhrfVWNVTUri6bWzRm/B+jAatheydnrSvwJtzQAm9DRa360UsenSH/of6OHzYf0JvcJ2cU/a7K3bkTrXJyVry3UORwbV+8ZlmBd8fiNVeXia+Dlevf24w+CeZg4gQSBbI8/hkHa5wfR8bm2woxIZitnO0EEhzkYYEFcI/1XC6Jx3iXc50AJjJgVtvPTzL4ews8UAIGfRGAa0wOkBRFVKSYLLlil2UhxJAg5ABkP5vug3xFEa4QOgR6BcqVkUgoKESDQmxB4FWrNRdyENIQVK5QR8K3TjKSz1leqCp7H5SA/kTCUeaV30ZjSXTeOHznK/aFhLcQniUMvZ3eSEUB8NqljuQ1Uc4qCXhg4FUAzwXmSyM7DJzHUGVaBQCsvrg9MzZhhP8PS7Z/dGY9cX4Lge8axCPdC+SE65vwfU3yBYR+iH4AyMkDoZgfbQFw7ITtjb3yqddl/4AMptAgW0Qjk5q1I3shdSWTuiIrsgRFhiIDYtc1TF7BZc5mw5eZseGqwFuSiGmeUMIKbjbELn+Mx+0PJ2fdtHDFpoUrXu1rb/b1HVnxhWUF3i2tRx9r2qlto89bW7n/qcP9l+pLK/ct+8zm1iODkfATtasaKmqv/YibFq7YWLV808IVetvAunlLDJS/d9mjDRW1DxbM3Fi1fO+yR/VU+uOFy9fNW6I/6NqZC365aJV+D79ctGp16dwaT8lab9W2Bz6+b9mjGuOum7ekIiNXbys2jMeAXy5a9WDBTHVXe5d9ZvviNequyt25v1y0qqG8Vv3UeIrfc4zuVnXuOW7PTT3QLQ5ouG3UMkUyLlQ7zoM6JyLgvli65m4HoCgyuNl6Ru/xWYERAB5xsI/JAOCkYXALJzKQ1jjO7wlUpNbgbd32tAcQ2Ze8qiK9D/3xZVGWAVGQRmUxPBKSoqMib41SG0dtDAgDEECGLB3oqQwqUUYMlwvN2Wl3QzwNJQqMCzKTZNNlS8OfnHYRzp9iIOEdfu05KRCzvMFPvyxnDovphDBEBBnFWdcsarcSCzdhTOK7Gy/0TP+cHAB1JsRSKJBEVMZaAVCb5VR/f2V2ANalep9IcQXbeUG0KtHKwROvTLkvpXb+Ue8HYV2KoY9PZjN3fhMjT8ojp4V+AJBHgGzY02BPwwLp9Gag011UNdoyTpaJIXItJ5k3/iTOuItW3oPsnFQVfoTTEE5/NBevBGY8N1gZ/xUzXQ0UlWUkC5EA4P4Bgj/Rr6pzNRue3orhFkkESZbiLAv7h3adit3NOOhtPWWvLptbXzb352ea7sjM+9k9Dzk5/pSv/9vH9zYP9xU5XPVlc1WXebWnRNWSO0P+w/2Xfth8YGvbifXzlm6sWq76QbtC/n3LHv328b3XkrNeV+DtCvkNKrVBNVw3b2lXyL9y/1MBIeLkrGtnLtCLIMsKvF0h/+rSuZP7X7e2n1A3qPGU/HLRqidqVz28/6nkzdZ6q9TxODlrQEhtZdRObXXZ3I1Vy9fPX/pY006XxQpg1ctPm5n614nGWxuQcXu8tArGFXTNbq+IEpiEeJ+WjrRxRpcTbFk1zjZQZ8qpWRnT+sttPaDO5Oi2+LvqOTvR8JY5m1Oa3DVVUjsLUZaPhfIkaVQUwqfeHomEA5ADUAKQ/ZB9kP1Hu/hdvtKQGKvwHcm0+cBOhdihp3MANdmdE7kA/jH6u9KCZYjs1c/m586yP+us+pbnM88Vf/CNqbUXiu88n1/5yKLOv3mf72uVR/5p5mufLW6qcbZN7lZ414EQwtDDoWlvXfgt0r+UeEMhi5BETAu2gZKtnRWINsGaoCeVTo8LhpWBU8n7fij75N+VlcDxSQS+m/KZGY3Rrn5LWJgDthChJ4XL2jMJOQoArgw4mGi50ha2x59Jqx3JIXLBERIdxblj8p+elPc/gytXJnwfN03dNn7qLI17oOQxQUEHvx9QggZjwIOes4b7axkNSyIkIcnkwC9c/xqI1QLmxoTFOdlIXeaphqKXGopeWp1z7Ko+oxuCTQtXFDpcjW0nfnbPQw3ltYFY5CtHnv9h86trvQvOrPzHTQtXrC6dW2R3VY+ZrAOxSH1p5caq5U8sWrV2ZtXm1qNbWo8CUDXUH5x8Za13wVUdoqvL5jo5/rEjzzs5fqKN6wpmOjn+kYN/UPk1IEQ2NB/QkuXUXz125PlCh+saHfmH+i9tbj1SnVNssJmr4oU2ngcLvVfd1da2E1taj9aXVhocASbeOZ23n7zFItFtoqOPZa9BV6u0wtELdtlEBBySLQk7ECUQp74OXSQc39GIxINTtX852Yw/LlzbAxOV07o3ox/crJQjqcntwcUE0eRtOu0/zi14NOcYGxQO7GHTnYw7g0YFtk92vRwo2x66C9mSIgqlwRbGGQGTCymFWbXansJgsGJ438LyYaR9ypAT/8UjS4/PqGRYRmVBEPJl7plVZdQ15bvou3/cyNx23496P3D996oqvf2OtJ5r2XIozO/w36Vuv+vKnK7oX5gQzzHEYXvs0JRdua02Pi5RDY7w0pWIJEIS44UNtgwu+tfIPuL6ZgKfsUpuIYaHMEPsssmRUZrgJvyx9zBx/hHBnyaX5RkOMM2HJL9Pttlj7//EJxH8iRSCovc4ywDgzEAgiArl4o6cu34TWGZh8aPM10GcBiN5NDZO4f3d+POzsncerbgzhbJuZcQflu34attKVZo5OZJXbusN+sdoWIeRIKKXf+sp+6XeHuC0xOrSTjb6FuiNXpIAQnDynK1yxmj82/Qvvdz8ROOVe6mLJdedj17EDzcU7KvPfcvwfVfE9e1Ly3dfmXOTZou13qqW4b7yjNyG8lp1Vt3Q/Or6eUuXFXgB7Olu3dp2Qo2DMxrb3Lk1npKGitrqnOKAEP3O8b11Bd5lBd5f1X7kK0eeryvwqvF0kyjop3z9h/ovnfL1TxQtX1foPeXrn8gSu7psrsoBXSF/fdncaySDxrYTDeW1NZ4SQxr96rK56nj2dLfWl829luh9NXiwyOHWLogmN5j0/A7oXO/fMRk9AXKS1T1dGQESrI4jw+MKcZuUUGSm2OYDN0tvm42J8cm0jRaqU9f7si7pU6FS8mhndEGyClJVMAexI6n9rMnCCcPst1Xv7agsk3rtUlTpJQS0x5YfTXMRB6/YQSDLkmCJ+JR0DmxhSmN+shE1Sxh+MHJo9sx7IQf1p9B4eupbmXMpxxILC0oBfER6eXnGSZf7S4YzLWKHbsid+lrhizXTv38tW/p7/n3Hm3f955yTUzz/sE7sgtQNqevzx9nnrtyh3+znpU97HKMA3gwWDQjpGvcTSinPnVamPvi7M//zQCA2ZJWGIwyN2liojB5mrAAob2nvbypzOw1ul7JKOvxnGcAdvpOvZ47f1l/M+A2f9f14zHmioejkMab1mKRm8Kerk160SRFSWhBAKDxkWHCmX/DeDUUZtTWDm2Uwkg+StF7OUYIr2jeXzspRgZm3MI8yRpPSypy3NUaXFSLLiMVSvyl9Xd2ekqDhfOvczQmMLkMWIVOkK6Mnj0CSQTyOmH3n2qZq6uAJx15n6trqnGPrSp53ctHkVYVW/y9nPt3Yd+djFz9ywyeKcndujaf4UH9HfWklgA0tBzY0H9i0cEWRw72l9ejm1iMGNl2to7oWX1+Lr29z65GGitrVpXMLHa5HDm7bvnhNdU7xxqrlnzzwh4aK2uYDfSnN16rB/CtHngewufXIxqrlExm6/RNYv4scrjluzw+bX1WN6snxdBNBPSOnhU8ez3eO71N5emPV8mtJUu8M+fR/ahEAnz64LaUMZOLa6bzI4XJy1ptdvOj2YfQxvUUrEeviIrAkPPT+YaJX4BKups0PJETGWcXISNzSGP+Vg582+Riq0y40Di9IpvkJTe7qFOO4rO87TjlG5rm7igN2qxWwtgQ9AcEWNyMTgKMEChTMot2EtYOdnVJHfzD37Fc6E7/p3TtlOmBfidAT+u///ewiks4TlgFDCSW10WMfUf5MHTz4hQhv129Zkd57Y26VJIM4Efhu6rXCaU30EUc5AG6OhdiF0R0gTtB0D02YU4pilz9QNMeW9UUQZ7USwMiTL7wsjRveOYbCclr2/suh4H8/cDZ9BsIj6O9B61toZQovO/IBgGV2dnu/VNoE+8Pwj4+qYBo59mcAuCPYrDF6Ie+rK3DBUoWhNQY6P/gCutslVm/6kboBME5IQSgqc1EQPs7olCJXuQJKqZHhbgEAACAASURBVI0HUOkeSC51cDg6bevd97qG++/1vbEI5y2IARjulU6+1XtH7SOG0HorIz6U+bYq7ijyuIybzOjh/ijC2+FIsNbU5Z8vujxuZLroLJN6X0l3w52JglJwFjSd55a/ej91Oih/vXEVNc62jdO3T75Nfe5bUPBY2w0m9a9W1P7XmaZf3Vuv6eu7u1q/fWxvkcPV4usrd+fWeOIK6Pp5S3d1n1WFgLpCb2PbibXeKpVuNzQfUL3Uq8vmVufEg8J+es9DX3z9ubUzF6T0cKsG811drer/G6uwumzu5tYUuYWuCeLG13qrAkJUJU5V7V59bYq1aiQPJAa+qmZ29ee7ulrXzYvWFcxMOZ7EXSXYyb5zfJ/KQKaOfp10rsYoBIToza4TcNtY3ccj4zSru7NPVZLGNwuPq0sXkVAN1GFNYmtBBHAxlKnFeN+REzVm96Z/CZG9mhxQk9GOzhTqMvjPqbnIKZEuBgCdwYBSwlv+3btr3vSP6bXAH7bdt6FrMaEMCMkUhgGkuVyg6Sn9uE4upi8bkhkbvmfk7WLvVFiX6Cfx13ryuvkCyrPqBP2+8LHPRnfAirSsDFiqDGMudw/eqJtliLSfUEqLyePUOLZ9X2RlgsA0fMRmuwfBn2gG8G7pewkXk2OJjT/pKwpH2ehIzJWBnHwwDEqDXe7RYZ8tA8Cv++75UmQvHI8kXEOH5EiHIGKmOB4wv2lqI0n/PmJHDON/q4m51JpA50EfpJG9DEAo+CLIUUAG4eOxZiMjIBSExMUOAIxlVnKpgwG4abo9aC9+3pO/1+9bHjrwIZwC4B+Qgr0/S8//psGB8jcZGqMTWYLVlprRR/xovbDbe+eXgISfL3Oc0CrC5ob6JBGuTHA8YlGMjJCTg5nU6aA2C+Gua1pIZ6MnQ1O2DsxfnXPs2+0fagnl13uOacvljsvrS/+kLddltOweLr+BU4XTYl2UV6qlDjs5/olFqx5++am6Qu+PF65o9vXt7jpb5HCXZ+T6hciG5gPbF68pcrh3d51dP2/pl5ueDwiRugLv6rK5Kjevm7dU99LxWbytxlOyARMy+pmV/6j/JplBd3e1rpu3JKW6rLq9e1Z/Q//NtTC6mh9lIF1VxdePZ613wVUZXd1V83CfGjDf4uszuXwizlZD3pwcv2nhCn2q+kR0rm5sWt3jHKHp6Bqj86wxEiTUPS6lRmwuvdEwBVurhnqFH7cuMkl1teQAXN/C4MfHBNigQeEGcF++FcQ5STh0kdX3eqLp0U6EdDaK9H/QM3qnz0HY+O3IHBkEUJhTljqSWZ2dnc0ao3/g0h57GvJy70Vkn16r+33bbGK1qHRulyOf8W2HDQBK8iohnEl2E1xLsdtru11/Aez2+fo/nxu+g3A6bW/0beCehOugKAkGYUoJx/axOQfacpaWdatrGBaSiNKhi28V3gWgh/H0X2n0uH8ApkC/qxlzceoYbIjNG2k+nlYBYGF2WrKCHgzRt1+VWC5h2CdCeacPSmvvIrxVAUB1r+poGP5hUA6EGQ9qtPNG+h0J0X42m1otiiITkY3xlu3RFScGp3/NutuC2OUOX3qB0xDGf5ezS7NUKRKsfGpGF2IIdg1iTpMhwn913nEtS8Lb0yKJsKfBkQ7/MEYjtGm4iLD0+u3tFZbOw+HpXzn/cGP//MOBMgCHA2X65UOBslOhfHX5Pte5GztXBGJxm3ZXyN8Z9lfnFBc6XE7O2hXyb207oac0LfTMxfF1hTOLHO4nald1hvyBWKTI4VLj1dUpuLH9pEq3/lhkIlP/HLdnQ8uBw/1x6bDaU9xQXpscrba17URDRe0Tiz7yyME/dIb8atR9V8jvj0UKHa6vHHleY/q6Au+j3gVXDVJTi58cHujQm3NVA75+POXu3HXzlpS7cyex+q71VtWXVm5pPTpRVLwJvXtCk3Ue3v/U9sVrtEdlIjoHsOfmey5uD0ZnICdHxs3OskFIXTojLFuM2dVJbB3wg7Loi6WrYXE16RfAFBqIeWj4eFZiRFW19Zye0Yv44Txneeo+KGMoTPJPT/OfV5L6y3XExmPuCkZ7APDWvEkY/cGs0z/qWwYgIzK8IHjS5eVhf1hvcg/ELFsH72az47f4Dv9JdSErB7AuSTnmqxa7vRZ09FpnW/9NijKEglK4XA5Kx+uW+IeJIFNBwHCACQTH7pE+qFBHJ/O63nBaouBmaxv4Y5bkIxJCKW/Z3TvtzrTLrky56SUEhiCLmNHVojI6GPpiV/aawiOwLtXHi+VNZ08dEwHcGWo+nlbxvwt2M2mfgHDGoKC/sj0hVG1ITnsiurg1cxYJMDufbfnX4l3TpwqZY1N3wIfTb0OWwVK06QrlE0MDAiAmkBBjAyUEDBgGLENY5hxTsX6Q/6792UAghsheWJfoo/OsNB6Dp0iQaep6TZIIMYrBDjEaeIZ3rtTfaK0irCs0XDjYIVlw4jCKpiMjB4fPu16OzIabuf7Kr21CTrWz7XCgTKXw5GWVzgt5X1fU/Yp/Rr7Ffzl2w4Kr/UL0raGerpAfwGNNO/cue9TJ8XWF3t1drRUZuQ0VtRXu3GUF3sMDHYFYpNpTXGR3be2/pM7RKserCrTTYlU98V0h/+azR9TC70UOd+ME8W4BIaq3xh/qv7TWW6UeF4CqeQeEaNXOx1UCaFr+ha6Qv9DhUn9Y7SlRZQ5tD83DfY96F9QVzFTN6eoeTvn6l+zZEhCiahB+3Hcz0PHIgW0GVTsgRDefHefmQ/2XGipq6wq9yYy+7YGPa8t7ult/2HwAgCq7aKu2tB799vG9JpGnRIuvT72nu7tbJ6FzAGq9QpPR4b+ii4wbm8XsFrs+dh3AYA/4NABoF7P0E1O54zKYwpS1OPpk95gFWDQocGcupw0G2xcVB8GPu8lr0i9sGbp3XFFOOwn+wwnsSJ3w/FmfxOxiRg0Hne4/b0u7O4mXxhdtsZHMKUiWMBLUAteAGns/v/sogJJZTnCz9GF0L7SVUIdVjYYDMCN0Qc1VFNPs4BemdBPUuNvRc70362uty1uf3jIlTbK74HBh8Udmp+cs1KwRu7YyI0OiMxvp2ZIlg4UtIVRblIleFJvV1+ycDWPaYTLlUAKO7hSq3zjgeeSF3c7oiCRAEnDRUaT9pLF/3prRvbAlMHqmK06Qs8R2ACuym2H9sSEgbmiY6e0ct7d3KZkbbfURdxa1sITSt5m5q7qKVr22cz7bYbHBYgdvg8UGiw1hYnlOjjf2LeR9YAoNRhG/n3TwxWSc8ikooSztojN/77/779MOQeo21MZRxuwfshwvoQhutkH+kCWIMYhRnD598M7afzNo+fUZR78zWhCx2Hq47AJxkFC88DSO26fvzF8SdWdS7gaUJfh6yb7VOcceObtmz5XZG6dvX51z7LHzDzcOzF9X+qe1+YfU5fqcY5umb1eXZ9Duy7hhjP7tY3t3LF7T4us71N/hj0Ub20486l3QUF77YMHMQodL5bPDAx2qfb7GU+K0WFUVeXd369qVVY817WyouNcvRDTleHPr0c6Q/zvH99V4ip0WPqXhendXq6YNa/j0wW3+WKTF17d0zy/U9G5/LBIQIi2+SNXOxx8s9BY6XC3D8eqz5e7czWcT9hwQIp8+uO1Qf0dAiGg0rBLt0j1bNIe3egj9QQ/1X/LHIi3Dxgg+dTyGQWpjM+xKP2wkRcyZeLBgpl5gavH1Ld2zJTnoUk/ntyaT7fZg9EiUKomMXsQPg5ttmCKjkTijG+b9dDEAuPVsPRTigah+swr7ZbDLDIHl/QOI1xDVGD27A+06CnRehHWJPt4KcgDiaX2YcYVzvMiMiimjl3PSiifRv2dEOzguabKmTsM31bbzndEFdw0ct6RjypRaQ7z9C5enE+u4RjsvdhZWACgqyJvITaBJCddzs2Ju13MFiz/vfy7lWpmOE7aVEdfmHQS3RovRC4kJpm1rLDx+VdUnQUz9xBKOg51cLvRuGMqaN/B2dbRZJOTNyge0DY4IM6KhX/Kub+oZjgAzKnDpArJJsEToLsm8GzTdYL04vm88Au0K0n7krI9l5VALR1ha42pXZPk1rvDp9DX7hzuqR09ORf80MiQRvC0WbYss7rNlxnW49JOA1/C4BvyUsNRgbSAMA7tll3Tfw7ETkkSYCbq8qJFxDJsix/1Kf7y7QbgthAVGLb8u+8x3ehDlrAdnLV71duMZW/EJ9+wzBZXUzlMLR+j1Fqgot3WvzjkG4ImZ4wVPNk3fvmksUC55+f9vuefVyA3LZAsIkZX7n1pdNtdp4dfPX6pS0YaWAy7OWlfgPdR/SdWktUD07YvXAKgrnKkWnKkvm1vkcHWGfJtbjzot1uqc4hZf3xO1q3Z3tape9om0tOQvtek7ea3LwneG/Lu6WvWUkEJQGDPSGpigM+SfKGpd/YkatK+eZkVGbvNwX0CIJNNJ0ZiIk8JXOMGqcneuSvOdIV/KMUxSysawavI/r2WH+tEWOdzNw323zF8wx+3ZsXiNWiZIuymT0PnhgY5vH7sVRo7bxI+u6PzoqtJDBoEEWgpFWbXyOYBTYoKN3cVE9Ho2gCthTmX0k0JpnPURAlOgV/qDQ7LiE5AYUWUISbu3aDqEM3puvthpmeruAlOoI7Ek26is8KxkYPSAaNPU9CzZH01PA1MI8cmEH2Y9hYGHtLOuy2h59dKUDDHgKQAsCzGa8MTsCVYyWfE9FoS7bYgBsNqQkXHvREn8AJY5m7cM1F7PzSIs7SiZ9eaZU7VIUTeXFROqhSuiBGBCFVwBn0b1GQ3ng6lz1glDCeUUQmK5ntezHjg8+j42J0Htoxz7UgfzwZwzBoYr8DKXLkgAvpC2m/AfM9zNmEjONyuagv4bx9JYtodaOVBa7Ti/rUoBdQI+xJrevmK/HAztujjnh/4qEEIoQyyW8TORZfALDdq/zDJIxaCEYajNejg0dQWbniK2Q9PRgWhaWgqDVogVYyKAS62Y3f/bjILv6s9XrQi7J1BxYdod/+aZIUcFynOUYwjH3pC6gb7QXz6l3OgGbwEhomrSTyxaFeCsGIsDX7LnFzWe4jMrGwKxyJI9vwBQ4ylpGe4rd+e6OL7CnesXIi3DfS3DfUUO92F0HOq/pFZu6Qz5rxpTZpjBNQt2Mi9qWwaE6MP7nzJssGnhCtXar+GUr39z6xHNIJ98oK6Qf2v7Cb3KGJ8fCrxq0FZAiD7WtNOQfrZp4Yq6Au93ju9NDr5TV+nHpta2MzQf6wr5N7Qc0P+83J27ffGalPs0rFpdNnfdvKXaITYtXFHhztUTpHbcHYvXNPv6Jknsnvx63kpSn+RhGBOSbrrAcZvUjFP0vddUHUU2lMpq79XlhCS2ESu39wAJzlpZHGPZMTNjpdPYaj0ao5lM9GJvC7hZek1IK5Fdk37Bbr/LwI5Xhgmkbv32FRnGGPKsVJnrp4RxISBLCbrcCrhZek9B0BdEZJ++FlhN1qU7Oo4CcJQ51Obf2qrXevKI3aaxY+WV+JgdmWzKHnHjz2LOm9d5swhDqY1/vuD9o7B0SpmG0mNEkYfcWa1K3ulYXmswK4cb0ZNWx0iCxjk12m11sQkhjZN4eQkhPEdtFmq3sZ4MGPiJkGd6y5O7tmRmxEXFJSUd8U6pOnR3je/kCDOjLXe2SudQwyNsSxHejlgTiPOOvMq6qXPX2A8utp6mdiu1JURyVKfq3dd2iZvwVCyM6Ew3JJQnvBFqzTgFsFQZtjkRzhejEKMQYjjffBbUKBbUueIPA023MxlpxM5T3nKjygB3I2fJiS9OOfy9x84/HBCtKZcBPHb+YW35reH8mzFp1BV4D/V3qK5xVTUPCJH185Y6Od5psVZk5K71VnWGfH4h8u3jex85uA1jFWYAuDi+yOFSnfHlGbkqtfxFdA5gWYF377LPGEq/OTmrFj/v5Pj18xOexvXzlhroXGUOrTZ7XYE3+UCFDldDee2OsZLs+r2pBOzk+PXzEg6kBsE5OX5j1XJDzVpt1faxFiYqrSY3Hyt0uPRF49XeJ+o+k0MC9avK3bkbq5Zrh1CPOMftObLiC4Zf7Vi8Zo7bU19aOVF2/uTX89aQuuGyp3wYqnOK9y77zC3ow/ZuZXTinIjR1Vh3JSkoyOMeL7cxqCS2M6JhMAV6m+fISJwY+hDX+TItrN66C4AdHgGw+7xicGfWONvUhXus5wyZ6F3Dtg6VA3TShtNirAOSqQRTFKcbU9emjHQDsDkKgIT6OaePKogmEJKTiy1ztAAomzrdoOnu6p5GreOEMSMcHzOfzcO6JMGYz80Gv1BveL/eOp2UEp6LZWX9c/bn/4X7GOWNVLHbs2hT+qrvy6v+yf9RLXh7zFBxlewOv2C9+tE5BqnqnT0Xuitl15aCEgDIzrAnF/5rPTxuUXg1cwFJs2m3qZAOxgMvok2I7FXz62R/9P9Tnslj/Qbl28WEkRQZJzLsJNLJ3LxhcMZqBM3DOdojJMvIy3cAMEST5M6yVlThvhX4wCpMLeEhT1YRljAMYZgb2QedEIsYBdA4ML/q2D+pQXDJy40D87XlltEbz+jl7ty1M6veHu6Z4/Z0hfyq3tZQUVvocHWF/IFYZNsDH9d3H6kr8PqFSGPbCdWY/MjBbbu6WtUEtroCb2Pbia9WpAhc13PbRKvWehMqWDxY6NXzYnVOsT6avTxjwkPUl1bWeEom2WCO26MvEV9X4NWPylBWVl+OZtPCFfoxaKu0cT5Ru0rfzuSUr79LZ2GuL61UxQWt9wkAzQGvm6zGV2lr4wJH0hH1J5U84Gu/nree1FPSuYaNVctvNqn/lRg9/Uvxj31l6g24WYkqSbzTlKLVdVcUCKf1ykeOK+Yc8/8OWjL1v36ohBo8xxyNO0cH+fgbUuHJNpjBhRgAHOwrQLRJz3k12fGc9Iem+MHN0mt1gWHl8pA12aatdknX4EiHIV5JVW3jpBseAVCWn2GI5B/qR8/lA+Bm6c+6YnrYwiPDPc1w0NeGSzVjpk2KzBDiY55adIfBsAzqRMbP9UaFtVmv3AA1neeoy8Fkpqd45mw8k5mufiAr+sEQnQWWFyIA8kvu0v/2sO+dd62mFu5Ufz+UgIHhckpYAKxttkEqUoBzY7bDHprZmztNr3ZXOvuSIyHCYQDIEQeM0xkbM8iUAE6FcycZ7X2ejuTKRQPh+MSRKQdlCVlZM4w+C+BTD26eV3+u+L5zefecy6p8AzTdQPlqRdibJosTa8hX7WwDEJCsAPTLyzJPA1BL/tXnHAOQrwz2crk38Pjr5y19YtGqGk/JY007PzZ1HnQBxjWeksb2k4cGOh478vynD277ctN4qpjaWfWHzQc2tx5VDewBIRIQIo3tJ50cX+7O3dp2YnXZ3CcWrZq8lNvhgY4pW7+vVo7TNPUEYh6b0ANjjY1T7lDdz9I9v9Bzp0GZnrL1+7N2/EifELW6dJwt6gpnGmWCCbjEyfFPLPrIREYIfY2dU77+pXt+sWTPlqrnH1/18tPaKVxLlt1Ngnb1tMHc4u6lKqnvW/YZ9cGbhM41Ur/Giv23B6MHw7Tn4tqegRPqp2vgEu8wblNk9wMJpWOSre6nQvmQuvREC2DBQxaDvgtgdfabeVl1GE0o0E1HRgGEpHHTqN1iN0zQvitoieQdlVRTbUKfj2rHeScb8WZPN0TSRQcjHWGXL8QZitkVJIbGOVSa003EgZhF05Om+S9yFiRXi+vtQG9bN4Qz+rMunYW8YsBibBl3SirRdjjVF/dnZ+aAT19s4P4LnSehBPQnWF9w0iCCvINpHSxLbRZ9aJ7epEwdVvWDqKD3LDgt45n7nr5OAM70tERWuw5tkpLGrhRdW6YUSDY7YFkIqVtPuqOR8afoaNocaks4l/y0guTsidEQAPQKxmi1Yrs/uWBcm2+ySbDQU53cn3fXgFcV0WQJigS3czrkoLGuQN/96Jkx/um7P7k6fZ27+ea94weHy9bl7ng0/5CTiWycvn17+RZt+YmZTz2afwjAxunbN03fvnH69vYuUPaG9f3btHDFheCVZl/fWu+CpuVfqC+tDAjRFl9fjaekxlOyu6vVxfE1OcXl7twih3vtzAUNFbUN5bXr5y2tK/Cu9Vatn7/0l4tWqV7kGk+JxqANFbWq/fxQf0d5Ru5V67Pu6mrVmFiNq9fs0ho7ao75SRq1tfj6Hn75qUk0+IAQeeTgNu1YmlLu5Kya9V4tBIt4BRvrRJw0kb1aP7xHDv5B81If6r/0HV0+263nUYyl3Ruup16suWUodLge9S5YVuC9lo3/ov6873ZG/9zRD+567Uz3yT+rn8un3swvR9qUBPNjsc0YQkkjgqH3WoBJb2o7AaZAT2+zZ8XuqaMATo/Vc12bf2jjHQA3Wx+OHhZYvw8ALo5mqrQXj5xPnKCFGAghQUfm6+ePgynQa8Z1rua69JPJKpTvCk4G8vsGLhjG72LGAyJcoRRkeXJw3KjgjvrcWQCbkLqmZp30n4kYPMFpLmTMsIGbk+REH6efiqH49M1k2gxjDvjQdyqMkScN7csa8q83LJMwFCyTuvoYpdqnudsNdjyAoMI98FD2yTExTp52J2UzvqSXbP7ncs31jGrzwCIlss8gCHKMMm02DLmLAC5fHh/8qYzZBkP6HR7esP2Znnic2oDF2HGZtd6dXDCum8+baJy/mP4bkvYpg7woSuTZ0XsAFAQ6ZQlZuWov89Pv4DrU5Z+/XqFtYjBOxxebln51yt4zVf+qxr2vL/2Tfrmn+pvq8oGWtF5LHuiNsfnXeEo6Q77788oaymv1Bmd/LHKo/1LzcF9dobfaU7K1/USNp7iu0KumtO3pbu0M+Xd3t25uPfJY006192hd4cxD/Zd2d7ce7r+kWYPnuD3r5i3pDPlqPBOadovsroaK2h2L12gD0Oeva7R3yte/+ezRlPbwRO3Z+sSi8Sq5LcN9KYUY7VgatWud1rpC/s2tR1T9dfIObBP5qjWWUi+UftXWthPaEW+q3nlVBd1wPSfxj7wbkLJR3u3K6JFMzz8P/d1/n7pzoB3aJ80uRhPcJEYf+WhfdFxHlwGAUPrU+SKEdxioyFsu/+2n8Kt5f3hi5lPHFjy17s57wRRqRd9UdPZy46okIXEdmjr1E3R/gAfQLuVQjn25M82gGde426vTLhiC0U51OFoief0ZBdFQAEhwpc+xje/Z6Rs0rFXVR20xMzrMZfIGH+rgZQAYHkQkuN/gCb6zkgM3S8/Trw0U6vWeaeF41kpBab7BTTDUh8goWjv2gjj1J1if//b1z/iEYYx1fsYuO2Go+nn2/DRldO+4tMQU/Nd8z5/v2ra9fMsf3n/4/jWPA9CIrS9so5brys5Qu7aAOA3XP68AYAsN8lloIO5EH6Zp/twCoxslKWxNjCoA2qOZyWdt40TDNwMDzChvTy3v8766QhcsVRhJKNHfNcyrtzVjdEiWwOfawC+crHf7pFjmuFltm4mFOWOd+dCev2kezJxom0DM8sWXaxv9C2ma/UYdt75s7sHedoOepFaBVUO1q3OKnRzfUF67u7u1se1EV8j/w+ZXm319gbHs89Vlc+e4PU6Ojzut3bnr5i1NZpGdnWfqCmZOpKs1lNdqiqPa+izZKr617URAiGgG82QFtzqnuGf1N86s/Ee9A9sQrN6z+hs9q7+hj6Tb2n7CQHXqT7QfJtsDDg90nPLFLYhqUbmJLm9zqhjyznCc0V2cFbcc2ukYrufamVV4d6Ou0HuT9nyrGZ1wLHXannMt+ZeB5Wfb0/rboH5GO6NnmuOkbrcay5Ypsi4yToobX7deqTrd9p9gZyc74+uyzizLPJ3Hnobv64aUobDADF2Il3y5GI3HGRVZfUYG9XMAQtQGSl8bLEKsSc+j5a6B+/J5KAH9fDoyIB4VphELM9hnDHfXJ7ApkszxKfzo4yZ6YUCycAaVcXCsi8qZs28DMGiZhqqlLcF8zeSeER3OlAIAOAvyPHcaSuHmFWL+QuTZ+yCeNkREX7+afi04TYv3/OYp2B+O/y11I7LXm/fZ6lkvllS+ADmAoY9rF+onLfOvNySboTu7vYg1jR9RVdM5JPu5hy/Hw+Av8lMoyxrdKEyBwS1yZYgA6JOcyYFmhClILnQ/yqYms21zGonzWwj9ymADePZcqSr55Qe7ZRl5ZQVItdtrxOq84zftJSeE587YZj2wd80XX1pk4PVAzPK7M9Pv31n/h9H3MW6HMSP/OhCIReZm5mtUuqHlgMayZ1b+YyAWVRXKwwMdW9tOFDpchQ6Xasfe2nZCK42uqrOHBzqqPcV7l31Gi7r6zvF96s+dHN87GrxGt/Ect2fvskdV/bXGU6Ip07u7zxqI1nk1RvzO8X2T1yc5PNCh6ql6W7SaKra766ymcCePfOX+pzQn9PbFa67KzU7OutZbZdhP4S33o+tD/9TreWisyE9dgfdmH/1zr/1xytbvV+18vH3EqPmc8Q9U7Xx8ytbv/+z0oYn9Be6bNLBbnY9OWIbYeIXSSyXl3w9OVaSE+pqqpdibYczVlnWdpmQanzWozfL3h+55Iesf7J6fQjh9jcrKuVNEFMFwAHBRigukhcxgnE40/cyvAGiXPSDkKCoRbYL7B/q+F3mODIOsEBmInqJlHXklLCRI3XqCfF9Wx8ax+64oipyVBmAie6lVieXms4bQ6NhY3blIXxSRvfqiN5CNbVEOBafCHSeV2ZfHir/mpshZtzlgcwAQDWYMVU1vvLLgUKDspj4PI2mus38Wa5e/5NC8BMLplPXs2vzpm3sXsVnXSzYpu7bEy9Ilpq71jXXlGbZmGCzD5Wo9osRHjhmJxJ+ZRFSltyfUJ1Dpf5BczihONje/WPnT4infAWB4uq746e8HFyAbAPJH+1gWZcVzAUxSWkDDhQFHfobFzidEimgVYW/Ka85QWDkmz/2H0UVb99/ljAXKMwYABGJ8czifOu3UxVOOJRxzAw/qFyJaRPTmJhZR7AAAIABJREFU1iOFDtcpX7/KbZoaOmvHj/TZw2u9Var/Va3V2hnyz9qxQU3j3tB8IOCNqozeFfIHhIjaO3xsRk5NYGpqOIAHC2aqh3Zy/Kaq5VXPP66PiVOXtWldtYdP1JTllK8/ZdLzuCiTmIetN57XFXoN6mByBza1OJ1a8NXJ8Y96F0xOQmpGWUNF7cP7n9Lo/5ZlgetObeYk1/Ma29a9Y+TZ0wF0hf01f/r5Wm/VotzSKXZnTzhwsK9du7z7es5/cXbNBBfzZglAt1xHZyhhWWK1EKtFjYXWf+I6elKQ2lDveKz7BUt8ciRW7jQp/fDWjMjA/0bW03B86qpHP36cHeoZt382y3G6Krb5YanSq2hBPwEwak0DQNKse850gKYnmGoje/UBRwNBvveKpdNZTK18qH0UciCxyMy44GKNjSYP7LX+eL3Skv7zANKdMw0RT292xRWdwU4xOVIvwQ4WTAvax4u+TfXFnfqWKcac9ati09TGm/08UIe1yTn79z9oGbwy2eR+yeeo2vNparNcf55VD+Ppv3LQkDIAOYArf2946nriGX9oTzf6CIu4oeTaL0JQBDAAo/Q9l78E6kxS6KmhQFsh73t9/v9UFH4FloXwfc1gMGi+wLfZSuP3NNKdU8bCutTQbqetlb7YiP3PYufTeP532PMMXt6NV1/C/t+LZy7EkLPTUGCuPuPozXzTGWqxUIeNyXGF8gqPcHc0sXecSZvN5mUyTjuxcsTC3sisOaDCnat5msvduRuax4ufqMrckj2/SCpgwicT0u7u1k8f3FbuztXWPnbk+a1tJ7TANCvDNk9AYJ1hv9qJdeX+pzQxQm0VoymOquW/obxWbzA3qJWHBzq0kLo5bs9XU8VSaUYIJ8f/eOEKTcvX70o9kFYBHknZdHEdoP+SFkCXrPobDAlajvv2xWs0Y0BnyN+sc/MbrPc3XGnWh/5dy/W84fjbkvGGgZtbj3zyQOPSPVs+eaBRo/NCu+tf5k2YHJ8yJOK2ZHQnG1mde/zJit+/VPU/fQ/+m/o5t/RHz9zz25/O37U651hd5qnkILVISGd1H5sFCKXExr9tL//SLweGL66EbSmynzYkJo0b22PM64fYwa5xOt93ZfpAet641R2JmUvDEQCXSB4AyjAvd6YjdsTgwE54k7vZY2IpLBbCkCC1QTg9UZEZj78XSOocM1aGxR26AiAvK9ugwZ9CfHshhsu9BwyRenp0jKRTqneix1/I0hJjzvpVUWgLrCvaebMlvP0l90Yj+OPj0rE3U1RcESVy8Kz77hcfpU4HsXI34JAMfbErG7EjEz0qyRi1GUuz3ekOJaeu9fcAwACXbfy9DHCzDduHZU6v93+jeM/rVS8UF/4M/EJ9UwAV3b3MjsvlarB92dB5WUJRZSasSwwd7jvPyr2d6O+CEIUCQIEk4u0mnhuNhttC8b4v+nk2+8xNltcIsbDUYiFWjlh5auMJbyE8d6Pq0yXRUoeoKKoBub5srpOzbm07odKqk+MP9V/S07laRU5tvpKS4TSO39Pd2jzcV+7OVcPUu0L+aelZV52RixwuvSHakDadjGR7+CMHxoPYH/UuSM5j3tB8oLH9pMb6arC6IQ09xUs9QeDY5tYjKTuDaZF9Wv2WRw5u00Lt9JsFhIg24IaKWm3ATs761YrxXhjNN4LMHryaH3rZNTgyrgd3ZuYfe+hLVTmFKdc+VDTnmff/rzszJyy0MFER39vJ6u5kI+tLnq8vLQNxQpmtV3CdbLQ641I1LtXnvgUA+JI+yvdSv02W9Xot0SyohONgxbPZSy/8/PD/mf2JOx4oysi+H5k/j0+IUheE0+FQa+sZpv9CTFbixnYAIcnyu3ANccVPf4q73JBcFPWJAEYdbgKA0kNDpfGsdF2fj4QJuid6himiLANCOkfSgYmLzEiy1SIb+FjLw3YFBzNzkCzTvIC77kT87e2+GMifdsbQRkyn7hdo8kHp0AWrEgPgzoLbPW/yHnEpsbbw9cOhabuvvPOy24oc1KunhqoqhKVyjntjcNVn/btO7A9deANTSpFWYgVLWSLHBiM/b5v3DK2lTju13oCq4+pjk7JriwGSTLQIzf7sIoMuWZoxxRhGN1aEuIWbXp3enscHnxusHCPOFFJURzuDGXgo++SHM9/+QC6laZ+AfSUi+zD0dYN2PhohbR30WblaDbaf3XvSnoZp0z8YNxTp0H4WCtCKPE4GK4AjiL4+nM5FlXR0XYRv4LfuKakrwt50XgcD5qbPMLu7z66ft3RD84F185Y4OV6t0Llkz5a13io9Q2sEtm7eks2tRyZKuzrUf+nTB7e5LNatbSfUCqbq99889uLXK+9bsmdLyl9pW+pV/K6QXzuKZpbXq9GaPdxgDH/k4DatTefGquXJfVa+fWxvhTtXVZTrSysDsYhzrHhLQIgarOtaDdfVZXP9qWz4X256fodO7Vaxte2EljtQX1pZk1O8tf1Ei69PS8NTT0r18W9tP6Gejloebt28pS2+Pv2laGw/OXnpde06B2KRLzeNp/WvLp2rhdM3tp3QPAuTXM+U/elvpOHdlvbM4k+81n/p+FD3vsvnjwx0PVQ0pyqncF7mlHlZU64mfd6sli23iNHLHZefufOAw/15hJ5EdMdVtk70II5GiCzp/mR4vYYHjgXQPKv6u2fwkSOvegqfzJnypJiZRihswmigXwr6wXASwyVwyY977xvMKmLGYpJL0/0GnTgWwRBNiwctE3KWmxEeedWeO6Fhv79NfDtrjjrn9gTtiDUZgtfGO6AoijObAgkJ95qUkjfSy2UaM6k6g2mBnPzh3rR8jACIDkUR2TuReNEcyAUb392snrgQYM/j4yVLx+dZZ2o/BVMAJahP9ts0ddvD0bWGrvDXjn/fIc/3PxscQlom0jIQ4q0GfiU23l8ydUPv6trQWx+O/t/2zjw+jurK9797by29d2tv7ZKtxZK8Apa8gHGMnZg9Y4MhA0kgGZKQN2F5zIQ3CYFHXpJ5IUMSGBIGTAIkZAIOdgh2YhvZeMVGJniVJUu2JUvq1q7e1Ht3Vc0f1Wq1WrIxBjPBU98//PFHqq1vl+7vnHPPPeeg8wz4/jAvopPmPuu5fshWRC0GqhM+et/uJFN2bUkjHKVA4rUjfHpsINdcmnZi15AO8AcVgem4n097vSzvi/8hn1TircFYRAeAS++QtnqV5a6sN4luBYQ7Ek3zRu6cnOYmyzjVpvxhYHbIkqW+rDXutunX6qHubUt5STafKXmo8PNETHnLKb1e/6f58ZMAoKDrZJutyJz2aq20XnxF/6ToCXjV3Kh1Z44lq4qqhcR9sfCi3NKHZl6l9jpLzqdqN/TUi9xWPnthbqmVFx891LjF2W7hdQ/NvCqphQ8e2PT30+ZM7iuqevyqkqVKXUJ3DzX++spbkiH91KarSFlxX1lUlfYwxz0DDzRtTJ57T3W9ut4/UfX/oHaMVV350bEct8k3Kjba1Lj0otzSzc62yQPoi4Xvb9qYtCHGowUphoWazD/Z73/xylvu3vv6k817kh9n8mj4YpEpu5UkRw9A6vFPNdyQzIQoSol5pB5z7vG8qIqusji3dHFu6dnWy8+2kHHx0g4+CUWvM/Y11rfB9G247j3bBHquP9ROmqrofeYJ5s9Yco1yrHqht8P85cFGz0iU4/2qhKcJOYCgLLw8tOCv1ssIz6lhTwsXhtCQ9mAjAxgpMCclhOjFHSfPXJ+HtI4viScc0nVEDCFLhjrn9upyIzEmTqzzWkSHe6AqOqaS4UT8XxcLG4r14IpSoxTdfjPVC81iWT6aAfg88Lh32Uq+NeVwOeSccVfSe0a1FSz5HIR6uL89rkCn/J3Hn+YEcCI4AZwAXkC/V185y1oy4y+ItSSdOQsf+Xn5utUnvu6LX0gUa63xppzeqlV0n16GPgJLVkxHYxO/QY6KglKUt3P0qh3+el1oFH5FiggxvZHmGynPEnJOP7YVorN1bZla2omQlha30HgK1JKWkeAZkAF0S1mgNJMPwrAKwQ1Et8JorgEwOURvKftxYhFk9GlEm6b8u5BlHDuMLp/pTSymPAegbOhUkX70svpVYIXwPJx68KuO2SzZnGbMVG3Pq57vOKkoUABXRxgNG2BYnWoxX5vb9lhf+MK+2b9B1rYf+HnDjT0Bz2OHtj008yrVU/xZPRLd0HNKFuaU/EPV/CeP73myeU+LZ7DYaL177+uLcktVjV+/7M6FOSW+WESt/Z4qHr5Y5Dvvb1lin5ZqEKTety4jb3JJdkfAq1oGDx7Y9LP6GxxTdXz5t+bdaj+VdZ1HNzva1b3sSeXb4mx/7NC2x+ctV+XwuGdAvVGyLF1PwKs257bwovrDn9Xf4ItFJvdxX9t2YGVhlYUX17Yf2OxoV9vLpknscc/AY4ca1cJnyVuorUJ/3nDjZGNFbfGuRrnrbHnHPQPLt76g1u2ZLGN373ldddD3DXapVpd6iylHzxeLqJ3aJ1sYLZ7B354+9K+Xf+4c44mJlQD+prioTdguuqJbuPAvKvfA+hSG77gAOQew4mq/SWIHGxOqHubSZ5+EqEtK97SZT/XaVviaFk7V9QtAS9j+rP8z7twSIgpUTDhedXzPlG3chjGu6JRjGztLrq9vmlxVBkBnGznFFY5XU6Gkd2S43D6hAGoyq7/E081Yem1UHxIbmcpDTk40pBWMe2egkPBch6UUwUStGIfzlK3QCd2KyYH0llgxFRLGQX54CHoAqKi4Mq34a+9pebAXgg68HoIOlENzq9EqByKOUE72d/TZP0rdPlBnHlw/4/nVJ752AVM/4dhQeeUvPQUAIAE+cMasVHEmjEHkESfUbIDZEEMirY8BoJSKPOHZxyjnamDgjf6669RaPR+k6H1Cenq9RQlATF/DjocVAMOwgBDGV0NypoWa0pm0uSB9HSdE2pqVUBg/GLohlJ1JCQHQ0LF37k3ZsDyC6IHU97Bn1LQ1MIcYBUJSC+ni9PS57t6d+YofCjwj6O/bZJ/+69QHUyvCrvPMx6XCA00b76mqX5Rb8o/vvlluylC3mKs67Qh417a/9/i85beVzX6yec++wa7H562w8LrH5y3/yt7X1UiyLxZRJS2pXmqHsZgs3zF9nnrW2e6bJiGp7cZf6zzqjYbVZueTFgvaV7/9Csay81a9/UpaJ9O17Qe2ONssvE79oXqj1Mc47hmo3/iLmRl56g/PdiP1sEW5Jequuck3Sj7qvsGuOlte6vZ31W5QO9moGwp80cgWZ5s3GlED9evOHEte6snmPWvb3luUW6LmEqox+bSV47RPMXn0kt1aU5vBJ/wf94AvFh4IjZ7PeJ6N5BJGcufeJ8ODBzZd1H0BF13RV1qaq/L/HsEN6W4KtUC3fDwhXF11VpteTHJoFi6TymrZrtekoV4MZBVNXpIjPAMEMOIrKnk9lNc43Dc7erpEceXIfiohDKE9Yj+olI+Y7dRuIBwjwnhekoUGwU+o1HGmXwf4R5gtNYD5brgKkSboVyC9mif8Z0JHDVXJuiKd5jI5diwRwR77LIssHe8OV6tRd9FQPXmtEVKinFxmvhXUPKFGrGwApa3ZM9H954R94AokqplOVPR3eu1ESFgqVY5EyD2vEDrj/DSf0nF6PNTf6rTyfV6jEIAI9xCaGncsvekl2J5I3QteZx5YX7N2des9H1bUicBDUVILvE/es0R4BkIIxxRZRkxWB4RwFJQSRj9mOQcAvBm4/Fn/H1jOKxdwbq3OCWJJe0sDZ0IAhpgNAM+ZPuLjdfUw52lJVvD08NJuWwUVOQC2gOvass7qef8H1Jy6LALgiaPziV6cXNmG6sUTpvJ8+ZiiAAocp5z28tG02jgrbc2XkqInJfChmUusvLi2/cBQODDdnKV6gQ/NvOrJ43scAa9aF1YNs/tikZVF1b5Y5LFD24qN1qSP2xPwdoyOTDNnrSmfvW+wK+lino1zL45umSrvLKm1qaHvyT03ewJewHuOG6W2Pz/HjdQ9eOe4UfJ2U6ZuJduup7J86wuqdz75Rud4ksmf4myjd7aHOc/xPMcxDx7YpHZ0PZ8FnYU5H/W1VI3F1y5y5OCiK/o3Co/A8AT6J/TbaOvSdx8OBlwbRt2wZcOSBV2uaLZztbVfRfbvMLB08nXy7dLt92P7dj3lp054TugEpSDEV1y2Vy5RIjElEgfwwyv21OgC7aez3GEjETnCJmyErdP3pgVRIyEFgItNSBnt1xf3u/9st3437b6BCNfXFT89p4IlQ/QcGx6m0+VRcEXJeT/poytASXYorQtLwrZwDwMoKShPU4vjwQIwEIPuKCmpRzcAjwsIb8Okh+kJWJIlO0oGE/vW9IV6CBOac3cN6f8UraY8WBSl7R1ZcS9SwlqD7ZF9+19adGUhsn6HoRvHB8rUv37Gcw90rkldU19k6VxTwOqMfQd91me68xK5AinMtAx8qdBXrQ8auegud+6GXqElbJzsNBOeQaaQZDBFHaZio/cLBYOFJtP+waF9vvLJVwZQLLo/n3sGwNsu+4da6Ve7tszK9k0Z50h7trQflOjcab1PAIx6AYY2VgZAYNKFhaMAeLy044Ts9UiM4ZnhJbssC6heVJ/h647fXX3P38H4ZQReTpXknlHTOk8Dy5wq94yRw/lzlo7Zdv6+CAIvwnhXasR+Zf6p4j73lMP76aUn4FU7aq8srFpqn1ZstHpjkTt3v7bUPi21ybcj4N3sbFO7eapRX0fA+9ihbYNh/+dLaouNVosgbnG0fwLLsZ9qPvnN6B8Lr3UePU99fbJ5t7pgccH3Wnfm2JPNuy9eivsnp+gzsnLSds1uf5OdeDfEi+BE8AICo4hEwbsiXkekelor042e42rXXBPa5v/FAx23Tjl9q200CaOKJCEmgTGiVxZldn9tTjmEhtuKH17XP+e1ocv2+yvS4+FcTaK9aawVsm/QSQCMiFlpvub2U547SkbTNKC9UzwuFBLzuOfaa8oDgHgrhIZEwdFo0xVWJ1KLC02UhOOjdhiQ4+4FoNPZ0xS9O2qDHlTHH9VVqooej+NUz7GKzMI0f6s7ZE0qUKnnjJpgnFtiSSv+umVw+ltF1yT0Xp75Tx3pVmr/e76jpp/Pnv88bD9Onf3rzIPra9c+cPoWNfv9uRkHb6xcheB6SAN1WWVfmG6/dldHsmhJseh+ZY6zMu8GRJoQbQdQl13+zdoaX6jjW4eDja6CyYEKQhmAfy5tuaey2sTnQTFA9q0prgEr7Bg5+PVjYur3/uOKE1+sWYlIFMC/iA1HerfedqT0fEMIlKxzzJw1fYo4xwe/0hnZkwXb74UpEyG17xCxfNhryjKc/Vz/6bjHLVMOYSL8ZGRlq62WGg2q531dcO/X7y4Xc36E2InJDjo1689mjgwVT+/tzZymuBQFoQBOdu6rnPNIaq0kAJ8zHn0hcvUlKTZJT7HYaP3+vBWPHmpUXfNmz4AvGvbGwmqRGSuvswi6RTklW5ztvlj48qzC+5s2ndsj1/ifQ0/AW7/xF7eVzz5bU9dzsH+wW10m+GQe9eIqerHohtCAWEvqD4/tkqa0dcqrwKx3IfDihMg8n54kXGcaaJz9zLrBeU86rpnsWBBGQQkoAWMEuC3v0I9qh2F8GCN3AFhjP7LGfuSAt+QnHUvfCSdC36XRvvYjt5fYs3WiBca7IDk4ZTOAkKCfeGW2d6DgDjXJPGW+HjwV7zAU0ZT9tVGzjXn8h/d9zT1MOBGGSCMT8H6wBjwAlPp7IVsh+8Yr0gfXjwpWAoghf0EZEpJgfQSyD9EmxFqdLJ8CIDhlnobgdvWksMed2CKfouj7R0qhA4BcT58tOgo9BBEV0xanFX/d5y4lpoTyhfiCV0eX3el7O20ke//aZ8u4p6RibZqoW7jIQ/a3trhqb7YevLG8Hq57o2HfQD8KCps4Xc2v561o2AcAdca+zYszOFmUBu4YHobHDQBmS5PZDEt2w8sL73rHefCrzfY0Aa4z9v3nfHOOfjZGnw4NO0dHIUkQBNhsmGZe1bhs9Xfe+8tL/bUAFplPf7FyJlz3hgI+xiAImJPzyKuzzlx3aMb5xmaHrvx+eBuZFOdQMeiks504JyeStl/8zIAeCAFwGIsJ8MZzb9srWEExs9kUi0U+23WiUeIPkL5e6u2Pu4dBWZwyUIad/orfyteEMrOoXkcEBmCpse2ZBT26vN8gdkJ9k5O802tf51nAMtjZoxHc++aaadI7UKAAwYHhRLOflHf4NvuhF1xXX/KT8r8171lTPtvCi0VGa60tt8UzuHzrC2vb3is2Wl+88hY1w8si6FYWVt2993VNxjQmxszDn4pQzcVV9EIMArZUjzMYYclNQUlGFFOnsezm+VUA0jOVzPfBDLi/nea2rsk9tDKjZYu7dm3/4nR/nRDC2MqcljtyT1xTdi2A1PVgABVC/5rIlsOkNKDoAHz32DX3//4Fg6Vdb4G9rNFsw7BDAOA0l9CJXt1b7jqENkBoGBfjaFPv0abOsmmpa72E0YOnrbFNXqMNRhuMGTBYsTtaiTGf/+23uyj/z4xHfpGsEEooCCUASlzdXSFxx4Y3WfZb+UWyxVqdZxOODGRSmthE58209/gzK+ECEPVGEFwP3YpEPTJ5FIrPSxPL1cXOk+p/svKQKD+X+SwiTaqJsMUzk1oSZVcVSk9Om7e/rW+JNEGlYlG07+oHxkTd98PkGD5yZCl4fK98GKNP93T6Movp+p6qpUMn5s5vLTY0AHnFonvL4gwWfj3gbv3F7mm7/ZXvxipzqW8m7Zqpcy7LOVg1vWlxxX07F3qW7rclRX1FhvNX9dMQfL3n6LunuoVD3pLmYEFHPDuX8883dX/5sg25+dt+NO+7kb8e+/1QzRfyFAReCoz6/tKUUTVnWYHSmBn/wdysu6rE/vaI/by8dFE4M9hUbrNM7rmClKatOnlC4kxiZ8TE40NhAsChZKrZkVtPF8041kUZGAfKQDlYM2HJBKUgDJRhqE/9lUKZQpmsHgZgd7Big7xgxFZAdQIVBXVt6KGCbQ/NnAXzHxNynvIm+6LCt45cT826c+3ro7Q1d6bS+45ac2bEGY+MviGaV6Uq+kWtCPs3FRz+p5lXPXBgEwALL4qM2/a5f9g32GURdN89+FYgHpVk+Up7WY8mXxqfWi6uovtiOkgOGFYns8kMomTJTLSRVnHB9EvLqm03tcB8X1oCcGtLgDfcVVFzB7J/B/9LaduvLXxkTe6hNbmHHGHr8WBBczCh64ssnbMsxGRcAsxCcP3kyXqgM1rOBr8mb/yZcisAX07eTuu865RDALwuxOLIKpQ9g8LkslYBm/25p/8zX2jSmaA3Q2+GJKHHZxrIKaGpUyohwxGDFROWTJpZosFrkOlObg8aLNBbMNoBgwXvxCuRQQBkBV1MiXQdg97s97RBbz6kN+PFwFXIHFuh5/l2UqgqeiSMA/s3R+JvibEwleOCHrt801rkYtWyKBnsACBR5uwnu9Y3Gor3ZhdYyotmQ7eiyREjZl1qZj6RdVvKV9i6QpfhzARRj6Fjf38w9PUZM+5H1u/g+gYk5+/bKvdHqikPCy+AWh58t+r18h33LDnVM2QF844O/dbCfWdr/SiLHfGPtH5z6+ItusXEynGMuhTbLqlolyT96ozr2q73vnLy6borb21aWtGwc9gX191lb/nRvNkj3S++33TyjyPzNrMFQZ2ZmBkobZWVnbH61xo73li6oajkhz+54omju5tH3e/B7pP1t0RKe+ZULm871hF09ZSanNfK7nb83Xm9nYxudFbdV9YEw+q0OHYq+dGRCVEEvgesJi3NsPs0BRCiomrYtWVV5EdHMhR/8oBRL4J+qC44HdPvJCfi9kOR0oN8tctqJwJPBY7wnFWM3pa9/5ulw3m5D0CoR3BDqlGl8o97PtPLF3xgf3Fvbv6xvpJ6pVvtRHy6c2/tFf+athd/tanpeGjVJT/f3d+06Z7q+TNteT0BrzcWVuulL8otvadqfk/AW2y0vtZ59Nz5XBoa/3MV/XikENKRtPpoK74qbn0+kuxG5i0u+NNnT9oL/y2tsHavRzfQHeZ4KeJ9qWzGDmP+j6BfMdlZB1Ck8xbpvJ/LnKjcgY4pH6mtU/D5oozhGuHw9shlR5XpROR3Vy3jOpU8+Avi/uK4v5j52bTMyV2hCM9tdxYuQ5sxA6YMGCOQ4nCa8ojIpwUJjoULY+a8ITEzquhcfuuI38qVWdTL8fKExppBWVgbWq5qNpPTe26+7anYSBdwyZw7Rg+LVdfjGIAzbZw0GhKN0JmgM+J535W7TAuS6VEl7q6QTsykEQEY6oPoC7k7Q92GRnPejtdc9akaQBijIi/bTL+PXMtGNl8xUdTjMfQf7fUHf3jFrFXI2ejrXvC948uQwQBE3Y2w3rXyMuoa2JGZH59h9yKGjccKflPTbBOtPmfjvX9ZvC3jqrKM0KO1gw3Z+Tmmklg84Bh17ukLPt264EBn5bcH/3Llgu4H9BnfH73qwUJ3877//8Zh81p6d04+u6/c3ZAdK7HY41Jg79Dwy13GZrH65h2rNyxZX1rx1KYFt35ly/Q7y/9kziy4c/418Dx8xkkXL30Uwf/NherO96U+W9eWMarmoqMl/Yd1Oie4FWkrQdJwGED7WKP3lhkLjhXOViKxck+3Tg7nhwcJgZFEi+AiBKeJnQBEhpPluqjVwecTvUB0PKHMKsYbss7Ms/bNNXquKSqD8ZvgZ0BywvXNyQvzzzXP3Bq9jFnEDyy8QznumKFyvtINAAoU11hF2OCGYb84OEhea5/+HLuOmi79+c4XC6cVJAGwb7Dr4tXw0tC4dBQdhLx61HX7EqgFNxIBYXvk5vsF5wkp4pcKylA8exH4GgzfkSbVjmNj+wW9aDvalef6UmH5zcj+HYIbEHjpwnKJO3pFlzNCOQAYiJpOh3MhgjBGzfq3py+HrChxSQmLwyWqAAAOlElEQVTH0SOBUmGKnpi0y1II33i5JUs2/AU5hKUP4/bSZSRFNRlAx7LrNxQui1NqZNGyuIsPwBnKDtkTOvxC1S22oLsKfRY5Oj3ukkLCv7MbmUlMjfyftFSFg3x/myL54joTAJyI2V8dWejIrSKMqTfNcfXJIBYlfZ/lAX/JM73XhLJyuUyaZqlQRUGe7RVcy3yb6yeKOoBIj++voVdr697/8fuXj5qy1WonbSe4hfbGOy9/bMNv1s8s8PICHCO66XPn1RfXxYZ+8OTOmm0ZV91S3vf0gkUsujU+2jjU5SQEBbkLvlRZ/6Xamh2dO+/bcXvtn5uPFVXAhsdf6R7GjMHyyu1XyxXZcyE5EWkK+TbrzUXl5Q1frKp54ujRn5Lqz+9cvdP8B2tR81NLTG9uty2sepoX0NcNyXazSYjFPHjfkYOy830felnuoGtdru3HaZXUVIxjhfltYbdHl8jYMCMAYkk7MjQSB+ASEscQvcg4CknpzrZCkduVs/11AIQyRsEIoQyMPCS89o36WTA/ClYIeRThRvh+MGW/1DdOlz/afQO16NOq35xF0kmLfXaof49eiSqA14NBxxPO3nCoG81u4/PxFT3WMmpg2myoofFph+S/+sOLeHlFsQ+2H/x7PyyPYHDpFDKsuu+TJtODLXp3Z4jx4HgwHpyA7e6KA66SH1x9orb6FhhWwf8SQhs+lK6faGMj/ZIa9mQMD3ff3Gq/Qg2TKrG4HI5CUcYbmTPKzFO0r5bcfsk9IRuf2Uypm61V5GBYkeREHXJGAEJFXvWlJI8/5ThZkRVmNah1RiVPQC0pp4QiSlwCpdSkpyZdavxfjsYq2w+4ovp+MYvwDBwjlFKLnvA8EXkicOrHiTmG7S7n9KhjBt8/U98f1wu/jixps9UQvUAEjhomJYTLsjoI8oDnK8HNDbozyc0InAheRHs09w3P7P1sDss0EVEAcOvhl//vre0ZRSskw92tnU2R8Ik5lcs5pSc28vTP/lj8pOWO0qzI/s9Ws8BTpw61bn/H+I5cyTiU61wNuX011frCursUVvxI07svD84iAi/5Ak/M6vzy7BtCwxuOvb1+eACHfHZOQIl1tL4uML3GgsxnH39v27OnCpc4dz5/w15byao4t3D/kTePdsgrFlxWVVwLz8NN23xf9nzDl198/u/no6bXvjxTgeRU1HeJjKvtu43KyfdlWcLLc7/UZU/kUa6mO6/NbbMK0cWF/cnL/Mf3IBjw6+ovdOTPHB9PBWOvkwJFUWQl1TRM3IQCIIQSEHK71Hgbt7Ph6gZYHlEXOM4a+urSLzt+HzUYJtR8PfcHjUlfaPvtMvNJvRnemBhxRI5zJceEsn2Wy6nZQMWPvxOahobGJafogOTxPzXt9duv/CliLWl1K89GW6fYdSTCVC3nwXhEmPC/em4fNhfKnsBXlbe+utRdWXktDKsRa0Fow5ROTCrdQ2LviUg0Op6p9LOuK3eYFrOMsapwiqLEpeQsr8gKoSRZqmWC8EWiSig6YQR1AtUJ6RNoXIK6aKlen5Bk9Q85EB6f9AFCKdULqmEhByNQlDExkEEI1QnpU60sS75g+rco8IRnhGPJjyP5guql5FBUCUVBCbMZwRgRecKzKTtfKZKMeFwOR2VPYJHnr/9g2acq+tZQzR99cz36LGYzEpGn+sRqMd/Xf5/jlVuvdZdUAnyN2mK8v8v3i62lz+XcymymLZf3zck63H6g6du7F+4rXET0gjoySihaEzt9s+XIZ0u7h4SsO10PgpDZnqPft7ePHD+0u8e+P3PucWsV0QlgVInELgsdf2LO23PmGuL6u+u2GTwe5SrHnp9+5p2S6sJEYmC4EbHWvZvx4smZf559CxU/RIs22ReQXP48/4A+FqiMORg3XjyY8bCSkKjENlmv6csoG7PVIko4okTiSlxSYvHF2T18LNLZyTEOg+XVUWvmuQ2I8VdiEq8GvwsF0xYtLapYi97KKY+JxOifjuR/a/BOatCpdtX52y61He/eS7f0efWNkdrWjGpPpp3wHOEZEfmL0QlNQ0PjElR0ORw1+YY2LvlzTdUzkBzwPHxux7r5tL77YEgV8qSi/2qwYaNxOeGoEosrMUkYGPoG3Xbd/OGy6qrMrKsTucpqpo/sQ7wVXA2iTcPujr4+EugNBwIJLVf//bnjyh26BdSsT9buSJ1wk77U5ApcCRmW5IToqodxjHAfYkJMmA7j55Pk6UpMSrh0GL94ugAoiqyaFJSoZ4MSgKQVYlOiMUWSIcmKJENRQEA4jghcogrb2Z5NkhCX5HBUCUZNg455Qs8epVYxm9TtzoRTDQIuadzwfYMrOxuvFk+ZMwDA6TP8UZl/ZNp8ZjUSUehdfhKBlx5fV7nq88tthqzTno6vHy31RQVFklVdN8QC+aK/K2cGAItrsPDk0S5rsS/bTgSOMAZGZ5r67ymXALx95NQTl++0Fqz66XHhJz01sj9U1XHwK+Le2ZVBAJEwzpzAG/F5O2d8lsswn1cgOsV5TYyVoox/KWlBa5N+/DuKx5W4DCiQFCiKosZ1FAUAM+vxEaTxlwOPG0h02uL8itm7p1R0h4P+5uj0p7CK6nVkLOTzIf4SR0MVZw62Z88gBpFQBp4SxghjH2q4NDQ0/kcrOmRF8odkr/8/Ltu5+vIboVuO0afPVkz78HFdz5FwUsjV/7wXLPnX2BpqNRLGoMhKJKZIshKKlDpbPxs81JDXb84EzTOBghAQAkIh+Px+L8KRRICdcgkt745nvjC8sMVSR0WBGIQLcU0mhk8BqCHTj3nQlETdtClnW0WSIKut7VNFfZLDnZQo9V9Vyz/oURVJhiTJ4SjikhKTiMgnrIGxQq3jV1AUORyVA2ElEC7x9HgEs8+SRU16quOJwNcZehsb3neeOrGptfj2JVU8mgxZK5oGzX93JC8xhpKkxCVQQvU61dCRA2HCKDhGeEYIsfCRE581q1nlvkBwy3tH1yzw7x9ZtvrEfCUWl0MRJRAp7j1pjfq8vGkwszCaYaNG/ZSRlfP4QhXImLqLzmS7amxUFQWpRsD5DO85ePDkM9Wsr6TBOHfJYQzdlLpHo6OTjfRK/8+xosk6n+pEIrALuVFclkNhMEYYBUcJpVqYXUPjEuPi916jhIo8LIZvHFx6sP+tf1n0isl6E3I2JvpNjRVROdWrdxwMuYfD3MRQYmc486nQddSqowIHSiETgKgR6e6Kuc+PVjUOttd7Ti48cyrpgjNuXMiTnIlkbvLW7iRzWaaZMkZ0FxppJISwiz8PJmL1Z/kl++Bu0+OOuLqIQHCe1dEJoyCgOkGJxcExwnOEYyAgdFJ9dUKoyBNGFb3gyKwlhDBGCc+pwtbTJyLSlFdx94FWR9OzbbMNwQfua63VcyDXgRBCAUYJz42HKhilRh0ISVpI/5jrQLhr4PSON/dnuph5dv1ssK5R71+B+YTnKCEKzzlMsxyyrC5qUIH/UMGS9C+Ufdhv52PWw2gEYRk+D0F4mxrHcvayoW55qE9xhA1PsFtctoKEnF8YjBCDSAjVnHINDU3RP4I88ZwaIX7B+5nnfh+4V9dYk7f+shK3TKgclkYcsr8Po55EHlwqO3wVv5SvpxYjFRIrzaCUCBSSTBhVonFqMXSZ53YGZrwaCM/ytxfLIyXEZZKiFKAyiIyecGZ3PLMFxSPGXJqhS0gOx13I1P9pjcJ8eBOEUsITUEKUsQyAs4kXpYQnhGNjC8Tj0QKfNctxGkW1Lb+6/a4T/buyjDeAG6DBl4HrxnUxVRRTVh9U9O4mRJ226p+EgltuKS+dnjsfrntPueuSfjNhVJFl1a8mlFyMhi6fJC1ScXGgb+BY+K3T9waDGPWAF6SYKPySv64ju5oIPNULH2nBmxBtvVxDQ1P0j8FNJxyjekGJxFmm+Xl8Xu4NWluGa30nl8RbcliICelaPiyZfuNueN88m1p0VCcQnqb7kWOLx0pcokQPo64lt/54XEIsrkTiiiwDoHoBANGLACgBoSyxkMxr89p5zP4cB0X54MBsmjCn8NSm8ocNTdmFrTMyViG+M9jftG57FvLO9xG2nSq4pazVyn59X8N9CDfCde/wEF4Zqof50pQoSaLDA0wcibtFKCJz66x/1C/pzKkiAk/V9AXNt9bQ0Dj3fHzR19GTKIoSk6AoSiyuSBIUKHFJ9gULvI76eHsp51ID5k6SeULOP6SvUXOzqV4g3NnbY8uKIsmAAllW4vIU+U2UEkLAKOFowt38lHtynyZrsbf/puN/uqm6O7cIoSDeceT+u3F1rLjofBXOF/qS89W7LztlywJlGB3F945evStv2Xi1u0uL2sO7q/tauqxFJ7KrfOasRHdUNR1dW/PW0ND421L0cQ2WoKZ3xSS1x6gSiSlxSYnECM+IwKsl2AjHiMCdS85TbQVZgXyWlhgKwAghRNPyTxg5EpVHQ9bh/oyIKyLo+zJLqcVA9efbvEiJS5LXX+Vuq6PdlMOueN1IZhGzGC/V71EORZVIFIQQSsGolr+moaHxN6/oSV1XZHXbjxKXlLg8rseUEkYJx9RY/YeeziZvQNImxP8uFEWOxBCLK2qSH88l0hvP+3QlGpOjcUgyJu2duxQlXVHiEggBJVPuX9DQ0NA4N/9N8yMlBAxMraNCCZ8uwxe+TVbT778hc5FQkVd4jihKahL7+Z9OBJ5yLFmY5RJP7KJELfmnoaGh8alS9PFZjBI6ybHWVPkSEvWPtNlPS8/W0NDQ+NQouibhGhoaGhoaH4uPrA2BhoaGhoaGpugaGhoaGhoamqJraGhoaGhoaIquoaGhoaGhoSm6hoaGhoaGpugaGhoaGhoamqJraGhoaGhoaIquoaGhoaGhoSm6hoaGhoaGpugaGhoaGhoamqJraGhoaGhoaIquoaGhoaGhoSm6hoaGhoaGpugaGhoaGhoamqJraGhoaGhoaIquoaGhoaGhoSm6hoaGhoaGpugaGhoaGhoanyr+CzNBoranmrVRAAAAAElFTkSuQmCCAA==
Sin embargo, no todos los sectores tendrán buenos resultados. 
Por ejemplo, la industria manufacturera, minería y el sector agropecuario, que en 2017 fue uno de los líderes con variaciones hasta de 7%, reportarán cifras máximo de 1,3%. 
Transporte, comercio y servicios sociales por su parte van a tener una variación entre 2,2% y 2,7%. 

Y es que a diferencia de 2017, todas las proyecciones del mercado y algunas entidades estiman que la economía nacional tendría una variación entre 2,4% y 2,9%. 
Los menos optimistas son Morgan Stanley (2,3%), 
Anif (2,3%), 
Fedesarrollo (2,4%) y Standard & Poor’s (2,5%), mientras que en la parte alta del listado están el Banco Mundial, la Organización para la Cooperación y el Desarrollo Económicos (Ocde) y Comisión Económica para América Latina y el Caribe (Cepal) con 2,9% de crecimiento, y Fitch Ratings con 2,8%.

 

LOS CONTRASTES

  • Carlos Sepúlveda Decano de la Facultad de Economía de la Universidad del Rosario

    “La economía colombiana en 2018 se va a recuperar luego de las cifras complejas en 2017. El precio del petróleo va a ayudar a las cuentas que hace el Gobierno Nacional”.
Para el ministro de Hacienda, Mauricio Cárdenas, algunas proyecciones como las del Banco Mundial “refuerza nuestra convicción de que la economía colombiana está en una senda clara y contundente de recuperación”.
Leonardo Villar, director de Fedesarrollo, comentó que “algunos factores como la reducción en la tasa de interés, los mejores precios por el petróleo, las obras 4G y un mejor comportamiento del consumo generarían una dinámica positiva”.
Precisamente, las cuentas que hace el Ministerio de Hacienda es que el consumo total va a subir 2,7%. De esta cifra vale la pena resaltar que la variación del gasto de los hogares crecerá 2,5% y el del Gobierno 3,4%.
Carlos Sepúlveda, decano de la Facultad de Economía de la Universidad del Rosario, sostuvo que el desempeño económico “va a depender en gran parte por lo que suceda con el precio del petróleo, que en las últimas semanas se ha cotizado por encima de US$60 el barril”.
Las proyecciones que estableció Cárdenas en el Plan Financiero 2018 es que el barril de petróleo Brent estará alrededor de US$55, cifra que es inferior en US$5 a la que se había hecho en el Marco Fiscal de Mediano Plazo en 2017.
Finalmente, las otras cuentas que hace el Ministerio de Hacienda para este año indican que las exportaciones nacionales crecerían 4,1%, mientras que las importaciones caerían 3,5%. Por lo tanto, el déficit de la cuenta corriente de la balanza de pagos llegaría a US$10.258 millones, equivalentes a 3,2% del PIB.