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(mostrar)bg-teal[{"value":"FECHA","type":"elementovariable","id":"formElec_element37","tipo":"fecha"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Hoy","type":"environment"}]<variable> = <expresion>formElec_event45bg-teal[{"value":"ENTREVISTADOR","type":"elementovariable","id":"formElec_element147","tipo":"texto"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"NombreUsuario","type":"environment"}]<variable> = <expresion>formElec_event45truefa fa-file-code-otruePáginaDatos 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MqBAvrMy47SEiyl075S/33CuPBP7X9tHedHGXHy3TIv+2USJjFn9FvvHD02SGv6W7p+WRB/6SxuiBXhbj5n5aQkdjTJCFl30ixvNvRsu8i66QtWE3U599WrbtbPdXgrwuf1h/V8h3ADd0r5cf/eRaWTcz0XNsiqV01sfl0vX/KVeGBRS5NmKwaLos+sQl8v4vPiJ/eeJaWRN6Q/oBWf+tJ/L3O5xJQxbJyRdcIZd+/2fyvdVhAVCzVH//V7I5NCAptO/cSJn5vkvkY1/9nnztxJB6JPxzmCsa5dX/+UPgs8OKzzxdLjj7eDnMX++m+ffy0FOp9HI+/w5K/D3+/m3/JuclfAaY8z2eeYnc+PNvhP8cd77HN9y3Pf3RXdn+fUZERDkL4c7dG+/x13ofQqf/+sH3Zey4cf6W3IB6fe3rX8+5ehFRdwzEKKOCRm7Z0yEiPDr3g8k9BDQZcaYh7MmpCuOMeEtVOiPliIjS1fnSN+WGb+7017orXvF5ufX/JXp2kiqW0gVXyA0hI5XSGT3Q+7I85VlnndS8GXSbc7BUlsX8H4mlJ8ipHwh7pssrsv3NVv/9/jpfuktu29jor1lKzpC1131Qjo71zBlf6fFy3k0XSHAugKDkHrk7B0coFI39qFz7g6tCQ7GODXfK+pfC+/GAUzRTjr/yyvAb+M2vystvB3/OBfudK5ojp3327ODAKMGfw5wREdAfecJsKZ92kpwxO+gzf0P+9Nvnkw6d8vl3UOT3eNb5cs0NyX6PT5OL/+vfQr/Hu752j2xKuw1Z/n1GREQ5bdHixTkRimnolGujrzBiLRfrRUT7YyBGGYFgJlE4Y4/KCjsex+V70GOP/spme/K9r4goX4WPBBBZIqs+s0JmJvW3jNFy+LkfDL6Zl/LogVzxtDxy1+/lxWxkertelr/X+O+7aZLq+rg30EtlynuODbkRv1O2vxF28/N1+cMP7g/5DoyWmTd8RtaOTzRCbX9F4y+Uq66fEzwNYfMjsumRf+bkc2yKxn5YPvu5RSHTJz4jm3/xV46sMEUGsf8nr+wICgsK+ztXNGaazA7+AuWF0OkSZa4snFXuNHCuHH1GpqZNzOffQQm+x+d/WFYlHN27v6Lx58tnLp3or1mc7/HGRzPxDLAs/j4jIqKch1AMz+zqLbkahsH1N97AMIwoTzAQo7RhSsBUn7eFMCeZaQrN66Q6vWE2LFy0yH/XJSgAXLNqdVbqnUt9QUQHiNCRAI65y+Tkacn/Y6Bo/DI5cWF/kVlrZM11/+78HL1Y1l2xUTb/479lw9Lh/lH5qWPLV+Wy+9/I/E310mEyKvAG+huy7WvfkQ1vxRvZUjTjern/taDnGz0tW84OCS3q/yC/eTBshMO5svak8RIy/ieBEhl74vvl9OB0QnY9+KT8KSdvxhZL2Qmfks8GjoBplup7/le25cOsdz2mVCbPPVTK/bXuGqSqNiDQLfTvXGOV/CtwCr2pMm1crt9giQio5s6ThaP7Om8iwvdkQ6d8/h2Ute9xqUz7wMdldeD3eKe8+KPfZuR7nLXfZ0RElBfwzC4EUz1t0uTJ8sUvfjE3w7CbbpSpU6f6a0SU6xiIUdrcfyw6iz0qyhY2TSGmFDRHOelxvTHyKayOQcz6BQdi+/fJtq1b3fZmWjL1JiLKhPCRACUy8vTFcmRKf8OYLWd8/yV5ZfONct155zk/2y6RdZ9YlOD5L/lip7x454PySGOG76qXDJNhA/z3thfulGuPPkfWfOs3sq0h83fz21/aKpsDb94734FzTpQTk5nuy1Z2rCw9vdRfsTz7mDy0PUenj4sYASM1f5atr3LaxHQU9neuQ+r//ifZ6q91sy9QymGhAVX33wlFGZo2MZ9/B/Xa93j7P+WVjPwOytLvMyIiyhsIpnraFVdemZPP5kJQd9bZZ/trRJQPMvzXeypkCICwJBqNlGqQ1ZMBmHmtVEe3xRUUFGairT3ZX0RE3XVI4//9Q17117qbKPMPG5fi/24vDMXTp8kU/303L3xbrv3WnzM7bV7fQ+XwFSE3P13Pybavni9rDjtMjvrcnXL7d7bK9ozcw2yUfz77NwmeTHG4TJ44LM3vwHiZt3SuBA50CJ1OLxdEjXr6u2x7frf/npJX4N+5xj/Iz378jOyfk4yWmR85IcWAp+eEB1RHyPIlE7s+m4xMm5jPv4Oy/T0eIzPnT/LfW5qfkq0vBSZxoXr09xkREeUNBFPfuC17z8u3rf7QGlm6bKm/llvwH9Q5VSJRfmEgRgkhAIsbvsQNl3BcukFRNkZamZIpP9EILW/aqegRdERE+aNF/vXajoAbt5APU3tlV/GKS+Sy1UEhVbNUf/8euXtHvGkM44m6iW9yrn3fTXL7l1fLyoMny4yP3yK3rN8om99MtS5V8uarVf57m/+8oLQUS+lBBwffiJU35Jln35BM9mIm9R03Teb577urkTde35Wz9e55UcHAEBlWbv8cKdDvXOfL8seNV8pVZ10gN/33/j9Vi1d8Xr525oQcDnggarpEe/rCqGkT4z7nKp9/B7VJQ02D/96Wie9xfxk+cUJIKB/1TMhgPfv7jIiI8slpp58uRwXMlpQNn/rUp/x3uefEk07y3xFRvmAgRgklEwwtWuz9MgwbRWYHZgiJ7G1mKGaXo+WnA8/xMtlhlhlchbXD3G7WH3UPOwfsY1OVXHDoBZq6EBGlL+KGXkmFDEtnuqdMqbldPj2162df8ss8WfGzkOfTJDRajlv7cTkxKKVqfkDW3/iQvJixmaainlsVruM3t8v6m78on14yQ6YecoF8+u4HkwzHGqR2Z8jxFZNl2sj0p3crGlIpI/z3to6q+pAgJQeEPtcthXr36vc4y+rvlx9943V/xXaQTB1v34TPs+9c3M/u4JPk3CvukU0vB8RAs86Xa645WWbm+r/YQj/L4OkLw6dNjPucqzz4HRTqLXnj7yGjDTP0Pc5sKN+Tv8+IiCjffOGLV/jvsufyL3w+J6dKBNSNo8OI8g8DMUrIHtkUFZAdtXCh+xp2TNBIKmyzQ7EwWn4ycLNB4T2e46XCRm3pdrTDPF+Z7Us0OizTogI3G47VuqKPw9pLRJSciBt6A8qlsoR/vegz/kK56vo5gSO3Orb8WNb/OYNxTtEiOfvmD8sJiYeJBWt+TDZfdYl8eskRctTnvi8b/l7v74jQ/oa89pcsjwwYOV0OqfDfWzr+VSt1/vucE/Fct5yud09q/J18/9NfkY1hs7ftN6rIcUB950bL1Au/LRvuu0LWjO3vb8tVHVL/x4flwcDP0pouUUU9ay/W89ry+HdQZ53UvZN4DFy2pPKfCXr09xkREeWVOXPmuNMZZtPSZcv8d8l75ZVXMrLU1NT4JXa3+Oij/XfJC7pOJhYiSox3rChrkgluwkKlqPAtWWawhWAoUTgUNJoLr3Y5tqg6m+1MN5yKc34m+4+IiOJ7V0pk7FmfCxm59bRsvubHsrkxU/+tvlhKZ10u191+vMzwt6QG0ypeL9eefJKsuPmJ1J81Nt/5XZn+IIdo79RKNUcl5J3ONx+SjT8Knx7Qk8IzswrtO1cyW6ZNaJXq+nZ/Qy7bIU//5tng6QuDgk1XxLSJ8ow8+vjrMaZNzFOddVLzZkjrMvU9znCw27O/z4iIKN+c99GP+u8yD1MyTp061V+L7zeP/UaWHX+CrFi2PCPLll8/5JfcHQLBZD333HNy7qrVgdfJxEJEiTEQo1js8CUq7NJjzZFYJuwPCmqwHcvCJOYgDh69tX/d9DiEXPfcu8l9n4g9cs28VqLRVmH9k0xIGAb9GnVtZfdNT49kIyI64GHk1rWnBIdUL9wj6x+O86ycuEpkzLLvyb1bLpZV05ObPnF/O+WV9Wvk1IseyN2psN6oyc9A7M/O33XyIeNIVYJpAqcvWStXXxMyPaCada6sPWl87j0zqye/c/tGbZ4ja763LfVwuifU/0F+82DQaK3g6RJV+LSJzbLrwSdjTJtIPapHf58REVE+QWCVrVFip77vVP9dfN/59rflE+efL6/9M/F9s3Sk0uatTz4pZ512uvwx5H4pEfUMBmIUmxnCJBp5hGPDArFENmza6L+LBzdYTAh+cP2gBfuSmXYxrKyocAlhGfrHrhdov6GMVKDMOIFh0LWjIKhL9hwiIkqkWEoXXCE3XDTaXzftlBevvkXW78jkFHDO9WZeIjdueUg2fvnk1KdQ9HVsuVI+8vWnpNpfzykTKqQyH/8Wm6/17iklZ8i6731CVubiM6B65bN7Trbd9P9kzZWP5WgolsJ0iSrtaROpZ/X07zMiIson2RolNvuw4PHkYTAy7OavfNVfy65Zs2b57+LBdIYfWn2uv0ZEvYn/JKeUpROgIDSKOj9uYKQBVa6wwzK00Vwg3fpGhXEQ1K9xr4lzMzGKjYgK3RApHx3yXJuaf8r2XTkwBKZindzxyv7/oSH+8rRsOTvkZm1SRsu8i66QtUGjtpofkbs3Ppv5wKlouixYvV6++/dt8qs7LpYrzxnp70hWs1Sv/4pc+1SSz4fpiVFQI8rzM1hKtt458z3uAbM+Iut+fp2sG5/CM7Ny8TsX97P7x8Ny9xUXy1cunBb4jCb3z+HGq+Uz97+RgyNwUpkuUaUzbWIe/A5KRaa+x7telr8HP+pEikeVy1D/ffJ64fcZERHlhWyNEjvooIP8d4m1trbKl2+6yV/LvtLSUv9dPLfecov/joh6GwMxSgr+4R5XotArkbBrmTcRclVYHdOpc5y+zESYFTa6jYioyxApq0zhpvWBqnSZfPDCQwNudqcYOMU2Uma+7xL52M3bYtx0D/O0PPLAX2SXv7ZP3wky6fCQ78CeWqluzsBwloibujmtuUqq9vjvKYbRMvXCb8uG+66VdTPL/G0BCvU7VzRdFn3iEnn/FzfLE5s/GjKyEyNw7pJN9Tk2TCzF6RJV6tMm5vHvoB74Hnc2VMs7/ntb8bAyKfffp6TXfp8REVGuO+WUU/x3mVNREfJQzAA7duzI+jSJpsGD4wdiNTU1oc8hI6Kex0CMkmZO2ZduAJPo/FwOveIKC8eS8cdt29zXsDJ0ZBemqTSfewb2ehBzekt8vhpmoky9NhFRl1IZO3ms/972imx/k1NddVciY8+6Qa4/MehO99PyyF2/lxc7+/nrWbLvpvsj8txrf5M/3HOFfPnzi4KfB2PpuP938uh+N+IjRmg0vyovv53+1Fntb253eidY/0MmyET/fc5prJJ/BQ6ZyfF696Dipetk7eWXOX/f+KZs+OvjsuWLJ8nCIYn+WVLo37liKZ11ufz79XOCQ+vmn8r6n27PoVFiUdMlNsuu61fIDOfvkvj7ZOhy8IfkhudDWhQ5bWI+/w6K+h7XSFVjuoFYhzT+3z/kVX+tuxIpLx8cPo1lLDnw+4yIiHLSosWL5agYj/jIpm/cdmtWlqB2TZwU/2+GVVVV/rtgKD/ouomWT6y9SFaccrJfChHFxUCMktY9EAt/lliiqf2Ao5HiOfeDqxIGauhLPH/N7vc4n4MZiGkZuB5ecW0iou76y8jDjgiZ6up1+fNf30zxpm2jbP/uSlnxpQ1y+y9fLKypl4rmyGnXXCBB9xA7tnxVLuvR6dBKZOzRF8o5n9oov35tm/z62x+WVUFTYKnmp2TrS/Zd72Eybsow/73t/+SVHUGjRpLRJrtff0OCxxpUyISJI51vYW4KD1Vyu94ZEXOawJfu+ox8Zu1a5+8ZK2MEYepA+M7hz+bxEnwrqVmqXn1bom+n9KSI6RIz4nHZ9KOt+49OdeXz76Co7/Gzsu2FdEdYtci/XtsR8rkMl8kTh6UZiDly6vcZERHlkutvvMF/1/MwbeNpp5+elWXK1Cn+VbID5QddN9Fy+eWXy3+uXy9PPfN0VqasJCpUDMQoaXEClmTgxgiFixsYptqPZvlBZaQ79SURFaaiMdNkdvAwhgRTXUXofFae+MV2eeW7V8ntn14pR006VI763J1y+3e2yvb0Z5HqdUXjV8n5Hx3tr5l2yot33id/eKc3GjlSZqy4Xm78+TeCnwvjapLqenvExSAZNWl88EgWeUP+9NvnQ25kx/W2vPjn1/z3tkNk4ezh/vtc0yj/fPZvIaFKLtc7Hxwg37mR0+WQkNmBOp5/Tf6ZKz8LQ6dLzJzg0ame/P0dVCqT5x4aMm1hBr7HaMMDO/wVS8l75eQFlf5KenLz9xkREfW2bD1LjKJhaskrr7qq10foEeULBmIFDlPeuVOS+Eumpr8zp+ELC0uirqUjkBiGRcPnF2fKQ7Mfzc8j0blxjl202JtCkYiom7JjZenpIfOmR051Fa5z+8PyQLfps5ql+r6b5PYvr5ZTr/59mje7c8FomXfRFcHB0ws/km/dl8rIgF3y4i/+0x0lfOf3vizfOO9QmXrItbIh2WcNlZ4iH//copCwoUGqau3Ps1jKjjpJTg8+IfJGdhydO+6X+8Juts9dJidPG+iv5JjIm9FTZPqYgh4flmX8zskbNVKdEzlD1HSJGdT8e3noqZBxWnn8O6jvjEWyMlvf4/3aYJjm/HuwNFP//M/G7zMiIioE5330o/476kkDBw6Uj59/vr9GRFEYiBUwhB128LT1ya6p8dJhjxLDtexgLM40fxQN/ayfYZhUwyr7+W32Z6qOWrgwdB8RHcgmyrEfPTNkyqrHZdMtW+TFZO7pdT4nv/j6z+Sv/mp3E+TIE2bLSH8tr5WeIhfcdEqsZ3cl0v7UWjly0kI5dd3X3Z/pX7npu/LN/26OvokcqlhKhg4NmRJuiAwrDwgDom5Ip/W8o53yl3vulUcCb7aXyMjTF8uROfo32PCb0SVS+bFTZWUZ/+qdlgPhO9dcJVV7/Pe2+c7ft/v673tT51a5/9atIdPyZVLUiKk8/h2Uze/xg4+GtGG0zPzICZn9Hmfw9xkRERUOjBLDs62o5yXzXDOiAxn/VV6gEE7ZIQrWMxlsBIU0Goxh4aii7LM/07ghl42fFRGlomja++W8wAfri/sckUv+6/mYz2Bplrd+frVcE3w3WmTux2Td8YUy1VyxlC64VC5fHXIzNAnhowzekD/95H+TuxksHdJcVydt/lp3B8nU8UH1HS9HnnVCyM3QZtn1tW/L+h3BJYbrkMYXviPf/sFOf91ScqKsOnFy+s/AyYbIG+pHyMrTDpPMTFZ2ICv071z0yKv+h0yQXLjNERX8jrxmi7zk/P0Uf0eNvfzjbrl6dnAPR06bmLe/g6LCvDS+x099Wa7+Zvj3ePXy8Rn+Hmfu9xkRERWW888/XwYP5u+HnjZ+/Hj/HRFFYSBGaYkKUjiqKLdhei1lviciii3iwfr4n+qv3HiBnHvzEwmevbJLXr7vQrngsuck+FZkFv5Xe6+bKMeu/XhIvyUhYpRBx5bvy5d++6bEHmXQ+Tf57X3PBH8GoVP9FUvp/I/LBWENaX5Abr/gZtnwVvwbu51v/VhuvvjH8tvgikjlx86VD43PwWkHO1+Wp75+WegN9eI158vaGTk6zWNeKezvHOry9f8IG3k1QY6YOyFkFGdPapRX/+cPocHv8iUTkw9diubK0WeE3MCJGvGax7+DosK8lL7HO+6Qz533C3nJX++uREZedq6sysoI1Qz9PiMiooKCZ1otOWaJv1aYmpuD/+bQmzBtIhElxkCsANmjhLIJoZf+706EY1h0nXoWPncz2AoLK3GcOb0ljlu4aJG7zSsj/vdHy9JziejAUzT+Qrnq+jkSfC9sp7yyfo2sPOUqufaHj8q2BvOu5C556df/Id8473g5+XOPh9zEEyle8Xn52pkTMvy/2ntfdL/FNV7mLZ0bUsZz8sS6f5fLtr6dOBTrfFF+d+UFcllgmJNgqr/IG9KOF+6Uaz9+k9z+Yr2/IUyHNL54q1zz0Rtlw8shNZ71SbnuU/NzapRV55sPycYfXSlXrThZVq/fHhIoniFrP3V0YUz5mQsK8TvXsFUevXutfHLZdRF1eb98aGEOfPujnpOX8rPWSmXKe44NGTEVNW1iHv8Oytj3uFnefvJy+eSJt4VM+elwvsdXf2Ba1n6PZub3GRERFZpCD2de+yfvexLlqz7vOvz3VCC8UONWhlJJMAOiZORaH5vtCKtb1DHY5wWb8Uf3xbkmERW6XfLSd8+Tc770Ysj/sE/RrPPlursulzVjw8ZEVMvTNy+XD6xP9nlZyZglK39yn9yxwB6JFX7t/ut+Jn+5dF7ikRydj8sPTztPbgicekxVyNSv/0K2nB0yeqLxF3LLWZfK+rCb6Ai0PvAZ+dCU2bLygkUyzci1EObc+5vH5W933yubws4vOUPWPfJVWRc5QqZZ3vrpalkROsIC/Hq85xj50PtmGgHDLnnxl/fIk3/YKDf9JOyWN8xzPoe7nM+h3F/PlGx/h+bI0Xd+U76/bFzEzeje/B6nIqK+Fevkjqc+Iyuz/pyrXPnO9cRnB6Nl5tfvlQfPDgtm2mTnT8+WYy573l/PLPNnWudL18jZJ/04YIQYpkv8ufzP/5uRWvAS9fOw5CNy3dZrZU3oCKfe+h0Ez8sDHztbLvtdwGiuZbfI5jvPkGn+6v7S+B53vizb/uuX8veX7ov+HpeskDU/+6pcN6vM3xAkR36fERFRN0H3qVZ/aI3ccOON/lo8V191lWy8e4O/JvKN226V004/3V/LHb948EG59OLu/7E7V+4x2X0IyfTjK6+8IiuWLffX9pfK5xrG/t4k24dBn4PiPT8qFBwhVsCCfnmaI3p0OdClM7LJ7ktdeov5yymoHua2sBFkyTD7LhPlEVG+GikzLvyh/OSLMyVj/0McN/G+8ekENyLzXNEiOfvaU0KehxRT6SlywU1RZTRL9X03ye1fXi0rD+7+u2r6krVy9TX3hIdhuAl/w2dkbcLp4kpk7Pu/l+Dz9+vx6ZVylFGHqZMWyqmfvi1BMIFQ6Xa5NeNhWLaNlqlX3SS3RoZhlJoD6zuXOyNlszBdooqcNvER2fjojojRrvn6OyiN7/HBJ8maG/8z8ff49qvkmsgwLEMy8fuMiIhy0ltvvimtra3+GhFR/mMgVoAWLV7kv9s/sAl6VpTu++O2bf6WA4vZJ5g60BshFX8JYvb5mlWr3eAoneAtGQjFdDGhHibze6JwDp/9RkSpwQ3Jn8nDG98vJ6R5R7J46efllkdvS/A/2gtBsZQuuEJuuGi0v54KlPFlufPO4zN8I7JEKlffILfEvgnv3ZD+6X8syXA94oywykEly+R9m34uvz5/dk5N8VhYDozvXPHS6+X7XztNZubCv9qyMl2iipo2cae8+KPfyp8inwWWr7+DsvQ9dn8GfbsHv8eZ+H1GRES5qLmlRS777Gf9NSKi/MdArAAdtXDhfmFIHOd+cJX/7sCBwMq0YdNGNxBKZjEDKF1M27ZudUM3LGZQ1pNwPdTDhO9JJqEviOhAVyJjFt8s3922Ub7z+UXJ39ybtUbWfHuLPHnXJ+V94wp4ZFg3o2XeJy+S1WndwHX6fdl/yp0ZuBHsGS1T135PNty0rNsUi4mNlOkf+KHcu+ViWTU9/VuwxUs/I1dv/rH8KK/CsDmy8PN3yoZt35FbFo3JrxAvLxXyd875Ll25SX71vQ/L0aW58U+2zu0PywOBU+KVyMjTF8uRaVazaNpJcsbskJ5/9jF5aHui/52er7+DMv09RqC3vhd+BmXi9xkREeWiLb9+SO7Z0H3KQMqcV1951Z2qMGqpqanxjyaidDEQK2B2MKPs8CbsuEJhhlBYemKkltm3UaPIenLUmClTn3nQiEMiIhmySJZ+aqP8+rVt8qvbPyvXXn9uyE2+0TL1whudn5NXyHUPPSuvbL5Rrlsx48AbUVN2tnzq+jmS3j3ENG8Eu/Csmmucz+Jh2XL50UmGYapYSmdeIjducf7R/OWwzz2BfTel18l5eTBKsHjpOll7+WWy7o7N8sfXHpQNn1oqC4fwr9g9p3C+c/u+S1dslM3/cL5LFyxM8c9h5hVFTpc4UeYfloEQMWraRHlGHn389YhpEw15+Tso/e8xvj/rNj0uf+/N/1SSkd9nRESUi6658ir3WVi5CnULCpIysSCwyqY/bt3qPrcraqmqqvKPJqJ09XnX4b+nPGGHKJkamYOAJlNBSS7wpinsCmw0mMJUgTo6Cm1WdtsThVWp9Dumpdz6pDdSyw6TvCkYszfKSq+t173n3k1pjxLT/gv63pj9X0jfKyKi/NAsbz1xt/z0j80ytvkhuf67250tARAErJomw1pnyMoLFmXh5nuHNP79XvmvR3ZF1AOjqlbLwj0dMu2cc2TlATM6kLKD3zkqBPweExEd6Mz7VWr1h9bIDTfe6K/Fc/VVV8nGu7tGd33jtlvltNNP99cSQ9C0Ytly9/2KU06W/1y/3n2faQieEPyYkrmXZNazJyTTjxjdteCIef5aarY89qhMnTrVXwtnf2+SvR8X9Dko3tujQtGHgVj+CPplaEr3BxPKL5QfbnYYFtYus0/NYxL1tS3VfrPrqbIdjkG6n3cyfZfOdYiIiIiIiIiIDiRB91Z6OxCD79x5pyxdttRfy5ygIOapZ56WiooKfy1aa2urnLryZHntnz1z/ynZfjx31Wp3JFiqGIgRZQ7nc8kTiUYrQdAvS4r/A9sOeMKmOgxi9z3WdYmC0AvXsuuIkCzRuelC+zJ1Dbu92qagthERERERERERUf758k03ueFTT/i///s//11iAwcOzPp/LDe99PLL/rt41l28zn9HRL2NgVieQEASJ2RAIBEnPDsQ2aFNELPvzLDKXoLCMrNsHKOirmfSsk2J6psO/YsCys/EdwZ9EtQGIiIiIiIiIiLKfxiB9cMf/MBfy67n/xr89NIwGLF1+Rc+769l1+uvvea/i2fR4sU9VjciisZALA8grAgKYDR8sPchPAsKOLANz5EKEnaNQhLUV9i2cNEif83rOw2IgvpQmWEZyjTLWLNqtftqXssOnbT8oM8DZeL5XkHnR9UpFVr/bVu3utfAkgjqYB6H871yeu5/4hARERERERERUc+7+StfdZ+LlW2/+uWv/HfxfeKTn3SnM5w0OTv/uVxt+fVDSY+U66m6EVG0PnyGWO5D+IDAIRE7zLDPsfcjyDCfXxXnGvnCC4+8UXXmukrUN7agvrFDIQRC5jY9J+5xUez6xTkn0+w6gLYnGSinN+pPRERERERERJQPgu7B5MIzxNQn1l4kl19+ub+WvrBnV/3h8f+VsePG+WvJQd0z4dZbbnEDMNvPf/GgzJkzx1+LD0Hajh07/LV4xo8f704LmUi69w/5DDE6EHCEWJ6IMzLI/sGU6IegBkTYXmg/1LRt2gfmiK6gtiZqP8oJ+suIzSyn69pdv0hQL7ucOOWaZUDc+mSCOSLMrkeq4nyfiYiIiIiIiIgo93xn/TczFjhF+eUvf+m/S97UqVMzslRUVPgldvfkE0/475KDYCvoOlFLnDCMiOJhIFZgEMiY0/fZU/LpPgQbYeFQLggLTNAehDOJApXu0yAGH4vtugD6AlMVRtEgCudo/2EJGyWFYxctXuT2d6IwCWVq8GTTQA9lmG3D8ZiiUduQKdpOLJhOMVE74zDbh2Aw03UmIiIiIiIiIqKegZFT2YbpGXsieEvFT+69L+lpE4mo9zEQyxPmdH+JmIHJ1ie3+u88GzZtTDvY6AlBI6lA25MoUOkeiAWX5ZXhLRr+nPvBVfvCnyhBZWoZNtQZ/e0tiUdYBZWhUIZ+hgqBldYnUyGT2QdmX9rifo9QL9TRZK8TEREREREREVF+wDSCW5980l/Lnh/+4Af+u9zy2j//KY88/LC/RkT5goFYATJDikILHdJpjwZWGhpp6GOGS6DHBe2z4bhk4LOJU67W0a6zKagcDcaSrVcYlN/9+5Ra4GZ/bjpCkYiIiIiIiIiI8tNVX7wy66Ok8Aw0PNsqF+E+WS6PEqupqfHfEZFiIJZHMhVyHAg0eAoSFBppuGSO4NL9ui9M3ONsenzQOVrHOMJGnWkbzaU3BF037sgyIiIiIiIiIiLKTRgldccdd/hr2XPpxZfIW2++6a/ljlwfJVZVVeW/IyLFQCwPmIEJwoU4o3SSCWZ6G9oTFtaYz0DDcZi+L860g0oDJzwbDOfZ52pQhLKx4HlfYbSMIOZnotfUxQ5/9Jp6XYXjwsvvGmFlngMa/iXql6ipD+My64FrRtHnvZlQx0TnERERERERERFRd6++8qr/Lrd8Z/035bnnnvPXsucjH/pwTo7GytWwjoiCMRDLE2bYgVDCDkXymYYsdngC+swwLzy61X1+Viqji45auNA9T8MjO5Tx+vTWbs8Qs4/RMrDdDp+0DYDPRgMvewGzXJxn7gsrX9dxnHktU6J+Qd/1JPSlyWsXR4YRERERERERESXrj1u35uz0fAiFsj09H0ZjXfbZz+ZkH3zpS1/KyXr9/W9/898RkWIglqfCQhGbHawUKg2VNFiKAwFNUPhklxFUdlCwE+faGmTqtU3mNTQYU/b17PokYl8rVXG/T3bdDpTvIRERERERERFRtvzlmWf8d7kFYdXVV12V9VBoy68fckOxXHs2FurVE1NHJuuRRx7x3xGRYiCWIxCU2Is5XSACkaDgBguOtem2qCkAe4vdNsB0hMrcp/U3A6SgtqFvdEpA9MmaVavd44L6xqbhk9m/KAP1wPnYruVrn2Of/XmAd3zXKDSzXkH0GLMss/5ajrKvqfXRxYbjzfPTpd9Dux4Kdbbr4R3PkWFEREREREREROm4/bbb/Xe5R8OqngjFzjnrbHnllVf8LbkBU0f2RCiYDPRVrvUTUW/r867Df0+9AAFCnNFedqgRFH4EyWQYkimouxmSYN2sp9knQfXXtus+ex2C+idOX9ifR9j1tf5xr2MeF1WPoPIgUZkqKnxK1K/pCvouJ7pOMu0lIiIiIiIiIjoQhN0vgcu/8Hn5xCc/6a9FQ0Cz8e4N/prIN267VU47/XR/LTGEKSuWLffX4jlq0SL52te/JmPHjfO3JPaLBx90p11M1vU33ShnnX22DBw40N+SeXYfJoL2f+GLV8icOXP8LT0n6HszafJk+cnPfyYVFRX+lnBRnwPv1VGh4AixXhYnDAOEDaawETqmTP2gwrXxA1WXTAoqL06fBLXNrB/228fofnOxxR3JlKlgyf5cg+oN9nGgx5pL3PoHtT1V2pf25xb1HdXvVJhM1o+IiIiIiIiIqFDc/JWvys0335xz0wYqPOvs2CXHuOFKtkdLXXPlVXLqypPlO9/+trz15pv+1t6F9p912unyb2vXytYnn+z1EWOYzhIj6lAXIuIIsV6lN/0RZJjCwgD7OGUfHzVKKBV2+WH1iMMsC+Vg3SzP3h9Xoj5AABMUtMXp06BjzHpHXdveB3Hbm+jcZAX1QTrlQVi/QlTZQW0Lkm79iIiIiIiIiIjyTdz7Jp9Ye5HMO2KeTJw0UaZOnepv7dIbI8RMGJ10zgc/IIuPPlqGDxsWOmos1RFiNlxv8ZKjZdasWVJaWupvTc+mjZvckCsdK045WY52+gB1Gjy41P28siHRZ4XRa6e+71Q5auFCGeZ8HvaoMY4QowNBHwZiPQ/Pnzr3g6v2C21sOG7rk1u7BQ6ZDrviMH8Jp3t9LQvP1dqwaaP7HuxgRX/I2n1gXx/lYRvgmWI4FszjQfcl05d4jtc25xeefZzW1fxFENRHcUI4+xitr3091AML2H0XJOozC7pmVD8kEre8oP7Asfhs8IvYpu1O1FYiIiIiIiIiokJi3tdJFkKPKVOnuO+ffPwJd4QQUZTVH1rjvr76yquh4R8DMSoUfRiI9Tz9pZbMDxLzF2G2fwDhWmaokUp9w2hZQeUr8zr2vqCwJej8oPDFptfRY+32mWXoPvNaYfW06xjVPhWnnRB2/SCJrhtV51SgvLA62Z9H3OvhvHTrRURERERERESUT+x7OkS9LdF9SKJ8wWeIUTdhv3Az8UMP4YYtKrQJqosdNGHBOUHnRdU5aJ99PftaoOch0DGZ63YQp/XTJQi222XY9QHzfHM/3mMx+9i+lt3/UXVOhd0nURhyEREREREREREREVFPYiDWgxBI2CEGpuWL4557N/nv9g9uMsWsC6axC2KHLnHhHA1dEJwgEDHLwTYNcFAP7DO3gR24YOpAQJ2weOV6x+BaZhnmPj1PoS66L87n4ZUXP9Dx2t59UXivfYo+17qabcM+TB2p7PqD1l/brczvjb3PbDek+tmqqD4xP3vzM00EUyamWy8iIiIiIiIiIiIioj6cMrHn4Qa/LU5IYJ6XTKgQh10nBBcIOHS7Xg/rui8uu+ywuutxZvkIQhCm2OeY9QgqX89TUf2FY/V6WpbZXhW0DYKuB2HHq6jyIOw8W9TxcfaBuT/ZzzcRs2zzmnGkcy4RERERERERUT4Kuo+Trn79+knffv2ls7NT9ra1Oa8d/h6ixHhfjgpFHwZivSPsF1uiHy56XiZ/CAXVBeUHhRHYlkxgYpcdVu+o4CvsHC3brJtCHc2AKqjOWrZ57agyg7ZBou1BYRnofrDPNetr77OlWo65z66jWWa69LqplJnOuUREOaPzOXngk6vlskea/Q2WWZfKHT9ZKytLkx+43/nSNXL2ST+Wv/rr3c2TlT+5S+5YUO6vx/G6/P6KU+X8jY3+ummCLLzrZ7Jh6XB/PVnN8tZPV8uKy55z3tlKZOQ1P5f/+X8zpNhdf14e+NjZctnv2ty1bpbdIpvvPEOmuSv5Vl9TtTx983L5wPpqfz0LUrl2yRmy7pGvyrrx/f0NcYSVVyFTv/4L2XL2eH/dloE+mLVG1qyaJsNqRsrCj58kC4dkegKMDql/7Dw55vzHA74HpiWy5uE75boZA/11IiIiotQF3QsKuzcSdKwaWl4hY8aPk+HDR0h5ebkMHDhQ+vTpI21tbVJbWytvv/22vPbqq9K2p9U/Y3+pXDddvXFNyKW2Qi71cVQ9ifIJp0zsJWE/RBBM9KRs/mCNaou9zw7DUC8sCG3C6PF6rN2n5npQIAXeNboCI70e3odBuWa9oo4FlG/XDczz7P2phlPJlGPu0z5QidqUrKjPMZFk2k9ElJOK5shp11wgJ5b467YXvi3XfuvPknQk0Pmc/OLrPwsJw0SKV3xY1s5PJgyD8TJv6VwJruob8qffPi+7/LWkdT4jj/7gbyGhwhGyfMlEP1xKRr7VNw80PyDrb3xIXuz013PdCxtkw7X/7vy95iJZc9gSWfGln8nmNwOCyVR1/k1+e98zCcIwcL4vj78u/H/WRERElAv69+8vU2fMlMPnz5c5c+bK3MPnyfwjj5Jj3nOsLF22XJYtP0mOe+8Jcuxxx8l7ly6Vg6dNd4MyIqJCx0CsF+FGv/mMJ0BI4Y3WyX4wFva8LNTLvL5ZRwQbYc8XUzgXgQraguM10DCffWWGMaDX1HNBr6XbsZjP0sJ7LR+vaA9e9TzQa5vMMgDl4hwbtpvn63nYjvLtc4LKMGk9w+h+PQb94PWjV4+gc7V+OAYL2MdqGZDqvt6i7SMiyndF4y+Uq66fExLcNEv19++Ru3ckcxO/Q+p/+x9yTdios5IzZO1VJ8vMpP+mVyxlR50kp4eEdx33/04erU8tKenc/rA88HxwXFC84v2yeloqI2vyrb75oWPLj2X9n2v9tXyyU1757mXy6SXnyEceezMj4VTn9p/KD8P+nHXTLLsefFL+lC9BIhERERWsksGDZdqsQ+TgKVNk4qRJznKwTJ06VQ45ZKbMnXOYLDxqgSxaeKQsXrxQDj/8CDl09hyZM3euzDrsMCkq4q1iIips/CnXy45auHC/m/5eKOYFY9mCsGPb1q3+WhetixlYoY4KI4nM9SB6LsIVHI9rgRmI2bzwxWs3oB54f+4HV+3brutq65Nb3W167oZNG7sdh+16bRPOA7OtOkIK74P6APQ8Ld8cVYXPKs4oK/sYpXXVupjfCWzDPt2uoZV9jLd435mgMuLuM0Mxcx8REaWjRMaedYNcHzZMLNlROY2/lrv+Y2vIqJXRMvOGz8japKa8M5QdK0tPL/VXLM2/l4eeSmV6u0Z59X/+EDKabYIcec4xKYR3vnyrb154WjZf82PZ3Jiv6c5z8sT575dT7nw++ZGX3UR9DwI8+5g8tD18uiEiIiKibBswYIAcNGmSjBkzRkaMHCXDh4+UkSNHyogRw6WyokIqKsplyJDBUl4+VIYPq5Rx48bK+PHjZPxBE2Ty5INl6owZHClGRAWNgViOQEBhhhSAMCKIfVymaBBiBjnpXAv1DwqFbPYxqEdUHXSfHexgO9aD6myGPBBUr7C26nZcT9nlZZLWza5PWLtN9nfGDrdMYfvMdhIRUQYlmDox/qicZnlry13y/ZfDRi99Xr525oQ0pvPLwjSEnc/KEw/s8FcsJe+VkxdU+iupyLf65okX7pH1D+/I4ykAd8orN14pl6QzUizqexDocdn0o62pT9NJRERElAaM7ho1dqwMGzZchg4dKkOGDJHS0lIZPLhEBg4cIH379ZV3331XOjs73deiomI3QCsrK5OKikoZNny4jBo9RkaMHu2XSERUeBiI5Rh7CkWEIFgwSgev2QxidHpCFR66pDZiSMu324HrYF23YeQa3mM7Fvt6dh/o+aB9hX7UbXjVKRTNsvBe24jzAKPY8N7eruug5dr1CoOpFnGsLiZdN9sA2g5sN/dhuz3lIwSdC/aIr0T7lHlNhGV2vZOBstItg4ioUBSNXyXnfzTsH5jxRuV07viu3HjNcyGjw5bIqs+sSHP0UrGULfqAfGx6cKSWyjSEkdMPnnm8LC9Lp8L5Vt8YKtbJHa94fwdIa7nzDJnmF5m8nfLi1bfI+qSm8sygRH3wj4fl7isulq9cOC0kDIXn5Il1X0u5DaHfg5Iz5BMXjvdXuktnmk4iIiKidAwuHSJlQ8tl8ODBMnDgIBkwYKD7LLHiYu/vyR0dHdLS0ipNTc3u0tra4gZjfft6wVhJyWA3SBs+YqRzTl/3HCKiQsNALMfoFIpYTDqCJ5ujd3BtexSRCYGJGZokS8tH28x2eCENAhPv2pj6UPcjRDHrhJDG3Kf1McMdHI/pDbFNr6XTPJplme+VOa2jlme3GefpYrM/N9B2h52jtL4Kx2qfm/vMaSNV2LmQzD6zreY+85xUoByzPeZCRHRgGS3zLrpC1oaEN4lH5eyUv9xzrwQ/0qhEKtdeLBfPyMCzrUpPkFM/EHzDP/lpCBNMP3jCbBnpr6Us3+qbL5ofkbs3PpvmtINZUjRdFn3iEnn/Fx+RvzxxrawJ+zOF6Ui/9UQKo7bCvwfFZ54uF5x9vBzmr3eT8jSdREREROkpLSuTQYMQhGE0WD83CMP0hxgRhjBsT+se2bNnjzQ2NklDQ6M0t7S669iP4/r16y8DBw50R4wNrSj3SyUiKiwMxHKYOXoHzOAi04LKDgsuEJREQVlBi+5TdrnmcQohisK+oGubZYSJOsYMvrR8+/hE1wjrkzh1UzgWi9fO7p+9jq7S/gkr1z7PPC6sTDD3RY3kitqXiP3ZEhEdsEpPkQtuOkVm+KvdRY3K6ZDGp74sV39zp79umfVJue5T8yUzk/mVypT3HBt8wz/ZaQijpp2b+zFZd/xwfyUd+VbffNEs1eu/Itc+FWcqz95TNPajcu0PrgoNxTo23CnrX0ry2V6h3wMvFC2fdpKcMTvoeilO00lERESUhn79+snAQYPcV0ydqM8BQ9jV3t4hra2t0uIsTc3NUt/QIA2NjdLU1CQtLS2yZ0+bG5gBQjSUMXjIEHediKjQMBDLYQhZNKiww4x0JRNOYNQUro9zEp2noY65IETBYk71h/coUxeUq8eZzP1Kj9NpEMG7Tld4FhZQoRxMyajl4bwg3nW7l7Fm1Wr3FediCapbGD3eHIEWRutkXiOK2a/md0bpZ2DvQ39pf5ttNbeDOY2n2cep0L4zl7jsqSfRrrDPj4gotxVL6YIr5IaLQqZODBvR0vk3eex7j8lL/mp382Tl9R+WlaWZ+6tdUegN/+SmhQuffrBERp6+WI7MUJXzrb7542l55K7fy4s5Pgtg0dgPy2c/tyhk+sRnZPMv/prUSLfw78FcWTir3LngXDn6DE6bSERERLmhuG8/6du3rxuGgY4Ka29vd0eBtbbucQOwhoYG9xVLY2OjNDe3uGHZ3r17nePb5V3nXJTR1ylPQzUiokLCQCwL9EZ9Jm7Ya1BhhzPZYgYUGliYUxgmEhTeeAHLre5Uf9oneK/bsWCb+V4XL8Txru0d4wU7OA7TIgZJFLIgEDOZbUP5OD+oveZ5Zn3jwrHoS7N+5nXssEqvgWOC6qPQDzhW4Vj97JRXV6/v7O16bth2ncZTmdfqCbgeFvs7Q0SU36KnTuzYcIfc0G1UTrO89fOr5ZrAuRIxVeIX5LoFGZ7WJOKGf/xp4aKmHzxCli+ZKME9kIJ8q28e6djyVbns/jcipvLMBcVSdsKn5LOBoWizVN/zv7Kt3V9NKOJ7MHeeLByNZ2pEjErktIlERETUw/AcMMAzwbwFI8P2+mFYi/vMMCzedIkNUldX775HKIbtOG7v3nY3RMP5CMU0XCMiKiT8ydYD9IZ+qkGCGUb0BFwvU9dMtxyEOCY7CLHLN9cT9XeiutnXDhupheuYx4YdB1onXNu+vh1WKbMdQW3SPrHrAXbIpuzr6Hn2dvN65r6gemQarqHXwbWD+oaIKK+VLpMPXnhoyIiWp2XzjQ/INh1k0viY3Pvdv0nwo8PeLxd/IlNTJZoyMA1h5PSDy+TkaRl43tk++VbffLJTXrzzQXmkMdeHiUWEojV/lq2vxpw2MfR70H2UYPioRE6bSERERL1DR4XtbWuTNmfB6C+MAtMRYXh2WF1dg/taX9/ghmLNzc3+1Imt7nk4HyPMJAMjxPr37y/DRoyQUWPHysgxY9znnDFoI6LexJ9APUxv8vdEoNATEKSYbQoKXTTMiAqKwgSNBLL7TsvX69l6oq+D6hkmUX2C2qH9q8xjwkKvIGYZYeel8jllirZT6xn1uULUPiKi3FciY8+6Qa4/MTgSk2e/Izfc/4Z0SqNs3/QNWf9y0Pic0TLzho/LqrLs/JUu3WkIw6edc+r9kRMyPv1gvtU3FxVPnyZT/PfdvPBtufZbf05q2sGeVyqT5x4qwWMl/y7bnt/tv48W/j2wRgly2kQiIiLKEQjCMO0hFgRabc4rAi6MDkPY5U2TiBFi3rPDzFcEYjiurW2PG6JpGZ3+c8WSVVzcV8ZPnCgLFh8tS09aIUtPXCErTj5VTj71NHnfGWfJilPfJ3PnHyll5Rme4YKIKAYGYlkQN1Awb/4jWNJFmc+Gyoaoetp1MhdTUACDcpMJKnC8udjP2dJrxilT6xi376LK1LZ11a1r2kKcp9vjMo81P3eldcei5cdhPksNzHJRZ7ucsH04D8x2gj47DcznieH4VL+jOE/7QOuLxayP/dmY9QCzLkREeatojpx2zQUSnIntlBevvkW++z93yC3feN3f1l3xis/L186ckL1p/IqOkOUfDRnFlnBauIhp50pOlNXLx2e+3vlW3xxUvOISuWx1qb9mapbq798jd+9o89dzU99x02Se/767Gnnj9V2SuPZR0yXaowSjpk18RDY+uiPHp5kkIiKiQtHhjgrb4wZZmP5wT2urG4S1tDRLc7M3CgxTJWKpr6/f9+oFZV4o1uIs7rlYnHMxdWKyyisrZfbhh8thc+bKoYfOdl+PPHKBHHvssbJ06QmybNkyWXLMsbJkyXvkmGOPk+mHHMoRY0TUo/gTJwvsoAE39nUJg/BFFw0Jwp6R1VPMOpmLQh3RTrN9WDRQQcChbcFingvm8eZiB2JaHmi/mtfR8kHrGNV35meTiFk/kxfgeM/3issrp/u17T7R+nvh0P7PAgO7DPsZX4AytE+0HBW1T7eb2/DsNN2Oa5nwXK9UmOWgPV7feIteW68JeG8+ww3H2HUhIspXReMvlKuunxMS4jwgX/vwdyX40WFnyNqrTpaZWf3bXImMPfH9cnpg5RJMCxcx/WDxmcfL8qyMasu3+oaouV0+PbXr71DJL/Nkxc9Cpn5MaLQct/bjwSGt831cf+ND8mIuD3wqHSajAj9/kY6qejGfzBeo/n75UWAA3X26RBU+KnGnvPij38qfOEiMiIiIegBGdbW14nlhrV2hlh+KIexC6IUFQVhjoxeM6TY3EMPiHKejxVqd85I1fORImTJtukyYMEEOmjBRJkycJJMnT5bp06fK9GlTZd4Rh8vcOYfJ/PlHyKGzZ8usQ2bLoYceKrMOmyPFxQfCfz0jolzAQCxLcGM/CG7km2FDlLAysgE3T0xmPRFY6Lpu0+PD6oj9dthjigqlzPPs48zABOx6x2Weh/ApiHkd6H5OeNuiRH2m5j67fLPvzeO8fg4fQWe2ze7LsHZHlQdh25MV1B4b6mJ/xpm6PhFR7sDUiZ+Tz4ZM9RcMUyV+RtaO7++vZ1HZsbL09KARQyIdG+6U9S8FP5cpfNq5CXLkCbNlpL+WcflW3xzUJyKk7djyY1n/54SxUu8pGSbDBvjvLR3/qpU6/32wDqn/48PyYODD+qzpElXUc8uefUwe2h7zuWVEREREacBoLowGa2nGiC9vRJi74L0fennTI3r7m5q8QAzhGI4xz0FYhtFiyRg6tFzGjj9IRo0aJcOGj5DKSufvZMMqndcKKR861HktlwED+jvHDZHKinIZM2aUs4yRsePGy8SJE2XK9BnSJwPPLCMiSoSBWBbhxj1CiLDgATDtmx6HRUdH2eFFNkQFEcqrW/fjogITnQoP9de26YJtXe/3LxPnafihx8apI+B4s144L1Efaphkhk/29INhn522Tfebo9oShWU4T5l1RN95dfe2aX+YdTDPVbieHmNPI2jus/sk7Dyz/rietg110SkSzXrYdUxGUHtAt5t1QT3CjiciyntFi+Tsa0+RGf5qQrPOlbUn9dQUfuNl3tK5geGIyDPy6OOvB0wLt1P+8uCjIdMPvldOXlDpr2RDvtU397wbGdI+LZuv+bFsbizEoU875OnfPCuBt3/2my5RRUybGPp9IyIiIso8hFjNjU3GM8O6Fjf0amyQxoZ6f2mQBkyZ2OgFZThGR4811TfI3r3xp8nu16+fjBwzRioqKmRIWZmUlpZKSUmJDBw4yN1XVNRH2tr2SmdnpzuSDa/YXlo6WMrLK2TYsGEyavRoGT5ylF8iEVH2MBDLMi+EuHhfuGHCzX2d9k2P27Bp4771nhY31DBDCptOoYf621Pa4bygfvACle4hTFT77fMh6Pg4fWi3xawz+sPer9fGcWa9zdDIFBTgBNUf0HdaZlhwZTODI5yLetnXNNuAPjH3h51n1tEM+8wpEu1ysk3/bBARFaZiKV1whdxw0Wh/Pco8WXn9h2VlaU/9Na5Yyo46KWQawmbZ9eCT+08LV/+o3P+Dnf6KqURGXnaurMrq9IP5Vt8cFRXSvnCPrH84D5+P9ed/yivt/vsg9X+Q3zzY6K+YgqdLVOHTJoZ834iIiIiyoKOjQxoQdtXXuSGXBl149cIu71UXc3tdnXdOXU2tG5glY2hFpZQOGSKDBw+WAQMGOMtA6devrxQXe3952tveIS0trc61cL1GNxTDiDZMk9i/f38ZVDJYhjjnY8rF4uK+7jlERNlyAP7rvndoeOAFHtHBkx1oZFM2rhVWZtCILTN4wXmJ6mP2XdwAL444146SKHxDO3VJhRk4od1mOd3DM69P7LbY1w1rq7ldz4lqW9C1MyFufYmICstomXfRFbJ2etS4rxKpXPsFuW5Bub/eQyKmIdx/WrgUpp3LtHyrb06KCml3yotX3yLrd8T/n8M5YUKFVIb+6yeN7wGnTSQiIqIcgeeG1dfVSUNdreizwsxFR4zhfX19vbsgDHNfq6vd8zCCKy6EWqVlQ2TgQIRg/dxAq6jI+wtXZ2eHtLe3u88jw7PNGhsxLWOLNDkLnnGm1+nbt697PgK10iEhf4cnIsoQBmI9SG/q98RomlToaKFU4dyg0EuZwYoZ3OgSVzLHxmmPXV6cc8zwR88PC3HiBkV23yVqp16ve792fbfs8+16xAmz9BpmWXH6Jx1h/UhEdEAoPUUuuCli6sRZn5TrPjVfen4Cv2SmIUxl2rlMy7f6WirWyR2vdP0dKfnladlydkhAk5SIkLb5Ebl747NS7a/mhRHlEYFYOt8DTptIREREuQNTJ2KkV21VtdTV1kp9vRd4Yal11rFoEFZbW+Mc6yzV1VJbU+2O3kpG/wEDpX//AW6opUEYRn91dHRKW1u7O31js7M0YDSaszQ5dUMgh+179rTtC8VwLgK1QYMZiBFRdjEQSxOCBNzA12crJYKbFOYUdLnADmLQnqBFaf2jgh49xz4G7cf1ENxEnR/GDHy2bd3qvgbVXz8XZR6DAAnretMItC5xP0c8awxlaLl2W+w6hdEwC+ebbbOfZWYy96GNqLN5PbPf7WeDmfU0yzH32c8h0z6xrwHal2DWPxUo0/zMwK4LEVHhK5bSI06S5RX+qqX/8iWytMemSjQlMQ1hitPOZVa+1TeHlS6TD154aEC42CzV678i1z5V66/niOYqqdrjv09Gmt8DTptIREREuWTPHowUq5Waqt3OUi211VXOa5VUO+vVu7HNWcfrbmeb84pjMeVisjQI69Onj79F3FFhCNYwKgxTJTb7IZiOSsPUjE1N3qgxHNfe3iHvOuehHEyhSESUTQzE0oQQAKGK/bysKPosJPvmf29BqKHBUBhzf1cgljgAwTF2O7tCoOQCFC1Hg5OuQGz/Kf3ssu1j7HWt59YnvTITweeNMoLagoDILN++ljL71K5v1PfJ3ofneuEadnloj/1sMN0OQfvA3m4+Fy4sFFO6LRNQh6h+iGIHlERElAFlZ8pHLp3or1j2TQsXMe1cyYmy6sTJ4dPOZVq+1TdnlcjYs26Q608MSheflkfu+r282NnPX88BjVXyr8BhXiL9D5kgwd+IqOkSm2XX9StkhvN3HPw9J3Q5+ENyw/MhN5E4bSIRERH1AgRc3mixaqlGAFZd5Y0Gq62Rqnd2uesIwhCeYVRXKhCEYfFGhXU4S7sbiGFKRIwC855hhjDMe36Yt3jPNUNQhlCsvX2vdDjnoAwtj4goWxiI9RINHPAP6FyBOoUtJjMAsYMHO9hRdjs1WEm3/XbdggQdozcvQNsQp6wg+7ete0CExe5H+1r2ulm/IEHHg709rG1m2ea+sGuGbQ8qP6reUcwy7PomI9XrExFRIomnheuMmHau+MzTZdX4nvwfn/lW3xxWNEdOu+YCCcrEOrZ8VS67/42cmRKw/c3t8rT/vrsKmTBxpAR/ohHTJWbE47LpR1tll79GRERE1JMQNLXv3es+XwwBGRaMzEplRFgQTHuIBUFYW5tznT17/NFhCMSa3UAMAZgXjHU9y8wLxLzniXkjxdqlI4nnl0XByLXSIWVSVl4uJYNLpaiI/82NiDwMxNKAMCCdG/c4F1PC4QZ+vt3EN6fJs+uv/WJPDblm1Wr/XXSoFgZleqOvvMWeTg9l4hh7AUz7p3WMOy2izW4P6m1/bno9MNuF47RfzGNMUdMDan8D+hFlaT8oXMOePhGfj9YjbCpEMPfp54R6di8L1+w+SkxH6YF9bCrQx2H9EwbXwoL2258HERFlVqJp4V6qDZt2boIcecJsGemv9ZR8q28uKxq/Ss7/6Gh/zbRTXrzzPvnDO7kwJ2Cj/PPZv0nwJI6HyMLZw/33ltDpEjOn4/7fyaP1nDeRiIiICktnZ8e+EWEItdra9jjvW6SlpdkNvLB4UyU2uM8swwgxb8pEBGJNbnDWtsdZ2tr8UGxvyqPV+vbtJxMmT5YFi4+WE048SU465RQ59fQz5LSzzpL3nXmmLDnuvc7+g6W4mOEY0YGMgVgawkZDJUOnhEs2BOhtGj4F0ZBMp4ZUCE/MwELPT6YfvUDGW+JMp6fXM6dCjDstom3/QKx7ve3+sPtI+8VkBjk6VWFQv6IshX5EWbqYQVQy0yfqVIhg9mX3kMsMLr1wza6Ltsk+NhX2dyaK9p32g8msCxERZVDRXDn6jPH+iuXZh+XeO34aMv3ge+XkBZX+Sg/Kt/rmtNEy76IrZO30gBsIL/xIvnVfDjxLrPNZeeKBHf6KpWSKTB8TND4sarrEDGr+vTz0VLW/QkRERFQY9rbtlTY/DEMo5o5Ca0Eg1uIGXhp+IRTDex0hhsULzHSkWKt3fnOLX3JyRowaLXPnz5c5cw+Xw+bMlSPmHSmLFi2W4457r5xwwjI5YekyOeY9x8kxxx4ni455j1SO4H99IzpQMRBLk4YB6QgKQPKFGcYE6c22ZeKziStRP8SBgEeZ/Wb3YaJrabvt88zyldlH5vHm9qDrhX2u5vag62UC6oYl1dCNiIjSETUN4Va5+67nQqYfPF6Wl/XGXzvzrb45rvQUueCmU2SGv5prOrc/LA8EPserRCo/dqqsDPpMO7fK/bduzeJ0ieoN+dNvn+e0iURERFRQMKJLpz3UpdUNxLywq6kJI8IQfuE9AjJMl4jnhyEoc179qROxIERDWcnA88bGjh8vU6dPl0mTJsmEiZNl4sRJMnXqFJk1a6bMPnSWHLNkoRxx+Fw58sh5Mnv2YTLrkEPliHnzZOxBB/mlENGBhP/SzwC9QX8g0tFIYQEJRO2LS/tXRwXp+1zRfXRU93rFDcvsgCesX+3RTzjPPk77KE6YZX53zX1dZQSP/Ao6NpvMzx5wfbstELSNiIgyJ3wawjBLZNVHFvXa9IP5Vt/cViylCy6Vy1eX+us5pPM5+cXXfyZ/9Ve7O0JWnnaYBI35iwrRRl6zRV7y/74Re/nH3XJ1yPeN0yYSERFRb+nfv78MGzFCxk2c5C4jR4+RgYMG+XtTh+eQtfjTHyLwwuKODsM2vHdHgOmzw+rdEKyp0Rst1uhs86ZO9AKxxvo6d4RZMkaMHi3jDpogI0eOlGHDR8iwYcNkxIjhMnz4MCkfOtRZr3TbPmrUCBnptP+gg8bJuHHjZbxzzpSp02S4cx4RHVgYiKUoKADANiy4cZ9LYU1PsW8ImMxgJtnwBH2p52OKPvM9aL/re9DnY9nHmoLCItDtiUYg4Ti7rd5n701RqN+D7lMQdl0T+xYtXtRtm54XRNuJtuGa9nnYZk7riG1m+aiXlm0faz5PzK4j2G1UQWXosYn6L4r2AxZ9DyhbFzDrgnqb9SQioiyJmoYwyNxlcvK0gf5KL8i3+ua8iXLs2o/LiSX+ai7ofFme+vplcs0jweO8itecL2tnBH2mjfLq//whNERbvmSiJP2EiajvG6dNJCIioh6E0VMjRo+RufOPlPcuWy7LTlwhy088SU4+5RQ55bTT5dQzzpTjli6TCQdPcY9NVQsCrYZGd1SYNwoMI8C8924QVl8vjQ3egvfY1uRPpegGY+5UivXS5JTR2Rn/Pw+VlA6R4SNGSkVFhZQNHSqlznppaamUlJRIv3793GeFIbDDM8nwivVBgwZJeXm5e86IESNk7PiD3MCMiA4cDMTSYN6YN3nBgxeKmDfzD0RoP6T6TCcvFMFzsrzzvUDMe28/08ukzwkzz7M/q7A6mdvNc+yAxzxOg5vu27zvQfdArPv+sGd+RdFnf9nn4fr2M7jQD+ZxKFs/E/NY83li+7eheyhm1i+sDD1Wr5UsnK/XwXvUyawX6HdD2fuJiChbSmXKijNiBiIlMvL0xXJkr/6NM9/qm/uKxl8oV10/x+mt3tX55kOy8UdXylUrTpbV67cHT3tYcoas/dTRwSP+op45lnIwGjVNJ6dNJCIiop6B0V/TDzlU5sydK7Nnz5ZZh8yWuYcfIUuWHC1Lly6V5cuXuc/XWrR4ibPtGDnq6CVSVl7un50chE1u0FVX544A02eF4VVDL7yaAZgeg6W+vk7qa2rdkWRxFRUVybARw2Xo0KFuyNW//wA32Orbt6+zr48bguG5Zo2NGIHW6lynUdrb291zccygQSUyuHSIVFZWuqEhER04+M/9FOAmv97wB7w3121mCHEgyVQQaPatjl7S/jT7FdeL+hyUGaJkGupjjrAy2XWz14POQ3naRvN4s932iC7zuLC2mucHSdSPic7vaWF9TkRE2VE0/kz5wOlxps1LcZRNhuVbfaXmdvn0VO/vAOktJ8unn2r0C82kEhl71ufks0lNRZmkGH0wfclaufqae2TTy0FTHsIcOfr2y2Tt+OD/9Rs5XWIawWjUNJ2cNpGIiIiyraS0VKZMnyETJ06UceMPcpYJMnnyZJkyxfn707SpMmvmdJk75zB3Oeyw2TJj5ix3OWzu4VIxfLhfSnL27GmV+ro6qa+t2zcKrA7r/nu86oLtutTWVEtddY07eiwZAwYMdEMthGAYDYaQCyPAAAEdwjDvmWROvZxrtrS0SlNzs7sdYRkCNZyLMA2jy4qL+7rnElHhYyCWQQgRsODmfFS4sWbVaje4wPtCZY/eCaKBWVj4gv3m6Cr0F6YA1PPMEUEowzwW144bkoSN4DLh2hiRpnU1pxgE1EuhPPPa9nkoK6jtUf2F7wzgeB0Zp+WYdUYZ2IbjtA563D33bnLXlT31olkv0O1aJphl4Hgw26DbwCw3FV7dgj8P1Mfsr6jRYWabiIgoU8bLvKVzE44QKl7xflmdE9MP5lt980DRIjn72lNkhr+ae0bL1KtukluXjQsJOLMwXaKKnDbxEdn46A4Ji/CIiIiI0jFgwAD3+VijRo2S4SNGSGXlMHcUVEVFuZSVlcngwYPdZcCA/lJeXiYjR46QMWNGy9ix42T8+IPc52oNKkltHoDWlhapQ8BVU+MumAZxX/BVW+suGojVOvtrq6ucpVoa6uuSmioRMAJOw7Divn3dKR9RBkaBIfRCENbs1KehsUnqnGs2NnnPKtuzp83dr9dDkIY+G1SS/vPUiCg/MBBLUpyb+7g5jwU39M3AQSEwiQo/8p0XrHjtM8MSW1QfaBnmtIgo66iFC93teK9Bh17DnkIxKiQxmYGYCvqczfIxFaF5DOql9PNFvbCY0wrqVI7Y77XRa4NZlrbHhDL1GLM8lIMyzHO0bO972BVqoY7mcfa0kqDlgb0dzHaC/RmA1rP7+ZkNpbQ+ENRfyuvjwv2zRkTUe4ql7KiT5PTIfytPkCPPOUZm5sTfNvOtvvmgWEoXXCE3XDTaX88hJcvkfZt+Lr8+f7ZU+pv2k5XpElXUtIk75cUf/Vb+xEFiRERElAWVI0dKRWWlH36VuuEXnqmFAAzhD4KgtrY2Nzjas2evFBcXufuHDBninofnao2fOCnlZ4qh7Pq6WqmprpLq3VVSW4XQq0rqEYY5S9U7u6TG2aZLc1OTO2IrWf386REB56Nd3siwNmlt3SPNzS3dpmtEEOc91wyh2B63/XpdjCzDiDMiOjDwn/w9AMFA1E37QmIGO3YQaEOfJNsvdrASdL5ZB2XXJVGIYsPxZsCjzGPtMoPr0b0MhDVBx6mwMs3tGvgEHRsVSplBkdk/YWFT1LV7ktlfdpsV2moeZ74nIqIMKTtWlkZNQ1jyXjl5QWgc0fPyrb55YbTM++RFsjq1/0ScBXNk4efvlA3bviO3LBoTOcIrW9MlqqhpE+XZx+Sh7a3+ChEREVFmDBpcKuXlFW4INnDgQDfkcUdQFXt/sdGpBBsbm6WhoUna2vY46+3uM7f69+/nnDNIBpeWSkVFRcrPEwOEU3taW6XBD8YQfCEIw4IRYRhF1tTY4NYnFQjr+vjPCcOCcrpGhu1xQy8seH4Ynh3mPbPMe49wDMGY1/a2fXUo8qdbJKLCx0AsSbgBH3YTPhH73FTLyVV26GCGMakGElGBSzLlB4VZNpRhlhMV6MUpz2SWHfW5m/vCjo8eldW9zjjWPj/4vOTaEySov/RamQrOtL5hsB8Lrodr60JERNkQPQ1h8ZnHy/KyXPqrZr7VN0+UnS2fun5Owukos6V46TpZe/llsu6OzfLH1x6UDZ9aKguHJPoco6ZLnCjzDwubZjEJUdMmyjPy6OOvc9pEIiIiyqjSUi8Iw1SCxX37uc/Jgs7Od93ACNMIIihqbm5yXhulqbnFfc5WW1vXc7UGOOdixNjQ8gr33HQhHENQpQsCKB2ZlS6UjXZ1OEt7O8KwFnf0F9qEEAwBGJa6ugbnFYsXiKEfcMxef6Qc6tSZoToRUe7r4/wQ4p/4HoZnN2G6ukyEEL1N26KBB6YVxGK2DaGMGYjEDSjM8/QcPEsL0wfqun2MriOcCepfDVTMOoSFLHY90VZvykYvkNLrmtfSsuzra73QNzrlIbahLTplo73PLB/PKDv3g6vcddDy7ePsbWDXRQXV1e4L7AsrK+za3nrX9cL6JFnof7MPAGUC+tCc0jKd6xARERERERER9aage1X2fSqFYxFmjZ0wUcaMGSMjR46UymHDpaKiUsrLy/3nhw1xgy4EZphqEKOsML0hwqH6+kapqtotu3dXya5d/5Kdb78lb7zxurz60svS2dkRed1sSXTNYU4bR4wcJcOGDZOhQ4fKEH+KyJISPB9tgLtgdFxXKOiFZ+6zxdxAsEkaG+qlurpa3nnnHXnz/95wR6/lUluhN/vYFlVPonzSh4EYpcP+IWn/cEy0P1mJfiib+81rBYU3yg6QgtqAbXoc3us2vZ6eg/Wo4Mc+PooeC1qmuQ3MeoF5bfPYoOuF7bevYbLbFlTHIHpcnHaHiapXOuUSEREREREREeWSoHsgYfc+cGzfvv1k/KRJMnr0aDckKq+olKFDy92wqKyszH1G2KBBA9zRY/rsLQRELS2t7nSCdXV1bjhUtfsdNxTbseP/5B/bt0vbnj2R182WRNcsc9o2csxod4pIhH6YJhLTPWLaR0wVqe00AzGMUEMI2NLijZJrqK+XWjzXrKpKdrzxhrQ0NeZUW6E3+9gWVU+ifMJ5YSgl+OFo/4DsiR+MCF3i0jpiMQMvmxnipPuLD+fbgVHQuVHl6T6zLlp/u3441rxeWDtxnI7eSiSZPjaPjepjFdXuZOHa6I+wz4yIiIiIiIiI6EBQVFwkfZxXBD+YAtB7rpY3TSGmEcSIKH22Vn19w77F2+5NI+g9U6vdLUOc0or6oMTchGeUYdHpD93XZgRdWDA1Ip4bplMlNrjv3WkinQVhWLPTZpyHpdnZ1tba4pdMRIWOgVgSvJE43tKbcH1MH9dbMG2hwjR1YaGEeRzEDVrQPgQnQeEJwh+UYy7JBCLeOfuPYooTrOh5qN89925y3yeC65nsdaXfKW2z9p15vIZa9rWxzay7loVt5jSCCKy0X4P6VqGdONfrK3vp3nf6eSitIxb9jmp9lL0eF9qi9fDqt//nSERERERERER0wHn3Xel81wjD9ra5YZg3RaAXFOEZWgjB8Hwt77XJ3YZ9eP4WjsUIKowc80Kx9JSWlcnB06bL3PlHysIlxzjLEpkzb74cNHGSO6ItHQjvEIBpIOYGW856ix92eYEYAjAEYX4gpqGYsx3HIgjEK45DnxHRgaEPp0yMzwwRosKTuMelQssOCid6gh2khLXPPg7i9oWeax4ftC1KMscjoNG+DHqvZWmfYx3l6nawr6PHgF2mPdorqHxlHwP2ceZ3QbeZ9THPDWLXPVWJrmPKxvc37PqZah8RERERERERUU8IuscRdn8DxyJgGjV2jAwfMVIqKircaRIxhSCeqzVokPfsMDxTS58fBgi+dASZO4VgQ4PU1da4Uyfu2rVLdrz2mhs8RV03CJ5fNn7iRG/6xuEj3GeZlTp1wfSFuGZ1dZX7nLLXX39Ntr/worS17fHP7BLnmnhe2NBhlU5bh7rlDxo0yG2nTpdYXFzcra3eqDlME+mFZwjCamuc9r6zyw0CIdm2ZkLUfaveuG7YNaPqSZRPOEIsSfjDH/UDw/6hkakfXAhSwsrK1DUSsa+TzA/OdH5oxmlfUN3iXtOc6i/ofVA55vV0P7aZ23XdDH7M8m1B19PyECAp8zgsQcGSWQ89LkjY9ijaLvMaYNYxkah+SIVdF1PUPiIiIiIiIiKifIepDtv2tLnhFkZNYcGUggh/dJpABEBYdBpBb7pEb2pB7Mfoqq5zW9wyk4EAauLkg2XW7Nkyffp0mTZ9hsyadYgcfvhcWbJksZy4fKksX3aCHHPMMTJv/gKZP/9IWbB4sVQMH+6XkBw8C6yxrt4d+aVtMxe0sb6+3l10RJg3faK/v75O6mtr9oVhRHRgYCAWEwKpqGny7OkBTbghj/NTZY4qAntEUPdp8cKnG0wVpr4zy0M/BAUpuHbQNInJhC7aT3qOOTWkbtP26bH2K5jvIWpfGLNfYdvWre5rWPCj21G+eQz6BNvMPjT3o126ru0yv2vYtmixN12g0uPsJQquYy8muwxdjzs9J76TKBP1NOsaxvwMU6HfSyyJ6HHpXI+IiIiIiIiIKBdhAjAEYAh3NNRypxJE0IXgqNELxRoa6veFYLq4Uwf60wdiwblYT2baRIz+Gj9pkhw0caKMHTtWRo0eK2PGjJWDDhovE5xl1MgRMn481sfJ1CkHy8yZ0+XgKdNkytRpcujsw2RoZaVfUnxoM8KwuppaN9zSoE9DMCy6XldXJ7W1te6ru9TWOOfVuO0kogNLH06ZGA9uptsBgrJvyAcHDbeGnp9IWPm63V5XqV7PZpYbVqZ9bfCCkeSmxUM55nnad4Br2+ug19bzdN2sK7aZx0ftA6zjWmbwCEHHmcKOM5nnBF0D7LZAVJk2u15xRNXdLC+onlES1TeVukKq9YhzLBERERERERFRbwm6lxJ2/0SPxVSBlSNGytDychkyZIgMHjzYnUZwwIAB3nSJzoJRXCKYRvBd6Whvd6cQRIim0wgiPKqtqZZ/vb1T2va0uuUmui6MHDNGJjrrY5zXUaOdZdRoGT16lPM6UkaOGCHDhlW40xniNjSeX/aWU/7rr/+fvOaU/bqzvPLKK/L3vz7nhnoQ55oKYdzAQSVSMrhEBpaUOP0woNuUibimPlut1WknRr81NTS6QaEtmetmStR9sd64btg1o+pJlE84QizDgn44BAUeyQgqE0FKFD0Hx6Xzw9M8N9kflJkMHbL9QzfZPkKoElSnRPXEeSaEe3ptex8ElRd0XCbpdyvZPg/7rqGcqCUV9vcyznct1WsREREREREREeU6BFtN9Zge0Bvt5U2JaCzuNIH13mgq51WnFdRpBL3XBqmvrdsXhsUxaHCp+6ywMv+5ZfrMsgED+ruhlDuSq6lF9uzxRq9hWseiPn3c/XgOGJ4BNnz4cBkzfrxfYnIwkq25qdEd8VVbVS01VVVSW13lvlbv3r1vveqdd9z3WILCMCI6MDAQS1OyQUqqEoUgZj3MY9MN41RYmBAWzKUSPgTV0ZwqMpGwUCSq7XH7RdujxycKYPQ4ux+i6oh9Uf1mXjvsOHz25r6wkArbgraHSfbYZI5PlpZttzUOHJ/Md4qIiIiIiIiIKF+40yLWeVMFIgTb97wsP/TCgu3mOt7rgukHGxvq/dLiGTp0qDsaDSEYRmdhNBpGbQHCKgR1e/fu9a/V5AZje9vb3dFbGMnVf8BAKSkpkfJybxRZqtxrOHWvq/FCsap3du17RTCG7QjOMFKMiA5cDMRiws13fRaUssOgZG/OJwPPkDLZwUpUYIZ6YT+ChKhnnZnM54bZz9JSaL8dLoQ9Xyxb7M/ADEsyIW6wg+O0LnptXUd/6AJev3n7zGeF6WfjfV7RgRuY5epin6efj91PKmi7PisNgvrR3BYVLtllm+1OlZ6POsTpIyIiIiIiIiKiAwXCnkaMAHOfl1XbLezCdIhmAKbP1HL3OcfWVldLg/OaTGCE8GvQ4MHudI0ItxCEIeiC9vYObzrG1lY/hGuURucVo9cwSgwBFuAclIMwbEh5ubstHQjhUDaWPXta3VdMDcmnBhERMBCLCTffEQwhAED44QUgXWFAnAAGgUWqjlq4cF/oYUNIYIcDWkeF/TgXYYe5PczWJ7tCkQ2bNvrvutjtB5SPemaTfc2oQKan6XdDP4uwumG7Hmv2V9zPJhXeNbvCKP0emXXUbd0Dsf1Dp6BtELZdme1OldY30bWIiIiIiIiIiA5ECH8QcNVX17ghV21NjRuGuc8Hq611F12vq62RmqrdUr27Suqd9xpSxdW3X383zNLndQECKdQBI8FaWlrdAAxBWH2DPyrNed/U5IViXlDV6Z6LMgYOGuSWQUSULQzEkhB1E743b9BHXdsekRMnuAMzKLEFjfIJCuqyKVvXM/sH/Rp1HTPYCevXROEP+tK+Bs4xlzj02FQ/b1vQdcPqEreOmdLT3zUiIiIiIiIionyCUArPA6utqXZDMUwdWL0bz9DaLTXu87S8aQSxHQumGkxlKkEdFQYYgYUyEHJhZBhGZzU3t7jhF4IwNxhDIOYs2IawTEOxTudchGJFfbpGmBERZQMDsSThZjwWBA1YdD0KpsJLNZiIEnVtraM3KqcrJNGpF6NCDPP4oPLNEUQYNZeo/bkoUYgTFPoFQTk41pzSEuvm543pJ7ENx+K9fjagn4+5LYjdz3b9zPJM3evVfZ+eY/ZF0GcZVK+wz9w8NipURT+kKtFnFwT9pZ9BVD8TERERERERERWK9r17pakRzwbzgjF3qapyX7GtsaEh6VFhNgRhWBDCdXRoGLana3RYI6ZLbJK6OoxK854j5oVieJ7YHvd41BPnC7OwpBQX95UhZUNl5JgxMmrsWBlaWeluI6JwDMRShNFDUSOzcONdFwRIPTGCDCGFF6x41/Lq6IViypyizw5VlB4fFHpoe1TQdIqZ1FvhhR3moN027R8ciykmzXXz88Y+XT/3g6vcV6ybx4O5zYRtZj974U73qQfN65nb7Sksw84J+i7osYmOg6BjbWbbzCk5k6FlmO1IRPvL7GciIiIiIiIiogOFjt7SZ2vhfSaeqYUSzHIRbrW1IQxr2TcizHtmmTdFo74iDMN+LDjeDcXa252yOr2C09R/4EApKy93l5LBpftGsRWKimHD5dC5h8txS5fKshUrZPlJK+XkU0+TU087Q9535pmy5Lj3ytgJE/2jicjEQCxLcnkUSlDoEocdQqRaThgtT4OLID3Zrxr+JBO+KJxj909Uf5nXwHHmEsU+T4Vth0TtCerjRPUwhdUj08LCOYVrYzG/T8m0g4iIiIiIiIiIwnXs3Svt7V4Y5o72chZMldja6gViWBB+YZQYpklsaNApExGINbnHtba0uIEYzt/rvKYa1CH4mjZzlhsGnbhipaw89X3yvjPOlNPOOltOPu10WbjkGBl70AT/6PzUv39/p40zZc7hh8vs2YfJobPnyLx58+WYY46R44932n3icnnv8SfIosVL5Jj3vEeOXLRYSkpL/bOJCBiIZQlGoeDmuy69LW4wEfe43m6T1jOb9bBHYYF9PV3X0CWoPlEBX6YlGxgm6r+o70M6fZ9On5h9jvqFLbZ06ktERERERERERN3t3esFWd7IMH+qxGY8HwxhGEIwLwDTkWJeGOatY3+LsyA0a21FiOYsLS1+yfEVFxfLQZMmy+Hz58thc+bIobMPk8OPmC+LFx8tJ5ywVJYvXy7Hn7BMjnnPcXLMsce6IVFpWZl/dv4YOGiQHDx9hkyafLBMmDhJDpowUSZNmiTTpk2VmTOmy+xDD5H5846QIw6fI3PnzpFZsw6VQw45RA6fN9+dSpGIPAzEClyq08PZwYoZMGRzlJaGFnq9OM88C2JO62hD/bUNdlui+gvP8VLeNHzeCCUtQ9f1uEShjDnCKapPzWuB+VwwwDPqFOqvZZnXx3XN+mOfPscL+8wyzTJAr43jovrHrKN9PRXVzmSElR8E18TxRERERERERESUOZgusaUJgVaLG2hhqkR3ukR/BJiGYpgqsWtpcLabI8W8qRURjrU675PRt29fmTRlqhw8ZYpMmDjRWSbLFOf99OlT5dBDD3FDooVHHSnz5x8u8+YdLoccMlsOOXS2zD1inlQMH+6XkvvQzvETJ8mYMWNkuFPvYcOG+UulDB06VEpLS2XIkFIZOHCAu23UqJHOsaNlzNjxctBBB8nUadPdQI2IGIhRDGbQAamGbHGZoYn9DKxENPgICsQ0IPICH68NZlsShW7289J0hJJXnvesNqwHPVfNLhvrOkrKDJqw3T4Wx2nZgD4xAx67rShL95ufnR0g6fPMwO5ns1+0nkG6B2fdjwvqB7PcdKF8tNPsC5Puy+Q1iYiIiIiIiIjIg+kNW5oQenUtOlUiQrFGd1QYAjA/HHPeY2mor/f2m6FYQ6P7PLG48FwwPCdr9JgxMnLkSBk2bMS+oKiyslLKhpRKRcVQNyQaMXy4jHKOGTdurIwdO84Nz6ZNn5E30wmOGD3Ga1NZmQwuHSKDB5dKSckgGTCgvxuW4WlumLays7PTeW13thU7xwx2jy+vqJQRI0bIQZMmeYURHeAYiFHOsoMh6B7UdA/q7HUVFpiECTo+2TKimO0KGzFlj7ZKJKiv7DAoKBgKOk+Z1406zmQfF1X3uGXGgevYCxERERERERERZRdCrKYGbypEHe2FkEtfm5xXBGBYsM3cr0tDXa001tcl9fywyuHD3dFS5eXlUjqkzB0lVVJSIgMHDpS+xcXOEX2kvb3dLbOzs0P69evnHDNYKirKnXMq3JBowqRJbrCWywYNKpGyoUPdgAujvNz29e3rB2HeKD1MV9nU1CJ4Rltzc4u072132tXHDcxwfumQIU67K2VoRYV7DtGBjIFYliHYyOSN/2RpsJJOQGCOQOqJoMEObjQ00n60Q6Rk6mSHZmGfjYYquigcjwVTDJr1Qp11HdfAOXY97Wtjf1hbvVFhXVMl2vUA+xqoh30NW1C9cJ5On2jD8eYUkPZxZrtVojrYxxMRERERERERUX5C4NSEqRDrvCkR3YCroWHfYq7r+7q6Ove1vr5e6mpr3QWhTlwIg8rKK9yQaJAfgvXv31/69evrBkGdTp0wYqqxsdkN3xoamqTNWe/Tp49zTH8pKRm8LyQqrxzml5qbSsqGyKBBGA02wG13URHCPpHOznfdMAzPbWtqbnFH4DU2NrlTVrY629B+fDZ4xtoAp28QFg4tL3fPJTqQMRBLACFAOoICg96WbJs0ELMDmZ6AcMUMjcx1c4o+L+jpHi4FtVOnHtQlLvvYrU9uTVgvuz66HXUNqi9gm/azF4p1TZUYBMeb369Ex4N5DWVOn2gzpz4MOs4uL06diYiIiIiIiIioMCCYwSivuppaqXde3RFhGnjV1e0LwmoRfvlhWG1tjdRVVzvnVEtLks8OGzykzBsx5Y6W6ueGRAi7MMCsvd0bMdWMYKi11blWo7Q4r3ivIRFGhfXvP8ALiSpyNyRCm9BGjG7zRrL1cbejDe3te90wzH1mm9N/DY1NztIojf4UlOgDTJ+IY/s4/eMGY05ZGqgRHagYiCVQyKNZDqRgIs7naIY6ZqCj7xF6mWEVhK0rez0uu77JBkyJQjEo5O82ERERERERERH1HA3FaqurpaaqSmpqqqWutsYNxWpqavwwDKPBapz9u6Vmd5UbiiUbhsGgkkH7QiKMCAM8Pwsh0d69bftConqMRqv3RqZhfc+eNncaRUDYhBFXAwcOcsOxXFRc3NdtJ+qKBVB/LK2tCMP2uO2yR+FhpFhTkxeKedNGdrrno7y+/bypFokOVAzE0oCABMEDFrzPRQhqUg1lepMZNAWFO7o/TvCTrEyUGVXnOMJCLixB37WgssOOVfY1otptlh92nB2wxfkzEXXNRMw/f1Hl2MdFHUtERERERERERKnBaCQEXBglVotQrKpaqnbtkup33nFfEYJVOe+rd+92j9mbxDSJyg123FFhRe57XBOBj/csrb1uSIRAzHxOmffeHDm11ynpXT8kKpa+/fp5hecYZGB9/FFhaJ+3tLv1x+gwLwzz2oaRcLp4bW52+8ENxZzjERiivRwhRgc6BmJpwHOkAEFALo62Cgok9BlQ6YwOihN09ATz2VaJ4PMJazO2m4GPHqft1H32KDC9btd+73j7/Hvu3RR4beyP6kuUiwXnmudrSGifj2NxLZN5rA3fBS1f2X1pl6+CyrP7WPsr23BNu93K66OuemhfhvUJERERERERERGlB8HNntZWaWyod4MvbxrFOvcVgZmO0kpFUXGxHxF5o8I6nWthakAERJgWUcMvLxjy3tfXN7jbNSTCKDINiUBHmeWiriCsw6lzmxtwoQ06Cs57RprXVm+aSowS88I/9Edbm/c8MR0pRnSg6/MuYnQKhZvmUWEXbqybQUGQRGVkC+rmBQBd19aAIKzOZiCix+g2cz1RmzPBrIuyrxt0jCnVetptBnObGbSY63p80PkQdJx9TCLmtcH+jJXdN/Zx5rXNMs3jcIy9rsLqbV836Di7/1Jh96UtUT3sthERERERERER5QL7ngbEvf+Rab1x3ahrFvftK6PHjZeRI0dKZWWlDC0vl9LSIVJWNtR9JhiWAQP6+1MqeqOhECZpkORNL4hnm9VKdVWV7Ny5U9745z+ksaEh5bYOHDRIhg0fLmVOXQYMGOhuQxhVU10tu//1L+f64QFg2DVh5tTpMmrsGBk+YqRUVFQ4bSyT0iFDnDYOdpcBAwZI//793akfFdqKAAzXb272QjKEkdVOXdDWN994Xdr27Em6rVH1JMonHCF2gDGDlFQhROgN2f7Ba/7A12vF+eVuHmMfH+f8ZNkBjvmZIiRSaEPUZ4V9Wr+oUMgsP6g8lGG2syd/Qca9VtBxPVlPIiIiIiIiIiJKH0aEdbjPCvMWjPRC2NXa6o2aMkeI4fllWMypE1tavJFTGMGGUWUYOdXRkdrIqcGlQ2TWYXNk8THvkaOdZckxx8nxJyyT5SeukJNWnCwrTj5ZTnSWmYfOlr59k5+WEUFa2542t546TWKr00a0FWEXFm+EmPfsMLx67UdbveemtfrtdUeL7Wl1+4voQMZALAGEAXrDP2gBvHqjVfZf9JieptfVaR1NUUFA0D47BEGZ2uZsQl3MBTDNn3ldbA8KaTCdop4D+nkoe137a82q1e4r6JSMepxeB8faARL6xKxHUJ1APw+9Hq6h75OhfaLXsduiZaKeehy+y+Zxyt62betW/13X9yHoPJt5jN33vUk/RyIiIiIiIiIi6hl4xld5ZaUcNGmSTJkx013GHHSQO5oqXXvbvDDMC8K8oMebRrB5X0ikARgWhGK6DcdoKKZLKiHR6HHjZPbcuTJjxgyZ7rRt5qxD5YgjjpAlSxbLsqXHy/JlJ8ixxx4n8488ShYsXCgLlyyRiuHD/bPjwcRuCO7MaRKxIOjqaidCMG2rN/rNW3fa6hyjx7vnNrfsmyaS6EDFQCxDvLBh/6W3HeX8wE2VGaqYUCYCD7QvbpijIU3QkoytT27d77oa+pjLhk0b/b1dzM9DPx8tB+eAGQZ1BWLeeWY/IOTRcwD10nqA3WfK/Dxw7XTDGr2OtiXsutiuoZjd59q+oD5QeozJ7rswQedmmxnCMRAjIiIiIiIiIuoZAwYOlCnTZ8ji9xwrxx1/grz3hKWy/MST3BFTJ5/yPjn1jDNlyXHvlbEHTfDPSI4XEnmjpDTQ8sKerhFTGhK50wW6o6a8oMjd39gozc4x+oytFud9e3tygdiYceNk0uSDZZzzOnrMOBkzZqxMmHCQTJx4kIwZPdp9PfjgyTJt6hSZNWuGTJ06XaZMnSazD5sjlUmGYhjhhTp6IZgXbKH+aIcGX97oMG8knLuOtuIYY2nGsU5fEB3oGIjRfhIFHEqPQzCSaImC/amMIkrlHK2L2UYtx2wPmOFSojakG/okKj+KORrN7JNEZYaFZ1GizrH7IGyUXK5Ip8+JiIiIiIiIiKi74aNGy+y5h8shhx4qM2fNcl4PkyOPXCDvec8xshSjppYvk2OOOVaOWrhYFh19tMydf6T0HzDAPzs+TBuIkMgc/YRXDYkQfHnTCNa7QZEGR01uUNYVLrmLsx0hW1wItEaPHSfDhg2TikpnqahwlnIZMqRUSgYNlLKyUveZXv3793O3DR06VEaMGC6jnL4ZM2aMTDp4SlKj5DA6TAM+tBOhl9bdba+zIADDgmeFuevGotMp1tXVOWXt8UslOnAxEEsAN/URlEQthUxDg7B2xu0DPS7seIQpcQIKM5BJFEKhPF26n5c4SAuri9Zdrx3Ulii4tnlOKqGULW6fmMfZ7Yvqk1wOtsI+pzjfDSIiIiIiIiIiyoyRY8bIwVOmyEEHHSRjx42X8eMnyOTJk9yRUhMnTJBDZs2QWTOny5zDDpXZsw+V6dNnyqxZs9wAbUCS0yjiuV9Njd6IMARDdkjU2NDgBl3uSDDntQHPEXNHinnTJmpI1FBXKy3OOXH17z9Aho0Y4YZcpaWlMsip98CBA2XAgAFuCCbSx6mDN8Uhlj172typI3HMkCFDpGxouQwfPlzGOn2UjGa3rhgB5rVBR75pW/aNAnPaos9Mw3aEYHitr6mRJmd7MsEfUaFiIJZAnMBCQx570SAh6DlevQlhQKJQyAxBzOdqhQlqv7nYdDuuY14LdcNzwqKY5ZnBBtoU1jaUqdczwyxd13PuuXeT+wp6jtJjtL56bXMdx+hiw36djlDPwXH6PlG7o5j1NNn10GtB0PW0HLNfVdC23oQ/m2gP6oXvqPa7WU/sD/oz7G2/JOf+bBIRERERERER5ZvyymEybvxBMmLECKkcNkyGDRsulZWVUl4+VIaUYpRUmfTr108GDx4sZWVDnP2VMnr0KBk1eoxMmDBBpkybLsXFxX5p8WCKxIZaL/DRkAhBkBl6IRzS7bpN1xGG1dfVJfVMrSFuEDbEDcIwsq1fv/5uENanTx83bMJzzbA0NDQ6126UPXv2uOGds9ttH4Ix9EF5eYWUOP0SV0dHhzTW10ldTa0X7lntw6u5IAjDUu+eUyN1tTVuPYiIgVhW4UY8AoZ0nuOVaRqImCFQEDNEQIiTrTDECzW8YEPheVxhtM5mAKR10zpr28xjzv3gKvdVjwk6B8zPSuuh5egxeo4y171re4sN5XQFYl3n6PuodsdhtjeMeV1cL8452RDUP6lAe7Rf7X7HdrO9JmzHkkt/NomIiIiIiIiI8s2AAQNlxKiRUl6OaQOHSElJqRv8YPHCItkXDGHUFF4RjpWUlEhZ2VApr6iQUaNGudMQJgNBljtNYK0XbGlI5AVB3QMic8ExtTXVUltdI21OveLCSC+EWP37eyFYUVHxviAMgRWCsJbWVj+c86csdN6j7W1tCKPedY4vkn7O+egbtD0Z6DeEeHVO3d0FgZ7fplqnD3TxttU57fPaWFtd5daNiDwMxAqcHXqZAUGiUMIOS7IVioEGGxA3LDFDNK2bXWdzvSsE884LW49Tj7Ay4giraybY9QhqQ7rXjTpf2xZXpvoA5dgLERERERERERFll46aQsiDUVNdgVEfN7RCkIOpAxsbvaAI7xEgIWBCMDZw4CB3+sGKYcPcc5PhhkT1dVJfW+OFRM6rOXIKoZSOlqpDYOQcU737HamrrpbW1ha/lHgQZA0Y0DUiDNA+tKWtba/7fC/3GV9NTdLU3CwNzrV1Gsc9e1pl7952NzzDmWj3oJLkpokEXAsjxNywq6paaqqqnPbsdtpf6y4Iv7BevesdZ99uN0DDOUTUhYFYHkCoFTWaK4gGAjoiyYR9ZqATVT6OXbioa1o5HG9OT5dpdtAURPfZ093pFIAoA0GQ1s8MibDNGx3UdR0zJDTLAL2W9kNQvewyTXYwY/YlaGCFc4M+q2TFnQIQ1zPDMvO91lHb2j1E7f6Z67rdzih2GURERERERERElH8wDWBJ6WA3DEPIU1yMIMy73dzerqOm9rihEMKppqZmaW5pcUdNaVCDcxCEYcRYaZKjpiAoJMJ7DYswZSBCsGqsv+OFRxiplqxiNwgr2heG6cgwlIUgDM8OQ/vM6Ru9BaFYy77RcZ3+c7yKjL5KFsrC6DgEYAj5qt7Z5S5ooxuEOftwDJ8ZRrQ/BmI5DqGEF+7cGhjGREFIETbdoT0iy1uCg4oNmzb67zzm9HQoO9UlSFiwFATT3ZlBjDktohn4mGVqO+2QR8uxywCtqxlmdT+/6zoox1wA5dtl6LpeA+dmIhCz+wSC+lrrj3328XZol2naX0RERERERERElL/69R/gTpmIYEzDHR0VtndvmzsaDGEYRkzV1TdIvR8UeaOmNBR7d99oMYRiqUIAhCAIIRFCIQ2JsCAgwygyjApL5plhpiI/CEOd3aV9r3NNTIeIdmro542Cq6vDKDUsXijW2trqLji+fe9er90YLZZiIKYQeKE8fXYZ3jMEI4rGQKzA2aGOzQxDooIKOzTJBNQprF4Qtc9k1k3PMQMfMAMslWybNPAiIiIiIiIiIiI60PV1R4V1PUtLR03pNIluGNbkjQ7z3jf5S7MfELV1TSXolOGNwvKCp1Qh8NKASBfUKd2gSKdH1MCvzSkX9fdGh3ltQzsxOkxHielIMaxrCOgGV875HU4573YyvCLqaQzEsgRT72FkUNioq56CEMcMxYLqg5AHC0YGhR0DepyWlylxgy8wgy6duhHMOmEf+t9st7muo8QA7dF1sw/ADNG0jHTgGnYwhykO9XqZZH9OQZ+p2T9huvqiqyxA+enKRBlERERERERERNQ7NLpC2OQFRQh79rphF4IiDcMwcgojpjB6CosXEHlTJ3rneKHYvgJzUGeH1z7UGUFYm/OKZ4Nh1JkZiHltxTPMvNFh2N7U1Oj0R7O0OkvX+a1Om1MbrQYIIoePHi0zD50t8xcukkXHvEcWLlkih849XEaOHevuJ6L99XF+2DCKzgANDnCT3w4Y0rnxn62ywsoxAxA7vMkkBDTmiDSzPua+RPUEPSasTBxrtsc+V88z3+s+COu3sO1meUqPxTb7PKzjFedlus/D6ghh/QVB52FbUD+a+0HXg/oS7OOyAdfIZvlERERERERERNmi905MYfc5go7NpKjrDikbKqPHjZNhw4ZJRUWFDB06VAaXDpFSZxk0aJD7bDE8H6xv377+We8KRoTpyCovOKp3n4P1zjvvyNtvvy07nOtt/+c//OO7S9TWQYNKZOSYMTJs+HCnDqXuNIwY1YVr/WvnTnlrxw43iAoT1VYETCNGjZZhI0ZIeXm5W/7gwYNlUEmJO21k//4D3OuZzwVD0IcQDddHINbc5IVlVVVV8q+33pKq3e9E3r8Kai/qMWrsWBl/0AQZNWqU09YRMmRImVsfjK5DOFdV9Y689eab8s9//EP++cr2wNFxyX6foupJlE84QiwDzB8UQT80EAykCj9szB84YT+U4ohTjh5jBiXZkG7wE/RDOKpMsz3maCf0A87T8oLKsPtNl0TiHGPKRp/bI7tMdlvj1DdOHYPKSefPQLp689pERERERERERIWqowPPCuuamhCjn7zRYc1uCOSNjvKmD8QrRol5o6gwcgrP1mpxR015UyeijLaUpjYcMHCgTJ0xUxYsXiwLFi6UIxcslMVHHyPHHne8HH/CMndZduKJsuykk2T6IYcaAV18brDm1hfhlrcgfELI1dyMBe1C+xrcdQR9aCPa2uy8esc5xzuLG445r8kaOGiQTHHaOctpw7Rp02TqtBkya9YhsmDBfHnPe5bI8mUnyLKlx8vRRy+R+Uce5fTDApl31EK3f4jIw0AsT0QFG8mww6AgQWFTNqV6PZxnn2uHV6Dbkg+ouoKUVOtoQ5lhdcZno3XEccnWN0i6wSPEDZTifEcz0aZEZWTiGkREREREREREFK197153xBUCLQRhCMT2tHqjoRAGecFQ1zO1NCDDPry2OPtxnp7b1hI+eitMWdlQd9rAadOny8FTpsrUqdPlkENmybx5h8sxSxa7IdHxxx8nCxcukjlzj3C2z5cjFhwlJYMH+yXE19qkAZgGW12hWJMf8mFBGIYQrNF5xYK24jgNAxvr691+SsaAAQNk4sEHy4QJE2T0mDEyavRYGYuRYuPHyfhx42T0qJHO+7HO/vEyfdpUmTZtikw+GP0xVQ6dM5ehGJGPgVia9Ob7PfducoMNc1F4TlS6EGwgcDDLVfq8sjh0NJSGF6h/0Lnms7RShXLNsoOeqxYUoiQahYR6BdVb19E+1B/s47CufanwLLI4gupqfiZ6HTOE0j4MOhfsNiito7Y1neeXoX5B3xsIq5d5/LatW/133YWdG0eq52p/hgnrz0TnERERERERERFRcnRUmAZiOnKqxQ2LvOdq6WgpLBg95b1qeNQVLuE4nJeM0rIymThlioxxA6IxzutY9/3YsWNk9KhRMnLkCGcZLmPHjJbJkyfJlCmTZeKkyXLwwQfLrNmHyYBBg/yS4sEzw9AGL+zzAi4v4POfH9bgtA/TQLpTQXqj4XSfrtfX10ljfYP7zLW4MA3jqHHjZcSIkVLuTk1Z4U7bWOa0f/BgTNk4QEpKBrlTJmKaSryvrKyU4cOHy4iRo9zgbNKUqd2mcyQ6UPFPQYYctXCh/25/UfuSYQYtpnM/uEoQIiVz098MhYLO1UApVSgP5ZrhltZTtyF0sdtk1kNDGWwLaptdb3N9w6aN7iuYdQCEJriulo/AJ6h8m55jLmb9zetr2cpuZxxmHdF32RBVL712eCDmnRun73qK/VlD0OdPRERERERERETpwfSGLQiEGhu7Rks5ixsSIQzypxD0AiR/GkGsu0v3MKmpocENnOLCs8nGjhvvhj4If/D8siFDSqW0dLD7/DLs79fPmxoRrwMHDHADpOHDh8nwESPd4GzSwVOSDomanbo21GnA5wVdGnZh0T7QbXj1npXWIHW1NdJQW+uGhckoq6hw2+gFYF77EIINGOA9s+zddzudazW5wWRTU7O0t3e42xGM4XluQ8srZMSIETJs5Ei/RKIDFwOxLNGb7nYwki6ED7qkK5WQJg6zbplsf1CbzfLtUUdxrm0ek6l+tZkBjIYzYXUL2q7bslW/OHrruqmKGoFmBmQMx4iIiIiIiIiIUodnaum0gFjMUMwNiRAMOQtGTWFqQQ2Oui0Il5xjkhk1VTFsuJQNHSqlpaUyYCACooHSv/8AN/zCSCk886uhwQuJ8Ir14uJidwTVkCFl7rnDhg2TyuEj/BLjccutq5W6mlqpd15RbwRedXV1+171fW2tc5y+r6mW2uoa9/hkFBUVu6PCSkpK/JAPSz+3LYD6uFNV7kE7Eci1uOvYjlAMx6LNCNIqnfZylBgd6PgnIAmYtg7BQKKb6NiPm+4aZARNFZgJGlLoaK5UpqEzAxizfsmO/knUvkTlaN+qsMAI0xvqvjij2HAs+sU81h4xhOku47A/e6zrAl0j7rxjdF1HWAW1ya6LMr9rWLQdEHeKx7jC+hrifqeCPvtsBa5hguqQSFj/ExERERERERFRYgixMNqrsa6uW8ilI6QQjOG9veioqXoERhg11Rx/1BSCryFDhxojwfpL3759paiojztqrb293Z3Csa1tj9TW1u97ThlCIoRlXjA2SIYMGSIVwyqTDolQTmN9ndTV1EhNVZXUISBzlzqpwTZncYOxWud9dbXU7N7tHofniiVrYMkgt65oJ9qIuqMNnZ0dsndvuxv4Nbe0SqPbz17fNzl9iVAM+6G4uK97/qBBJVJSkvyz04gKCQOxJOi0dbiJbgYhdqCgN9n1GHuqwFRE3ezvCsRSCyCiApG4km2f3R5zSkA7hDHrZ4ZLOtWhfg4ms3z0C6ZQ1HLs8jGlZVAf2P2J89DGoM8d19PjtR90PWzKwSg6zab2q5aPa+LzDmt3ptl9YNO+1Hr2BO139InZB+b1td490UdERERERERERAeyvW1tbiBU7wZBzquGXf6IKbza77EfgVFtdVXSo6YG7Rst1U+K/SAMEM61tXnPNWtuaZH6hkZpQEDX1NQtJEJohlDJGz01SAYMHOienwxcCyPe3NDrnd1OO6ql+p133D7A+6pdu9wQrKZqt3tMm3PtVAzoP8AP+4r8IOxdN5BDOzAqrKWldd9ovHqnH922Ogu2o70IBxGe4XyUk+xz04gKDQOxPICb+nqz3wxh9L0GJdlih1e27qGEN5opkaigJVEIo8zroA52CBIUhuAcu3xtH/aZiy1uvUxB5Wi97H12oGTWIyjsgaA2piJqJFjUPiIiIiIiIiIiIjcUq62RuupqqatxFiMY0wWBWC1CMGd/NUZN7fbCMARUyeg7wAvDdGSXhkQIiMyQSKduxLXxXkMiHKuhGII1TLmYKpTV2toiDQj7nDZXVyEcq5KG+jq3bQjCkm2fqcifAhI6nXK8kWF73ZFh+tw2PDdM24u24nliWDAqDscivNP2IkAkOpAxEMsCDTLswMNej8MMPMwgJZWyEgkKZOJIti5Bx2vokkpZupgQGsUty263CX2ui8kOCYMCy7jssm1apnmceZ1E58eRTH/li0z0CxERERERERERxeNOJdjQ4I6Mqq3ypgqs3v2OVL2zy11qne3Vu53lnd1uaIYgKRV9/WkD4d3Ozn0hERYzJEI4hFAO7xEQITRCSGSGYoBwLRNQnrlkAm7eoyyEWh3t7fvaiTagrV47MUVlo9TVIYD0pk7UgMwLxdrcc1CG321EBywGYklCcGMuYSGCPjdMaeCTrEQhBa6BZ0rh5j8WrOPayYqqX9SUf3YwZNM6oR26ALaZS1Qgg/0qUT/qfvMcsJ+7pdcFnGMfHwT9qnUMei6YlqFTGiqUr+th9TePB5SlfYdFn3OGbdoWXBvl6fXitCEV9sg48zr2vjCpTBtpi9u+oD4O63ciIiIiIiIiIsochDcIXxob6t0RYxgJhikEEZJh9FRDXa0bhCGcScW+0VIIiDo63CkBMVoKC8IfhEDec8y8YAgBkRcUISTCKLEW51hMndjmnpup4CpbOox2ol+9drbsC/68tjbum4pSR+VhG/a3tHhTReJ8lIOF6EDGQCwJuKmOkUBYEAREhQH63DDAeXGDgyAIPnRRCAe8EOTWfc/HwoL1rU8mHz6E1Q9l6rO6gmgbo9jHaL27L8FhB7bb5yvtA12wru2wz7EDGb0uzsM5+l5peWaf63PO7D7RY/Sa+kw3s7xUaT3xmep19NpYUHd8/mC3IVu0ncrsozCZCMTi/hkKOi5om9d/DMqIiIiIiIiIiLJBR0ohhNFp+9Kl5WHRgMgMiXTUlBcMISzypmtEQIRRUwiI3FFi/nSCWDDyKhMw0qxkcKm7ZGrUWcferlFhXlv3uPVHOxB4mQGgNxLOa6c3QswfEecsOBfBGMohOpAxEMsCM5RAWBD3Rn4yNJSwwwis24FFujQ00BDGhm1xQhEIOj8MjrXbon2p+3BdXXSf1iXqWmZ9zeAL71VYH0NYkIJr2p831oPKsJll2mWYdTGP0zZiu14jqt2pilP/IKmeFyXd9jEEIyIiIiIiIiLKXxoQdQVFXkhkjpjCe2/KxAY3HDJDMezD8W5YtGePGxalCuHX1BkzZfF7jpVlK1bKKaedJqeddZa876yzZfnKk2Xu/COlrLzcPzp5eDYb2od6YmltaXEWDcPwrDCvXVi0jd6r/9w05xj3FechGHMWogMZA7EkmCFF0E15HbEEGCWUjTAA9BphN/ax3Qx2khF0HtqNMvV6UWVrcBNUN/s8DXG8srv6FlMT2v2LY7Q/dZ9OIxjEHKVll6X10GujztiGdR3JhPcoQ4/V9qAsbFu0uPsoMLu95vFRzPO0TND6YL9ZFhYcZ56HKRS1nubUitiWyvSZqTDrQ0RERERERERElC3t7mgnL8xyg619IZE3KqqpyQuFuhY8RwxhmD9KzB85pQsCp2QVFxfLxIMPlsPnz5c5c+c6yxEy/8ij5Oglx8gJJyyVZcuWy/EnLJNj3nOcHL90mcw+/Ajp2zf5UWNoZ4sRaOkoOLShq02YMrHOXbwgDIGg0xfOdi84wzPVvHZjtBjRgYyBWJI0lAENIZSGQaDT2EGiUCRV5vVsUfvCINQIO88LxbyRTmZ4FSbOMco+VqcmBNTJvKbZ50ctXOi/6wqAlNn/EBbYoFyz3ThPPy8vEOuaVlFhm33t7vu7pm4E+3sSxizTvK7WUaF/sA39ggUhnh6PMvQ7im1mX2aT2d4w2q+ZEueaEPTZZ7ouRERERERERETUMxCANTd5oZYGRN4oKG9EFAIiBEMaFunIKWzTEVM6Ugz7MQorGZgOcdLUaTLFWSZNniwTJx0sBx98sMyYMU1mzz5Ujjh8jhy9eKEsPOpImTfvCDnk0MPksMMOk7nz50vJ4MF+KfFgasgWP8zSOmv9mzDiTdvltx3vG+rrpXFfm73FHU3mbE/12W1EhYKBWAIIM3Dz3FziSPb4TIobFGRCVNigwYyy6xXUN/a2qLaYQROupaGQeX1dkg1s8N4+x2wrrm23z6b7Ua8weg27LL2Wtieq7+x6gbYbtAwiIiIiIiIiIqJ8pyGRjoDaF24hIHLeIwzCPoRDWPC+yXndt3/fq7PPOTaZZ5thZNj4SZNk7NixMnz4cGcZ4b6OGDFchg0bJuVDh0p5+VApLR3sbBsmY8aMloMOGi9jxx0kkydPlmkzZyX9fDGMEGv0p37sCri8YMxti7MgBHODPz8Iw7E6Qg7r9bV1bohIdKBjIJZBiQKSXKABX5RUw5Og9pvBTBDzWvZ1g84zgyENwFTc/teACudi6V5m9+eJ6Xv7OBX3miooHDPLCKoTBAVwOA7sPjEFhWWpSrat2WB+HkREREREREREdGBCSNTgh0TdQy4jDEJIpEGRsx2LhkSYRrG+ptYdbZaMyhEjpLJymJSXl8uQsqEyeHCpG34NGjRQ+vXt6x6DwA4jsTo6OmXAgAEyZEipe3yFc96oUaNk3MRJ7nFxoTzUt7HOmxLRDbhC2+Utuh9LXU2N1NfWcHQYkYOBWALmc50whR4CBtyUxxIWkHj7uoIIfZ5VpqB88xlZ9nOi4jw3KihQMNuK51Iloyuc6XrmlQlhDBbtP/MYnGvWB23DMYC26LnK7mM9H8fqPqXnmucrPVbPQ3kIlHCsWYa+x3a9ph4Hul9f9TlkoNvsNobR8tH/OBeLXS89BlCmvV2v5dW36/lvWobWu6doH2SKtjNuO/TPKY5Hv5h/boP+DBMRERERERERUW5DSNTohlo1+0ZFmUEQ1nX0mG43l9rqGmmor0tqdNiAAQOlvKJChgwZIoMGDZKBAwdK//79pW/fvtKnTx83cGpra3OujZAOUzi2Snt7uxQVFbnBWElJiZSVlbkjyUpKh/ilxoNpHevqaqWuplbqnVc36Kqr27egvXhF27q210r17t3OOdWyd+9evySiA1sf5w99/D/1B6igICPqJr99fKYDAfCCje6jgfQ6ev2g65p1S7Qf4tQ96noq7Lr29UD3B+1Tiepl948XCnUFI/oe1zDL0vOwzXwP5rFaN7seQdvtutjnqKjyzTLsY1TQdrvdceoRJah9yryuvd+uq1mvVARdy253WH9h3XxPRERERERERJRL7PsoEHYPI+jYTOqN6yZzzX79+7ujtEpKB8vAgYPcdQRUmNpQITzDgrDKfRYXAquGenebKdF1hw0fIeMmTJDRo0fLiJEjZdgwjBardAOuyspyNygbXOLUoV9/NyBzw7GmJqmtrZVdu3bLzp075a233pS33twhr2zfLm++8Xrkvamg9qJdAweVOMtAGTBwoLve17meam/fKx3t7dK2Z4/T1ha3vUEjw5L9XKPqSZRPOEIshmT+wNs/NLL1wyIoTMC1w35ogb0PAYnNri/OCTpOr4V9OCeoneb1sF9H9pjM88xy7LqCeaxeP4wd/ESFL2b7zKDMPsesv76PqkOyUKaWZ5dv1kXra/YH6LHmdrMf7PZksu4mu17ZYH8XbFHhYVj/ERERERERERFRfsHIKYyYqq2uluqqKqmtqXZHRtVUO+9ra9zXulpn3dmH0VI1u6ukwdlvh2GJIOAaUDJo34gwZ4u7HWNNMAoM4Vdra6s0NjVLQ2Oj1GOUWlOTtLS0yJ49be4xOBajxXB+yeAS932yUG88Dw3tRVtqq6qlateufUutsw3b0V4cx2kSibpjIBYTbp6bgQhusNvTCprBijntX7ZonewpGe0pB1HXoNDAnNrPhHPNMhEuaBl2Wdhnttt8f8+9m/x3HgQyQX2CbfZ2tMvsb8B1dTuOx6t5PbOt9jHmcWC2AfQ80LrotIUKU0rqMWa4hG24dhgci3qA/Vkp1E+PQ3m4lp6j5Xe1p/t0jWaZ+p3UYwHn22WY++y+yYawdqfDLDOo/7WN9j58783PlYiIiIiIiIiI8hdCn2ZMjYhgzA2I3pHaGu89gqOqd3ZJdZU3dWBra0tS0ySq4uK+bhiGEAvhGOC6GoZhekRMk6jPNDMX7NuzZ48fwr3rnu+N7OrnlpMKlNXS0izus9CcdmP6R28qxXp3e7KBH9GBog+nTEwNggSlN9fNbV7o0H1EjtLjsn1T3qxPImF1iVOGea4GO9lg18XuY7NfUQ9zdBRoPXUf1nGOvoLZFt1nso/TdQgrJ4xZPt6b7bH3ga7bbbOPU9gedixE7Qtj18UUtc++VtSfj2QE9ROY5afSTiIiIiIiIiKi3mLf44Gw+xlBx2ZSb1w3F9var18/GT9xkj9V4jD3WWJlZUPdZfDgwVLqT9nYv38/KS72xqDs3dvujg5DKIZnfumItXfeeUfeeust+ecr2+X5F/7uHhskl/o47HiifMMRYilK9YeA+UMlmz/UgspGnc0ljqhjg/ZlKwyDqLqooP32eUGhUxCEKok+I/P8VD5PhDXKDG1Ay9NrYB0L6m9eV8uw2xJ0rJYB9mel26OgT+zrpCJT35M4dWEYRkRERERERERE6ep8t9MdFYbRV5iqce/eve40ie5UiXgumR981dV5S0NDo7O9UZqbm90Fo8Rwjjd9IqYy9EaaEVHPYSBWgMyQRQUFAXZQEgXH2ktv0euboYoX/nhT5IEGQYnqifOC+gu0/Dh9ky4tQ6+lbbHXTXqOPfLKFBWWAbab+6L6I5fZdQ767Ow+ICIiIiIiIiIiigNzrLW3d7iBli579iAMa3GfE4bAC2EYQjAEYwjCdPGmTWx2j0V4hikWcX5nJ6c1JOppDMTSoM8wMkOHoODC1D20iT42FaiLGZDgOV5RQYBZZ/uZaPlCQw88G8prv7dgu7no5wRm32t/BX0euk3LCGM+L81+Xpb5DCuzDJRtf1aAY+xniJnr+Jy0Lfj8cD0cg20Igsx2oHw91n6mm/l5Y5+eZ55jM0PInoT66JJIVzu8Y9E/DMOIiIiIiIiIiChVHR3tsrfNG+GFQAujvVpbEHAhDGtyAzEEX1jq6+vdcAyvGo65gZhzvJ6LpX1vu186EfWUPnyGWHrMgAM33XUdN+V7epSKeR1I9lp6fr6FB3a7bVHtifvZpNO3OFePN9+DvQ56LfMcsNfB3hb2vQPdZ28Pu76y94fR84KOT7VMsM8F+3wvLPOeC6dwXjLXISIiIiIiIiLKBXHuhaigYzOpN66bq20dWlEpw0eOlPLychkyZIj77LBBgwbJAPfZYf3d54wVFRW7xwJGgGmAhkCsucmbUrGmpkb+9fbbUvXOrsh7V7nUx1H1JMonHCGWJvOHgfkDI2wkDY6JM8olWd2vndpznnRkjf2DLxv1zSS7rVg3lyjYH6e/Eu2PC9ey+9de12vpdntdPyewj0EoZG4zj9XRaNiuxwOONz9jcx/E/fzj9GO2aNtMvVUXIiIiIiIiIiIqPK3us8Aw/WHXNInu0tQoLc72Jue1qanBPQavWMe+pkZnmz96zJtG0Vsnop7HQCwJCA40bACdCg833u3p6Ez2FHpmaJEJdmCB6fXCRF3XPE+n5fOW/cOGOOz+0nUscUOWuPAZ6JKsuNMA2tcw22C3S9eV+R70uO6BVdeUgLpdywybThF06kPUS79reh7aZh6r28H8zuIzNq+PsnAeFv2+6r4wUd87k/ZfOlAfcypKIiIiIiIiIiKibGpr2yPN7jPCvGeD7QvEnAUjvxqdpQmBV0O9+77BnzqxKwjznifWVN8grS3NfqlE1JP6cMrE+HATHvSGvr0Ous0LE7ygxQsasjeCRa8JicoMqrPNLE+lUlf7Wma52j9x6pOrzLqbnzHW7bYG7TPP0/ab++wygvrLPEa3QdB2cxuEHW9+d8H+/prnxRVWz2TY9TfriX1R5Wbi+kREREREREREPcG+BwJh9zOCjs2k3rhuLre1b9++7tSJQ4YOdadMHDhwoLtgukTsgz59+ghuuXd2dkp7e7s/ZWKLG4bV19VKTVWV7HW2QdR9qlzq46h6EuUTjhDrBbiRn+4PEfxw0iVdmSonEbRbmeEOJBp9lEtQb9RXP0O771JpS1AZ5nfEDNRAjzePMcsI2m72P5j1NPeZ4Rfgswq7Tk9CHXQxJaqPvT+fvmtERERERERERJQ7EHAh1KqvrZWG+jp31Fd9ff2+RUeBYWSYuR3rdTU1Ulddsy8MI6Kex0AsCebNePMmu/nevllvw35z9E1PiwrjwoICO0iJK+pahcb+TKParfuCghz7PHNdj9fPw14H8zO0z7XriOCrq4zu+xLVLWh/HHb7UoVy4vw5SrWeREREREREREREQRBoIRSrq8FSI/X1dW7oVVfnvdbW1u4Lwuqc42prqqV69zvu6549rX4pRNQbGIilICg4srdt27rVf+cFD5CpMADCQqpEo1+iQgSts13POMFDEPs8rKPs/cvvPkVfrkN98Zmir7Ut3d97+8zPSN/r59O13n00FqAcfBZ6LNbNZ4OZzxAz17HotZX5nDA8awxlYdHzAWXgeVzmPnO/yT4vGWFlpgvl2s/pQ92SrR8REREREREREVEc7Xv3etMfVldJzW5nqdrthmPVu3e7C6ZFxFLt7Kt+Z7c7oowjw4h6Xx8+Qyx5YTfaESaA7td1BBQIKnQ9k4Lqksp1UI4XhHjBlNYZ7PKi9tnM+pnl57uozzTo80e77T62Pzu7LLsc83h7m3kt/WzALNM+3z4WzOODJKpzGJwX99hMMK8X1SdERD2rWd564m554JkGGfTafXLTT3b521WJVH7gM/KhsZ0y7MRVsuaQMn87EREREREdSOz7LxB2PyPo2EzqjevmW1vxzLCioiJ36duvn7sNgRmeIYYl6vZ71H2qXOrjqHoS5ZM+DMRSgx8O5g8C/WGh28z9Gohki33DPyh4suuXiFmmfY65LyrkKvQfoGF9arbb3Bd0fNixyj4n6PioYxKFnOaxKur7YwqqLxERBeh8WZ669zb53g0PyW+b/W0xFC9dJ2sv+KCsXTRWiv1tRERERERU+ILuwxD1Jt4HpELBKRNTZP8QwLq9DQEEZDMMA7t8c7pGhZAD4v5CNcvEdHphELCgTCzaXuhqO8IVbzGn/YsqM1+YfYr2aJvNaQrN/tbjTThW+yeI7sN0h4DvmNmPuKZeT+uBY7Q8fD7m99D+nuq6OeWg+ZnqolCuXQYREYVplre33ShXrThZVl+RXBgGHb+5XW5ftVwWf+5+2dbQ6W8lIiIiIiIiIqJU9OEIsexACIFgoSeDAzO4APvauj+ZOuEcL5TpCsjs65i07KDzQM8N2peMVNqSDUF9YfZBkFTqbLfXLlu343sX9lnF6fOgOqf7WfUEu91ERL1vl7x836Xymc89Li/5W9Iy63y57q7LZc3Y/v4GIiIiIiIqVGH3lIh6S2/fgyXKlD4MxApLWFCSKpRnlmGWH1U2juuJQAx6+wdyWF3M7aZU6qsBK2jf2eUHlWueF6W3+zBd6It8bwMRFZJd8tJ3z5NzvvSiJDkoLNqsS+WOn6yVlaUc4E9EGdL5nDzwydVy2SNdP62Kl14v379tjRzNnzVERES9JuyeElFv4X03KhR9GIj1vGyOZrEDkDjBE84xhR2vv4wxvd6GTRvd92FwbDYDMTD/cpCoPEwleNTChf5a5oV9pkGBVNAvELQlUb/q56TlaTnmNdAP3mv3uuAYTKVpTqcZdmwmaJ0y8Tlru8PK0e8BfzETUW5olrcf+zc5//zfhY8Mm7VG1qw6Tk4+a6ksHKI3nJ3znvihbLn/B3LTT3b522wlUrn2B7Ll8gVS6W8hIkpH50vXyNkn/Vj+6q8zeCciIiIiokLGQCxLzJDCvFHfEzfvzaAIEl0rzvHmMXFCDhwfdJyWE7eMRHUxRbVTz8lmv0eJ0+506xjUL5kIpJIVVI90+j1Rv6Tbb0REmdS541b5txNvE2OwhWG0TF37dbnjs0fLtNB7zc3y9pPXyrUf/2nIM8fmycqf3CV3LCj314mIUrVTnv6PM+UD39zprZacIese+aqsG8+pWYmIiIiIqDDxv/5lEG7M62KPCrLpTfxM0mvbwrarngoSdKRPHFpfs+6J2pFoPyTany6tg7kA+hiLGU5hX1Cf6DnJ0muYejoMC5Ls98tsf6L+SbWviIiyY6f85Z57w8Owq74n91weFYZBiYxZ/BX5xg9Pkxn+lu6elkce+IuEjSEjIoqt/lG5/wcahq2QNT+7jmEYEREREREVNAZiPUBv6kfdvMc+LMmERsmKur4X1lwSK7zIRMhiB0M2ux5RdbdpX+o5yZwbBZ+NWXbQEpceawan6H+VzvcAfadLT0umD4KEtTtRW8y+IyLqLZ0vfVNu0JEWluIVn5db/9/smFMdFkvpgivkhotG++vdddz/O3m0vtNfIyJKRaNsv+8u2egG+HPk6Nuvkmtmlbl7iIiIiIiIClUfTpmYORoG2NPUmSEB9iEEMW/w2yGCfX6yECrgfLzaz41SGiDEuQ7K0eAmbt3QJjwTC4sKK0OPDXp+lt03oHUPkmhkHkSFK3jW2NYnzedsBX+OJrM+erweq201g56gOpp9Yva3Sa9j1qmnoX/O/eAq971ZZ7C/J4sWL0r6uW3oN/vPhl5Hr22vg10XIqKe1yjb7zxVVt74ur9uWiJrHr5Trpsx0F+PJ3z6xQmy8K6fyYalw/11IiIiIiIiIiJKhIFYhtlBCJhBCm72B930B2zTUCEqtEmFWYcwYaGCXf+4wq4ZVIbZBya7jExcPyo8CbuevT2qDPszDAu4bHaZqdQ/28y2hH2OyXxGJm2v3ed2Pwb1a2/2CRGRq/Nx+eFp58kNz3f4Gwxzr5UN939UFiY9Lv95eeBjZ8tlO8+RNaumybCaGpFBi2TlBYsSTLtIRERERERERES2PgzEMscOMMxgwAwKzPd2wGDf9M80u45h7Loru15m/cHcb++DsHbZ/aCirp0Mu91BZQX1jR5n70sUqoW1IRG7XkHn5kIgpvXEeqbqgraabQtaB/Pa+p1hIEZEva3zpWvk7JN+LH/117uUyMhrfi7/8/9mSLG/JTuq5embl8sH1lf7645lt8jmO8+Qaf5qMD90+12bv14hU7/+C9ly9nh/XbXJzp+eLcdc9ry/nopZsvIn98kdC0r9dUvDVvn1jx6XXa/dJzf9xH5K2hxZ+PnVsrBoUmQg2P7UWll0zkNS66+nrGKd3PHUZ2RlX6zYfeSI1bcOp02/umurtDY/JNd/d7t0H+wXr01dAj7jWKMP969//3U/k79cOk8SPy0qbORjst/rFL8/Jctk5RdPkGlDj5APvW9myJSjufL5pCK1fileuk4+OW+WHP2RE2XhkFQq9rr8/opT5fyNjf66SuPnVQb+/Hqy83mm32eOXv++EBERERFRuvhX9TThJr0uNmzDTXuwgw5lT2cYNL1htnghgrfYMB0daP0hqA0IIcLKsfeF9QHosWBeU9llJwvX1nqAfjZ6raBrmuzrYzpAE/oLZaDce+7d5G7TdRWnDYnqAXbImCzUyfxuJgOfk/k5oi6plmUy+wm0PO1nXbevrTQMw3G66DoRUfZ1SOP//UNe9de6myjzDxuX5TAs3+2Sl+/7kJxy2Gq5+Ob/DLiZDs/Jtq9eIbd/ebWsnH2BfHrzy2LGQjmnYas89qUTZY7Tpkuc30Vf2O/mORhtOvh0WfO9bbI96UfDPS6bbtkiL2brkXKdz8oTD+zwV0zNsuvBJ+VP2X6UXfNjsvmqL8rtn14piz/+bfnlm0ZIko4e+3yyo+M3t8v6mz8laxZ+Qj6z9W3nJ1CS6v8gv3nQDsMglc81B/78dr4sf/rearcOYZ/nvj477MzkP8s8/74QEREREVEXBmIZgrADN+t10fDDDi/0xr+GEhqA6Y3+bAZieu2uOiKE8hbdpos++ylO+GKWY4vaZ8MxWi8wQ5I455u0f+0y9BqAtmn7wtqp59vX1/7Ra+BZVihD+w7bzDK1XXYopnVROEevqa+2OMFaGLPMsDanItnPx2SGVlqO1i2Z76H2ORa7HCKi7GqRf722I+AGKUyVaeOSe3bYgWWXvPTd8+T9n3tcXvK3JISQ5FPnybl3Pp+ToVjnWz+Qa8/+kHwy8KZ5mOdk202r5NQLfixPNCZ3F71jy49l/Z/THhMXqHP7w/JA0DSg8Owv5e4sXTdIx2++Kpddc2/S/WPr6c8nq5w/C79c9W9yyVPJfA4dUv/Hh+XBsMY/+5g8tL3VX0kkB/78Nv5Ovv+xM2XVTVtj1iG5z7Kgvi9ERERERMRALF1muGKGDbghj3124GGvB4lzTCqC6pMPUqmzGRoFBUtx+yLoGN1ml6vb7VFJYQFW1PWD6pwNuA6WqJFU2KfH2fVCG6LakQ67n8M+07Dr23UlIsqeNmmoafDfW0oqZFgp/7oVpvOl/5QvfOnFJG40q53yyo1fkdteinvjvoc0/kJu++iNsuHlpMfsuDp+c4185Jz1sjmpm+hPy+YbH5BtGb/v3iiv/s8fAqYBVU/LIw/8RYLGA2VLx2++KV96eEfyI6JUr3w+2Zbk59+5Ve6/dWvEn7ln5NHHX4/Vx73+5xdh2Np/k5v+O/kadPzmK3LJt/4cHcoV5PeFiIiIiOjAxjs0GWDekNfQIJmp2rIVKOQ67at0g4ug8+OOWArre2y395nbogOk7qOSzLoEBaX2dRLR8rTvwupi70umzsoro/u+oP7OpFTKN9uWTt8SEaXmLXnj70HTjzkGlEtlSYH+dQvP9fF/p8VbHrKeH/a6/OEH93cPXPDMqBvvlA1/fbXbuS8/vl7+48JpUuIf5tn/xn3fBevlT8Z5XctL8r9fm+0f5cNzwl4JOtZZntHnhyWh8zl54NIrZP1+N89Hy9QLvyTXPfSscY1X5C8P3SRf2a9Njhe+IZdc9ovkpkF89jtyw/1vpB4UBWn8rfzqPnO6xEXyoY/P6Vbfjvt/J4/Wp3izP8H3J/gz3ykvbn5a/uGvJaU3P59kRPaLU6/NV8lFx1m1SmJU136j/krOkE9caD4zMO60iZn/85ucnfL0N7+4fxgWUIfg6zdL9fqvyLVho+vy5ftCRERERERJYSCWIfjHEEaw6IIQATfpg0IIfcZUvokKX0zabn0OWRhzxI9dbpxQZM2q1fuOC6qb/iPVvE4YHKfM98lAHcx647pxy8JxUd+LhYsW7SsP/WpeJyjM0v3Yp/XS41COvZi0fPQn9uGaWPAe9bBp+VhSofUy+0rfm5+pBoHmNvMc0LbY3wUiIspB7X+Tv2wxg8QKmXrDtXLHh5bKwiHd/4paNO5kOeuL35PbV5uBWrPseuKF1MKRjOuQxj/fJd97xL45v0LWbH5Ytnxxtaw5pMzfCMVSesi58v4vbpYnNn9UTrDuoic/DeJOefHqu2RTquHUfjqkfut98n0jDChe8wm59OL3y+lmXZt/Lw89lZ2JK93P/Atfk+tPtDrnz87fS9r997H19ueTKU69Zn1cLrnpAuneLdVSXR+nU+xRfyVS+bFz5RNnHy+H+Vtcz35fbv/dbn8lRC//+e186Ztywzd3+mu+WefLdY+t368O3vUfkIfvPF5m+Ns8YaMcC+X7QkRERERENgZiGYQb9l2LhmJeMGbS5yKBHUbkOg1Yomi78VytKOinrrAleERXVP9s2LRx3/nRZQRvt3llZObziKpPGHwvtC02tFXL2/rk/s+ZixNGoW1aL3sxr4nPzTxO4X1QIJYOrbdeH39WgtpvbsN3y6bbtL5YDyqHiIhyWY3886HfRTxzZ6K898t/dX++71vuPEOm+Xt71w75089/az3DaJ6s/OGX5bpZ5o1zGwKOy+Xfr+8+8iql6Qibfyq3fSfBFHCx7ZCnf/OsMRXeBDnyhNlSVnasLD3dDDXekD/99vnsTZtYNF4mTMvEM/hy4PPJoKLR02X6AH8lGZ3PyhMPmKP+jpCVpx0mZdNOkjNmF/vbIJXPtSf//AZN5+l8ntevlTVj+/vrthIZs+xLcsNFo/11T/Aox8L6vhARERERURcGYhmko2SwmDft8d4OLPCPQJt9TC7rauf+I3H0H7mp6s3RPWYAZEO94nxGdqiWyue670ZBin1pn4P1qLalI516JhIUfim7n7NxfSIiyqKioVIxzrwJL94zd2afKWu+tUnWP/l2GtOp9bD6P8hvHrSmzZz7PvnQ/HJ/JUqJjD3rc/LZboFE2I36KM1S/f175O4dbf56Guz2lLxXTl5Q6bwZL/OWzu12sz+taRMT6XxB/vrfdf6Kb0KFVCb7L5ic+Hwyp/PVrfLfNf4KlCyQRTOsYUn76ZD6335Lvm5Olzh3mZyMwLForhx9hjltYoz29eaf3/2CPZHiNZ+Wqxck+jxHy+GnL5dD+p4gK2/8kvN3yW/Khm3Xypoy6wtVYN8XIiIiIiLqwkAsi3DDHouOqkGgYoY9ZkgRFAKZUwL2NHtaPm2LHUJo2KdtM6dJjAoocJyeo0uQRYvTH5GE+pl1TJWGMygLn5vdF+D1UddnimPtUVVaD7NeiZj9GgfKBVw7maBIzwvi1fvWwHanI6w87Rdzv1k//W7Y/YdjMl1HIqJoQ6R8dMiohJp/yvZdSc/vdmAIuAnveU62ffUKuWX10TJj0mJZ8aUNcvt3tsr2HL6X3P7SVtncbXa1Ehl5+mI5Mu7ftIP6ovkp2fqSNWWbbdZ75b3TjRvvzQ/I+m89keZIlA6p/+PD8qBx6eIzj5flbmhQLGVHnWRNm/iIbHx0R8bDj843fyE//PylcoMZ4DiKZ0+SyUn+C+b/t3cvUHNV9d3Hd0KXXSuLPK3Yl4UmSi8gJlSsWiUWq0VJMCBeSFAgfWsSBUUqyE1qCUkJwRYIcivlHvAS7kHwwi1otYokWqGoJCq8bcXEsmy9Jbysvq4S3+c3c/559uxn73ObM/PMM/l+1jqLZ2bO2Weffc6ZJ+zfs/eZsPPTuGfdf2xc5ZZ/6KZg2sO3uvlhqDNOOOrPb4Pd3R/86Rs6p00smg5zIu/fp7/pHuq4Lp7vfu9V+7g9s1d5pu630n32yevd5X9+zOi/F+ePm95Rhud6AQAAABAq+896VGRhlxab2k9hQnsZH4BY2CLq0NeyccP4qfH6xZ++zz8WLXodsmPTdHtWf/847T1btN5Ye7SXGH96ybqsvqn9qJ5Wr9i5EX3m03phW1g7GduXzr/Pr4cfoKVYe1kditb3hfsuyz9e/axFdS5T37LC4/H3KWNt1P48PDd2bVi9AGDiTHcje6Sm6RpiD57i5me/I4qXV7m3rOsc0dHqhH/LO4JnIYWedk9es8xd9rfHuPm/v7977UeuG8CRY79y//XDp1znE4L2dq9++QzXOUYkz+7u916xv+scf/K0e+KpgucOzTjCfeS8wzuei/Tc2svdud/s4nlFOx53X7rt0XHTJe4MG8ZNm/i0+94nv+T+uWrgUXD9vPSgk925twfR3rR3uBNP+JNSwceYCTw/deS2y/7uT999vbvFf7bbm//KXXLCq53G7+UaN+rplW7uQXvvbIOpladNnLj793+2PuEeyX5u28vt+5Iyo7fKmGTXCwAAAIBKCMQa5Icj+p/WkD4PQ5PJauxY0kGEggr7H/gifjkWhDTJ6qsl5O+v7L799VLlpt43+qwX10KZ9i4jPHe9qq/YfsJwrGrQFZYDAP2xu3vR770o+zn0pHti639nPyM0debx7uzLDu4IdNKedT+77bzWyJPZ773KfW5rA1MDNuJXbvsvtmc/m33cvjOqPftq6sgL3Iuzn9v+n9v2y/9bEB5Mdb/56ve64zpSiUfcvavuchtrjsjZ8cQd7hMPeCNZdk6XaMZPm+gee9Dd80Svr/MD3J9cdro7cWbV8Hkiz08v7eX2OXGt+/y1/9v9ye5F/0s3ftTfzukSTWRU03Nrr3NXfD99Xifm/o0FVnu4PUZ+I/u5W8N6vQAAAAAQArGG+QGIBQr+UkQBQFGQMkgUPDRR14kMMPzQpWoAU0cvzq+V54+i8vehay81+s0Xq5ddk71S5r4IWX1sWwIwABPreW7Pl7+yc7qxnX7ovvWdrTU7QZ9xT1wzvz3l2Oe+53ImL5vEprkXHnKtu/W+k93R/tR/BZ774vnulLknuxWbt2XvTKRfue0/DzvQq5s6fQ/3v7Kf2551v/hFcQf6r6Ye4N62/LjOkTqPXe3O/cxTNa67Z9z/+eo/edPx+dMlmsi0ie5Rt/6hH/aos3+a2+Ndy90593zKffKQKqN0zMSen9552j15xXFu0V992t1bFC6NG/UXmwIwMm1i4XkdlPt3D/eC6Q0GYkN5vQAAAAAQArEeUGe9QoRYuKIOfD0bLAwntE17u86O/V4GEU2K1dPawF/sOMMlpUyIY+yZa2XDH2OhnpaywcpNt96S/dRbseMInyfmP6PMptlUWxsLjcLnsansWPk6Nv989Sps8uso9trqK/6+bVSerWftEG6Xdz0BQK9MfeG+7g+jU4c9635y98PVp5OTHY+5r3/2ifaUYx+a7177u+0pxwb9eVrV7eZ2f9mH3aoHvu6+cMUJ7oNvjDbkeM/e59b+1Z21R0INmh3bf+b+M/u5qqkz3+dOOXXv7JU87b533d3ugWcqNo6uubv8qS2D6RLNuGkTu7jOk6a5PU68zX3j3x9337hgiVs0eyR7f2J0c356R6OuznYfet+Fbu2P06HYuFF/wXSJZvy0iWXO6yDcvz9zP90+WM9qHMzrBQAAAACBWI+oI98PWnwKLYqm5vNDAZ/e11Il8OkHv752zNYG/lKGH5SonVJtEfKfuVZ2X2WF57CJZ5uVEU7NKP6+9Z7/nDC1gbV9yN+ufQ3Fn6mm9aqcr7rC8sPXfpv714Ctt+FhC/9O3nk/hOcJAPpmXEDgqTmd3I4n7nd3fdcfT9CeckzP43nr2V/OebZPBTt+6X75nzXHLBxysbt39HtX373FyyPuvgWd07GNt6fb7/CPuFM/8bh78js3u0vP+Et31lEFT4t67AZ32T/+V/ZiosSmzKw+VeaObT91P8p+bnu+e8nee7pyEwTu7vY9+lR3oj9KZ/NV7tzbnnBV8oZx19y46RJNA9Mmdlw/G909V77NvamjwNHr/YpV7kO3dzs6chDOTwW599WT7l/uOc/93fH7drb95uvcypX3uO9FT/b4UX/jpks0kWkTy5/Xft2/z3O/s/dLgudz/cz9bFtTgdgku14AAAAAVEIg1if+/8wWSQVAZYOhiWDHVeb46tCxt0OcdBBYpY37oZfnK3aceftLtUleW5Vp837z66swL6/+ANBfe7s3LH5nYtrEh9wtF9+X6KxO2PFt99mL1nV2Yu8UG7XzPDf9+dOznyvY8Uv3860DOInX9Dnu8BNPc0su3Dj6Xb/Rff7ykxOd60+5Rx97yk3s08R2c9N++7c6A4rKU2U+4/7tsceD5yLt5fZ9SWe3f67dD3fHnXe49zynZ91PVl/l/n7Lb2avizzt/uXu9Z3X3LOfdCsO+IOd/yYYW/Zxr3rfQ6N78HUzbeKe7qXzP+4+vm5xEIp92208Y4k79rrvdhGKDcj5acRubvfZx7qFf/1Jd+MH98rea3vuvjvczbHgatyov1GPneMW/X54TrW83M1f9cNsJVPjvPb4/h3/fK6n3RNPdZ6dpG2fcsv2OcItuvKW0X9Lro1MNzlM1wsAAACAEIFYnyhUsCWPPx1eOKWcLzaypyp/ikF/KVPPmCrhhMr39+Ufdzi1n0/H3W0981i9jL8PfyrBcNpCn7VreP6sbH9J1V/l63PjT4soVi8ttj+JXTOx86L18qZ99Ovlj7xrmtXN6m379Y/Djs1vA63nr0M4BmAQTN13oXtPx4Ocxjx33/nuw2vKduo/635859lueccUZ55XLHEnHfw72QvzPDf9t2sEYuMMYqftnu5lR3y41bn+g6+vcIuCZxU999NtQcdzv8WeqVVxCsFYaDHtNW7OfvHrKW43t/trTnVnHOONVHz2LnfFlV8ud91tW+8+c+PT2Ys6FMDd5G7ZVncOvNH6zzrD/c3KA4Iw4mn35KoVbsU3657lQTk/TdrL/dHb5wYB/I/ck1ueyX42z7lnvnWbu61jpGlV3Z7X5u/f8VPU/tz92yNPlhg1+5zb9o373Wf/57tu4/kfHf334zL3oYPmukVf9EepDeP1AgAAAMAQiPWJOuxtyWPTwMX4Hf6x4KMqTbUXCxGsnn4g06R2ENRuB9vXse8+uvVaNGWf6lUUcPj1tKUOf3url7F9iD+VoD/9oE9ljD3Hq3MKwLBsHV+4jvHbQ/xpEa2ettSZKjLvGMSvaxOBmLVvjK7lsN722g/mrA3C86TXTdwPANC1qQe4ty0/zsUzMXXqH+eOvfDrBc//+on7wW3Hu+NO/7aLx2F7uZf9xZvcH4/7F1xkVMPXH3XfKOrE/skP3KafZz/31XfdXUv22/n7Qct+ZxVPAzn1RW9zb5/7W9mrARKbMvOxq925n3mqxKgSBaAXuIuC0GK3dx7s5o5U/af63u4NJ7634xp8bu3H3Mf+sWgMTjsouDuRwZb27JfdPd/sZoLDae5FR57rVo67iR5x9y7/lLu36jPRzMCcn17a7n76i3CE2Bb3z3d+yX0/e1XbuPM6wfdv5Hw+t/Zyd25RaLrjcfel2x7t/G6NTQu6S1wvAAAAwK6Jf5VPIPsfSF9RoGFBUdngowwrU0sorF+3qpYXq1Mea9Nw8SlkSX0mtk8/jKkqVm9rY1tiYnVKrevLK7MJqbYqw9+ubBm2PwVf/rH52+uzsuUBQL9MnXm8WzZuhIt52j15xSI3//BlbsUn1ruN2/3O/Z+473/hAvfx9xzsDvvIQ8kO7N3ecqZb/c6XuM4xFrKb2/3Fv+/+IHvV8uwd7tKrv5UzOuhp98inb3Vfyl617eP2nRF5tlDjftftf9ALs5/bSnVoP/M195X1v8xeyDT3gj94oXtB9mriRJ6pNdq+3zvtQ27Jg3lTrT3r/uPBv4wEoK9y897xR8G0mOXkX4MpW9wjX3wsqEMdT7l//tJ3S4zUyaFg+bQF46cf3XyVW3Fl3vWcZ3DOTzMizwWLje7c9k/ui3eHo8bqCM/rRN+/sSlqFZpe4db+OBX+jn7HXndmMPJ2mtvz9GPd0eOCqmG7XgAAAACYKb8elf2MHivqvA87/f2RM7Ft6wYgYVmxcvx16u4npujYUvuKHX8v+PVSIGYjkZpsgxR/f6bOfovOb+wc+GL1ME3UR8qe59T5CPXj/ABAeT9x37/mPe6oj32vgYDBM+t97pzrz3CLXvS87I3AjofcJ972Hndux8iEaW6Pd53i3vPOw90HXvfCLEh7zj2z6SZ3+w1/7867PYguXrHCrf3MYnfguD+Z+pV7+o4F7vWnfzd7PeqQi929173D7Zu9rGrH95e7BYd+KujUP8AdeOafu8PeeKhbNHske2/Ujh+4b9z6CffZG251t/zAP76D3KL7r3Pn7FcU4kXq//yT3OXfPMXN/43sdZJGwyxwp/ujrGLHvuPb7q4PHONOHzfVZewcPOv+4+ufcPd95sbx52DUbm+52N39D+9wL+s4Dz9zj1w4173rCi8SSp2D6LUw5nknrXP/cuqr3M4radun3Nlzlrubd1b9Je7A69e5tW8Op+YM/dB9+aNvde+72Qtdpv2FO2fDCreoI2Soev087R654J3uXf8QTuEYO9+Dcn7qqHFfbd/gvvjpS93Hz9/QGZyPa/fn3LYH3+Ne7z/rLXpuYorPa+/u35LnM3WNTDvEzf/ro92fv/1gd+B01TXn+27aO9xJD5zvTpoZ+U4dyOsFALBq5Uq36fFN2au22fvPdsuWL3ebN21y556zcud7CxYudLNmz269DuWV49OMOTdcv8Zt27Yte2e8kZERt+CohW7uvHnZO21+feqIHZfv7BXLW8cXzjBUVV45sTbpV32M2v7GNWtyZ9SSuYfOa51znY86rN4zZ85slRWeT7PujjvcutvvyF6NsceSlDl+1fHA181p7UP7K0PtoH1vHG2HvOtRiq4dXa9qK1/quHwqd/HSpePqbPeTHVfeeYi1j9Undl/G6FE7arsq97fkPToGu5YpBGL9p4799n/jnfumKBBLBRplxMozChf88MHCBqt33X36ZepLyJ+yz+oTCzb87fQcKX/6QLF6SVGb5gn3rWdz6R8/3bRzGf7xmbB9qvDbQ78kwnL0eXg8tk1YDx27qdMGsWOTVIDlX5dFYVjsWgCAwdFwKDbtLW7RuvPdObPy/gfvWffjO45xb0lOt1gkLwSJdNzX0dGxnQo9yttt0Q3uq+f9WYmRF30IxEbt+PGN7pzFq9zajk7/imad6i6//UQ3f/ew97xCIKYQ4Jununcf9dnoaMPOQCxy3ZQOTiKhS/Q6qhH8PPNZd/GRp7orgrYcHy4Myvmpo6H7SiHNiTe6+854jRub/G98qFX+filzXnt1/5Y/n6lrpJy93MsuutXdvSA24rZt8K4XAIA608NnuqvPQ30o6r9RP47v/NUXjuv4l7xyzEdOO93duW5d9qrYkQsWuAsuWp29aodpYX2qyDsuUX+I+kXy+vfKyCsnbBPpV31EgY7O1fbt21uvi0yfPr11DlJhVp6w3uH5NOqb8vvdjPVzVT1+7WfZiuW5Qd76Bx5oXY9l2mHWrFlu7eg5U3mpc6W+NuvvU7i2aLSNN2/e3Hpdhr+9hPfTjBkz3FXXXhMNrGLtY+XF7ss82o/OkV0vJlVOqi8Sux7+ZT4B2jf6ya0bsezN6H/RGJVRV50vAe1PX/x1f7n59fX/ssPKS9XJb6tYAKLPbYmVYdvaEmvL2Hb6xSF+vZuk49YSBj2qix9i2XrWTkX89vDLMf7x+HXw6zHWVmNl1VF3O9u3WP2M1S12LQDA4NjT7Xf8Onf/zQvdm6rNXTfObm8+0128/tKCMEz0/KXz3aXH1JmYa5rb45iz3d8cXDQiqEl7uVd98GPurDfWbKBZp7pLPvqGgZqGbOqLFrsVN/6dO6nmMbXO9XXvb6DzfDe3+2s+6s794F7Z6xw7HnXrb3zcCz5Gr4Ulb3XzC8Mw2c2NvPZQ9/aOw21g2kTZ/XB33HmHu/2yl+a5+y525/7jf2Wvqhmc89OwWR9w55zwai8MGz2t37/eXeqP8HIvcX/8pj8seb/Ez+vGyz7vNu6c6XUA7t/d3+ZOrnU+93L7LLvWfTInDJOhvV4AYBdy5ulnuBvWrMleladtqoRhovU1MgXNUFBTJQwTrXvC8e9vBWnd0vn8wHHHF47G6pb2o0AqtR+N3NIxVQ3DytIxVgnDRIFg3n21devW1rlr4jzk0X4U+KmNgCr41/kAsA7+UBiU+GLrV5Uqww8gwnXs9ViQMv6vIspQ+VZGL8WOUUFLE+1XlR1v3nGH9QrXK1NGGXnbN902Ki8MIWPXTV59/AUAJo9p7oWvu9Bds/Fmd/WZc8Z17Beatcgtuuo+9/D1H3BHzEhMkxia+jJ38HmfcrecVWV/B7gDz1rj1p53iNu33/8y3P1gt+SGz7ibT9x3tLXK0pRlH3drbxvMURdTX7TQnTR6TNXPwS3u89dWONeF9nJ/dOy73byCht3xxP3uro6pFV/p5r/t5R3hSq6RN7g3v3337EXbc2uvc1d8/7+zV3WlQr2n3MbVN7t7n/GfwVfe4JyfhszSVKph6BJ5xti0P3OHvab0WY2eV/fYg+6eJ7zzOgD3b+XzqSkVr/yEu+l9f1jqGh+66wUAdkHnrTy3cih22cXp/rg8N665YecfV6M7miaxShjm62aqSt+D69e3Rmb1mgIpBVMhjQxTqFuGjY6rEobpWq0yIsuneyQvLNS5Uyi2ZcuW7J3eWTV6vvuxHwwPArEBos7+cChy3cCpLAsZFFjEFqN6WF389S3Y8j/PY9uGwuPuhtVN+8qTt54dS6yuUvQLw9rDgqdU2BMK29Bv6xi/fNtnatFfTeTVJdUWTQhDyNQ/EDXMuVd1AIAJM32Oe/MJN7sv/PtG9/nLTnMrVh7rjn5pbFzCXm6f41eNfmd+1J1zz2PuyXtXuXPesl/5YMJMfan74+NG9/edm92lZ/ylO+uo+BiM3d58kjvxjCvd2u98xq097sD+h2FmtL6vOeMB9+3R+l4y+vvi746Pda6rE/2s0bZZ5S5/6FH3jQvemT0faEDZOfjX+92nP3qy+9toIJqd74/e7O7917t7cg6mzjzeLVt5QE5YEQlOXnGIO2zfomey+Wa6V735FcE+HnXrH/qh62Kiucxe7lWnX+1Wh6ne5qvciiu/5bzJI6sZkPNTn1e3L5w1/rmCOx5zX7+rs1Ngt3ce7OaWGvVnSp7XQbh/C7/zsv2rvb57rbt8/kurfa9O+usFAFDUee9Tf0XdIEaKnsOEctbf/0D2U3Xqs2tqZJdCsW5DTk3tF5vByac6+/tR/cuGcQrD1K+aeqZWigK3unSPFLWL1qkbLhsdm9pObZjSxH6wa5nCM8QGlwUXFhCEr/vJD1HaAU3nVHhhyDLZQ42ittbneZ8VCbf1tylquzLl19GvcxZrW3svdm0BAAAAAADEng1kz7lS53zseUlm8dIlbtny5a2f65ajTvkZM2dmr+Jm7z+7tR9NFxcbqRT7A+tYuVZOqj72rC0dS2jrli2t6eRCsVDm7BXLW0FKrK/J2sRXpz5qi1jIWLU+VfjPIisjb386P1956GutnzUwQH90HrI+rlg56ueyP3RX+2lEU2yaQv+5Zan9GL/trM1CqXNl9YndB1WULcc/F3ntk3dfikaBaeSgRmKGFJw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CÓDIGO","type":"elementovariable","id":"formElec_element47","tipo":"lista"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"7","type":"unit"}]<variable> = <expresion>formElec_event2bg-orangeSi <expresion> Entonces (Si No)formElec_event1catalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}trueididradioCIRCULE SÓLO UN CÓDIGOfalsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsenormalformElec_element2fa fa-window-minimizeEspacioEspacio 53true210%0%falseCargando...spinner-bordernormalformElec_element2fa fa-window-minimizeEspacioEspacio 52true220%0%falseCargando...spinner-bordernormalformElec_element2fa fa-window-minimizeEspacioEspacio 54true230%0%falseCargando...spinner-borderleftsmall#cccccc#f5f5f5#000000noneformElec_element2normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse7. CLASE DE VIVIENDA COLECTIVAtrue24truetrue0%0%falsetrueCargando...spinner-borderverticalleft40bigfalsenoneformElec_element49normaltrueglyphicon glyphicon-text-height300normalTexto Multilineasfalsefalse11falsefalseANOTE LA CLASE DE VIVIENDA COLECTIVAfalsefalsetruetrue0%0%falseCargando...spinner-borderbigformElec_element49fa fa-paragraphtrueLeyendaPASE A SECCIÓN IIJTNDZGl2JTIwYWxpZ24lM0QlMjJjZW50ZXIlMjIlM0UlM0NpJTNFUEFTRSUyMEElMjBTRUNDSSVDMyU5M04lMjBJSSUzQyUyRmklM0UlM0NiciUzRSUzQyUyRmRpdiUzRQ==true2true0%0%falseCargando...spinner-borderfalseleftsmall#cccccc#f5f5f5#000000noneformElec_element2normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse8. CONTROL DE PAQUETEtrue25truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse0noneformElec_element50normaltruefa fa-hashtagNúmero999990falsefalse11falseFOLIO DE PAQUETEfalsefalsetruetrue0%0%falseCargando...spinner-borderverticalleftbigfalse0noneformElec_element50normaltruefa fa-hashtagNúmero999990falsefalse21falseCONSECUTIVO DEL CUESTIONARIO EN EL PAQUETEfalsefalsetruetrue0%0%falseCargando...spinner-borderleftsmall#cccccc#f5f5f5#000000noneformElec_element2normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse9.TOTAL DE OCUPANTEStrue26truetrue0%0%falsetrueCargando...spinner-borderverticalleftnormalfalse0noneformElec_element51normaltruefa fa-hashtagNúmero999990falsefalse11falseOCUPANTESfalsefalsetruetrue0%0%falseCargando...spinner-borderleftnormaltrue#3c8dbc#3c8dbc#3c8dbc#ffffff#ffffff#ffffffnoneformElec_element2normaltruefas fa-magicWizardformElec_element2formElec_element2AvanzarFinalizarRegresarpublicacionWizard 145truetruetruetruefalsefalse27normaltrue0formElec_element00%0%falseCargando...spinner-borderfalsefalsefalsefalsebigformElec_element2fa fa-paragraphtrueLeyendaPie de páginaJTNDZGl2JTIwYWxpZ24lM0QlMjJjZW50ZXIlMjIlM0VJTkVHSS4lMjBQYXJhJTIwbWF5b3IlMjBpbmZvcm1hY2klQzMlQjNuJTIwbGxhbWUlMjBzaW4lMjBjb3N0byUyMGFsJTIwMDElMjA4MDAlMjAxMTElMjA0NjM0LiUzQyUyRmRpdiUzRSUzQ2RpdiUyMGFsaWduJTNEJTIyY2VudGVyJTIyJTNFJTNDYiUzRSVDMiVBMUVuJTIwTSVDMyVBOXhpY28lMjB0b2RvcyUyMGNvbnRhbW9zISUzQyUyRmIlM0UlM0MlMkZkaXYlM0U=true28true0%0%falseCargando...spinner-borderfalseformElec_element0truefa fa-file-code-otruePáginaCaracterísticas de la viviendafalse2truefalseCargando...spinner-bordertruecentermini#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse1. Pisostrue1truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse31falsenoneformElec_element68normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿De qué material es la mayor parte del piso de esta vivienda?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsecentermini#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse2. Dormitoriostrue2truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse0noneformElec_element69normaltruefa fa-hashtagNúmero999990falsefalse11false¿Cuántos cuartos se usan para dormir sin contar pasillos?falsefalsetruetrue0%0%falseCargando...spinner-bordercentermini#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse3. Cuartostrue3truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse0noneformElec_element70normaltruefa fa-hashtagNúmero999990falsefalse11false¿Cuántos cuartos tiene en total esta vivienda contando la cocina?falsefalsetruetrue0%0%falseCargando...spinner-bordercentermini#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse4. Electricidadtrue4truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse30falsenoneformElec_element71normalcatalogosnormaltrueglyphicon glyphicon-th-list0LuzElectrica1Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}trueididradio¿Hay luz eléctrica en esta vivienda?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsebigformElec_element66fa fa-window-minimizeEspacioEspacio 86true50%0%falseCargando...spinner-bordercentermini#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse6. Excusadotrue6truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse30falsenoneformElec_element73normalbg-purpleAl cambiar el valor del elementobg-teal[{"value":"7. Admisión de Agua","type":"elementovariable","id":"formElec_element74","tipo":"seccion"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"No","type":"environment"}]<variable> = <expresion>bg-teal[{"value":"7. Admisión de Agua","type":"elementovariable","id":"formElec_element74","tipo":"seccion"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Si","type":"environment"}]<variable> = <expresion>bg-teal[{"value":"¿Tiene excusado, retrete, sanitario, letrina u hoyo negro?","type":"elementovariable","id":"formElec_element83","tipo":"lista"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"1","type":"unit"}]<variable> = <expresion>bg-orangeSi <expresion> Entonces (Si No)catalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}trueididradio¿Tiene excusado, retrete, sanitario, letrina u hoyo negro?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsecentermini#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse7. Admisión de Aguafalse7truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse32falsenoneformElec_element74normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿El servicio sanitario:falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsecenternormal#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse8. Drenajetrue8truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse34falsenoneformElec_element75normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿Esta vivienda tiene drenaje o desagüe conectado a:falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsecentersmall#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse5. Disponibilidad de Aguatrue9truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse33falsenoneformElec_element72normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿En esta vivienda tienen:falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsecenternormal#cccccc#f5f5f5#000000noneformElec_element66normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse9. Bienes y TICtrue10truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse35falsenoneformElec_element76normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididcheckbox¿En esta vivienda tienen:falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseformElec_element0truefa fa-file-code-otruePáginaLista de Personastrue3truefalseCargando...spinner-bordertrueleftAgregar y CerrarAgregarCerrarEditarLimpiarAgregarbig#cccccc#008d4c#3c8dbc#ffffff#ffffff#dd4b39#ffffff#008d4c#ffffff#f39c12#ffffff#008d4c#ffffff#dddddd#000000#f5f5f5#000000falsetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruenoneformElec_element67normal10011fa fa-tabletruetrueTablafalsefalsetruetruetruetruetruetruetruetruetruetrueCAPTURE PRIMERO EL INFORMANTEPor favor, díganme el nombre de todas las personas que viven normalmente en esta vivienda, incluya a los niños chiquitos y a los ancianos, también a los empleados domésticos que duermen aquí. Empiece con la jefa o jefe.truetrue1Importar CSV#f5f5f5#000000ascfalseleftfalse#ffffff#f0f0f0truetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetruetrue0%0%falsesumafalsetrueCargando...spinner-bordercardstrueverticalleftbigfalsenoneformElec_element87normaltrueglyphicon glyphicon-font300normalTexto Linealfalsefalse11falsefalsePERSONAfalsefalsetruetrue0%0%falseCargando...spinner-border rightleftminifalse36falsenoneformElec_element87normalbg-purpleAl cambiar el valor del elementobg-teal[{"value":"PARA MUJERES DE 12 AÑOS CUMPLIDOS O MÁS","type":"elementovariable","id":"formElec_element115","tipo":"tabber"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Si","type":"environment"}]<variable> = <expresion>formElec_event41bg-teal[{"value":"PARA MUJERES DE 12 AÑOS CUMPLIDOS O MÁS","type":"elementovariable","id":"formElec_element115","tipo":"tabber"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"No","type":"environment"}]<variable> = <expresion>formElec_event41bg-teal[{"value":"Circule sólo un código.","type":"elementovariable","id":"formElec_element100","tipo":"lista"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"1","type":"unit"}]<variable> = <expresion>formElec_event41bg-orangeSi <expresion> Entonces (Si No)formElec_event40catalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse21alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio1. SEXOfalsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleftminifalse0noneformElec_element87normaltruefa fa-hashtagNúmero999990falsefalse31false¿Cuántos años cumplidos tiene la persona?2.EDADfalsefalsetruetrue0%0%falseCargando...spinner-borderverticalleftminifalse37falsenoneformElec_element87normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse41alphaasccol-md-12 col-sm-12 col-xs-12false¿Qué es la persona de la jefa?{t}falseididradio3. PARENTESCOfalsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseleftnormalfalse45falsenoneformElec_element87normalbg-purpleAl cambiar el valor del elementobg-teal[{"value":"PARA PERSONAS DE 3 AÑOS CUMPLIDOS O MÁS","type":"elementovariable","id":"formElec_element107","tipo":"tabber"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Si","type":"environment"}]<variable> = <expresion>bg-teal[{"value":"PARA PERSONAS DE 5 AÑOS CUMPLIDOS O MÁS","type":"elementovariable","id":"formElec_element113","tipo":"tabber"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"No","type":"environment"}]<variable> = <expresion>bg-teal[{"value":"PARA PERSONAS DE 12 AÑOS CUMPLIDOS O MÁS","type":"elementovariable","id":"formElec_element114","tipo":"tabber"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"No","type":"environment"}]<variable> = <expresion>bg-teal[{"value":"PARA PERSONAS DE 3 AÑOS CUMPLIDOS O MÁS","type":"elementovariable","id":"formElec_element107","tipo":"tabber"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Si","type":"environment"}]<variable> = <expresion>formElec_event49bg-teal[{"value":"PARA PERSONAS DE 5 AÑOS CUMPLIDOS O MÁS","type":"elementovariable","id":"formElec_element113","tipo":"tabber"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Si","type":"environment"}]<variable> = <expresion>bg-teal[{"value":"PARA PERSONAS DE 12 AÑOS CUMPLIDOS O MÁS","type":"elementovariable","id":"formElec_element114","tipo":"tabber"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Si","type":"environment"}]<variable> = <expresion>bg-teal[{"value":"Rango de Edad","type":"elementovariable","id":"formElec_element146","tipo":"lista"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"3","type":"unit"}]<variable> = <expresion>formElec_event49bg-orangeSi <expresion> Entonces (Si No)formElec_event48catalogosnormaltrueglyphicon glyphicon-th-list00Lista/Catálogofalsefalse5alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradioRango de Edadtruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleftnormalfalse38falsenoneformElec_element87normalbg-purpleAl cambiar el valor del elementobg-teal[{"value":"Estado o País","type":"elementovariable","id":"formElec_element103","tipo":"texto"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"No","type":"environment"}]<variable> = <expresion>formElec_event20bg-teal[{"value":"Estado o País","type":"elementovariable","id":"formElec_element103","tipo":"texto"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Si","type":"environment"}]<variable> = <expresion>formElec_event20bg-teal[{"value":"¿En qué estado de la república o en que país nació?","type":"elementovariable","id":"formElec_element102","tipo":"lista"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"2","type":"unit"},{"value":"O tambien","type":"environment"},{"value":"¿En qué estado de la república o en que país nació?","type":"elementovariable","id":"formElec_element102","tipo":"lista"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"4","type":"unit"}]<variable> = <expresion>formElec_event20bg-orangeSi <expresion> Entonces (Si No)formElec_event19catalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse61alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿En qué estado de la república o en que país nació?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleftnormalfalsenoneformElec_element87normaltrueglyphicon glyphicon-font300normalTexto Linealfalsefalse71falsefalseEstado o Paísfalsefalsefalsetrue0%0%falseCargando...spinner-border verticalleftbigfalse39falsenoneformElec_element87normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse81alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿La persona tiene derecho a los servicios médicos?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleft40bigfalsenoneformElec_element87normaltrueglyphicon glyphicon-text-height300normalTexto Multilineasfalsefalse91falsefalse¿Cuál es la religión de la persona?falsefalsetruetrue0%0%falseCargando...spinner-borderverticalleftbigfalse40falsenoneformElec_element87normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse101alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradioEn su vida diaria, ¿La persona tiene dificultades a realizar las siguientes actividades?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleftnormalfalse41falsenoneformElec_element87normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse111alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿Cuál es el último grado que aprobó en la escuela?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleftnormalfalse30falsenoneformElec_element87normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse121alphaasccol-md-12 col-sm-12 col-xs-12false{t}trueididradio¿La persona habla algún dialecto o lengua indígena?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleft40normalfalsenoneformElec_element87normaltrueglyphicon glyphicon-text-height300normalTexto Multilineasfalsefalse131falsefalseANOTE EL DIALECTO O LENGUA INDÍGENA¿Qué dialecto o lengua indígena habla la persona?falsefalsetruetrue0%0%falseCargando...spinner-borderverticalleftnormalfalse0noneformElec_element87normaltruefa fa-hashtagNúmero999990falsefalse141falseSEGÚN EL GRADO SELECCIONADO¿Cuál es el último año que aprobó en la escuela?falsefalsetruetrue0%0%falseCargando...spinner-borderverticalleftnormalfalse30falsenoneformElec_element87normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse151alphaasccol-md-12 col-sm-12 col-xs-12false{t}trueididradio¿La persona habla español?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleftnormalfalse30falsenoneformElec_element87normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse161alphaasccol-md-12 col-sm-12 col-xs-12false{t}trueididradio¿Actualmente va a la escuela?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsebig#ccccccformElec_element871fa fa-tagstruePestañasPARA PERSONAS DE 5 AÑOS CUMPLIDOS O MÁSfalse17true0%0%falseCargando...spinner-bordercenterbig#cccccc#f5f5f5#000000noneformElec_element113normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse13.ALFABETISMOtrue1truetrue0%0%falsetrueCargando...spinner-borderverticalleftnormalfalse30falsenoneformElec_element116normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}trueididradio¿La persona sabe leer y escribir un recado?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsecenterbig#cccccc#f5f5f5#000000noneformElec_element113normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse14.ENTIDAD O PAÍS DE RESIDENCIA EN 2005true2truetrue0%0%falsetrueCargando...spinner-borderverticalleftnormalfalse38falsenoneformElec_element117normalbg-purpleAl cambiar el valor del elementobg-teal[{"value":"En otro estado ","type":"elementovariable","id":"formElec_element131","tipo":"texto"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"No","type":"environment"}]<variable> = <expresion>formElec_event25bg-teal[{"value":"En otro estado ","type":"elementovariable","id":"formElec_element131","tipo":"texto"},{"value":".","type":"point"},{"value":"visible","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"Si","type":"environment"}]<variable> = <expresion>formElec_event25bg-teal[{"value":"Hace 5 años, ¿En qué estado de la república o en qué país vivía la persona?","type":"elementovariable","id":"formElec_element130","tipo":"lista"},{"value":".","type":"point"},{"value":"valor","type":"propiedadvariable"},{"value":"=","type":"equal"},{"value":"2","type":"unit"}]<variable> = <expresion>formElec_event25bg-orangeSi <expresion> Entonces (Si No)formElec_event24catalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradioHace 5 años, ¿En qué estado de la república o en qué país vivía la persona?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleftnormalfalsenoneformElec_element117normaltrueglyphicon glyphicon-font300normalTexto Linealfalsefalse21falsefalseANOTE EL ESTADO o PAÍSEn otro estado o Paísfalsefalsefalsetrue0%0%falseCargando...spinner-border big#ccccccformElec_element871fa fa-tagstruePestañasPARA PERSONAS DE 12 AÑOS CUMPLIDOS O MÁSfalse18true0%0%falseCargando...spinner-bordercenterbig#cccccc#f5f5f5#000000noneformElec_element114normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse15. SITUACIÓN CONYUGALtrue1truetrue0%0%falsetrueCargando...spinner-borderverticalleftnormalfalse42falsenoneformElec_element118normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿Actualmente cuál es el estado conyugal de la persona?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalseverticalleftnormalfalse43falsenoneformElec_element118normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse21alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradioCasado o casadafalsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsecenterbig#cccccc#f5f5f5#000000noneformElec_element114normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse16. CONDICIÓN DE ACTIVIDADtrue2truetrue0%0%falsetrueCargando...spinner-borderleftnormal#cccccc#f5f5f5#000000noneformElec_element119normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalseAhora le voy a preguntar por la situación laboral de la persona.true1truetrue0%0%falsetrueCargando...spinner-borderverticalleftbigfalse44falsenoneformElec_element142normalcatalogosnormaltrueglyphicon glyphicon-th-list01Lista/Catálogofalsefalse11alphaasccol-md-12 col-sm-12 col-xs-12false{t}falseididradio¿Cuál de las siguientes opciones aplica para la persona?falsefalsetruetrue0%0%falseCargando...spinner-borderfalsefalsefalsebig#ccccccformElec_element871fa fa-tagstruePestañasPARA MUJERES DE 12 AÑOS CUMPLIDOS O MÁSfalse19true0%0%falseCargando...spinner-bordercenterbig#cccccc#f5f5f5#000000noneformElec_element115normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse17.NÚMERO DE HIJOStrue1truetrue0%0%falsetrueCargando...spinner-borderverticalleftnormalfalse0noneformElec_element120normaltruefa fa-hashtagNúmero999990falsefalse11falseNINGUNO ANOTE 0 Y PRESIONE AGREGAR Y PASE A LA SIGUIENTE PERSONAEn total, ¿cuántas hijas e hijos que nacieron vivos ha tenido la persona?falsefalsetruetrue0%0%falseCargando...spinner-bordercenterbig#cccccc#f5f5f5#000000noneformElec_element115normal1normaltrueglyphicon glyphicon-modal-windowtrueSecciónfalse18.HIJOS FALLECIDOStrue2truetrue0%0%falsetrueCargando...spinner-borderverticalleftnormalfalse0noneformElec_element121normaltruefa fa-hashtagNúmero999990falsefalse11falseDe las hijas e hijos que nacieron vivos ¿Cuántos han muerto?falsefalsetruetrue0%0%falseCargando...spinner-borderformElec_element0truefas fa-shoe-printstruefalsePie de plantillaPie de plantilla 148