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            <e type="operand">Varillas.mat</e>
            <e type="operand" style="string">-</e>
            <e type="operand">0</e>
            <e type="operand">0</e>
            <e type="operand" style="string">#3</e>
            <e type="operand">0.952</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">0.71</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
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            <e type="operand" style="string">#4</e>
            <e type="operand">1.27</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">1.29</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
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            <e type="operator" args="2">*</e>
            <e type="operand" style="string">#5</e>
            <e type="operand">1.59</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">2.00</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">#6</e>
            <e type="operand">1.91</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">2.84</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">#7</e>
            <e type="operand">2.22</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">3.87</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">#8</e>
            <e type="operand">2.54</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">5.10</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">#9</e>
            <e type="operand">2.87</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">6.45</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">#10</e>
            <e type="operand">3.23</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">8.19</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">#11</e>
            <e type="operand">3.58</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">10.06</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">#14</e>
            <e type="operand">4.30</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">14.52</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">11</e>
            <e type="operand">3</e>
            <e type="function" args="35">mat</e>
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7Zs2dX7cmPPtAYNu+9996LT6/ywQcf7GocnKdrEjQU3zfr8vHHH9994QtfuH+9Bte+fvO4cC9psJdCz9HmuRlDnIg5vZjXN99888XK8Tz6QGP44FRMhM8+++z++GjYVXDNd9555/59D7TXjx5ozTlwLy8daMoJek9T88Ybb9y99dZb9+813K7Fk/zkiIMaQIInMxz1x1GSRj8NMPCE3rPmglMDzX+G9PNuGfnr8QCOc8xjA+fa3wL6TqPvmH1nHcM+Dhz8dv/j+VvXyZU919d5Wn9K9N34Tv493UfnXPvZ4F76QIv3Tn6KuA78dEYfE9jE8+CW8mAvfH+kOOCLFP2VrcPQl//0Y2J3LZ5koDHMSAa/yUxwPYqSBKyTeLwy1Xll6LHGcd5zjGuxriCNBhp/i/eci3jP37xmcI9A/hIbxQPftdORtFMc2VPAmf2twPfkfvh39Kd1+SHkJ68UEO9VSPiGPcd4JUdke+460vfacn3yrPLjKeA7eu7zfVQ/OoYPguPKny32s8H310BTXageeJWPxCAOLqCx+zUUG8WH88gVjzlryq9Z4Pt6HiCOERNyXP7ynl/cPO8zf4mTrnEtnmSg4TyOKYmUIDhMQyAYBIfjJIaCSgKpeemzBhWC0Xs1Hf4m19Vnrd8q8pck4nsrKRBx5JgSiVhU9vJd9ry/FfQd+b58L90f/TTNezUQkJ+8+nvO5T33lfecr8J7jHXFm3UKl2Hw1M2f78M95/vwHfV9iSc+ZLGm5rbazwbfXfeF97o/+KrP1BL1It8dnYcNEBc+x/hosCmGfJ4Jvi/fm+9PLqg/k9v4F2tVOaaa8IcFjuuca/IkAw0IlhxWEyA42iERREGAOEbCKOl810uAUfWec5S4gqBr/VaRvx4PEse/t+KDzRb7zOapye6P5wjr3H/hPvh78oL3ajaghsO63vu68s/XyUVxzrreY+d/4ynR9xGKkeB7us259rPBd0fUvzbVQP5xzO9b5js2nqvE4VR8os2tQy7zfT0+gl7iw1m27q+GHBAPr+Vr8mQR9sZDw0WQ3XhPEAWPV0GA1bCz96Ob47a3yil/wW3Otb8V+D5eEODfO667D/4ee+WSOHfdixXOWQflNqKwffg9BXwPj11WY25zrv1s8N1RbLDcW+RosygUC7+nW+KT2dwymZ8ixkn5P/JXw4264Diip1+DJ4uwHkFV/Bo2CoQ7TFA5xlpsHuABzt77+Y7b3iqn/AW3Odf+Vjh1f+K6++DvaVLsoB1/gj21rl2649f3nafwdUHOyTYOwMeG7+Cx4330wW3OtZ8NvjubGl65R4Jci5sd/WIkuJdeS7AlPpnNLSO/PaeF1yUo/0f+Ul98di030IDkwGkkB9Vc+OlGKDi8Zs3DAzx6HxNRA9WP3SKn/AW3Odf+VuD7eOPXJkQNx9+DF5z74z//CYbY1vWskE+ta3BxjLzyNeLOWrbTfSz4+9SOUD05bnOu/Wzou+u+Ka/kJ/dQ6P7BqMlviU9mc8vE+nNG/eQW/H3SCKu50DAcJRHBROyYFTAFLzYNBXj0XsnIZ66ja2r9VjnlL7jNufa3At8H8T25Pww37pEGgTcfnupZ027a/WFjxHHWsdMwOmodqnV95nviC+99UD8FfIdTzcZtzrWfDf/uyivuJfee+6p7q/sn37nv2b3cEp/M5tZRbMhp3hMX6nHUT27B3yeNMAlEsHxHBBwnIASNQBJE2ekcXgXDSsHkPYrvgac/rsn53IS4fovI9+ivf2/WiBOvo/iM7G8FFQ7SPfK84LsqJ5QX+v7RH33GjnO0cdL14joxHp2PiJ3HNDtf60jNEGHH+lMSY0nu8x0dPssm2vO+sp+N6B/3EIFyQfcWqTFznjY1zql4QhbDGcB/z2Xym3pQvIBjMab02qfwd64tQ7MscYe3F4orNh2Kjd1l01SQO3FI08if+gm72U4PtOYmOGqg6WmMn4e4HsPsqGs3a6Pc0dMZr3zmeDMHPdCam+DIn7D4SUQ/kyD/ubVpKhhenjv8dNbMQw+0pmmaZgl6oDVN0zRL0AOtaZqmWYIeaE3TNM0S9EBrmqZplqAHWtM0TbMEPdCapmmaJeiB1jRN0yxBD7SmaZpmCTYPtH//r//VUE62LjnZuhTJbCQnW5ecbF1ysnXJydYlJ1t3Odm65GTrkpOtS062LjnZusvJ1iUnW5ecbF1ysnXJydalSGYjOdm65GTrkpOtS062LjnZusvJ1iUnW5ecbF1ysnXJydZdTrYuOdm65GTrkpOtS062LkUyG8nJ1iUnW5ecbF1ysnUpktlITrYuQQ+0ICdbl5xsXXKydZeTrUtOti452brkZOuSk627nGxdcrJ1ycnWJSdbl5xsXYpkNpKTrUtOti452brkZOuSk627nGxdcrJ1ycnWJSdbl5xs3eVk65KTrUtOti452brkZOtSJLORnGxdcrJ1ycnWJSdblyKZjeRk6xL0QAtysnXJydYlJ1t3Odm65GTrkpOtS062LjnZusvJ1iUnW5ecbF1ysnXJydalSGYjOdm65GTrkpOtS062LjnZusvJ1iUnW5ecbF1ysnXJydZdTrYuOdm65GTrkpOtS062LkUyG8nJ1iUnW5ecbF1ysnUpktlITrYuQf8ztKZpmmYJeqA1TdM0S9ADrWmaplmCHmhN0zTNEvRAa5qmaZagB1rTNE2zBFMONP6X+s+ePbt75513Dvvf9t8qn3322d3z58/v/3fw/O/hP//88xcrOdhgL/n/Qt6v9d57791/XhFisCU/iIXWiav+9/srxUZ+KR4ff/zxi5UH8BN/z8kvrsU5s9YeMSAWyOsjAx+9nlAWI65DX4pwfOZe5XVR5Qd+xjghjnsMucY1mW6gUUhf+MIX7t566637VzRrYZ2CZvPGG2/c+0hCye9RUhEH2WCPSCLQtdCbb755b8f71YZazI+RjxxjXQXm9no91dxvHb6//NIr0lAjX+Tvlvzya+m82WqPBsv3pgbkTzaIBPWDjeoJRZ85Hxtyz9G5/B3+HjGbKV6eP54fGcTAYyR7hjk+81l955pMN9AICLsd4JXPatqrIf9UBDQiPo92OVqPu3DgWhQUjdwTdbXY4ZMaS5UfigexIL7YERM+qxizOM4EeeJ+KB40Gf8c8ytr8GraiiVxokHpWrPAd0Z8f+BeKw8y8G/UxEFxIZaONkyKj+LF35uFmD/aDGx5ylJcPJc04K/JlE9ovsvZGuAZIfljMVVNpEoYruXFpOTMmtfMeH7QRDIfdVxNSM1HA02NfvaBRj6QL0J+auDHnABfd5RbXENgx7FZ0MbF+8WpOiAnYowEucIwzAaehoH3KsXLY3jL4JfnD2wdytjEc3ugFZAUNPYYtJXIkoICGiWUCoZzePXGRGF5cRE7bCjKFanyI2vOGmLEl9esSc0G/tGwhfzWoCaPop+sVwPNc0gxm4X4xAHa3OBfBmvkEHmBsicOrfOq+GSx0fCcZaPEd42bZ3Im+hXBP2xiTBWvazLtQKMQCY4n0WpoQGlHqYQYFR/HSTi9jmxVWFnjWgXlB68xP2g+Xqg0NcXLz5tlJ70FYoDf+CXUdJVf+pzlDOezhg3xUtPy6906+MV3jgNl5DOQJ/jMOvHDVnlB7+EzdaR1jkHW+BWzmQZajIt6UgXxIhZxs6z4X5NpBxrQmEkgJdFqkBBqsK4tA5xzSSoKy6EY1dhiwq0G+eFNBthhE0NvKtq5a/et5h13p7OiPCIWPqQ5rqbsGuWXBp5rpk2RGuo5A83RRlAbAN4TE+FPgOQO750ZB1q8v5lfDvnFusdF9EBLiLtmBWlLk58Rmg4FoOYcB1QFttFejW3VeI3yQ9DA41NFtpvOYjcrGkTkUOTc/CJvsMcuDshbRwPF46BjGlIVatYafv4edC1elXceHx94M0CtxHygdmL9OHqCy/Ii1uI1mGqgkQgUkf+OrWKdqbD2QGLh52gQcdwLlUYVG5SSbfQPwGcHv/DZ46D8ADWc6H+WQ1kxzwi+4lv1JOVPcFs2OmpM3sxnAD/53v70UDVg8siPK5bKn3gtxYU8I4689xhpEzALsS545fMol9RzRr9s9EALKKAKqgK0QuOpUGLFRkzRKLm0+8OWuNCg+KzmziufSTjWpS0NbBZifqhZKT8oNP/5UWjQETPipJ9VYrxng3hwv/HF77kPfFCuVPkl1NS9kc+EckKx4L03YI6pJogdUi7pM40bdC1f96cXDTBippzi+rOg/MEnfOCVzxyHmB+nnkAV72sy1UADitF/96ewlGArQvLgb9ZcOa4GTQxUVMSFV/8ZRY0oyhNyBar8oCBHPy35ecRupsYzAp+UDy5vujQlbEb55bbA59lzhu+vWHh+aGOjHCE2DCXZ8l7DDjiP831dzR5Y1/mz5pTXBa/uP5+RIK74O4JrxXw6mukGWvOABlTWiJrmUl7H/OIpisGjAdeMYTjdYn70QJuU+LjfNEfC08rrll/4S6NuTnOr/acHWtM0TbMEPdCapmmaJeiB1jRN0yxBD7SmaZpmCXqgNU3TNEvQA61pmqZZgh5oTdM0zRKcHGj/+Psnr70qMvtWx2yLKjL7lVWR2bceVJHZr6IRPdA2qCKzb3XMtqgis19ZFZl960EVmf0qGtEDbYMqMvtWx2yLKjL7lVWR2bceVJHZr6IRPdA2qCKzb3XMtqgis19ZFZl960EVmf0qGtEDbYMqMvtWx2yLKjL7lVWR2bceVJHZr6IRPdA2qCKzb3XMtqgis19ZFZl960EVmf0qGjH9QPvkL39Ijx+pisz+Uv3pjx/e/f7D396/jtYqv1nDJspt/vbXP98fy/7GEarI7I+UYhR9dsX4bYnr0arI7PdK+TDy7dS661p5U5HZXyp8QNla1Kn46FrEJltHrFXre1WR2Z8j1cSWe13FQPE7MmdGTDvQCNw3v/H1uy9/6YuHF1dURWZ/ibj5/H+GJB2Xv772/Oc/feVc6Wtf/cordtLPfvLu/TrxIm46/v3vffefrnGpKjL7oxTjRyFFG46xRhyyuCpO11ZFZr9HP3z2g1d8+/Uvf/HKOvfe1yvfOddtv/Ptbx3WpCsy+72K95taqfpHFR9yza9FTWX5hh1r2B4VL6kis9+qUR+KIie8l8R+TI/y6xzVa0ZMO9De/fGPXgbp2g2oIrO/VCSEGpGOkQgqGG9SJJ6fiziGnaRY8Z6CUnFhp4Q7OoYVmf2RIn7yC5/jOo2YRsZ7Yqm4ek5lcT1aFZn9uSIO+IJfPozkG/dc6/ivvMpixjmskTesK76cG233qCKz3yuvI6RayGxPxYc84jOx5RjX4XpxaGHHcT/3KFVk9uco60Mu7yXY8oqt4omvfMZ/3h/Za0ZMOdBUqNo9rTbQkIpJn3nvzUO+bykQmrcauBrb737zq5frKjh9PkIVmf3RUjHF+Ch3KC4+x7jyfmtcL1VFZn+u8NUbrHKK43z2wY6wYz2rp3guIgf9/EtUkdnvkYay3281WfdLOhUf3tPwtU5NccxzR8cUv6PzqiKzP1f63tmaakyxIz7ES71E5/rmkGFHXPV5r0ZMOdCUaAqoEuxaqsjsj1BMJBJhzxBSjBhkfM52XPpbWVHvVUVmf7Tkd2wg+O9Nnjhee7iPVJHZ75H8RPjuzYT3/hkRMwaVH0PKEb+ehr/b7VVFZr9H2cAh5zmW9ZBT8YnnxZwjVuQScR/l46WqyOzPVexDLgaVx0cbBg357Nwspns0YrqBpicMEkNJkiXjkarI7I9QlUjyW4lTieTxBs3nuKu+RrFVZPZHK/Mp26G7zonrEarI7PeKps09xzc9mSI95WtIyf+snlR32hhxDteMubRXFZn9HqmmYp6PfD4VH+rKm3O8PnmGDXmnc+PfvlQVmf25kk/ZWhR14z7q6VefNeB7oL2QAqIdkpIkS8YjVZHZH6FRIikGNBIV2khq4B6f13mgKabExW3ROXE9ShWZ/V7hD82Fe4//eiJVjPCZNfz39XgNrSuHeH/U8K/I7PdI9z/mOceyHnIqPnpC1c9ovEfEKj75Zfl4hCoy+3OlmGVrLm14PB+oM2KGPGdGG8pzNGKqgabgKoF45TOBOvLnsqiKzP4IjRJJhbPFX+2YvIFr1+l2+ltHFltFZn+0YgNRQx414HPiepQqMvtLpRjgq47RnPms5sy6n+MiNsSPHFLtHZUzFZn9HvmvOzqWbfpcp+LDeayr1pRfyqfYq3jPffBrXKKKzP5cjfqQi7wgLvgYfWONfCEuGmjZhvJcjZhqoGmXKb1uA03H/GejkUgsbGMD188AHi9sqka2RxWZ/dGKAy1rZtI5cT1SFZn9ucKv6JMarB9D58SA3ME2u85eVWT2e6Th5U8IyovsqdR1Kj7EgnU1a/6G+hRSr+L1yF5VkdmfK/mdrSH6DD7RPyq/VI+xH+3ViCn/pRBJQSLo2fpRqsjsj1BMJPmqn1ujSCzfHen8mGQUHMlHkWF/dKJJFZn90ZJfvPJZPxuN7EZxvaYqMvtzxT2Vb9zr7GchNDrOOXE3TT6RP8jz7VJVZPZ7RQ6o+fL9yQukdfyNfo3iIynO2GXrKObjUarI7M9VNtC8p+jJtfJdOcPgOypnRkw90AgUwbz2zroisz9C+OSJpB1elHxn3ZvyqIEjFah0ZKJJFZn90VIDIUf0Pis6YuSxkK6dU6gisz9XNGfywP2K91o1pA2On88xb/aIzxoIfvxSVWT2e6Xmqni4L/jPZ98gV/FBqtOqoSPPx2x9ryoy+3MV+5APOMUmihj6RojPR/eYEVMPNHT0jidTRWZ/lPxnEBIEX6NIEg0oLyqt6XMU1yNZTxXiXlVk9teQx2/0k1IV18z+SFVk9nuEH/hOIxrFIDtODMgpb+4IW29WR6kis79Eqhny331Rs8Z3tx/FDXGtaD/SVrtzVJHZ75G+N74ynHyjzFBjPUrriM9H19OI6QfaY6gis39s8WTGDihbeypVZPavoyoy+8cUzZ7mdXQjGqkis7+GaNSjnxVvVRWZ/SVieJETRz9l7tGIHmgbVJHZP7ZoOo/VeLaqIrN/HVWR2T+2HjOnKjL7a+jWamiLKjL7S3UrMRrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iET3QNqgis291zLaoIrNfWRWZfetBFZn9KhrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iET3QNqgis291zLaoIrNfWRWZfetBFZn9KhrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iEScHWtM0TdPMQA+0pmmaZgl6oDVN0zRL0AOtaZqmWYIeaE3TNM0S9EBrmqZplqAHWtM0TbMEPdCapmmaJZhyoD1//vzu7bfffqlnz569WJmfjz766KVf+Om89957r/jN5xF+HeLz2WefvVh5wGMY/87sxPwYxYnjxAk+/fTT+zjpHB1fhc8///zunXfeufvggw9eHHkg5glxGEEOcY3ZY+T3OdaFc6rP+HWQ19HHH388dT4pX/T9qRWOjfA84rxo67F8//33Xxw9nikH2htvvHEfGIKErhmgx4aGgk9vvvnmvY8O//PBLX5TTNgirsPrW2+99WL1Ibk4RhwR7zm2CvhzKk6KkRq84qB4oarZzQbNVX4JxQCfaVjKh6xxcQw71rElnzh3xqFGPtB0+f7EYIRqMMsj6pTzuY7WFQutESOPe/W3bg2+O/dacZKvGcojYkVu6L3QMc5XPK7Vs6ccaASEBFoZEsKTguaK33GHnUFsZEsjUvMRXJdkpfAQ7/1vzQz+bikYCgu/QQXJMdjS7GbCG47ngZqLBpgacRY7cok1zz8avm+UZkIxqe4x66M+U51P/pBbiqvyaZaeJd90r3XvVS8RcoBckL/qP1xHfcuHofrPNZhuoHkiIQVxNbjpPmSi3xVKQJJIA8sTSAWGnWzVzGdnS5xUZGowGoLEiDVtAIjd7OCbP2ngl4g5Bqx78xE61+stXm8mPE8yNNx56sIm9hmPR7wGteRxVY3xOgOKjftMbWQ9QrXEU5jgPI4RI/nuMcqOHcV02UiCEQyJQK/QeCKx2bBrPsdvNWXJi4kk5Pyt15oJFUvlmwa6F2yMb9bUZ0SNl3seBxD5xbATakTenITO9SakJ7wZUdMeNVWtSzGP9DOaRL0pn3h1W+KMjefbreNxUU15DxGKU1zjGH774Bc6h7WjmS4bSRSSiQAq0F6UqxAHmvxmoKv5+rqjoU9caMwUoxecilF/g/erNHDPD8UJ3wUxIB7urwa8jhO32MBmRLtnNY440PQZn2kyGlDZT466FrEkv3TuKAdvHTVVb9xO7DPkg/cZjhEDYqF6ympIOah7MBuqDe8fziiOxIrciDkHOucaMZlze2WQRASHwK+Ehs0I+Z1BMiEloAY/xaXG5D8f6FqzN/CMGCcVmOeLGpKKUkMv+4llJrRZoeniW7zP+CkbhM+8jmpJeeS22fCbgVEjHqEcGdUIDd8HHmDLOVUd3zr4xb0e+a04khuO/Fa9+TDUOT3QErIGtQIkQ1UI8jtDyeQogZRM3ojOLe6ZiHHSztHhs9vAqfjfOtSDhk6mWC/KAYbeKWhOxJHre6OaiXNzXnk0sidXiIdYIUYa4nFYOfiGDbaC3OIYMdMmyOOWHTuKqQYawWPX7AmipFkNb6jsjmg08ptX/EYZ2i3KXj9B+hOaN65Tu89ZwLcsTsqPUSFF/zmPc2Z/QouMNkHyd2vz1ZMeeTUr5ECWC0AMPI/ABxbnZA3c84X3o+vPgHqG94kRsd/48OdYjE0c/kcy1UBT4hAMAk0Q+UwAV8MHmooPv0kM+a2nLJIGWzUYJSOJRuFxHlLCqSHxqvf6WzOjn3hG+ZH9LATklWJEvHTerM1oRDbQyInRz0psAOJQV75Uu/YZUE3pHpMDxIHXU31GGyOOs46dX0vrXI9zpFk2AOSEfKIe3AfWYr9RLNVveO95w3k6xnm8v9ZP1VMNNCB4CgyavbBG4Jf7VvmthFFBAckmW4qOInU4R+tK1BWo4kQcPEYOzVzn8TpL8zkHfPQnCyAv8DcOMzU11hxiuELN4R++KO95Tw3ps+dDzCPw+sLO84r3WnNRZzNADNx3iWOsqd94zrjPWT/xfnPN2ppuoDX/DDtFEqVpjoIddNwkrYqeyOKwb3LY6Nxqv+mBtgDseOITWNNcArvvFZ9SR/AEFp8qmhw2O7caqx5oTdM0zRL0QGuapmmWoAda0zRNswQ90JqmaZol6IHWNE3TLEEPtKZpmmYJeqA1TdM0S3ByoP3j75+89qrI7Fsdsy2qyOxXVkVm33pQRWa/ikb0QNugisy+1THboorMfmVVZPatB1Vk9qtoRA+0DarI7Fsdsy2qyOxXVkVm33pQRWa/ikb0QNugisy+1THboorMfmVVZPatB1Vk9qtoRA+0DarI7Fsdsy2qyOxXVkVm33pQRWa/ikb0QNugisy+1THboorMfmVVZPatB1Vk9qtoxNQD7fcf/vbuT3/8MF07UhWZ/SX621//fPezn7x7r9/95levrH3ylz/cH3/+85/ev/e1TL/+5S/u7bMYETv9nexvXaqKzP5I4a/iRDwzG0QMsnViUZ13lCoy+70iDn6vPR/wU3myJQeUN5xzZIwqMvtLRO0oJviT2UgeH17j+qmaJKasS0f3q4rM/hypjtCpfkOcFNPKR65zRK8ZMe1AI7n4fxi9++MfpetHqiKzv0QkBX6h73z7Wy+Py1/XKDFIrm9+4+uv2HJdt/naV7/yyjr2vn6pKjL7o+TxQ1/+0hfTxkthsU4B+nE+XyMemSoy+z2iYXs8kGomy5MfPvvBP11D4jy3HcV2jyoy+73K6ijmgIRvVZ1Qf75GPGLj93X0/e9995X1S1WR2W9VrCM06jf4jO9um8WUQcdaFqdzNWLKgaZEIrmOKqhKFZn9EWKYaaDhI0kgfxHvKbZ4HlJTVgJSRHz2JBol3VGqyOyPEnHCX8UIP+MwR4qRx4T3HFMTc/trqCKz3yM18KyBMLxY05OHYqLPUawh8qqK7R5VZPZ75XUkf1FmS3ywpxEj3mOr+HAd1SivrPmGQJuJU0+Bl6gis98i1YF8UZ6c6jfEQPlGrKId64rhpTEZMd1AU3MnuLzPbI5WRWZ/hLj5KhYVhjcPJU72eE98fCeoBNXOXDul0Y7rCFVk9keJJiO/yI8YNx0nRt58EPEmr1SgvnYNVWT2e1T5gr/Ey49hyzl+zNdkrx38yPZcVWT2e6Q68rzXZs/tJOLjOaKa84HmuRZzijXssxo9ShWZ/RYpTr4Joi5ODTTiQhywizFV7GTbA+2FFBASUQl37cFWkdkfIXxDvFeCqZCQiiUmhoZXbDQkWbye/gaD7ugYVmT21xBNlyYTfVNxeew8nsoxP+caqsjs94g60QaHe+3NXPff7fE7DnqJ48obXrlu9uS3RxWZ/V55v+BVsYl2iDzxeGn4ZbWiAe/xiL0q1uQRqsjstwj/PAe0AR794x18Jo6IIR9tFWeuqd4T+9a5GjHdQCMwBIQEUYLFojxaFZn9EcIn+UVCRD95z7HYUJQwsXj8eio+PisBR01sryoy+6OlXSL+xQbkwx2p4HRstYEmf1U7aiYaUHqC8F20X0NSXKQstntVkdkfIf0zQR9aI6musjohtoqH16M2VKwrH48eahWZ/R7Jv9HmhePqI5JvvokzccCuB5qJgBAMTyoV5SjYR6gisz9CJBHSZxUfiaHGRJH4OWjLQItSwmZre1WR2R8t8sEbio7rSSwWHMeUQysNNJd22noi4bPnEq8oa/De0Bli+qxrXaqKzP5SKQ+yARWlDQ8xygY4eUM+ySauI79Gtr5XFZn9uVItUEvZOqK+8I2cwE89aJBfsR/pM6/xOudoxFQDTcHwglNiXhqgShWZ/RHKBhBFQ2KoAXtTlkgoTyCJhIvXk5S02qkfoYrM/lpSrPSZGHhT0SZJ8dE6xyjMrIEdpYrM/gixk/Y8wH/uv57aRw1XOaKhj7iOx/YSVWT2lwgfuN9bnzDl56n6UAxHvejIeEkVmf05Ur89tWnBxjcG2jiRMxpuyjs9yfGabZy2asSUT2i+W1ChvQ4DDWlXTULENYmm5OtKTMUtFqaecv3YparI7I8QBYLv7p8PNBWa5w8Njc/kkaTG43bXUEVmf67wzQeQNjtZg1LjGdWR6iwONHLR7faqIrO/RNQG3zvWQSb5HXNBQ9GvgY1iGGOP+LujDcNeVWT2W8X3xz++L+8zGwmffaCp3xA7alJ1hdRreD113UojpvtnaCoiAoUU9Mz2KFVk9kcoG2gUyKgYiYUShCc3JRTJpXNYV7KRULxXEca/dakqMvsjpIGFr/iln4E03PFZcYjnuogb18nWjlRFZn+u5C9x4F5raMUnezUZ/Pbj5Bt5xXvFllh63nCun7NXFZn9XmmDo/yXtI6/qi2Ou88S+UNsWEPEQr0Ica5ySDU4ivGlqsjst4p+IN/kt/ccckh1pLySLfHicxzoiHXWeI1r52jEdAONoDLACAqKO/JrqCKzP0IkSdxJq0FFf5UkJJSOqXAR53gC+RoiAU81+XNVkdkfJTVayfODOGxpKFxDQ/CaqsjszxV+q7lI3Hu3UWOOxxGx882iNkoSTe+ovKnI7PeKHHAfJOpDsVCOqFFHaYhrw6TjnmvERUNB4noz1Bk++Pd2ESPlgTZG+OR5Rky0FqVrK057NWK6gSYRkEun/FZVZPZHiCSJyZ8dQxQOSRTXSL5RjLBl7dLEGqkisz9SI9+yHeNI59juVUVmv1eqlSx3UOZrbFrStfKmIrPfK9WES77oKcrjEW2Rx/FUPPT3rpVPFZn9VlVxihsd6VSeSUfEYsS0A+0xVZHZP7bYHY12RE+lisz+dVRFZv+Y4ie0o3+GrlSR2V9D+Ou/csygisz+CBEn/RT9VBrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iET3QNqgis291zLaoIrNfWRWZfetBFZn9KhrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iET3QNqgis291zLaoIrNfWRWZfetBFZn9KhrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iEScHWtM0TdPMQA+0pmmaZgl6oDVN0zRL0AOtaZqmWYIeaE3TNM0S9EBrmqZplqAHWtM0TbMEPdCapmmaJeiB1jRN0yzBVAPts88+u3vjjTde/o/kXJ9++ukLq7n54IMP7t58882Xfr333nsvVh7gs9aIBfYjPvroo5PXUjxPXWsGyAH56sK3mB/KJR33uBKzjz/++P74KnBvszg8f/78ZQ7gNzkzgnOrfJoBfHj77bc3+6C4KT4xfkK1RF4JbN96662Xf4u/+/nnn79YvW34nh6nZ8+eld/d48Sregkx0DVc2IxieQnTPaHRaFwKuifSrOAPvpA877///subr+Sg+fCZ13feeefleub76Fq8h9G1rpFkj4nnBlJ+xGLEZ4qK4zRx+U+8eGVtFcgffKK5OjquHFHzHdWShhn2al7KzVkgH9RwT/ngNUSOEB/ljOP5Qz0BNthyjv8t8m4GVB/khb67fIuQL/I/60tZTWZxPIKpf3JU0sySJKdQEgk1HCUSDcV9VfKQJBENLCWNrkVxAoVGYglda1TcM4Lv+BTzIx5XrDTsNQRXgKZCTnG/YwNRYxGKy6hxsaacIecq21vF77MGUcwPocGtuOlpQ+cDa+pBHg9dW7XJuboPM0Cv0dOrvrv3Cyfmguop60saftd6up+6ahW42Z8qBDdZAwc0hDRkKAYvJhVRbFSAnV9LBTa6Fn+b9dHufEaUH9GneFyNSjHhvTf6mdFw5v7TYDxXWItNClvPG0dPaMSIWOm6M+G9QgM8a7yQxYIYeMz0U6OupaZOXDyH1MhHw/PW4PsqV3jFl9FmV77Jhlc+e66Ja/eZqQdaTK4V8CRQ0/DEEkqiUfMBt1djy67Fe5KQv7cS+JTlB8dj3PhMfKTZGnWGcsSF72omxIbPygXZqylHtCmSZs4XfDyV81ksiBl9B7QRkk209xrjOOuz5RUDCn/l8wgNKonPEfWZqmddyrQDjUATuNGuYXaUIP4U5VCIJMeWp1MVUyxOoWG3ypMuKD9iA9Fx35XrqYxCI0YUrzf+WZFfeirQT0P6rFhw//FbG6ispogFMUHYagMwyqlbx/3Nmi9k/qlW9N4b/Sgeivs1G/m18Kfx0dOlNjrYeVzjk6/ycfREfATTDjSCdmrXMCunCkDDbssw17UovgwSkPXR4JyV0a6SY+SOE20Vs6w5zYTurT8pxCaMDUOK4xpYbi90LW9GxBH7mdFgznzOcoA44XfcDCg+fI4/axIjYp79jVlQz8k2vTGGvPI59q+s9o5myoGmhrNaE4ZTBaDd0Jbf4nWtUZM6NThnRX7FgT86zjEakcOx2MxmQ03W0eCKqEGPfNa1PI+4Vrz+LcN3j/7JLx/UImvA2FIvavCZ/IlPMZrp1w/ihA9+r9V3sjjhY4wTOeY1pfyKtXc0Uw40EmrUpGenKgD97EPybPG9uhbnc63Zd44Z+J3lB8fxNxLzST+NXLv4ro2aiDZ+5AGf4waG48qrEfFayp9r77iPRBsa8oDvj/j+HIu5AnHYncoL1nxg6vzZNt7KE2Kjn93JGY5lP8OzuWZNfUZxjoM9q72jmW6gEdAYrFVQwdAoSABJviqpSAxf1z8nIrHUrNSARtdSEsZrzd7ElR9xJz46DmroihV2WzcNt44atl7xUY0HiAvHMn/JFeIh/Fqcw/tsx37LeBzIfd4rJzTgfGjLXnlR/TLi11K+6VyJ+pwhr9RrPE7ec4mLPiuH5KvO4zhoQGa1dzTTDTSSgcDMkBTnQgLgW5QGFs0jWydhtCviMyhOUVuuNTOj/DiVNx57GtrIbjbwA3/km5qMGMUFO/LJG/ipa81A9MEHMp/x2Y+5/anNnudN/DsSx2YBf/W91TdAm2WPR1U/ioUfuxZT/uTY/DPsltgVPUbSNOtDY/Jd9usATx08YTQ1xOgxfj7cQw+0RWCQvU7Np7kur2M+4W9vCE9zy3HqgdY0TdMsQQ+0pmmaZgl6oDVN0zRL0AOtaZqmWYIeaE3TNM0S9EBrmqZplqAHWtM0TbMEJwfaP/7+yWuvisy+1THboorMfmVVZPatB1Vk9qtoRA+0DarI7Fsdsy2qyOxXVkVm33pQRWa/ikb0QNugisy+1THboorMfmVVZPatB1Vk9qtoRA+0DarI7Fsdsy2qyOxXVkVm33pQRWa/ikb0QNugisy+1THboorMfmVVZPatB1Vk9qtoRA+0DarI7Fsdsy2qyOxXVkVm33pQRWa/ikZMOdB+95tf3f3w2Q/uvv+97979+pe/SG2OVEVmf4n+9tc/3/3sJ+/efefb37r38U9//PCVdT6z7uIct4nSNeO1PvnLH+7e/fGP7v/W85//9JW1S1WR2T+GFAd0tL97VJHZn6ssV6Lvv//wt5tryfOF65zKu3NUkdlfonN8xkfihc/4Tgy0xvEYW6Q6i/V1ZLykisz+XBGr6F/mBz1Z67HPePyOisGI6QYageN/LuciiJntUarI7PeKm/3lL33xXl/76lde+ucJQiGyToJIXmSZSCSuw3k65n+La7BOgft5l6gis38MEUd8VWwzm8dURWZ/rmjWnie6z/ivdX3+5je+fv+e/IrXQcoXbCTOyWz3qCKz3yv1D6+vqn8oLryqXsgj4kG9eGx1Tf6G15fihk32Ny5RRWZ/rvjOfH/5iM/4Fu00uGM8dUzXQdn552rEdANNAaIYVZAcy2yPUkVmv1ckAv6oYFRMMUHO8ZcdFteITZzGpb/FZ3ZRfKYYZXOJKjL7x5TinK09pioy+0ulXOBe85nmQl6owSgu2QZJ55KTrCs3OR5t96gis98rGjI+894HerTzdcVLQ2q08aMudS3VE7GixjhPn+N5l6gisz9X3OdzNrr4qH4V40cc+DzaNJ2jEdMNNIJLUGi8SpRVBhq+uS+xASH8ZTekz6dEQnLN2MSzwjwq2VBFZv+Yel0Hmp7uNcCIgZoPUr5lQ0prXMM3W9oQXaqKzH6vtBHWZ2pj1D+UJ4oXwjYbgIqP4klcvE6pYY/9UarI7M+V+7RFbq9e7evEjzj4sT0aMd1A0xCTCNhRTxUjVWT2e4Vv7oueonxXx2cKSq9Z85G0S8RGxclxior3MVGr4j5XFZn9Y8pj8ZSqyOwvETmEz75h4bM3XTXlUU5piCn/jtr8oIrM/lJRA14fmY3yZMtAi5sFFzXNWqy3I1SR2Z8j+pHfb15PbWCwk59ZPzmq9kZMN9DYXZEcBFeB9h3XNVSR2R8hNRd/iqIpkSAUD41IQz0rIo6xpqbjiaRrxwLLEnCvKjL7x9RRRXWpKjL7S0S+4LNvjqgfcoR8IF+qnxF9nRzRa5Z7e1SR2V8q5QD+j/oHgwgbagg/sZPfbpdtFiTVGjrnl5Wtqsjsz5H6Dd/b+01mK+Gn+koWK8U9y7FzNGKqgUZSxSDpsdYL9WhVZPaXCj9JHBpO1TBUYNkTatwxehNXASrxJOIaE3CvKjL7x5TH4ilVkdnvlfIp/sRMU+E4sZBGDYt8Yl07dDXqo5p0RWZ/hKgD9Y/Rk4fWXf6PAFC2WXARf+VcPPdSVWT2l2jLMGJdfUX/uMPXdY2qr23RiKkGmopIAUPaRV068StVZPaXiiTAp1OP91k8kAZWJg053scdJWs90B5PFZn9XlU/rZErHFdMYi5J5AUNyo9hP1u+xJoa1ZALG4T/qh+tjTYLxDU27SPjJVVk9pdIseI1W0ceS3xlU+7r2hj5sT0aMdVAIxkJhu8KVYhVkC9VRWZ/ieRPtpPjmBdJ5Tux4rgUd9gUoBcnNqO/u0cVmf1jSnHL1h5TFZn9XtFU4jBykRPkQmVDc/J84ZUYxka+VxWZ/V7hg2/ktCE+lfeqn/jz5GizQFyI57XiJVVk9uco9hs9icZNgYt1DbQYG66VDf89GjHdP0OjsBQ0dKoQj1BFZr9XGir4JP+QflLkuNaUXL4Dwm70zwM4B3t91t8iuUg8XdsT+BJVZPaPqRiLp1JFZr9H+ll6lBc8Sejex0bFOTpPjZ/64xg1x+fYyPeqIrPfK31vXrO8z2pItRZ/0UDUX3wKQTqHa/N39HdVy0epIrPfKv3Kg2/eb7zXen5I2GDPew0wruExOCJnRkw30AgSTZjAIAqM4Ge2R6kis98rNY0oJRENRwMdEQc1oVO7H67tyYhIRpKNa3Hdaud1rioy+8dUFounUEVmv0dqJNkaYp0ciPeez+SFmpNsyTGOc05sZpeoIrPfq6x/nKohfKWh+zFfGw0pzrlWvKSKzP4cMXg0hBBxIUasaeDFIY+9x4PY6hpHxmDEdAPtKVSR2T+FaDYkzVE75ktVkdm/jqrI7B9TNC+asRrYtVWR2V9Dt1ZDW1SR2R8l/QR77YeJkUb0QNugisz+KcTOx3fTT62KzP51VEVm/5gin67xRDFSRWZ/DfFkcUs1tEUVmf1Reuz8iBrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iET3QNqgis291zLaoIrNfWRWZfetBFZn9KhrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iET3QNqgis291zLaoIrNfWRWZfetBFZn9KhrRA22DKjL7Vsdsiyoy+5VVkdm3HlSR2a+iEScHWtM0TdPMQA+0pmmaZgl6oDVN0zRL0AOtaZqmWYIeaE3TNM0S9EBrmqZplqAHWtM0TbMEPdCapmmaJZh2oH388cf3WpHPPvvs3rdPP/30xZFX4Tjrn3/++YsjpxldS3GUZkY+jHx9XTmVT1rn9RTk3Owxlg/SKb+3xIdrZusrxAu/Lu01iuHWmO9luoFGsN588837/xcPeuONN6ZOlsh777330jf09ttvv0wmXvns6x988MH9WsU777xzbxvj9Pz581euldnMAnFwP5oHYlw8n0C5IVX5xBr1JlvOnZFYQ/STEbEes/hQM8Tl2bNnL448oOM6N8Z+BpQ/77///osjNcQA+48++ujFkQc8DqiK+SVMV/kEguAQMMTnawXnsVHyMGjYxSgJlExa57iGEe8rVJBZ8yH53nrrrZe7ptk3BvigBt08xINY6B6TR3wmd0D5RMzYMasZjZ40yDWuxXq81kzIZ+X96GlhS3x4T1xQrB/1Jo9XVoe3iufPlkGseKGYF/L9VMwvZarKJ2EIDE1aKIgEaXYoGB/OSiglh4YYPoN2miN0/qiIOB+thGKUoYbEa4SiJb8Q9wC7GXfUjmLhzQOf8BV49XzDDnuvL6GG7E07nj8D3E/80CaxYkt8iGc2zNhsY6taBeqQYzOgDQz+b6kB2ctHH2jqQ4/Ro6caaLHBw2MG69pQZF4saiJ6fNdA98SpBpIaM/FCMUY6nzX+1szNW+ALfmXQkIhbjBlNh5jivxqUrsPrrGSx0FAHXuNmhyae5ZSfJ3T9a+22r4H6BX7z/X3gRE7FR5tpYsO1fEgqNl5Tsp+hV6m/bIkT0LdUQ5zHOUJ+61rx58gjmWqgKVi+w1bgVxhoDr4ykEgSh2LCX2mUaNohIj/H46Rj/A1eKdbZUSMZwXps2PitAuSVz8SJuFyz+K6NNkTKEeWU/GdNfgvWYs4Bx2PcFOuZak91gY/K++yJFE7FhzzBhphq86jehB2fHeLEsRnipdioB/E+xkJoo631aKs80XWQD/8jmWqggQYYyaSEUoKthHbEnvwUnpKB4/I/KxAlkZqZks43A/4zieI6cwMH+T2CdW/MajJ6ytCmCRHfmcEXNRF8VtPlXgPvvfFA1oiB4x430MCcoUE7ynsN+MxfOBUfXskRrgOqWa6fxVG5duvx0vdUr1CcRn2WGLAuONfjxvkx5tfq2ePKv1EIiJqSEkgFugpqFLGYSAJvsvpNP9oBx1hzsqYklMTZtWYi89th3WNADnn+6OcRbIi3D/0Z4fvjH1LzVkPlfXw6Ib+yHFE8HMV65hjJh2zIZPEhDooP614vqiFetfl0lFvZ37ol3A+hOMWfl+UTuaXY6LM205EsNkcx3UATDDaKjyLj/SrQHLjZKhonHsdvjnlRCSWgM2pWoJ9irvVTwGOR+e2wrhhoQ6CGzGfySfFk2PkGYmbUpLTrBnxz/5RP2QZRcfWGxrXikJsNNdfYqOFUfHivXAHVELFWo/dfPDiPY7fer7KBNooTNtSTC7tqoCkO12DKgUZC6Ols9p/IHPzS43iW9PJZiabEUAw4RwmnpFTxqcD0mb/Be+wRhct6Vtgzcc5Aw3+9B3z3eFLE3I/ZYWBzv7nHnlf6JUCNR/mk/PJ8UmzIQY6reXtDv3W0WdSmDT+Ji99j/FSMTsWHeHIu5yCvIa7hMdc9UP3dMqPv7nHSJjDD84I84VzFUHnjG6sjmXKgqWmNdgCzogKKUtOlUEgOX/MCIQG9QasAJSUoKIauFeKJX8RoBOuKEXYaXoKYcRybVWKCPzSjrAlpkySpEQEx8CZGLNzW82kG+K66rxKxUVzUyD0GVXzU6H3d80XNW5opXvFee5y0WR7VhscQf/F7dK2jmXKgEQztklaCm49fUQwygQ2FQsJ4UigBY5Jhg21s3MB1GaLI/8bMEJ+qWHx9VJDEiphU15kJcgi/R2T5xDnkkzdwUM5k+TQL+IZf3H+Pi35Wi/c9i4/gfK4zqiHFK/6tGRh9dzYFDKWRP8QprimGvF4zDlMOtOafIVnYCTXNEdDIeDqbrQlfAo2aodbUMMzIj1ukB9pCvE7Np7k+r1s+df1s45bj1AOtaZqmWYIeaE3TNM0S9EBrmqZplqAHWtM0TbMEPdCapmmaJeiB1jRN0yxBD7SmaZpmCU4OtH/8/ZPXXhWZfatjtkUVmf3KqsjsWw+qyOxX0YgeaBtUkdm3OmZbVJHZr6yKzL71oIrMfhWN6IG2QRWZfatjtkUVmf3KqsjsWw+qyOxX0YgeaBtUkdm3OmZbVJHZr6yKzL71oIrMfhWN6IG2QRWZfatjtkUVmf3KqsjsWw+qyOxX0YgeaBtUkdm3OmZbVJHZr6yKzL71oIrMfhWNmGKgvfvjH91959vfutfvfvOrl8c/+csf7r7/ve/eH+f1T3/88JXzjlJFZn+J8E++4hM++vqvf/mLV9Yrn1lTfNDzn/80teOa2GVre1WR2V8qfPW4ZDa3porM/hz5ffcc8ZzgVWt/++ufXzkn5p0U7bweL1FFZn+E6Cs/+8m76VqU8stjibweq2v98NkP7v9etnaJKjL7c0XPkH/4wP3P7EY92vMtrl2iEVMMNIJKsvA/31PSENivffUrd1/+0hfvj+n9qBAvUUVmv1d8d3z85je+fi+91zpx4BgJonV8zpKMa7FGXLDHFsWEoiA5TrL68UtVkdlfKmJAHlA0+JPZ3JoqMvtzRK5wT4nF7z/87f0xYkROZDWj+MVzosg7zqGBYYdik9+jisz+UqkmyP9s3aW4YU9+6bhqh2spbtnQIq6soVFc96oisz9H9Ap9b3KFV/c/2spPXjnm+UZcdI0jYjBiqp8cPVhq7gqOhsHRjRlVZPZ7pYQgEZCGloY0CaGE8vUsQXQtnauCo/hkw3nx2FGqyOyPkvzO1lR0WRMjn4ipPhM3jrnN0arI7M+V7q/yQ7GJNeNNOJ4TxZriopziutHuXFVk9pdIw3jLMEPY05SpN2/oXo+y47qqOaQYY8frKK57VZHZnyPlC3HyfpPZSqwrH2KP5hrE7Ih+M2LagUaCEBxf5xiJ58eOUEVmv1fccH+Cwlf3Ed+8eWQFJGHnxcYuGltv0lwbcX52jUtUkdkfJfzGz2yNwiQmHhek2CgGKjyOHd2AXBWZ/bmKw4mGhNyGz55j8ZwoH/xq1kfEqCKz3yv5R1PlvsuXkbxuPHd0Ha+nrMawJ76n4rpXFZn9OcIPvjMbF3yj/3iuZMJePSqrxaz+9mjEtAON4MbAVM3sElVk9peKItOu0AccDUQFyCvrsUFJrPuQ0m5ax/RzievIp9uKzP4oncoB1mPe4Lcfkw3XOboBuSoy+3MVmyjvM989XlsbL3lJczvq6b4is98rvi/+SdRQ9aRGvNTEea/44X8WJ46pR7nN1rieq4rM/hzRQ/RUJnk/yoSN/Fcteh/iejEH92jEtAON9zEwCqAfO0IVmf2lIukpNHwhATTEXCrMUwmGVFg+sHQ+uzD+HrHk81EFV5HZH6VTOcC65018yvDPR8YjU0Vmf66iD7yPm5YYr61+K1/I0yNiVJHZ75W+MzWBeI8yWz2hyD98Vu4obtF3jmFDzTIIZb81rueqIrM/R9r04oM2PqMNtIQNseG9fOYc3itmR2yCRvQT2gZVZPZHSYOIpzU/rkKLxzPRoIlVHIx89uRUI1d8L1VFZn+UTuUA6543fPafUVS8vOc6RzcgV0Vmf65iE+V9rJm9T2hITdvjt1cVmf0e6SdBz/E4tCR8o27wjTWkmqFWVJvxPF1f/ziAoYCN/g6vbn+pKjL7cyT/9Vk+VE+08l+fFQfEtU6dv1UjlvtnaEcUV1RFZr9XJH58GsNnb0IqSh9GlbAjMTnPjxOn2Nw8vpeqIrM/Snx//MjWEOvyW01LBaYdKU1e19myadirisz+XJFP+KCmm9WHmrQ+x3NcxItG7sdOxXurKjL7PZJv3lBH/ioXMhHH7J+X+TE170xZbPeqIrM/R3xX7wfZhiBqtO4bhLi2RyOmHWjaLSg5FOz4k8oRqsjs94pC8eETfSIpSAhs2CX6uZl8lxjXeOznWhqgKuCjdpAVmf1ROtVgWddAw2diqTWaNWsS1+FVMTpaFZn9uYrNelQzPrTjOS7F1huWNkxut0cVmf1e8V39Jy89oW6pJ+WFPlM/3qCra1VxvUQVmf05Ilbun3pE1k+kmB+I+iFPWFNvu1Qjph1oChJBpyB5RVsS81xVZPZ7pYaDKA75pCTQgKKoiIOkdc5Xc1IBcb7bamBpnYSlwPW3jmreFZn9UcJH/MrWEOtqSvjO52gjcZ2jG5CrIrM/V7GJcm/xmfvsNeP3PJ7Dq4Y6tYU962ruvK9iuFUVmf1eKT/oHfr+PuB4H59CJfmsz/rZkWMaZr45cMW4HqWKzP4cKVb4p95D3JQvHIv+YhPzQXGuBuG5GjHVQCPZfMITWBKJgMW1I1WR2V8ibjr+qEjcJ19zcZxmQ9JwDracl9l6AlJcxI3jnHfkZqAisz9K+D1qKoh1FRw+ezOPIjbX2CBJFZn9ucI3fHAf8Uc1k91zPvs5DEDfpRM/5Qw6qklVZPaXiPuv7+/NF1+qxsvxuOZP9bGRu9Srqnzbo4rM/lzhr/zz768BHX2m9rxnIfJltEnYqxFTDbSnUkVm/xQikUiwazbgc1SR2b+OqsjsH1tqWqMGf6QqMvtriKcPH94zqCKzP0oMtyN/0TlXI3qgbVBFZv8UYld09C7oElVk9q+jKjL7xxbN6qh/pnpKFZn9NUT9xKeLW1dFZn+UiNPRP5+eoxE90DaoIrNvdcy2qCKzX1kVmX3rQRWZ/Soa0QNtgyoy+1bHbIsqMvuVVZHZtx5UkdmvohE90DaoIrNvdcy2qCKzX1kVmX3rQRWZ/Soa0QNtgyoy+1bHbIsqMvuVVZHZtx5UkdmvohE90DaoIrNvdcy2qCKzX1kVmX3rQRWZ/SoacXKgNU3TNM0M9EBrmqZplqAHWtM0TbMEPdCapmmaJeiB1jRN0yxBD7SmaZpmCXqgNU3TNEvQA61pmqZZgmkG2qeffnr3/Pnze3388cf3xz7//POXxz766KP7Y6uAj/j1/vvv3/sZ4bh8R5mN+Oyzz15ei/fCY8r7WVk5D/ZCHBQT5UZ2TGhtlG+OXwfNFPP43SWvC4dYfPDBB/c2mZ+sqxZHteVS77pFPDYxBxSDLd9fvnPOKJcU16OZZqC999579/9vJvT222/fHyOR4rEVcF/RW2+99UpikFS+jkigDJI02iop/e+Mzp+B6GNzd58ziofutx/z+63jb7zxxsvXUYMHXUPi/FnwGLiohQg1F+3feeedF6sPjVsxkzT0Yg1LtxorfHVffHBVMYgwpNyWc+NQU1xP5dkepqt+BlccXtmxWeFmkwjPnj17paB8N6NBHhMlg7jofBJR13Y4NvNAE/iALxUU6ihuXlzYeFHPCN+feEQ//H4rl7SbVr5lDR6IEeuctwLKmewXCtWLak+2+kxt0ZQ5V7Hjc5Zfuhe3HreYM/jqPmtQx5wC5Yb6C3Hhsw9Aj1MW80vpgXZjkBRvvvnmy+aqpFBCwZbGLVR0JJKu9ToONMWVdeTxBOJDnChUdtm8x+5ahfcYxOYkOKb7TS4QF6EcGQ200TVnBd9HvYPjNF9HsVHz9jjpl4KYW0BTVx3eMvH+4r/nB7Aeewhoc+T1ok2B0EDMYnQEPdBuGJKfBIgJha8qRKSfOTKUZNoV8T7ac2z1gcaaBhavsVFRYIqz4ivbWWMTm5Pw+81atlkaDXHlk3Jv1tgAfuPLqH7ko4M9TTqLLfXKsRgTDT9/UrlVol/Z91Z9RBhy2DvKJ66nOFBT2HKdqnftoQfajaInBhIA33xnp101x2XjheWQMLJRMsVmxfGZG5NQ8WTgMyKODLO4wySeigGNjjjpdRTbWyc2JzG63zQc/I3D3mGgYUPuETOuNXqau3Wypw9HTxeqFw1AYqdcy2IbB4CeSojvrRNzRv463HuORzgec8evp80QMScm5JH/rSPogXbDUAAqnOwRHyg21rPdn4YiScZ7rkcycczh/KzBzYZiVaFdpA91DX3fNKjYZs6r2JzE6H6TJ/jtsTlFlk8zoNjQZEcQB+WBhjciXzTcstj6gFcNjur31og5w/tzBlrcIBArXU+1pzrTE9uRT6490CZAO8URrGX+Kzn9sV5N3wuRz6/LQFNhedMhdl5Uuo5ePX4zofvv9xqy+62nCBr1Oei82SAHGDS+icnQptKfLkCx9XipQXtsdV68B7dKzBnex2HMxic+iUHWp1RDbA6yPs3akb27B9qNQYGQLBSH0M4GOO5rFCRr2S4nKzpPMMHn2OBmRL5lMJTUvBQzYqAYKaZqStq5c80Zn0AgNifBMb/f2kVv2SnHpzfqbrb46B77puYUqkHFMqs7PbX5BogBmDX/WyXmjAa/UOyyXMn89/zgWv4EpxjGgXkJPdBuDCUFScB77fDkH4mkNZKOYvEkIklYE9gi1hHv488CnL/6QCN+xMpjRnMmnrGgiJEGWizCmYjNSfj9pkF5jmCLNOA9n5SbnIuN4r1lEN4SfF++t3x0iEEc2rKPNaKnU3JFteXDS/Hyerx1Ys7oMzHgPXXEZ88PfNd7xQBb9S7FTfHQtagtPuv8I5huoBGE2ICyYzOjQpFIIpIFKDY1ZMl3mio+tyfJZEtzjgXL9dTAZwYfvKE4ajgxZrxX8QoVHlKjnxENq3i/3Sc1nSgNcc8npM+S5+Ys4Fv2dEa88MkHl45l9vitBo9ibRGr2TZDfH98cT88R8gdH9D47z5yntcZMXBib8viegnTDTQVlpMdmx38odFmu0ggcVh3v1V8MYkAW09SZ/Q3ZqTKgyymI99lW11vBrLvv9WnUT5xvMrNW2f0vTWs4/opP1WLEeI8Y/5k/uJHrAc+E6/45ApVfmTXOorpBlozhgTiCeVUATbNFl63fOJXnhV+qXgseMonP25paPdAa5qmaZagB1rTNE2zBD3QmqZpmiXogdY0TdMsQQ+0pmmaZglODrR//P2T114VmX2rY7ZFFZn9yqrI7FsPqsjsV9GIHmgbVJHZtzpmW1SR2a+sisy+9aCKzH4VjeiBtkEVmX2rY7ZFFZn9yqrI7FsPqsjsV9GIHmgbVJHZtzpmW1SR2a+sisy+9aCKzH4VjeiBtkEVmX2rY7ZFFZn9yqrI7FsPqsjsV9GIHmgbVJHZtzpmW1SR2a+sisy+9aCKzH4VjeiBtkEVmX2rY7ZFFZn9yqrI7FsPqsjsV9GIHmgbVJHZtzpmW1SR2a+sisy+9aCKzH4VjeiBtkEVmX2rY7ZFFZn9yqrI7FsPqsjsV9GIKQbaN7/x9fv/7879/3vn5z/9p/U//fHDuy9/6Yvp2hGqyOyPUObT3/7657vvfPtbL2PBe475eS6u8bWvfuXelmv9+pe/eGWdzxxnHTvsff0SVWT2l+h3v/nVy5jgT2Zzi6rI7M+R14zf13d//KOXx7N7/rOfvPtyHRHPT/7yh1dskOfhEXVXkdmfK/fr+9/77v0xvnc8lgk7r5Pff/jbV9ZjTH2d+vzhsx+8XD9Vs+eqIrMfie8kH1HWC9QvYh9xxesg4qN17oOv+9o5GjHFQCO4JAkBICC+RgDVtJGvHaWKzP5SjXxSUVJgalgUi58rKbGwo+FTsNir2BRPjrOOHfacF6+1RxWZ/SXiO+OPGkdmc4uqyOzPETWjhh3vOXFSrMgzP4+GSy5gK/m6xJDT9WJN7lFFZn+ulCP4ho+jY1HEMcaMOtG6NlMcU435uoYdMdL9GP2tParI7CtlOSOpn5z6/soJrsN7pA2RYkUc9Xeyv7VFI6b6yRHnY/HwmUAr2XztKFVk9pdq5BOJpJ0kSYINxah1V0xMJaTO51rezDwRdewSVWT2R4i4VTnAumJIPOI6zcefRrQRcJsjVZHZnyvdU+WA8krr5E6MFzlB3vmxSpzPdbO1c1SR2e8V9z825OyYpDpSvmhoeUz5rLrhOoop5/De4yn77Kl3jyoy+1OKOSPhN7lRDX/E09vIP11DnxXbPfkzYuqBRtB0TIni9kepIrO/RJVPrHkjJrk8Hi6SLu6+fUDyGhsXza5K1nNUkdkfoSoHVGhqOHFQqZBViNoAcCwW91GqyOzPVWxO+OSNhvsf7zf2HKfZbPEb+1EOnqOKzH6v8Df6nB1z+c9vbHrcVk9w1KIatOpOTyS8yl73RAPwUlVk9qcUc8aPUUOnYqUaxGd8jPnmdad4eXy2asTUA43AkjwUatXMLlVFZn+JtvhEAmDDmg84F+sx8TzZYizRqWQ9RxWZ/RGqco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            <e type="operand">Numeros.mat</e>
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<div style="text-align: center"><span style="font-size: 16pt"><strong><em>Diagrama de interacci&#243;n de columna ACI 318-19</em></strong></span></div></span>]]></writer>
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<div><span style="font-size: 12pt"><strong><em><span style="text-decoration: underline">Par&#225;metros de materiales:</span></em></strong></span></div></span>]]></writer>
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<div><span style="font-size: 12pt">Resistencia del concreto:</span></div></span>]]></writer>
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<div><span style="font-size: 12pt">Resistencia del acero long:</span></div></span>]]></writer>
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<div><span style="font-size: 12pt">M&#243;dulo de elast. del acero:</span></div></span>]]></writer>
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<div><span style="font-size: 12pt">Def. unitaria max. del concreto:</span></div></span>]]></writer>
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<div><span style="font-size: 12pt">Def. unitaria del acero a fluencia:</span></div></span>]]></writer>
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<div><span style="font-size: 12pt"><strong><em><span style="text-decoration: underline">Dimensiones de columna:</span></em></strong></span></div></span>]]></writer>
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ZpmbHdvkMX+e03P2IUhBWA9MC0E5Z4VK9RWxfXGgh/65at0rRZC/n1t4t6jY76b51WNHHSNCUwiIaFsJ988pmsTuzMRkvzWhKkWdVpT+07dJI/EojJ3isaIKE6depK0SLF5exZ3+y0Z1IC95FosGQhTtHcmN8cU0vD4D3zK/Ja5P9I2DXvNine/I+MQ8JBEfQLN6ZJen8gfP8R8mUFP8i76MP06YX5w9IjNKEaNWqplgyCcUktnzIKLozsSUIsBahYsZJrXpxIuJL5IHzrHO7Xf0ACCXkyyCjYO9Icq1GzTmD431fY7du2S916DWTVqjWydOkyKVe+gnzx+Zeyf/8B+csV/hEjR0vNWnWlUeNm2neEfzQZOV665Duo6ROCRE27skIbDbxv7dp1lIRsxjRur1S4cYOY/3ZEI+O618KSmrd2z/4DS+tYweLs45cUF47El6O9UzCeEAyE44nHD0h4f5LSyvyNlPTCnl3rSIgJu9Vdk/m33/yHJhge55kNF0Y27RMaPkqqVKkup11zLFag4Fm/EyvGO3Xurv0uGQl7x3379kqt2vV0PROwQnXq1ClHCvXks8++lAIFCssXX3ylq7zRWBjG/+rLb+Tnn/NpR2WDBk3k0KGjGu8jR47qKFvffgN18WolR0RDho7Qxb2pASKo6b6yjI7ZED3xCFbClGBxNvdWsb2kXAG5z8RICJ4w0cAYmWPRL+9x4OBhXQO3YcNGWbN2nY4SssCZxc+kwaJFi3Wt18SJk50mOV+nIdji6PUJC50ZTd21e4+S95EjxzzBpoETiLcXXxZMw0GC72oCCQRJATKLJNv0AL8Ao2NoQtSFkIRiAEt4CgEkVL16LTl3zvdTxAK+UPnCg8mJzl16JKrAGQUrnFSO2nXqy8KFS/S/L8Bei6DCUcEgqPUbNunoFmlCP1HlSlW1/+btN9+WqlVr6ughBZERxbp1G+ii2Pty5ZH7c+eRL7/8SjZv2az+43c0/OX8pWO6UMHCics2iMOVKhH3aR6iHeDe8g5AMFT6s2fPOWI5Jbt375NVq9fI4sVLdMEqpFqvXkPXHK3lmhm1tVmKOZPKrqJVrFhVzaRUqFBFj6Uc2dJ3VrUa5k6qqtkUpHiJ0lKkaAk118KzNWrWlXIV3HPOLf/r1G3oSL6+lK9QWU271G/QWAYMGCRz585zGuQKWenSEqLaf+CQToSFENE00XQgkrTBNL7kTV1fjjwZpReWntu371CTLAxQmFaO35bmnGc2XBjZr2Oald5Dh42UWrXqJH6dY4FgZWI1OCTEiFhGIej/wYOHXLOrofb5AK5TeFmOEQkjJ4TpA3v3HZSBTutJmr/kCYPFq/fedY+af2C2+Y8/5E0cXbQRtEgwWbFa1epKbDZjGlg8UwL3LV6APinMimBQrW27DtovZbZxsMkEEWCXCSJBA6xXv6GOAjZp0kxatWqjNn569e7rtLkhMmLESJkzZ46sXr1Wm6Wr16zVyar8RzDNwtA1nbYQCf9XuevLV6x0x9XqlvWGTPLEhlHXbt2lSePmOt0BO00QFwRX0sWpZMky2vfIfC3IsXuPXtJ/wEBdEY8BvUWLl8rKVWudduVNwmAyBRMqGBsLasmmMRlIFwjtSul4Jezbt19++ukXqVmzdkhCsQRfF8xEQEIZ3RxKDZaxgMrApMKgVbtrRdB/7AYxwsXkSEAh5h5kQeWG/KyS09nMf+s4Blu37tCRMNxY84HZ2K+/9rquR7vt5lukYoWK2swhPS3cSKAJVXWVsGD+gmkmIcKyCsdx+45dat6jgtM60Gbatu2ghNKnb3+1m4R1SCxc0rTYf+CgjvJAWioufX0H+rVV1tTAR02tFB49pgMCW7dtU81s9py5aiETK5iYKOnQEYNkXaVp81ba71bZkZYarUMbc+9WrVpNqeIIm+HyypWrqPGzwe5jNWPmXCXFA06runAh/ZqzpXkw7RlFpXldp049TS8QSUKp5VVGIFuRUFImiNqnoTPuTMKwcazRt98A7ROiuZFRCBYWDKLRHFuxwg/FB9+dc6vk1rkL2UBQ3KPgWaczTQEriDQdSzrN445bb5f//Ovf0qB+A6dJ/qrP0nSC6OzoR3bc19oRVOVKVaRokWKJI3JXgqUJ8cGsLE0jmkPY21m8eJlMnT5Tm5IYmDt1+nKbRn+5+BjBphVBtzyLVsA1zg1ozSz4xGzv7NlzVXuxj5ilZxCmQQKIGkKkotMFcPzECUcAh9VY3fbt29VwHCSKkbuZM2fplIkePftK4ybN1TomFjmxhEizr5PTqEa5dNng3EO4iVFPOPKf+DDyalM2rH8M8F4WX5rtBZyW2rRp0rwv3zz3HwLykf9GUJZOqaUt90ys7ATPI+GuZ0cS+keNZWHQidGeeICveGaTEM0SKk1qsIJHAfnrLz8y47UkP5oDEXDkOqBZgRbEKv2hw4brNcI1DcuIjHP//B+aziWKl0xU90EwrtFABcLMK+ZsMbsK2S1bvkorIlYPH334EZ3fVL9BI7WUSbiAik+FIVxPiFffnCBuNloF8JORwjqO1D/95DN56L77de0cfSnduvdSjRH4kS2fVgytXwvQ3Ig/Ayc0relnqlm7rlpXzOmawy8+/6KOarL8CG1wuUuDw4ePJTzt54tZGls+kEbE0T4sAM0tb96f1SwsaUy4Rry4sfykKYx2h1UE/EitG4Hn0PDNH46EmRKc++xHQhQURnowtGUFKNbIKiQEKKR2JD4UGgoSQoXGX4vnmDHj5IE898tbb7ytFgEA93//PTnBQCIUPCoDC1gx54GVRUMwrtGApoqtbo4UePpmfvklvxqCu/uOO7Vv6rabblZzJe+//6GMHTfBmytx3lrh532uFE4kcG/PQcSkAU29ggWLajOUvjD6xIgDlgQwm8ooIc9QrniO906tkqYGtJXE/HBhA5pg9CExaokdKhZfqwUI9/5YB8WeOB3maEnjxo9X0gK8un8PvxgZv8lPa16DLU4D+/rrb6VRw8b6nwS0NOM5zvEPTfbLL76Sbdt3aLqkRioA/43ALA6kpfkdhLuenfqEfAKEJJQECkbS0pHkfkQDnaYffviJGvc/c9rPsDVEe5T+Ejo9sT0UVOlTC+fQoSM6WtOmbXst8IwulSxZOrHyMTL3QJ77lAggJUyL/PRTPmGnD3Al/1MDlSdYwbZu2yklXHMQze++XLlUC8md816Vu27PIXdimM6Rw+49+xKe8M1JWw8YDZ6wPMFxjlh8TaPjvX0lFhk9drzauCYs3jnX3ffI3S4tIEVsW9ev31hNu2Jsn40WGNXE5jcLlUEwKby2lkQIzIqnT6hNm/ZKVME+SutHY9TvkYcflTtcWmMeFuAn8Y4G00D//tuPBgbfLdozzm32bI5hp9f3CSWvSLFCViEhnrGv1MaNW1wTa4SwtQ8jOIOGDHGq/iBdrIoMcNfYPeKDDz+WH374URfhDho8RPr3H6j32MGCAjt4yFDts0B7oWAzUsW8oiAJpVSAAXEu5pphy10TBDAi9szTzyjZoAlQAamMEAJaCdeYNtC+Q2cdjQO8E5IeWPw4Dhk6TJtAVPz7c+V2GtjdKphJ4QgRPf3U02qiheTnOcKNNhPeYP5bGIhdt3NLnx07d8m333wvd9x2m74vxGNx4L0x4fvxhx9pcw3S2Llrt4wfP1GaNG2p01DMYB7e+nAJIyntsSVFc4xZ9JAH5Ic7zgFzoJiGwM4iaKLYCffx9v5FA/nsm32+ec7R3jUashUJWcYCzFLUq9fAqbpJnXWxRFbShJikxrOYAWnbrpManUcGDBziiKW/tG/fWbeF6eziS5wxf9KmbQdvMsT9xxoA1hsbNW6uIzrNmrdWf+hH+d0VQjo9q1SplmYSWrt2g+TLV1AWumYQJNaieSs1KWuVP3dOtJLcek6lxEAdZADR0cdHMqRW6FMDz0EiPEuFbN2mnYaB5kP4ECECIRgREreGDRq5tPTEgpCv0cKPvGRpQT74sP9y7/xrQvh/6rQIduEgTLS/PC4enN/rSDGP087YaSSna5o2atw0sZMc7HLk09ppN/ShkW8Yw4eUmCLAceiwUc7vcdK1W0956vEn5ce8P2mzcteuvYnxAYzsMbWAqRh8TGrXqZcsvilhwcIl0r17b22yQ3zWVI0G51c27BNyiUcfAiSUmtqc0SB8i0OXLt20MtvuFNFAJltGUyCDbXn+W0Hh3NRoCjHYv3+/VK1WU+ehgJQKQDBO+O2/Yn/osDZ+cbSvGRULIVz7yiF8NXkOwqDz2cTizN5c1arX0GdBMMxoYKoAkwyJ/9Gjx3VXjgfvf8CTkKuEue72WghG4dBO7rnjLm2qsY3TmbPnXJhJfRbBdDIYWUQDbunPsfh1dnlEmGyjQ+VHCyNsBAK602ki3GvfvpOmAc/5907ScuyctCDdrEKmJDyPJsU5JPToI48mEg/WOIkDpItRvkcefNilQR61iRUcZOFZ8gPtFMN5NLnaujg2b9Fa56cNGDjUkc5IadioiXbyow2179hFduzYlTA69k/C8H1R7bZAy/zqq2+dhlpC2MyA9wD0Fy13HxtmlAPCJR6VKlVVs7Gz5/jdXuzdosGlefYkIXYojScJ8XW5Egnh1iqLVXzLfF/5KfS+D4L/wEhonyOhKlVrJM6YjhfSQ0JUUra6YeIhlaZbj97yycefaIWnIj784ENKSmgiVEasVN7vtIQBCZYAzG/SzoT0M0KyNE0Nlo5Ym3zWNQVz3HKLkg5NIMJ+yAna2C3/+a9uJsAWP/hL/hAO70r+cM3eF7H4cG5xQYC58Xnt02rxkuWqCd1+0836rhAwYVu/FOkBGdGMBlZGCBsiw0ZU48bNdP4Rs95dKIl+Ew4zu+nYZmNF4uzjpre1SU5f1DfffKd9TZAK88RY8gKYTc8mjjwPmZ09xwfgH9eEH6J9dC89/6KsWLkq4R2T0iASLh4hCcUKwUxIKwkF1VgKjxVYwL0k8W15IylmwjIZbkHCrOd4IT0kZKCCNGzUVA2w0RlN8wMSuPO225QIaJ6gIXCNdXDr129Sfy0c0ot0gVAgaTQVjpDElcK3isqkT5b3EAY2u9FCqPwatjtnugKd5mamhPc1GCFY3pB3wfzkGBkP/lv8wa7d++Rrp4HQKQ0JQYSEjUCCXH/DaTqzZs9V97yjvq+L/68J/VJoQ5Wr1HBxPJMYPnECO3bsVsJgEAD4D9s/+hHjeq3adWXPnv2yY+duXTf41JNPJ+7Vx64uNJv7O9IZNmK0bNq8VfuwID38Y6kOM8sj3zESLi4hCcUKhG9xSAsJASpDUqXxz9NcMDLiHvAFPGk90b59+3TYNmjKIx5IDwnxLnafLzkFmqHou3Pcmaj1IFRINIHPPvtCNT4jAKtg6UVS3Pxx+YrVUrRoSbXbfZvTfPK4yk8TBu0IG+Vjx09UdxZviC74rpHAHUQR/IjwH8LiHs0o3sHyk/lSaH+3urC1OejeG/JFiEez5i3lZMRGlJioYaJqf0ccbONNHyQWN1mWg7/2sWI34R9+yCvt2nfQ/9wjzmyyyLbfs+bMdf/1lq64x8QLTUSw3+UNFhlKlCgjs2bN1VFM7BKVLVNexk+Y4spfZbWfDjHa+0SDux6SUKxA+BaHtJIQ/S3BLyNT9yEWVsMD68Qkg60gA0iIvaTmzl2g/+OF9JAQ9+hkNUJlGgVD0N9+84P2/SC5HBmxBXP58pV0XzXen+eSmqW+QiPRcKXwg+AdmJ3N0ou8rsK+/dbb8u6776mGQoc9fSTenQ+LuCCRSCkukYgMn/k9HTp0UbKlMx6tTOcsOY0wX/6CMm78ZO0AnumIALPFLGlh3aAt2sWK6LmEJTmWpoBgWCsHCXXs2Env2X32I5s1e4727bFjMNfPX7igu9tiGI9txxncYSkP5l8wckdnOHaJ8v2SX4oVK6UEyfo+lvbwMbW8iYRLq5CEYgXCtziklYTIuGCZVIuQlarqXvHAhoIpJGR0Egntl7LlKurygngiPSQEqMQ869/Lv9Oatet1WsXbb72jWw/R4VqqVFlp0aKVdgyzgUCXrj202dCzVz9HGn2kf//BMnDgUO2IZbTPjmxDzWznaKJbUjty4din7wDpP2CwPtO9Z1+doc2IE4tU67jy08OFgxs6sFmKw3m//oN0VJFpChAks5mx6zR9xiw1t8u20itWrHTNly260QAdwAcPHnTNnn2ugu/WuViQHnN4aJKysJXKXrdeI50OgDYEEeXJmUu+/OprXXPG2i+0kqbNWuloJWSEiZJjx4+7tPQjfowEk+5BMmSpSH5HZN269Ui8x5Fyaf+tbAWfZej+Z9dca9igscyYOUfatm2nGjpTBObMnS+DBg2VL7/4WtOBwQ1fNpM+pkFkWxJiXgemKWJNQtZkYFV3JAlx3+JoR8Bao337Dzh197TUrFlHvvn6Wzl46EjCXQ8qKoRlGZ1EQt7GdLzA+zLHhMmHV9Mcs3TCHYRkfRVUCGbtsnc7X3iEdVYQEEcIg8WuLFAeNHiYI5We0tGlNfNb2rXvqEfWXjE03d0RTjTBYFuHDp00j/S8Yxfnf3fdK5+dSQgDsmGoG1LDP8Lp229QYlgtWrTWpgnLKjACh0ZA3xZ2vwu6I6NVLFrFthOr/eu4sojJET4w5DGjgwy709/EKnyGxlnYWtE1cVq2bKOkSJNn+ozZuo4OwmGJB5qLn3VNGmsSKizNgwJ47ptvvteJjoDLpDegTNE0BJQt/Dagoc9wYWPB4Ifv88r48ZMS7vD839ppjZ8svCXf8dPCjES2JCGOTFakALBeJpawDGY0IkhCVDwy3Rce65D2M5RbtGytI0VYO2SkomfP3noPN3yR2NWVJgFD0zTJAAsjmWQW7z4h4tjAaQ/MEzIS4l0tHW5E8CGg8h4+fFS279ip2g1D35AnkwM3b9mqi0/pY2GW91LX9Fm4aKksWrxM51YhaE8YWGPDAew/7d13QA4fOaqTay2P0wtP8l6jgSTYlw5N6GrBB4E4sf7MNHLylQ8G3QTYe7JpC4AwoxFRSEIxJiH7wnfs1FmY7GeVkaMVDMNep83Q3MDkyNKly1WbePmlV2Xx4qXaTzLYfekx19GkSQvp27e/akvmR0hC8YXlc1YE6W/l5FpIKAjqFKRk5/jPfwsHRCMgEJJQzEnIZ0qXLr5JYF81rlMxLQPBrFmz5fsf8yrpgG7deumQKHax58yZ71Thsmp+FHdcHzd+groDIQllDZCfl4sngaCQThztGbtGOnEefP5aYWGCayEhH5+k88g8DcaXo4UZCfdcSEKxhMWBTO/WvXcyEqI5xZHKiruxY8drm5sFnbTBsSZIxyxfWTo00Y7oB6DDs0TJMmpa1BCSUGxBflneGnhH+lJ4b/IZ4RppYu6Dz1neI3/8kTSREYlE8LmrRdDPjNCE8MviEnw/CwfhuoUZCXcvJKFYwuLQrXsP6d6jj2YOiMxIgL1k5mpwZLj0lVdek86duug9A9Pi2c76x7y/6OiR+ZFIQnNDEooVSHtLf8C5VUK7F+kGBK9Hc2vXk8QTGuJuXTXMH3CtJETcyEv8I6/5WNInxv/IuKcE93z2IyESBBKqW7d+skV/sUTPXr0TNSHLKIufgaFb+ny+/vo7+ebb7+X99z6U+fP9Fj50erIbKhmO7WNsG2P8C/+AkVC8Z0x7EmroSKjqDU9CkUgpXyPBfZNoMH/S4ldaYH4Bhughoe7de+r/q0FKcQ76D64U52xFQgbYmqHW+vUbJpJQRmTu1YB9xxhWtoqZEjC/ydAzE8PYjJBta8CYsRN0rovtFsI6MeY9GRixKFeuoo60xBOQUL169aVSpcrJ3jXW6R0iCXwA7CPA5oeffvq5K0t99H88kG1JCLMFjDrFcp5QEGkhIfuiRBtpmTffNcPyF5Q2bdpKr5695SunLQXnamQVEmIKAhPpKjqtLCShrIGQhLIAGDpkbQw2g834d6yRFhLynZp+qjvzTmh6UXk5cp3tZthmBoP2zAAPzsnISiSE/eLyLi6QPyCOIQnFDyEJxRHBgs9aJGbyXssWKteCtGpCNtfCjrwD57wKBQnbLQjXQNYjob+lVs3aUrZMuUQSAiEJxQ8hCcURVvA5YI6gQcPGcdOEsNVyJRIivmg99FsZEaEBcZ1ZqaYlAf5jO9iQlTQhdmAtU7pMSEJZBCEJxRW+4NPHgjkCZiAHrdHFAlb5sM+Mhbu0akKmBSF2TqW2//jDuRUuSKh8hUqyfPkq/R8LEH4k2HeMdC5VsrQ2FwHuorkNERsESYjdZCEhymO8kK1IKFjwWWXMLhCsb4klLPO7dO0mHTt1VU0nI2EVfc+ePVKpctXEzQ9jASPHIC798adUq+q3/LHFkCHiC/uoAUZcP/30C7U3FC+EJBQnEmL/8swgoUuXPAnt2rVLKlR0JLRqrf6PBVIioapVq7vmWFn59WL69uIKkbEISSiOyA4kZP5t375DypWvrIUsVohKQq6ZyF702jGd0PSMdBMitghJKI7IDiRkM6a3bNmi9oTYLz1WiEZCEA970ZcvV8G9a/IRvBDxQUhCcUR2ICErXBs3bpIyZcurVb5YITUSqlDekVACQYYkFF+EJBRHZAcSsndk6BVbROxAEStEJaHfL+m+VRXLV3Tv7gs+bkIiih8iSeiTTz4PSShWsILPkRnTtWrVFXYfuBbgF80M89syNwiIh/smgO2U1bJiQhMlo4FVvrKuCbR+Q+xIyN4tCNKGIfoKjoSsORYivgiSENYdv/zyGzWJGy9kXxK6RlMefNXJSPwykgFcs/92RBsIZjzAqBmWFa0PJ6OxZs1aHaKPpSYUDX4BawPVhtgSOkT8ESyLfKS+++4H3ZonXghJKJ0khB9BYVJhZHPDSMjbjk66B9K620Z6AQlhYD0rkFCDhtnXsmJWRCQJffvt9yEJxQpGABwzwqiZVSb8Q9Bqzpw5oxvRmQlPu2ewc2xMQ0KZVRmzEgmxVTDb0rArKPDLT/wM7xCxR0hCcYQVeo7X3hxLIh/zl+HwNm07yJKly3W3ASOhIOw/W8rQMZ0dSYh3DvuH4oeQhOIIIwCOGaEJRYJ9mN5+812ZOHlqsnVS0ZpjbPnTsWP2IKFo5l0zqy8sxJURklAWAJsfjhgxWu0J2XomI4doYLV6JIkA9vsaMWKU9u9MnzFTunfvLQXyF9KdNQ00PYyQQOKWPx07u+e6Z0qfEKS3du06JaF1CfOELP5BcC21984I8H6QkG5+mKD9EGYswga2ABgQXmphco+PAs9EuuO6DTBcCdHCudL70nwP3o/0g+cjw07Nv9TAhwEBlI+vv/lOBg4aov/jgWxJQlQMzLtiY9p2lUwtQ9nYzQqFzethl4t69RvKRx99ohYOixUrKW++8ZbUqFk7kXSw2miWG23PeCOhTp3Z1bNHhpKQxZECxs6aRYuW0I31kt/zzUhwpYqREVASathYdwkJkpBJZoP3tcpLeGhglgbR4oHbYBoZuB6NnFID/tgzkQI44i8fjd9//0PLjZlqMTeUFzTIYJyvNd+SkdC6DfLV19+GJBRrXC0JGfFQELDbA1avXis//PCT7ju+e/deadO2veS5N7duHUwGs4d4Ldfca9ioqc7FYD9uEAsSApudNpbfaWULFy3R/4D4U+CvpQBfLeJNQrwvxOPJxVd4awoSPteRSOAWzcfbbfIkAMg/244nCPMHd4gnO38NIuIar0uY/Mdvixd+4hY3/MdN0rl/hnjwDPH3z0SPd1rgwwpJKK64ehKi4vqCRubhduiwka5yNUk0lD97zlx5790PZObM2WqcvkSJUmp8vnqNWlK/QWP5NcFdZpKQgS/qihUrpVDhorJ0mdeErMAS99TeNaMRbxLy4SSFaZU32n9D8L534yXSPUfIwggjSZLcA464gXTQdCAh8wNwzoeO65H/LRz+44f55Z9X51eNkISyANJDQoiBwtG+Y2cZNGhYwhUsNU7TZtmuXbudZrRHNyrcsGGDjBw12jXVSsipk6fUXSxIiHdZt269/PJLAVmwML5b/sSbhKIhrcFS0clr+/BEi6+/77WcmOIawgtJKAvASIhdIK5EQlynkJFpVuAonDTD2BNsxYpVMm36DPn808+lYsXKuhbt4sWLcvTYCdm0eZvUq9dQ2rbt4K75DvDMJiHiiCZEn1ChQkVluYsfIfKeXqPz4af0vhkNI6HIjmmTWAANhPc/77TRMy5/jh8/IQcOHJQdO3bL5i3bXD5tle07dune/4ePHNV+PD+PyRMReY4fpB/lgMEM9nw7cuSYnD5zVs6dv+D8PKnNchYML1myTObMnSezZs+WGTNnyeTJU2TipMk6eDF79lxZtHiJmt1dtHipzJ23QGbOmi1Tp02XKVOmqrCdN5Y/R40eI+MnTNJ7EyZMllmz5jjNdrlsdHl79NgxjWN6EJJQFsDfrnSx5Q/zV8hIClpa4MnIk8bevfukZas2jogaS8NGzdSU6tQp0/Q+qvPUqTO0P2iGa55BTBRiYBWvffsOoss2EvzLCEBwe/bul+bNW0pJ1xxkU7smTZpLzZq1ZOzYCXL69Nlkld+r9JlLBFTchi6dIwnf0pzzP/7wo06kkaWvv852yEmjW5HAPjjEAZGQzmxeMGzYCBk8ZKhW4KHDhuv7EzbC8pH67sNR1x0bNm4qrVq3k1Zt2ktLd2zarKUONNSoUVs/JpUrV5XGzk3Hjp2kadPmSqIYZ2PRM/7glj4/rrE8plbtutK4SQtp3aaj+8B0l67dekqfvgNcfEbKmDHjZNy4CS5ew4S94jp07Crt2nfRHXgHDR6meTNj5kyZ45r0NOvnL1gg8+YvcAQ1TxYuXOTIZ7ZMmjRV+g8Y4spMT2nTtqN+3Gq4pv7wESPleMJedKSZ5aelWbCZB8yNuVuzeq2Wk6Eu3VICflG2rAzjn/WNZgRcnmc/EgJkfrNmLZIV/KvFgQOHZMPGzXLMfVl/dRXMhvu3uEpBf0zNWnVk2/Ydsn//QS0MwDK/bdt2GU5C+M3miCVLlpY7brtdcue8V558/El55OFHZejQ4YlGxex9OVp8MguQfCNHxgzTBzeatDiY5mYFnXtGPrgJEhAkhoY3Zsx4reRoWCVKlJYffsgrJdw712/QREcna9Sso8RHXxyz0lkhDgFABDNmzJJFi5bIuvUbZOfOXWoGd7eTbdu2yapVq2Wm01y69+jt8qejI4vOShpMwWjVuq3mV89efWSU01LQaOY5LWbixMlKMmgpq9esVdvex5wWfMZpSIyqUr4siXkniJM8Qhs7c/asas0pkWwQpMuFX3+Vk65Zjxa32GlR/foNkCqOHCtXqea0pRmJH1T6nUxL8iRk+X35R2fVytWCjenhI0YlXLkc+Ic/5jdH8zMj4PI5+5IQX7hrIaFoFZhMYoX+e+++7+Q9JaPW7mvLkD6wZzKDhAAFpFevvpLzzrvkjltvlVv+81/56MOPXSXbrvcJP6lQxoaEGjaEEBrJbwlTFwiTeCLBuTfWVKXAW7wgKbZlmj17ntMeOkqpUmXkp5/yOQ2khnTr3kt3pp07d76OQFKx2ZEWOeXSGw3URqGuFsQF0iD+wePV+sV7pCWNeU/8Jr6QBWli5AxOnjyp14MgjnQHQEIFXdO7ryMlSApAgEHgt2miQaSFhIKaFGUGIez01ptIOH9CEkpPYlrB4lm+8JAPoNAwWZFKM27cRBk9epyscBlt9+25zNKEkOXLV8pzzzwrDz3woPz7//3/pGTxUqqpmRt7XwqXVfzMAu+NxoImZF9nHwdf0XxcPClxn/ig6lNh2It/zpx5rtlRRwoVKqJaDsti2rbrKIMGDZFly1ckVrpIRCMLwuWd8R9CsfSye3aeGohnUpr5OTy//05/G6NXyTUNez8jGP776z4P7H8QxM38IO2Ip4Hzg4cOaX/Szl275GzCHDTKXxdXlr7//kclajQlgD8WBnGz+W5BXImEzL3X4E7pe/p4JU1buFY4f0ISSk9i+grsM9gym4ymf8MIJwj7mlimZhYJATSA/PkKSq6cueS2m26W1q3buHv+vgkwFTszwZedfpiGjoiMGKiEnAfjQjyC8Ro5crQUKFhYChcurqOYVLyJk6bKzz/nkyefeELuznGHvPjCi6phQUaW5mgPVnHxD39NzH9g9yKvURbwizgG7wHcc5/rJkH455OIh6OF4e/5/kLzw+LFM74c+qH4BN/UDyM8Or+HDh0hPziief211+Xjjz6RipWqyuQp0/U5iGjU6LGSv0AhKVOmvBw5elSfgyS5D5L8TkLammN/aJO2YIEi2gwkzmGfUAbgWkko6WvotaFg4SOT+HLYl59rVgGt4GZWc8zH4S9tAtEUe+mFlxKH6blH3AwWl8zERUdCdATTyWtpRhwiNZEgiG/xEmXccw1l46Ytzo2rLKvXyjdffys5br1Nct51t9zrmpv33HGnPPzgQ/LG629on0jkhFBfwf07m1jljwzXrpNXwXucW97afxPckse8i+W95bWd82yS++TzhJBgueEYdMt9QMczGs4Lz7+oH5U89+aSO2+7zUkOefed97RDHrJ3j8n8+QuldOnyShr4gf/4DfA3EmkhIUZYMQH7n3/9n655BJYeGQHnV0hC6UlQMpRORQqVZa4Vbo5e5ffNC/ynMABzm5l9QmDs2PFaSfPmzSd79uzTa/EAmkmdupeTkBF0EH+7NKLvo2mzFjr9gbV5gK/6Tz/9InfdnkP7utCC7nFH/ue45VbJefc98sOPP8nSZX63WfwPVn5Lc0Pwmp1b3tl1+2/n5GVQq+Ae+Wrlx0gEt5EwojH/UgNufPx9ueBjxuLSp598SoknT857lYQ0Hdz7337LLfKZI5GVq9aoezBn7nxp1ryVdo6DaHEyMDr22WdfyAineaaE1m3aqZtvv/lOWjmtGtj7ZwScP9mLhKgIJOCAgUOkVas2mkFpKRyRsEwIZjDXIv1K6T8LWIP2hKxw2xcQgeCoxBAa5/6re7lwHUJEWKOGH/SlvPrq6zqUyy6zfK29ePf4F+lPcvFu+cISPkf+U9nMDeHgzu5fdEfiwDtynyOd0bXr1NfRKntH8oDngH+vpPVSjFCx8Hba9Fl6n+Rifs3zzz6v5JP7npxKPpAQJMs1KmSuu3NqRzUg7YhHahpAENHuW3ySEF2DikRqfl3pWV8WfLmyNYf07xQsVNgR0O3uHe9R4f1zu6b2Q/c/6M5v17Ro3bqt5is4fOSINn9379mr+UD/muUZ5lS0TCWk++IlS+Wrr75VzYl75CPhW7k8evS4NvtYqN2+fSepVr2GvoelBWls70X+cv38+fNy/PjxRBIkPJqLKaWBCyt7klD/AYM140i0WMIygTVmkSQULOQ7d+7WOLbv0NlpTD1cBeut80p69OybeN6zVz/p3WdAovTp6/e3h2CbNGkh77z9npQsWUavcx/3PXr2UTfMZcGeEXGIJl279VL3CMPUdt6zV1/3v3+iEA8mXTL3pVnz1i6sAXLo0GF9B8AEwZo167imVf1ku20YQSh5OcIwgmKuTJUqNWTr9h36n4pFn9KdjmxyOS3gXtcUQxN48L77JVcCIVFBkRYtWmtFAkyXoH/uegNpQzkwQlm+YrW8+fqbcvvNtyjpIky94N0hX9KBJtrHH34s+/b7Dmk+RC1bttYP0IiRY3UEcdz4iTJ23EQZM3aCa3qNlmHDR8vQYaN05PblF1+WqtVqyugx45X0tBwm1ItprplbqFAx2bhxs3PbVgoWLCwHDx5SUgEUV6YO2Mjbvv0HpF27Di7PGuqABFMiuIct95TqWkhCKSRMZiGShNAmANd9AfRq+1HXFJk2baZOdmOEjQLEpDYKEbaQhg8fpbNqKThc5z6FjV1EMFMybPhIGTVqrLvunnFumDYwwj3HPSamMW8GNR/hPFLsOm7xK+mZITq7FhkwcLD07ddfevfu68ipt+4gglvmTxkuODKoVLmaVHdf0N9+Sxqity+oEa/lwxL3ZS5XoZLO4wGkT8sWbSS3Ix60ICofJGSaENc4Z14UX2rrMIXceRa/ryegIVqZAEuWrpDXXnlN7kjoC7vbvbMd0Ypy33OvNknz5v1Fdu/ep+QFoZMP9KHNmbNA1qxdL4sWLZVFi5dp/w79aytXrtHma2/3IXnNacx08DOqevDgYflD/fhLtm7bIcWKlpAiTpq5PGCg4OOPP1W//Kr/izr3Cg2U8BipZGIlHzrCYm0lk3iZFwXswxOJkITiTELYNiIOfC24h6SUWdcLqES2ldJvrqCWL19JKlepooQEeEcjCYT3N00IDbBkqbIydOgw504v6fKGF59/UXI4bSBPrtxOG7pLtQAqIxXxdqcJPPf0szphEFieomXFOn+vBVY2SBsqOEAzKVy4qBINRKRNsgQN8IE898n9ufO4aznVigNz0Uwj6dtvkPZ5Gkhf/IekLBywbNkK7XTu5T4kQdBX2aBBYx2NXLJkuQ4WjB8/Sd5/78PE/iMM5rFTB+ske/XpJ3PnLVT/GcpnWROTSCE3m0oQDDeIkIRiXEgtI4IkxDUjIUCcqJy02SmQ/OeeXeeauQ3C7gUBoZkf5k9agNuk53zY/Pf+JY3kGDj38fWduEwYBPQJVapUVapVrZ5srpJpQoj3S2+pJsBaO+wzsW0RgNBYAHuvq2wQzt057pT77s0td7kmGpWT+VDNmrXU9VsAv02CcbxeQJxpTnKkY5rmNSNjjAze60hI391pfmhDTEj9/LMvZMXKVQlPi87aZskQGrLPQ5/epC39Mz7dfblf6Mjliy++dqQx0F3z9YP8Q1MiD3r27K3uwL59++Vrp131doQDDh8+qruolCpdTqbPnK19jzxPmLNmz9V8L1OmnOxwHxaQUvlz7kMSiiUsE5KaY9Z5qgctfPYFJzMNvjAFyejyCmb3OCL2PNd476uFxcHILRi+nXvS8aSEO+uABBwp9NiXZp2TNZW4jluOCNf5z3uD/a45V7KUH6I/csTPd9m7/4AUL1FKiQeNANtNt/7nv/LIgw9LufIVEws65nrxL3LG8PUCy7Mgjh47rtMcmG5B39ddt+XQNICE3n33PZkydbp+zCAJFrpWqlRFmjVvqZsuJM+npBFJ0zznzV+omx/StAaWl4uXLJPBg4drt4B2aDsNh36dadNn6rKXM6fPyoYNm2Xp0uUy3DXFmrdopVrshIlTZOtWPzt/1ao1TosrphN3KX8plUEXXuaQEC/j26fJv+gGEob/FBi7R0FMEp8YBiuwJrgP+skLEmYwobmHW65RGYD9R11s4RIOWIZkNizuIKUtf/w7XZ5ZwWdB8DwlpMVNarAwU5JoboJ5BigDLPKs4iqGESdHyzfA+3I9eI2+i5q16umC0pmumXX27FmdeY5d8Lx5f5Z8v+SXihUq66gOo0CS8KqUHfwxv4JxSy4+34lfML2DcQDBZwxpvcZ74j+XiBdpE+nmSmCxNc9t3bpDmFZCx/ATjz0u7779rmoarLKfMXOOrnej/4UNL2laHT6cNDgACJN3s6OBZR8ff/yZ9gECixt1hDgDrlld45yPBVon5pFbtWorCxctlkaNm2ofEqNyTJbEqB9zm77/4SedaGr+mP9BOL8zi4QY7vNDcxz5wl+4gMmDE7Jr1x7NIFRCY17/kiRQUmYiPvO8KkmGcrRCQ6JYgpqaib8nTvrp5T4hk/pXzE8jIRawur/O/+QFL7Ng4YPM3ncsq0BJqEp1qVypcmKhtgKdGshnrEJCQthFqly5mrRp11E7QYcMHa4mLfbuOyCnT58z/rkMltZXCytXFsegP5xH3ge8E+WcD26Q1FID70h/CdoeTajtO3bI5s2b1RQIJj14Tzp5mU82eMhwJRrmTxUtVkJKu2YOq/ZZrPtLvgLuWnEZ4txgYsTimBasW7tePv/8Kw0rNeAf8TWQryzeLVa8pOTLV1CbaIRL3WZEtlDBIqrNQog0za2OR4O7njkkRGaQKVR45jxwBFR+GN3WsRAxiIIX5JyX5ZgkXkOKzFgrBEY23q+/ZcPGTTqUTGIA4oA7Xzh8IuAfzTE67niGcGIB4oiAbENCLl9r1KippjGMhMgPS4doCN6jn4H90pk31KNnb23alS1XUYeUa9SsK3XqNtRh5ilTpikxbdu2U20G0Y8ESTFkvP/AQR2xCwp2g3DDx1HXRbkPF/vFQQr8TyuRpAReATOwxAVzIxs2bHLkskRmzpglvdx78AFs0rSFNjmrOyKp7IgakyAVKlaRsmUrSOnS5bRDH9MhmJzBPAvmSNB0sBiAhYZOnTrLyJFjZfnyVYnkkxYE3dHv9tmnX+jIZ2rgGeoKeRcEVg2YHEk+mb90pq9avU6H9VE8gBF0tCi6+peJfUIuROYsoL6R2bRty5Qtp8xuFZ+CyX37T+Zzbi9r9//8M3nB5T7kZeYSDDD6d9/+oPMrAPfwD43MtCL8YYi5SeNmieQXCxCuvUN2ISHmBtV2FaZqlSQSsnSwtIiE3SOPyR8rCxRkhpDpc6AZwfAwc1Kw7VPbVdDKVWpoJaaZQB8K2wyVd022aKKd5Y7IsAPE2rRaterqanQWyfL1xlzHjBkz1bTHtGnTZfTosdK//0AZPHiI2ixChriKO2CA+6gOGqwWNMePnyhjxozVa+RvmzbYKfLaSgmnFRQtVlJH/ko5KefIpLYLu23b9loWWXaCBsTMZywCbN++Uw4dTjKwRjpQh066yg7h2CgYSUMy+nLsSYJjSiBdg+WddPzow08Sm2ORiMwn/Efsmh2T19nkzW2rdz4vL89z92zmNcfOnT/vVLYpOnGpk8sUDIl98vGnutDOQAJb4Qyep4RINublmdY/Z858Wbl6rU6M+/D9D+WAK6wgmIBBoI3xhbEV0LFAMEOzCwmRn/XqNtB+IbOsaEgpb/hiGvlwjvhCnuSeR7nGzF/sJDFSQ0cok/IggYFO0x04cLAuX5kwYdJlwryn7j16SffuPZVcWJXfp28/aetIrWKlakpmnrAqSQV3ZNYw852YSIkWhmBDnGuVK1fX/9Vc07Fa9VpSvXptvYfRM1b9E5/p02c6zWCT2pbCuBzTFSAS0ieFZFCQRqbtR8Jr956sLY2o8BxTQzDdr6wJ+S4Rq3M8a3nCOUKdNKLBHR8LBHDfk5J1tejlZHDxzRwSmjN3gc7SZYM/Mpzmz/ff59U1QLR/ARH0DO5fkiN9RmvWrJd58xbKvPmLtF9g/oJFukkb8yBwx3OAxMGwFJbwGjZsqh1ib7z+po56GUgg1O9Dh44kPgdoYzOjk68LcYgFCN/ikG1IyL0fZjyw/8NHxhBMi0hYWfDi85u89hXWF+ZgRUgJqdxScD/yeSoMRuowI7J33z7t9KZ5wTo2FpKquPsqgf9oJ4wkcbRrZ854e0ZXKl9Ewd7X4N/TazWeWLwfXLc4Q0w8E6xDvsJf3mwyBJ8HSkKffZlqcww/eQ97zuJKfiIWHveDR4uLd5tyGrj7mUNCfGWYxLRjx079T/u7ePGS+kVBQ2KdEV8vYLOEAbMrp0yZIf36D5Zhw0dp8woCmzJ1RuLMS8tUvirYUUb95l6fPv3luWeeVwLkxbH5O9hpPHScjRs/SZ8B3LsaQ/cZCQuHZgTWASlkNzIgDjRh+jY4B8HCmhq4n5Z8SYubrAyin9Z3jYarfTaY9qtWr5FPP/lcm5epIZr/qYUbeS8ldyDTSIhV4uXLV0wkjB07d0m+/IWkQ6eugqU8hmAhFquEFknYHfJgSJKtc/bu3a+rwFmvAhsDI44tW7bIN998r+Y1AdoNFuYwuUqHIOuYmM7+7DPP6ZIGQDCEGZJQbHAtJBQic5AeEspMZBoJde7STTv5DJOmTJOvHWGwIA5j7LSZmVvALFoqYpJ2c0B69u4n1WvU1Q69mrXqSt16jZRQDhw8qIlnFXfDho3y5Zdfa8ch18qUKeva7NW1847/jEpgCKtAoSLCJC4DTYSQhGKDkISyHrINCbVq1VrXvIweM1YwDv7V19/IBx985Nrbx3Vm5y+/5Nf1LhTMYKGk027J0uVKVmyFghmHGTNm6+QnVusGgYaEvZzSpcq4plg/NereoUMnvWeJvGPHLt0OOWi0iYofklBsEJJQ1kO2ISHmDkA+zH9A42FmK0QAkUBCzHOwLYpJEBeHxB71aLBEwx2JCOgUGzhwiNofZoNBhl2ZnUmHGO4R5mcwdZxRE0OoCcUOIQllPWQbEqLAUcGZPs4GcVQ2bL2QAKw3Yf7EocNHlFToB2KkA/IAuLXhWOthtwJsBMO1S5f8UOD27Tt09IyJZjTrGPEysxH0Kf3stC6MMgGeDTWh2CEkoayHbENCQfDCNs+Bcwx2V69eS4fOIRUjGgNuEAjKD8P6oUrcQDpcB5g7CM6fMELjWfNv27YdOt9j4qQpideMhJiBCmEBnokFLBxICGNg2YGEGKJnUqD1+/m8DUkoXogkIeYJYbcqXogJCQXByzPkXrVqTZ0Zyn9IiAKa0YUS/xi6ZwNC+o9sESsVAKtydJybGc3MBnEJEi2zabFsaIR6o4Imc6PGzdS8q41ukg5GSCHiC+YJYcqDj3K8EHMSAqznYSIik8IAhZLKmFEkhD9Bv4wAPAn4rzDaGOYlYkVCIBgnJlRmBxJiNjO2bdiF1SYrhiSUdQAJsYA1td02MhtxISHgZ5Imt/KWkcBfKniwkltYVACWbbCU4GyCMe5YweKAGRHsR9/oJHTJ5TPbMbPbhvUJhSSUdcBSF+wJsaohXogLCVk/CBUyKBkFr1n5dq8JFcDCpZ+JJiHLPWx75liBDnfiwQp+dhK90UmImfHRtvwJSShrgAWsH7z/0RVX0Wcm4kJCkIJvGvlKmZEEBKjYpmXhNUf+Wyc2WljffgN1RvepU7EmIV8BmzRpqosbb3gSuvi7GiKDhCybQxLKOli+YqW8994HMjiFVfSxQNxIiFEujqaxZAYo7GhAQf85p2+CxbVeE4ptc8xXwD+kYcNG2UMT+u13NZORnIR8UzlE/MEW2uziihWBeCEuJBRPQEpUAvbPomMam8TANLPMhJEhWgC2ZLAwwMjgjQymQLD5oVmxBKRDLNI7xJWBIbg333xLzY3ECyEJhSSUqYCEsB5o9rwB6RBqQlkDIQnFASEJxRa//vabsIMqW24bQhLKOghJKA4ISSi2QBNiO2K2JTaQDmFzLGsgJKE4ICSh2EL7hGrX0ykJCa8fklAWQkhCcQCjcZBQrziTEOvWOnTocsOTEBsMsE6wQf2G+t6kQUhCWQchCcUBVgn69x+klSMeq+ipjPXq1ZcWrdrccCQEuQTTkmUx7GqB5mdrxzJzWkaIq8OSpcuUhNjxI17IliQEWLZRs2athE0T9VJMQCVlnhIk1Kx5K/njBiIh0taVpWRajpKQI3tW0RsJ0SQOET8EPwCLlyyTt958O8Utf2KBbEtCg4cOT/w6hySUMQhJ6PpASEJZBEOHjVSjZrayO1YISSgkoXgjJKEsguHDRzsiaCB+PVnsVKGQhEISijdCEsoiYA/vhg0ba8dwMFMyG1RQ7ZiuW0+aNmt5Q21+GJLQ9YFgeV+0eKm8+cZb2W8VfTxBBiBsSc0wue8Tig0J+Ur6t1bMRo2b6Cr68xf8FAGDxe96RWT8L5y/oNswMR0C8gWQFGSV0ntyz9wGkda0CboLuuc8SJAGrqXF3yDQoBlZtfcIisF/cPw+8in5b8+kJQ6ERfmxcwPnmKcJXksNwbDY/+/99z6Qfv0H6v9IWNyC4H9GjnC6eGfPjmlGx2rVqqOrvDMqMdOKkydPq2nZ1m3aJ5qcDSIy069nsK9clSrVpHr1mokaEOltZlWiwRdyb44FsfzhGucmQZCOV9oW2oD2m9YKGwTxsikVhHOl6RVEhWeYlxaE98cTCvHgf7R3MnDfjia//+43jbDrpBNH/OA8tbiZH2DN2nXyySefSa/effR/NOCnhUEa8+FOT/qlBOdX9iQhbOqyC0SwkGc2rOlHJmJGpHkLv5QhWChArOITC6AtMGO6Lv1vySpwyoXY0gNJS2GnkltlpmKTvkySPH/+vJw9ezZx73g00AsXLuiW5EeOHNWtpw4dOqznhw4d0W3F2XueHXzXrdugRuA5bt68Vbbv2CWbNm1xzZclsnbtevchOemI76KcOXNWw/Ak6EmTWeLYqSIOxAt3VnGRjMxf3oVwrGwBS7uUELy/es1a+fjjT6V3n776PyXgt8Xfp7M/zwg4f7Jpn9CosdKoURNNyFhV+tNnzsi0GbNk8uSpUqpUGSlbprzuArJr157LCk2s4pTZoHJiX7pJ42aJxMO7pVZJyBP/NffuIRYsNFLZqPCnTp2WPXv2qFXAOXPmycxZc3SjzMlTpumoZ4+efd2XvZ9rYgxyx/7ufx9hDzykR89e0rNnb+nWvafuEty1a3fp7s67de+l13q4ezw3YOAQ1Zbxb+jQka68jNMyw4adjZs0k06du0qfPv11Pz19tkdvV5H7u+eGuqb+SPeRG6MyeMhI589wfXbylOkybfpMmT17rsybv1AWLFgkCxculkWLlshiJ+zDN99dV7F7i5eqLFmyTLZs2SqHDx/RdIB4IzUsw5XSl3t2/0okhF9WFn2++A9J0I9rRbYjIUvQRE3Ifb3sWmYDA2p16tSXxx59THLdk1Nuu+lmeemFF2XZ8lUJLjxiFZ9YABJip43GV0FCaBSWBmyWOXfufOnYqYsazEejqlO3vlStVlPKli0v5cpV0P4mTIV06tRZ+g8YKJMmT5cFrgIv1sq7XLZs3a5mfE1TIU5oJknNC79/nf1Hg7p48TetdMQTt7bVFPfRpiBC07B2uo/IylVrdPOGqVNn6tbjyNhxE2WEIyIlsmEjZPjwUSrduvXUBb2sp2OaCM1V3qVkydKqIZNekF3bBMJjzzbes2xZ964166gG3d2R3sSJk937oZmtlR07dqpGF7lLcTQECSQtmlC08kh6oOFlBLItCQ0e4icrxqpPyMKY4r7WDz/4kNx52+1y239vkpeee172uWZAEBn1hckK+M0VVIijfoNGyZpjVOiUwH0IA6t/zZq3lGLFS0oZpzVSaVu2aivNXCXs6TScefMXy2FX8XxT5/I0o4kC4USGhdtgGhOej5NvzqUESCoIy9Orgd9Dz2sUvtl2WrWbva5puHv3HiUSmli8E3FH86MP8dixEzJr9nz3/u3k62++k/c/+EgqVKgslSpXc8RVRcqWqyQlSpZRskejIv1SQiQJffTRJ6lqQsRl/4FDsn7DZteEPRAgbz/aea3IdiQESFgM3fMFoiBcqSzhnkJD4gf7MrhuGXqlAmmZvtV9lV9/7Q3Jedc9cvcdd8qP3//ovrwX9J7B/OJ4JX8zG5Fx4Jw0iLwGeEerxHYNkkdzacB0iAQyoBlhI0YI51RMKp1h0qTJunMuBIYmhLYxavQ4KeEI6YvPvnDplle1iJkz5yjZAB++114i88SupwZ73mDxc2d6jHxv/kcjLdx4oktye7UI+otmNnLUGCnu3v2dt96Wp598St564y3dQGD1mvVOC9ql832GDRsu9eo1coRUUYYN95sZkjZGnpQzeyd7jxUrV+mWP3379df/kIvds/QiXzp07CKfOI1p0KChrvVw6bK09O+clHaWlly/Uro7d9mzTwhD95UqVUkTCQESFCFBKXzWERgUA26iCTh+/KTkz19Qbr/lNiWhFi1bpeoP4XC0e5xbXIJiYUS7Z2L+AI52LSXhPuEjkW6D/tj5X38laR50SHOdr2XtOvVUE/rzT58GXLcKjKDaE4aR0MqVq13TpJQ2SdjaG0yYOEkrwe033yL//d9/qdx5Ww75wlUgPiiHDx9Td8QtGGeL2/UCNBjeAeIg7mhGjFy9/fa7kuPWW+XW//xXctxyq9x1ew55+eVXpGu37nLSaVOAVz185Jj2jVWrXlPmzVsgf7l0huQhRNLZ8s9ARzuaEH1jgHQzIjJ3aKRMaLzdhct+eZa/uLMPCOe4J/74Qfx/TWga+o93yqN17vmQhK5UTqkwJK4VEDKIhDfxpJQk3I8Uy3wyrW+/AfJAnvvknjvu0r6C1BDNr2sRQ7R7VyPAE8ily9LFjgBiYRU9/RqmvnOfdAqmn/mJe4zilytfSXfPBWhC77hKeO/dObXy3Z3jDpd2d2qTFiJ/9unnZLTTkgwUeq+JJJHl9QPKitcOAU2rV19+VcmX982d8165795ccpc7h5QeeegRGTRkmGqZVtF55T59B2p3A31hpAPlHNCpTX4Z2Pzwhx/yaj+VaUw0Ee2cD0f79h0lf4FCUto1ievVb+Ce901FIyHLS5/v/qMShJFaSnDPhiSUWjm1xM1IMAT80gsvyZuvvykbN21JuHpjwCoPBZHzixcvSeUq1bXpGzSbQsE1Yua/pfFGlzYVK1WVqVOn63+Ii878e+66Szvz70ogoAfuu1/yuMp45623aQd/pcpVtfIA8syOGZ13sYBPnz/l3LkL0tlpKPfnvs+9402SxxEQJEQ6cA4h57jtNsmfr4BOLQCkOe+9ceMmKVGitCxYsFj/c93S3TQVyGiu05Y+/fRz7RMirbmXSN7ut337Ts2PyVOm6shf/vyF5IROT/D5C+mcPXte3ZvGwz36t7Zv3+Hy5JTGC7+N2CLh4heSUGrllBEAMoUO1qNHj+kW1gcOHpK9e/dpIu/YuUsTnEKwa9du2elkv3PDnJOgHDhwSN3hZu68he7r9op8+813sn7DJvUT/5i3wvn+A7j3zxAWRzoEuX7w4GE5eChBOHeCG+4RDs/j9jIxf51be0avRcTTRP1JuE/4e/ful1279+p8mc1btsq2bdtly9ZtssHFf4Mr8Nu2b5c97h3oZCW9+PohfHnpOK3sSOJCwtfYKoOB/1roHUaPHivFXOXZ5dIKnDx5Sn75Jb/kvNOR0N33KAFR+XLedbdWRv7TPPngg480LsD8ooLY+fUCI3FAehcsWETfF7H3RxPUc5cmd+bIIc8+9YwsW7ZSn4EEIJfDhw9LkaLFtCk8a/Y8nR5AvxJNtTFjx8uQocO136hFy9by/HPPa/4wNWHNuvUJ/vj8mTZ9hm5UcOjwURkxcowUKlxU+zV9HibF1dIZI4HduvVSzalwkeLSrkNnHUGkHgU1sCBCEkpDcwwwaa1e/Uby2Wdfytdffys//1JA8v70i+TLV1ATu2ixklKkSAmX8cWlVKlyUqp0+eTirhUqVFRKuiNrqZ58/Al58cWXpXTZClKsWCkp7ioexyJFS6h/hQoV03Ouq79OGP0oW7ailK9QRaVcuUpSxj1fpkwFF0Y59+Uro8+YexP84z7uaeaUr1BZjzx7WTwThHginKOGEzZ+F3CV4scff5aff86vR76i7Fv1xhtvyltvvqPb+9CJbICEKjkSYsttZk+DYAGGsOzrC2l06tRFwznmCi44cPCgvP3WOzqSCBGh/dzrKiDNMCojAgnRWbtk6XJ9Br+Q642ALC0MO3ftlffeeV/+87//SiSfnO7djYD4f8t//isvPveCrFm73mmavyVqG5A4ZbFBwyYybdosGTZspPTp0081munTZ8q4ceNlzJhx0rx5K3nqiSelgNNwGPbnIwqIC3WDVQVvvPGWjsJ95vIa7X2688/Ah4p5TXRwg0mTpsgXX3wtAwcOlsmTp7i68p2SHiA/ouVJtiMhS4Q+fQckjo6lBjKVZ44fP67D6x07dpIe3Xu6TB0ho0aNdpk5QScfTps23ck014xw4jJ6SlSZJjNnznbt/EUyZMhQGe6+RGQUI0GTJ0+WCRMmyFhXMEaOHKUjHSNGjJKxY8dpOKNHj5EJ4yc6/10hcmEhhDXFPY8fzBmZOHGS+hEp48dP0PApfMiMGbP0SJwvj6MX4oNwTjgULl9wx7pwJur1CRMmamHr5poMHdp3kHZt2rn4TpAjR3wnMekG8VSrWlOXbVwM9Am5MqfnNNuszwAtoFXrNo6wy8qphO25T544pX0WEM/9ufL4Y+48WhGphGgIt7vm2Afvfyjr12/UZ/AbPy0My/MrAXdpcWvuTNJCekG3QXd23e7ZNcC8MjqYIVzr/0L7y+3ECPj2m26Rn9zH8JDTQE37BLv37NZm1HzXHMM/a4ZFgvlU7MBKBzcTQnFHmSftevfu7z6yBaRxoyau3HeRcu4D+MxTz6oWBdB6GfkkHCaIMqN81arVOnkUMMDw3fd5ZayrIyCo5QXhwspeJGSFgBm1dJYaCVnGR8IKRoirB0lKE6wya8eq1ZDfEyqIVQpg/RBco0N2pCNctDYmGgLSny/2Sy++pNMaaIahBdzrjlY5H7z/QWnfvpNqXQCNiny1CpkWWLmwuEUTg7mLJqkhNTfBe6SHErNLj7lzF6j2/eB9DyRqQ/c4uTNhhOypJ56SPk6rpx8GmB/z5i9QAtvtmnQGiCUyDkuX+R1YbQErbkg7zL4WdJp7rz595W+ecXGhWY4mzjA9YMi/Q8fOqmnTsjh27Lhe58jgCxr3QOeWpS1hcyyA5CRU54okFOLaQPpWdqp8SiRkX12IAxw+fFQ7siu65qZ1NDPszHD9Qw88JHfceptWPjSim11T5NGHH5UaNetqBQHkrx+O9uQGrOIFxYB7wudo8H4kF+KHu+CzXCP+hBMkK/8+Qbc+TO9P8rAMwXhx/88/fYWlAo+fMEVHB3n3HE5MC3rhuRd1yciJE6fVXxuVwhs0/b5OiJvF0bT6pHh5e0I0d1l+gh+AAQQGTGbMmK39fAaeo39p1eq1ej7VadLjxk+WGU67p2+JkbgTJ0+p2RZmeKP524fAD1REX53gwg1JCERLnBBXj8h0vDIJ+dEcxJ5ds2a9fPnF19KwQWM5lzCRk+F6Zk8zXP3EY0/I888+Lx9+8JG0bt3eNUUOqxv8YG4KhR2tiIqHn+R5NLFw/X/fRCQ+PB8p+BV8Nlp54ZqFB0EluffXg/e9myTCsmvmD2FyHbBMhGUgVR05v/7qG2r/h9FAmjmQFO5+T9CE0IgWLlyiS1wgC2BxRxvB7yAgoaBRM7tvYVs8bbQT+ftvT7YsldEmn9O6Wrum+O49+1wTrq+87PIIUlq82K9948MCICR7xyCc/yEJgcjMCZE+RKZjaiQUPALrMyCP6I9irRTEw6Q7/OELvWr1Opk0eaproo3XkUUjCE9m5K3PXyqOPyav7P6/d0M4Vh4Q/EKDigbzyzQKmhbmH/cSXKl/XCM+uPWaUZB0gu6TI3gd/wnHyBGwMn/1mg3aCX30qG/6GAhv3foN0qZNex1wGDJkuBIxfhI20CZeRNgpkRBLR4JNPOLD+wDLM0YjscnFVADmuzERt3mzlpI370/aBC9atIQOVPBR8USsj18G934hCYHIzAmRPkSmY0okRGWkclnBBv4aX2xf+OfPX+RU+/pSvnxlqVe/oSv0vuM5EunJOioSlfSMmsLwi1WvFqbhZCTwM62AeLZt36l9Zix6LV26nKb1qNFj1GwJsPIOOAb/g0gSMsKCjNF+7Ggg3SAoQPhMoWDInmF4iIrpH0zn4MhyEixEUAYsv6MhJKGQhDIUkemYGgl5TSFpEh0VkELPkeuQBIs3GXpnWkM15wdNgHbtOkifvv1k4KDBMmDgIP0Kj58wWcaNm+iOk5ymNE37KbCe2a//ABkwYKD0de579Oglnbt0lQ4dO0mr1m11RnGFCpV0GBo/e/fpp5URvy6T8d7fRYuXyfYdO3XC3u+/+85Wlk0wn4pKt279Rlm2fKUscE0iJgIyOoWVhK3btqvtIrQFOnQhWt9Z6/tKeF8qKe9M05MFq8wd27R5q87DWrFyjWoea9du0HlmzPHBPHEl1xyqUrWm2itnBJMFvWRBMB+szHMpSChASeitd6R/wuaHuAt26BMn5NdfL2oe+bzyccUvOqG57t16jY/7keBdo10Hzq/sQ0JJmfGPK8DD1GwChSJExoB0pXDa1xRQ4TC7UdNVdGvq4MY5TcwLE+DPvZsgmCg6Z858RzqDdQtvbAR16dpT2rXvLG3bdZLWbTqoiYvGTZqr+QtW27do2UbvdejYVTp16iZdu2EvqI8jm/663gzCYRNMOmWZI9PRucHapfcjuTRp2kIXjKJtYAuKhbVtHXG1bNVGN0xgpJW5UKxsx03x4qVUijF/rGhxdyzhrpdV0sP0CItvMSXDwl6WqTRt1kKbnhALTRwIt3z5itrU4XmaNkWKFFepUtWRccu2+l7YHNqzZ1/iHCxDMA+S0jb5dcDaMeYBmSYErJ4EYR8Jg92HTIPkEnwOUgJc4zzST0O2IyF//Mcl+nC14ULhDpEx8IUtOQmlx9A9/qDqU8CDZGRfWo5oIFQ8SM4sJqJFsOL8nBOOaGH0I6k4vwjf+jb8V937y5HrNDMYkePZSMF/5ooxF2nO7HkyZep01ZBGjxmv867QKJY7DWjtuvU6X2bbth1qkXH1mnWydOkynR82YaLXqtjphSUQg4eMSDCANlpGjByrfuGG2c3Tp8+SWRg/U21qoaxYsVL9X7ZsuWzZsk3jSdr4NEleuUm/SLJJCZAQO7Da3J94IFuRkDExGceXkElxNrchxLUjo0gI4AfqPuSQVlAZPUn5OBjJXC149nJJ7hnXKEfAV/q0B0a8cM/RyqThauIc+ayB6yndA8H7noTevuJC6sxEtiIhA5WAdTIlS5YJSSgDQcHOCBKySoLgl1UY/Lb+CLseKUF4ovBuIwW3HL1WlNzPaOAe2hlHEN2df3/eL9jPY35fLXwcfVMGsTA54rfv34ke39RAXCw+Cxct1uZYqAnFCAzfAjKWmZxlaI6FJJRhoHJEVrj0kBB+UImDFcxXyCTiiYRVrKDgTzS3BvMr0s/I60ExvznnPSACwgnC3EEUnoySExyEgobHvaDg3qYYmB/4HZleXDfgpfmbHrDu66UXX9blN/GCe8fs2TFNe5yOv8j5FiHSD9KVShOsJNeiCbmzqH4Cc8P1YL7aNY4g8n5K4B7xggiiwWskSfG2cEzbCYZpYXEteA/yQZviGudc94Jbi19SPM0PhOcIy/wyBM8NXIt2PRro7H/umed0FDFecOmRPfuEBg8erqNjJ054eychMgdUHmb6li5VJrCANXrlSQmpVarU7oEr3Q8iLX6lhLSEgZO0xiUSFrf0Ph+EERtgbdozTz2jI4TxQrYnISZbhcg8oF1UrVJNihcrkUhCICMqU4j0ISShOCIkodjDSAgD9SEJZQ2EJBRHhCQUe4QklPUQklAcEZJQ7BGSUNZDSEJxREhCsUdIQlkPIQnFEUESGjRomA7Rh6NjmQs/OlZNtzgOkhBD0iHigyAJMUT/9JNPhyQUKxgJUQH69BmgiwLDeUKZC9ZssYoewg9u+QM5hYgPgiTEGjWMxNkq+nggJKGQhDIVkFCF8pWlbJmycv5CktmUkITih5CE4oiQhGKP336DhCpJmdJlHAl5Q/QhCcUXIQnFESEJxR5oQhUroAmVS7b5YUhC8UNIQnFESEKxBzaBMNBVqWJlJSQQklB8EZJQHBGSUOwBCWFVsUbN2onEQ/qHJBQ/hCQURxgJcezVq5+a3rTdQkNkDjBZUa9eQ92B9dIf3kBZSELxRSQJPfn4k2o2N17IliQE2DSOuSsYHwfBeyEyDn/LP9KgQSMpU7psxF70qZvzCJF5CJLQtGkzdRfXwQEb07FGSEIhCWUq0HrY1YJV9MGO6ZCE4oeQhOKIkIRiD0iIplihAoUSd1MNSSi+CEkojghJKPb4yxX26lWrS8H8BeXsOb8hH2ntypyeh4g9QhKKIyJJqFSp0nL48BH9H5JQ5gBNqGaNWlK4UNFkkxVDTSh+CJLQ1KkztGM6JKEYwYiGisFmd2xIxy6XITIPpDU7nBYtWtw1x5JIyCrB1YJn0aLwN70IfnCixSWluAWfC8L8QIKG6lNCtPvmB0ezWx0Ju5dS/NIKiytgb7MXnn9RhgwZpv/jgWxFQpbwHLt07SGFCxeTffv2uyvprxQhUgfNsVo1IaEScvq038P8WmAVEU2KPKOyslMFu14w7M99BHDPS8rG4c0PjkEhDDZWZNGtOQ8+Z4AMcc89wokWN84NuDMJAn/8xoz+GZ7FzW+//ZYYD7Zn5h0tPNxF+pMW8LzFiX3H3n773XDfsVghWBjatuuoFQN7Qn/+6QtxiIwHFbNmzVo6OmZ9QulFsPLaOZXVV3a0h+RkY5UNCT5H5aVCk++pwfuZXCOBDA4fOSYHDhzULcSt3OB9IOhEBOMTCSOwSK2OR36/yMaP7Bh7KZGA7P2Ilyc7T7pXC56x5xYsXCSvv/aGDA41odiD5ljZshV0xrQVhhAZDyoOe69j1OxCwip6cK2VxxD8zzkVE43i0iW/Hxh5e6WwuI0GwuzuX3/9VY4dPy6rVq2RseMmOg1hpAwbPkpGjhwro0aNlc5dujtSraP70bODL/vGo1X36z9YBgwYIoMHD5MhQ0e4Sj1cBrlzjOfxPNs8T5s+S1avXisHDx5S7YZtqtkGibC9BuS1nCBpgtOnT8upU2eUjLhHml5LecVv858tpl8O9x2LLSiYoH2HzpI/f0HZvWefZmqIzMGfLm0Zoi9ZolSytWNXIoYrAXKh0lpzB42Epov5+6fL59+d9nDm7Fndt/3EyZNy9JjXYHbv3iNr167T/eHHjBknffoOkI6dukmbth2keYvWUrNWXSlTprwUL15KypWvKKVLl5MiRYrrDPuaNWtL6zZtpWu3ntK7d3898kzTZi2kWfOW0rBhY10rV6p0WfdcWalcuar+5xzNu3z5SlKlanWpXae+Pte+Qxfp1Lm7dHVEhvTo0ceR1kiN26ZNm+XkqVNKqkHwvtZ0Sw+C6c9e988/+3y471isQLrz9QGdOnWVAgUKyY6de9xXyXeYhsh4UFGqukpXqmRp/eoDKkB6v+RX0lrRMDZt2iJDnTZCHteqXc9V+hpS1RFB5SrVpELFKlK+QmWp6I4VKzlxxyrueh1HCk2bNJOOHTvJxElTZeGipdpfeNaRGJrLzl27XfPrhNOWvDaSUIe1mWQaCkATO3f2vBw5clQO7D+oy4LOnDkr+935SqddzV+wSGbMnCOTp0x32tUYR0BdpV79Bmp9kmZro0ZNpGnT5i7NakiJkmXctbrSq2cfWeA0lu3bd+r7XSuCJIR5Vywr9u7TV//HA9mKhNCCRo8e59TsCdLEfbk+/eQz9zVqJQMGDkmcSBciY+FJqJo2X35P+KJTAciLjADEtteRxcKFi6Vbtx5O66ipzWw0mTp160uHDp2ke/eeukBz9JixMn3GTFng3K5dt8FpRHvl4KEjqildvJhketZAPY3UkiFB4h6M/19/RdfscIOmlhogrQsXLmhT0LQ7pjIcPHRYFi9Z6rStvkqUxYuXljJlK+r79erZW9asXZ+oWV4LMO/62COPSc9evROuxB4unbITCf2tpPPcs8/Jc888K3ffcZc88fgTTr1ul6ghhUg/gl9YwyVXqapUqar2hDgH0dwFgVZBhYzW8Xrm7DlZtXqdjJ8wUUaNGiP9+w/SOV8dOnaVFi3buCZNd5k1a7ZqDdgPhwRTCSoqvKbjR7usnyYauG79M/ZO1kTy//U08V5qsPvevyS3nB09dlzWrFknc+bOlYEDB0nr1u2kc5ce0rffABkydLiMHTteNm/emhi2xdfCjRRgJMoQ/bOuLgRJiHuIubd0oMVwwREk4UQ2EaPBnvfp5EcMo8Hdy159QosWL5XHHn5E/vM//yM3/fvf8vqrb8iWrdsS7oa4FlhlDALtp0rlqlKubPlkJJQauH/ixElt6oDDh4/KsuUrpXuPXlK4cFH57LMv1DzIrNlzZMOGjbJly1Yd5Qwa0k8vCBvys/NgXKmI+/cfUM2Lymj3ghXMa0pJpHS1wC870vSLhtOnz+pM/+3bd8iyZculZau2qi0NcAR16vQZdUNcLQ5BIW74be84Z/Y8efXV16RP3376H/AO5t7eC7KiWT127AS9RhM0tRHlYFlAG/z116QmayRcfLIXCR13hfvrL76S22+5RXLccqsUL1b8moeOQ3gEC54hPSQEqID0x0ydNkM7cT/9+FO5P899kuPW2+WOW2+TDz/4SJo1b6H9K7/+5rXYvxMqmK/ANG+SmkxXA6uA+AOIy5q1G6Rjxy5SxJFgvnwFtB+HEbA9e5Kqjr0XFdwqeXrB80ESQvuYM3eedoBXr15DOnbqIlu3btd7NCd79eqj8WKk7sL5C4nvECmQkNcOfVxnzJytkxV5Hth1YKRB/1YZl3935rhDt8lCC+JeSk1N/CD+DBR4t57MQhIKoFnT5nJf7jySO1dul5mdE65euWKESB0ZRUKQBxWFCXQ//PizvPzyq454bpW7bs8hue/JKffccacS0Z233a5zXBhdMuN05jUVJL1EQPzoa+J49ux5GTlqrOT98SfJeeddrgl/p9zjjne4Dxik2KxZS6eZmPbhJw+mVkHTCk9kngTRBBmFe+/d9/W9iccjDz0sX3zxpfZnMq0AzaenI5Jffskvy5et0OeiwccvKf2nTJmuHdPWHPvbES/xh4At/ZhN/dVX38iXX36t6y3pw0oNlg4IGhNxC16PRLYiIUuASZOmyuOPPiYP5LlfJk6aotdCXDsyioTA9BmzpHiJUtK330CpUaO23Pzv/5P73YfjUVf5ct99j+Rycq8TCOmVl17RYW1PHBR25gox/yZ9JEQFtJG86TNmq9Z16003OwK6Q+7LlUvJByK4/eZb5EWnRUyZOl3d0jwhDRBrSqYXlkZnzpyRfv0HyeOPPCa5HAHf5z6cvLOF/9abbzsimabvPG/+Qk0zmq4pITLtJ0+eJs8/+4L2LxmIu/X50IyqVKmK1K1b3xFVXylUqIiOFBpBRgPvT9r7aQTRl6AEka1IiMQBx44dl28cs7//3gc6nBsiYxCNXNJDQseOndDRLebdnD5zTuq65tgt//mv04Lu1Q8HlTB3znvlofsfkHvvulvv/fDDj7J123b122sR6V9jRaXhWXYKYd4PGhiVHtK7253zHxJEK0Mzql2nrvzhKuVfLkzCzwgSMmzYsFm++OxLuds1hR5w5PfIQw/peU4Xrmll33z9raxdt142btziNKECMnzEaJduZ1VDO3nydDJhmgHNN6YN0H/EJqCPP/q4tGvfUedU8e5B0li8eKnUqFlH+5+mTJ0h77z1rixctMS5ST1tt27z7ncnNFctTaPB3bt+SAg10lQ7XurcufP6xeILBGPTWch/GNhPdac9mpSgVvjJhCpVq0mRoiVk1aq1ql6i0vJMpOC3DyO54Df9DhYf/A5WLuLHYkaDn0x3uf8IM4kZnaPQ4zd++ibJn4H/qVfcrIDIgklyYE2RDk0m69mQMoWR9yGNomH7jl2Sv0AhHfliZOinn35OaArdIQ86EkIbgBC4ltOREE2UJx9/QhY4TcCygDRLyf8rgbjhzyHXDPrqi6/kkYcfljw5cznicaTjCOAeJ0ZM9CvmdU1G3AKvAbDEIn1hWzmy50eNHpNIvHfdfrs73qUETPjEBXnQkfGYsePkT/fOLVu2kY8/+lRatWojvXr3lR49eyeTnj376Gginfy9evfTyZOQ+2effi4dOnZRIgem6QwaNER+/jmfTHIaUwNHyC8+/4Jqh4CySVx37d6r85eoEwworFixSmrXbSCFixSXnTt3q1ve57omISLPS/DC9iIwOSo4bVQKOTNZmZlbvUYtqVuvgTRu0kyaNG0uzd3XtKXLkDZt2+vwfAsnuH3lpZfVwDcTFpl6z9ICfT5CmO2K/5HC6AxfQEyX4id+I+3dF4W5Kcyq5bxb957aieg7FC/3n3Dxi5XmWCBEiA9Sv37DZO9BwULwt0vXbtK5S9qlW/ce0t0VPuKjx249VXr36a9NHmYNp0Vwa0sSaCb0cIWaYXFm++JX1249tJ9ihyMSKjJEzSRB7UtImAbh89Or7NFAhybp2rptB7Vy8O033yrRUPEgALQfCEC1EVch6Rvi/7TpM/V5/KeCXOlrHQ1Wxoj7vv0H5c3X3pB7XHhoHJ4IvRYGEUKAN/3rX/KJq/Tbd/jKRkVMqe8jLSBNeNaeZ44T/Zf33ZtLw4eMEN4dTZA0eeiBh6RV67b6zPKVq+WjDz+RkSNG6Vwolp8EhflF69z1NWvWykrntnPn7vLaq69rk2vZ8hXa/AP4tXHTZilbroJ86giKOVeQ0ROPPpa4zgyinz17rlSoUFlquXK7zWk/+/YdcM22fu7D8Yu84dJuy5ZtWndTw3VDQsa6Bnrs+VKyvXD9Bo117gRDlRBBo8ZNXaLVcyRRTxNHJaGio163aNlamjlSgNkbNmqsan/z5q0cUbS8TJq565FCGDzLLFxIhAqDv8x2xS8E8uDYysWreYuWfiZsNP/12ELdN2rcxPnbSOo5Eq3nCAiyZNo/BaRCxcpSrlxFLRSMVNBcKVOm3FUJSwlKODIoUqSYkm/+/IXkl3wFVIVPq+TLV1AKFS6qz37/fV758MOP5c033tKCzBqkxx95VL784msd1UKjQNOjkLJsI0hCSGr9ChBbw0ZNdR0Xz9707//Trz4ERIWkf+Qu9x9CePjBh7VCzpo1R581bSRYXtIKnrFKw0TG9995V8MmPNWCHAFABnkSiOjm//uPfPH5l7LXVT5gmrG949UiMt69evVVTQgS1nfP5cgoQIqQ0H258jgy6arPMTObiaHMK0oLWM9G3tle9KQd8YZMW7RoLSXxyxEXUwJYZ/bTz78kDubQtMvnygRlsXHTFo6churztCzGjBmvm14SH0vTlDrrrwsS4iV4Ob5sJA7giEEyVjLTlOGe3edlcY9QKLhGc4gM5l6kqk6ic93cBAW3VJZoQgUzcvThJ03wskJo/4lLpN8m9m6IucNf/D979pwOVdOE5F2Pu0pJ5qP2Xo2wfICCdPDgYZ3nQuciqjKqNO121tClXfbqswwRr1vvvrar18gK91VdunS59iFwfur0aU0P1PRKzPjFxnSCUTOukzakYUqYMHGy06Cqy+rV65zm10lu/e9NWunQAKwpBBFADP/933/J1199o/0WgDS0tL9aWN5xPObSuagjbMLOgybiKj9kZBoJ/TJ3uriwpxpdA8DKp5WHqwFhWhmyZydNmiIP3feA3OLIDvKlc14JyOLijvfnvk/XmlFW0WTate8gM1yTyTd5fTy8+L4qyrmRJf4//vCjTrP1Rs14d8BkTz40aOGWjKRrNae98zHneaSN08Boak+aPFU1IcosmDVrrvt4VpU9rrxcCS5uWZ+ESEASAPgKe3WZGwSJTEEhsay/yArt1cL3Hfgc4tziCOx6WkDYQbKz88g4eT+vvmLFGhR24vqHS2f6dMo57Q3t62pIiMLLui8WGi9ZtkIKFizktJ5cksNpBIlNoxyOCFwlfO6Z57R5SLqRRPhP+Ph/NfkAfD76eFFOBrmmx4svvCj30h8E6bimHxoJHdR0iDO8zSJYg5VN0gC/rgaW3xzpowR7XHP055/y6XtaHxDvDgESjzxOC8rvtNNdu/ao+3Pnz0vrNu1lztz5+p/yQhpECmkFGB3GvOuIkaP1v8Wfj8xo917rN2zSD6LNlJ7ptE2Ii/qzfv1GmTxlmi6Jgaz42OGGdJswYYpq3ywWNhBuNLgwsz4JUbmZuMVLkLn85zxYiP29lAu1wdwFE4RMR7gWKXYvUrgXLGhcM38R4N0kkYndiybmp8mV3GcEovmbFgmmQeR/jnxtOQdUJpqRhQoWTtQWLE1Iv5RAHi9xmhVNi4lOK2ItFc2A113TgT6Shx94SIena9aore6oFIRJH5RpkhaHqwGPGIkST/oe589fqJXsvXc/cGRwjyNBR35OI3vskce1C4ClJLg1LcjSID2gPwy/ENIAskDjpGlKs/fO23LIrY78WHL02iuvSoeOnVSrBZj76OKasdWq11KNF1jemFBnEM55R0jk+ede0GYf1wk3qCkBX+eSFAEr83Md0bEguJGLG10ghxJMJQOmWGAtwPb1IyzCjAYX5vXRHPOJllRx7Hp6kN7nIkFmBOMSzd+UrmcFZFS87B0RK9wGRscwhUHfgZGQfURSKpT2PBWhS5duahq2f/+Brhm4X5tnI0aMknHjJuiXmBHFaDA/PKHoqSIyfgauUwHtHkerdIBmJQbAWFDapk0H7eBnfg7r0wDPGqnybErvdiV4bc6npaUTYASV5m7Hjp0Fe0bYNWJeEM11CIc+uFq16mqH8MhRY/QZYH6ZEK9gGrCg+4lHH9dV9Bbn4HsHYc8AznnfFStXqR/rXbPcrkPAaLLLV6zSPA8+Fw3XBQmFuD7gC2byZiSd0Wgzv/ycP9FSQVpIyAouzRGGkks71Z6BBgyEsdRg+YqVTkPYpsI5/UEnT55UjRmDZil1gl6pQhAnr41Er4hoWLxHUAuPhMU/pfdL0iySC3GOttQEzcTifdGdb9i42ZHOTEfEk3S0FLtHDDAwwMGIl7UaosHiZXEbMWK0PPrwo9dk6N53bSS9K/lr2mhQI0wpTiEJhcgwUMgygoSopDRtcEO55f+u3XvUaqFaaSxZWgoXKaZGwjA2Rgcq2hYaAiOOzHdh6gBbG8+eNUetGe4/cCAwgOE7zJnM5zvuT+v6M+7FA7wjJKR9Ly6OZ8+dk+MnTsgBF+f1GzaqLSFWy7N1OUPxjJbS38LIKUbRsE20fcdOfR/6boJNqUgkkZAnBLSYp9ht4xrMu+Kfz6vkeUo6B+fKmbtIhCQUIsNAAcsIEjJwnwqlGkJC4YU01rlm2Nx5C7STlA5YZvAyGsSEOsyxohGgObHiHnIqV76SVK9RW7BkyAJP5jI1atxMr1WrXtsd62ifBk0tmnmM9GBzChMZ8+bN16YGVg7XrVsvy5evUNtFixcvcc2jZbJkyVL3f5GLg7+2ZOlSWbZsma5uX716jXt2fYQwR2eN98eRy9Sp02TkyNFKmMStSZMWUrt2fRevGlLBkQ0G2JjiQBoyP619h07aj7Nh4yZHrAfVvAYgTUkv00BSgqW7kRBD6XSuQ3JXC7Q2y0PI5tIl34dliCScaAQEQhIKkWHIKBLCDyvMuLHOZp5JoRwnA+5Vyzl5WpcPYM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<div><span style="font-size: 12pt">Altura:</span></div></span>]]></writer>
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          <e type="operand">h</e>
          <e type="operand">50</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt">Base:</span></div></span>]]></writer>
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      <math>
        <input>
          <e type="operand">b</e>
          <e type="operand">30</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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    <region left="36" top="1152" width="112" height="29" color="#000000">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt">Recubrimiento:</span></div></span>]]></writer>
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      <math>
        <input>
          <e type="operand">r</e>
          <e type="operand">4</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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    <region left="18" top="1314" width="86" height="29" color="#000000">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt"><strong><em><span style="text-decoration: underline">Refuerzo:</span></em></strong></span></div></span>]]></writer>
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    <region left="36" top="1350" width="179" height="29" color="#000000">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt">Cantidad de capas en &quot;x&quot;:</span></div></span>]]></writer>
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      <math>
        <input>
          <e type="operand">n.cx</e>
          <e type="operand">3</e>
          <e type="operator" args="2">:</e>
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    <region left="36" top="1395" width="179" height="29" color="#000000">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt">Cantidad de capas en &quot;y&quot;:</span></div></span>]]></writer>
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      <math>
        <input>
          <e type="operand">n.cy</e>
          <e type="operand">4</e>
          <e type="operator" args="2">:</e>
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    <region left="243" top="1440" width="210" height="38" color="#000000" fontSize="12" showInputData="false">
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        <ul>
          <li>"-"</li>
          <li>"#3"</li>
          <li>"#4"</li>
          <li>"#5"</li>
          <li>"#6"</li>
          <li>"#7"</li>
          <li>"#8"</li>
          <li>"#9"</li>
          <li>"#10"</li>
          <li>"#11"</li>
          <li>"#14"</li>
        </ul>
        <input>
          <e type="operand">d.b</e>
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    </region>
    <region left="36" top="1449" width="153" height="29" color="#000000">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt">Refuerzo longitudinal:</span></div></span>]]></writer>
    </region>
    <region left="243" top="1494" width="210" height="38" color="#000000" fontSize="12" showInputData="false">
      <comboboxlist input="Varillas.mat" inputColumn="1" selected="2" output="Element" outputColumn="2" layout="DropDownList" items="3" firstItem="1" font="Arial Narrow, 12pt" optimization="numeric" decimalPlaces="15" exponentialThreshold="15" significantFigures="0" fractions="decimal" trailingZeros="false" overrideDP="true">
        <ul>
          <li>"-"</li>
          <li>"#3"</li>
          <li>"#4"</li>
          <li>"#5"</li>
          <li>"#6"</li>
          <li>"#7"</li>
          <li>"#8"</li>
          <li>"#9"</li>
          <li>"#10"</li>
          <li>"#11"</li>
          <li>"#14"</li>
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          <e type="operand">d.v</e>
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    <region left="36" top="1503" width="151" height="29" color="#000000">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt">Refuerzo transversal:</span></div></span>]]></writer>
    </region>
    <region top="1539" color="#000000">
      <area collapsed="false">
        <title lang="eng">
          <p fontName="Arial"></p>
        </title>
      </area>
      <region left="27" top="1665" width="294" height="29" color="#000000">
        <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt">Generaci&#243;n de matriz de acero de refuerzo:</span></div></span>]]></writer>
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          <input>
            <e type="operand">f</e>
            <e type="operand">1</e>
            <e type="operand">n.cy</e>
            <e type="function" args="2">range</e>
            <e type="operator" args="2">:</e>
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        </math>
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      <region left="117" top="1710" width="90" height="36" color="#000000" fontSize="12">
        <math>
          <input>
            <e type="operand">c</e>
            <e type="operand">1</e>
            <e type="operand">n.cx</e>
            <e type="function" args="2">range</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
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      <region left="9" top="1782" width="107" height="47" color="#000000" fontSize="12">
        <math>
          <input>
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            <e type="operand">f</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
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        </math>
      </region>
      <region left="135" top="1782" width="109" height="47" color="#000000" fontSize="12">
        <math>
          <input>
            <e type="operand">n.barras</e>
            <e type="operand">1</e>
            <e type="operand">c</e>
            <e type="function" args="3">el</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
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      <region left="252" top="1782" width="121" height="54" color="#000000" fontSize="12">
        <math>
          <input>
            <e type="operand">n.barras</e>
            <e type="operand">n.cy</e>
            <e type="operand">c</e>
            <e type="function" args="3">el</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
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        </math>
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      <region left="387" top="1782" width="118" height="54" color="#000000" fontSize="12">
        <math>
          <input>
            <e type="operand">n.barras</e>
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            <e type="operator" args="2">:</e>
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        </math>
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          <input>
            <e type="operand">n.barras</e>
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            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
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            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">0</e>
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            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">4</e>
            <e type="operand">3</e>
            <e type="function" args="14">mat</e>
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      <region left="18" top="1962" width="204" height="29" color="#000000">
        <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 12pt">Matriz de di&#225;metros de barra:</span></div></span>]]></writer>
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        <math>
          <input>
            <e type="operand">d.barras</e>
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            <e type="function" args="1">rows</e>
            <e type="function" args="2">range</e>
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            <e type="operand">n.barras</e>
            <e type="operand">i</e>
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            <e type="operand">1</e>
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        <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: center"><span style="font-size: 16pt">HERE IS THE PROBLEM:</span></div></span>]]></writer>
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          <input>
            <e type="operand">d.barras</e>
          </input>
          <contract>
            <e type="operand" style="unit">cm</e>
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            <e type="operand">2.22</e>
            <e type="operand">2.22</e>
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            <e type="operand">2.22</e>
            <e type="operand">2.22</e>
            <e type="operand">0</e>
            <e type="operand">2.22</e>
            <e type="operand">2.22</e>
            <e type="operand">2.22</e>
            <e type="operand">2.22</e>
            <e type="operand">4</e>
            <e type="operand">3</e>
            <e type="function" args="14">mat</e>
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      <region left="18" top="2403" width="661" height="26" color="#000000">
        <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>I want to create a reinforcement area matrix from the previous one, I just need to multiply the matrix as shown :</div></span>]]></writer>
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        <math error="61">
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            <e type="operand">π</e>
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            <e type="operand">#</e>
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      <region left="9" top="2547" width="289" height="26" color="#000000">
        <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>I don&#180;t understand why i can&#180;t create the matrix</div></span>]]></writer>
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