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CLEI I
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Propósito
<p>Taller # 1</p><p>Que los niños por medio de la multiplicación resuelva situaciones que se le presenten en su vida cotidiana.</p>
Motivación
<p>Observe el siguiente video</p><p>Haz click aquí: <a href=" https://www.youtube.com/watch?v=7_OlAWCRs_Y&ab_channel=Aula365%E2%80%93LosCreadores" target="_blank">Video Multiplicación</a></p><p><img src="/web/uploads/6912/944e70cd03-captura-de-pantalla-215.png" style="display: block; margin: auto;" alt=""></p><p><a href="https://d.docs.live.net/0bc0b7c0e48278d8/Documents/talleres%202%20periodo/%0dhttps:/www.youtube.com/watch?v=7_OlAWCRs_Y&ab_channel=Aula365%E2%80%93LosCreadores"></a></p>
Explicación
<p>Cada uno de los 85 participantes de una carrera ciclística paga $ 22.350 de inscripción. ¿Cuánto dinero pagan entre todos?</p><p><img src="/web/uploads/6912/d7f10e5d55-captura-de-pantalla-196.png" width="478" height="358" style="width: 478px; height: 358px;"></p><p>Respuesta: Los 85 deportistas pagan $ 1.899.750</p>
Ejercicios
<p><img src="/web/uploads/6912/2da7bb5e65-captura-de-pantalla-186.png" width="573" height="451" style="width: 573px; height: 451px;"></p><img src="/web/uploads/6912/05cbc2a197-captura-de-pantalla-188.png" width="478" height="173" style="width: 478px; height: 173px;"><p>3. Resolver los siguientes problemas</p><p><br></p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASwAAADdCAYAAAABxE99AAAgAElEQVR4AeydB5xVxfXH777+dkERBKSD0nvvvffee++9VwGRIigKglgQBcQaY0ti9G+LRhNjj0ajxp7Ye1eU3//znbezXh5vC7Bs457P5+17e+/cKWdmfnPOmTPnOsoKHflF+uoD6ZuPvY/HA28MeGMg+8fAVx9mBYnkZJjqs7ele9ZJu3pKq8+V1lb3Ph4PvDHgjYHsHwPgy55+0p83S1/8N11YSh+wXntEWldDWlBEWnCmtKqStKqi9/F44I0BbwycmjEwL0WaV0jaUEf6v4sTglZiwHr0SmlleWnx2dL6mtLd50vvvyR9+Ir38XjgjQFvDGT/GHj3OemetdJlnaVFRaWFRaQ/XnAMaB0LWEayqi7NP0Pa3Vv6+PVjHvIueBzwOOBx4JRw4MdvpXs3SouKxYDrjxukI0fSijoasL79XNrSNKYGYrf6+uO0hN4PjwMeBzwO5BgH7t0kLT1HWlhUevEPacUeDVjP3RFDtRXlpHefTUvk/fA44HHA40COc2BnV2leYengpLSijwasg5NjquCh6WkJvB8eBzwOeBzIFQ48f0dMytpQV/rkDVOFowHr8h4SlvpnbsuV+nmFehzwOOBxII0D330mAVbLSkkY5aU4P6wr+sYA68lDac94PzwOeBzwOJArHMBZ/YLaEiaq//7TVOFoCcsDrFzpF69QjwMeBxJwwAOsBEzxLnkc8DiQNzngAVbe7BevVh4HPA4k4IAHWAmY4l3yOOBxIG9ywAOsvNkvXq08DngcSMABD7ASMMW75HHA40De5IAHWHmzX7xaeRzwOJCAA9kFWL9+/oV+ff+DBCV4lzwOeBzwOJBNHDgpwDp8WIdfeFE/XHG1vmjYUt9fvifDWv3666967bXX9N///lcffvihXn75Zf30009pz3zzzTf697//be69+uqr+uqrr9LuneyP7777LtMs3nvvPb3wwgu666679Nlnn2WaPlGCw4cP61//+peefvppPfXUU4mSHHPtyJEjor3PPPOM/vrXvx5z37tQMDjwn//8R88++6z+8pe/6JdffikYjcrpVpwMYP105936btNW/fzQI/qsYnV9v31nhtVnMt98881q3ry5KlasqGuvvfYoUALILrnkElWoUEEbN27Um2++mWF+WbkJGMycOVMXXHBsHJ345x955BFNnDhRjuPorbfeir+dpf9/+OEHHTx4UFWrVlXnzp2z9AxAfssttxi+1KxZM0vPeInyHwfuvPNOdevWTeecc44Ylx6dAAdOBrCOfPNNWomf12iQKWDZxEOGDFH16tXtv0d9A2p16tTRF198cdT1E/nn66+/NsA3b948/e9//8tSFkhXABbS1slQx44d1bp16+PKYvz48Tr33HOP6xkvcf7iwKpVq3TmmWfmr0rnpdqeDGCltePXX3W8gAUoJSLUwiZNmuiDD07eHoaa9eKLLyYqJt1rd9xxR7YBVrt27dItJ9GNCRMmqEqVKoluedcKCAcArKJFixaQ1uRCM/IaYCEVNW7cWB999JGxb73++uvGroTEA5hdc801uvrqq4XqlRm98847uu2228zHLbHxm3yxMX3//ffGlnb33Xeb7Cxgffzxx8betnXrVt13333HFMX9//u//9OBAweEKhlvk0DCygpg0U7U5AceeEB9+/ZVIpWQtt94441GbUzPrvfjjz+aNmGDIz02u3379mnPnj2CpxB2ueuuu0579+49ynbIPfK9//77DX+xs1iK5xWLADz585//bJOY788//1xXXXWV9u/fb3hy6623mnKuuOIK028k+vnnn/X888+bNPAUVRhy1x2zAPWlj+lr7rkJVQo7KHynr7799lv3bfMseXMfFYwxkIhYEMkHWyPEwrZlyxaTJ/WEGGPYnajz+++/ry+//NL0geUnabhP//FJb3GEN7/73e8MzzA5oBJC9NEbb7xh8n/33XfNNdrD2KQP4IWbaDu2X8o6dOiQqb/7PvZf2v2HP/whjbfu+wXid14FLCYXoLBr1y6VKFFCkydPNsbKZcuWqVGjRmratKk+/fTThH2AMZ+JysRlAl9++eWqW7euMYbzwJNPPqkFCxYoGAyazgdY7Kp3zz33GAmLbyYN9i/uzZo1K60sJspll12mV155xeS/adMm9e7d2wxqmygzwEL1xdb10ksvmXoBmJUqVVLDhg1tFmbCUHfqy2SgXECNZ+KJgUza4sWLGzscALh8+XKTX+3atfX444+LMlasWKEGDRqoZcuWZgKSz5VXXmkmLpOH59q3by8kAYiy4Tm8YjIwUeBFqVKlNHfu3LRqYEieNm2amXzwH8BCtV6yZIkBRwCOxYNJyObC7Nmz1aVLF1MHwIO6n3322SYPFoClS5eafsbeaTdAABfA1vbr5s2bTRprbwSAsBEBvPQ7/Bo9erQByrSKpv6AFwMHDjRjizbv3LlTc+bMEbyyEj7lbNu2TYULF9a6desM72gTAAYBcORDfzz22GMaPny4SeMu66abbtJzzz1nFkWAlPyx0ULU++KLL1YkEhHADtEG8g2Hw2bBMRclY9K49957TdvZ1GGxpG0sNPT99u3bzTii3YzbYcOGpTs/bJ758juvAhYrmiUAa/DgwfZfsWIxgZAWEhGSEx3qJibpmjVr0i7985//NBOKyfrJJ5+YDmfFt4DllqrIi4HKoGRAMdmR9tzUs2fPo+qYGWBRF/eEJ68xY8YYY73NlzSLFy+2/5pvJhmTMj2CVwMGDEgz6jLZqTvqpiV4yzUmP4RU5CYmWcmSJY30yXUAiPRctwRw0QfWNgjo2N9Im+edd55pj02PbRDpzBLSCkDw8MMP20sqVqyYmfT2AgtSIBAwwM61Rx999JhdVGx+gB00duxYlS9f3j5uvqlzvBRmE+zevdu0y72byyIJ6LNAWopGoxo5cqQZd2wUMQYAiKlTp9ok5htp+ayzzjKLIBdY1KiTmwB/2mmJMQdvbRu4zs65u38Yaz169Dhm1xmpDQkYoGTxcxObWmvXrnVfKhi/cwOwAB8knkRE5wAu8YDFiusmBgbSQkb0xBNPiFWJFR0jPxPZEiI3gyLejeD3v/+9uR5vQzvjjDN04YUXmhUXlTWemMB+v9+sdtzLCLCQrhhQdlW1eY0bNy4NsBjINWrU0JQpU0wb/vSnPxmVAumme/fu9pFjvgGsRLxygzWAkpycbKQGmwFgA1gjxaDyARSoOxD8g1d8W2KSx1+z90aMGGGkFNrpJv4H/JGgkGqog5sHTOSVK1e6H1GRIkWOWmi4CXCxoPzjH/9QuXLljFTGdYCXPkBiRvqCZ/EqpTtzACUUCh0jgU2fPt1Ie6SlH1JSUo6a/PAPaRjpKJ7om7Zt25rL9evXP6buSL1uwEK99Pl8AjwtsSDDW8ARQmLEUB+/SHKPecLYRBKkvXwefPBBde3aVYsWLbJZFpzvbAEsSZ/XbKjvd8bEWjd3Dv/rFf36ztE7boMGDTKisTud/c2qitrj7hwmoZv56PIM5NWrV9vHjvpmpWP1YxD8/e9/NysWak6HDh3S0tlJyKB3kwUs1AE3sXIzyVAR69Wr575lfqN+IHFQNpQRYFmpxw5Imxm7hLhDQNjWmHyoTgxYJiiT3do67DPx31nhFcDBJMR1BEJ9RtrD9oF6YSVKJCvI8gr10BKLAZMKdcdNF110kZBI4l1S/va3vxkpD0mAfOlfVCHSW2IiI4FYAiyYqKhjECoUNiBsWwArtiZULNQfS6i+qHaABvVAGrYqpU1jvy1gxfvo0cf9+vUzySyvUPstAYJIh+6623tIwIw1CLWORc5NLLKJAMsN3Kh5bsC69NJLzf/uOWHzhA+kRaVljPBBakVrKJB0soD160cf6/BTz+jTIqX09aQZ+uXNt3Qk1SB+5Kef9EXjVvpm2uyjeMfKhNgdb6gmEZMlXtRmErpVIwtYbqnBXQDiPKubm7BLYDOxxESjo9MDLFQDS4AXahgDGzEcsIwfPEx6O8h5rlOnTmkD1+Zjv2l3rVq1jPRkr/HNqmiN7rQRtwh3u91p0/sdzyvSIY26ecVEB7CYsCwQAKNberKuHRhxISuNunllAcvac0iHNJuUlGRWefOgZGwuAA3tdUt+TEoAHr87S0xkJBBLFrCsDx0LWbxvG6onthyIjQk3AV70Mfa1RGQBi3Is8Rs1jsUJArAKFSokN2Bxnb7u06ePfSztG1umXYiQ9NxjgkSo/ajbliw4AcKW2Cig3tdff725RN8ghcHzeEJCK126tBmX8fcK5P8nC1g//+Ux/XD1PuPl/sOeq/Xj/kP69YMPY7w6ckQ/P/iwDj/3wlG8Q4xlAAMCiK8YLTEqY0/q1atX2s6NfYiVEknDEpMZlSW9yYzxlxWQAUtnA05ISO5dOzuYsUu5CcMwg8XugjFgWbEwdEKAFpIaao+1jbCaMdHck5dNATYH0iMGNeUAdBhKMXhjYEbFsUQdGNxWbaXd7CC5wdSmtd/wasaMGfZfsyhQjptXABbXkBCQPpgMSDH0AbxicnKfTQXIruJIq5bgG2ks0MFP1Cs3MJIWWw9A1qJFC7Vp08aUgTqJJGDrYPPkeTZDLAEegKlV/ZFemJwAJ3XiG3UIvz5o4cKFps/t8wAvABK/uNj72I1ou5Uc4S92NgzpltgppJ52E8Jep3x2+9x2VNrFOLDjgl1K20ZspgA3oIsqTFkQ9ipUf8wMpAFcUcl5jl1XS9ipSGclV8al3UVEHaxWrVqaCk+e9J17N9Pmk++/TxawTpQBTHJ2QzAGM1FRE5k0FhjIFzsSA75Zs2YGILATWcIICWiwxRtPrFpMUAYBIjn/o1JiX2CQMyn5nx050llAIB/urV+/Xueff74xhDKJed5N/I86Rd4YdRmoVoVElQOEkASQslBL41UOmxftoW1IlKiStBVeMGCtGoO9BtUXtYAVFsBisMaT5RXPYyNEEsQuxWBGumTAW14h4VE/JBMmFcCIGsNztB/ghTdIPywoAAb/8215xeTiGhP0oYce0qhRo8z/tJedXVQUJGn6lckDf6gDqhr1AAioAyoebdyxY4fZ+SUfa9xnUtNnGLzZdUQaRF1jMYAf8HXSpElGigFAUJ2xXQFEN9xwg3FB4Jn0iHoCiPQ1fYaqymaAJSQd+pl2Ui8WMzfBK9pPv8EnxgH97yZAs1WrVkZqgwfY2VjIWBSsnRb+IImxoKIaUi58om3YFSH6DN4yR2gfPHfvFt9+++0GVLnHIvL2228XTNeG3AIsd6em95tOsmDB7/iVMtG19PKy17E/8LEDi+/0fLoYvJSRHvFcfJ2YZLbOPMdvu5qml0/8dVZGt5pi87H+QfHp+d/NK55llQfY7CqbiFfct9JAojzhDR8LuHzH84prpLFthB/wjQ9tz4h/lEmbyNPyjDrF8zTRNXd9KdttXKfs+Dzc6e1vqxLyLOVTjpvc5fI7PV7B43i+uPNJ9JtnMuMNkpLlvTsP2pdoLMAH7sWPHfez+f53XgasfM9crwF5mgMWsI4XbPJ0owp65TzAKug97LUvPQ7Y3bfMJJ30nveu5wIHPMDKBaZ7ReY6B3BDYceucuXKxpZqjdm5XjGvAhlzwAOsjPnj3S2YHMA509oK2XV128AKZosLSKs8wCogHek1w+PA6cABD7BOh1722uhxoIBwIDcBC58od9iXjFiKDwt+MPip2CMj8elx+nMfsHXfZ9saPx38bTjL5pHHgZziAIel8W0j2gWRFPCZ4kQH/lcn6oLAESrmw4k+n1Ntz/ZychqwcIrDeQ6nODyb6bTMiKgCHFMAtAA5nEZthAGAiAOfOFdy3Cf+CAV545WNkyfe5AAaB4g5b+ZRweUAjrg4oP7xj380URawUwEcOUmM9Q0bNpixilGf//nG4RPnYLzeT8SlgvOkON3ifW/937LaLvy6OHZ0IuVmtYxTmi4nAQvHOzx1iV/OasPxg8wGER7VeAq7HQHx/uVYBIZTPKABKYCMw7T2QK9lGh3EQWT3eTK8nzlzx2D2qOBxACdPvNCRQjh2QyBDjtvY0wM50WJOGXAWlJME6RFHo44XcABiwM49ntPLP9F1JDzOcLrnU6J0efZaTgIW4qvtIM7nZQWwkIyINeUmBh6Ag1jtFondEQhsegYsB2TjvZQ5+kBwuayQrXNW0pIGNReP48wo3rPapqeuHF3iAyhTPiuiu62kyejYic0ro7qzM0YZ6REe7NxP5FWd3jNczyg93tvkmR2+T3anL6O6cC89PnMPnlKf7JY4iLzBEa/0iHLt0Zz00iS6TpuR1LJCidqN7xnHkRIRedsTB4nuwyfS5CrlJGC5G4o9KSuAxRmuoUOHuh81E4KICYCZJSZJIsBCdSR2UfzE5aQ9B3LjCbWTQ9gcICbcCuf3SMuZP6Q5iIO7nP1iBeVgryXEfVRczspxCJhQKXZwkQ9nzogkgVrKSkeenN9z290Iw8IZP86EcdaNbyI4cOaSSQVIcd6SFZZzgrxgg3NlEKoCB2apO+cDOZAM2COh0hZLrK7kgVTKmb/58+ennTMkDZOJw9nY+ygfCdZ9yNfmwzcSBBOTtqJ2sfpznpFDx27ekJY6IemQJ2f+3CFVSIt0zAFmeMbB+EThg+hHzlPCZ/qWNHxsWB/O9FEHzhxyno7zjJwpxecqPjQPiybSOvUhHc+dCHBhXnC3hT5CA+BsYWZERAz4zHlS+h6ib+h7xgpnJCH6hLSMFSRGznUy/u3RK/oX/nFGljHM+CNiCWPBLmx8c7icwAFEh4B/gBD8hp+cv4SX5O0GU84mcq6UOnE6gMCAdlybyuXkn7wOWER14NBsPBEnyR07KT3AQorCthVPnPwn73hiACCVAaYcrsbATyA7bBFc45AuNgiu0bnY4fjNRGKwMAAsEacJexvEAGBikAf2OFRhBgmgxwRnQEJMOHvglf+pP2FXbDA9JhWSpSUGHaGFOfzsrjsrPBOb5xhgtp48hzpuQ5fwP1EYiG5hoxYAUBz4tUTdmTy2jvY639gFaacNK4MKT5mAIG21GxyoP3yQsCAAhqgXNgoHkQwIVsgzmAywcQLm8QR/ObBuVRrqRD4AEgQo0V7yAUzhM3UC9LEZWQKA4a3NB4mVQ9akSSSZ2OcSfQO2Fli4zwICKGTFGRVtgeeprz1cDbDYED92LMBTgMT6i2Hq4EUudg5QluUfQEzfA5hEtyB6CYTEzOKCSggIAYz0LWF/rEbAOGaRsxEwqAsRRNwLHkCZkaqbiEfZdi2vAxYB7eIBC6YySd32qvQAixWFtPEEYCF5JCLyxx5m4zCRhpWXQYVkYAnxmWs2/pFd5akLaiGrNiutXbUZyKRnoFhC4kBEtyuaGxSQ6Bj4Fkh4xqbjNwDFwCNek5WyeJ7AcYCDJQYqZQBUkK0nv5mo5FmmTJm0qJeALCCPBGYBhlXbXTebN9+s5tSBdruJyLFIWoAMg96GULZpkACpq+UH0h78sdFeiZQRT0xYKzFQN1QUgIdxYuuHsZ18sGFZQqKlT3mGPAitTPluIlwL9Tle2ybSBny0xCYPoMCClBWiP6gvwSMtwW+usaEEkb8FFeoP0KF9sOBZIvqJbaO9hmEe0LJkz09alZw+s+GK+A0/AXyrlWALpB6Me8tPyrfP2Hxz7DuvAxYrXv/+/Y/iB4OOAedWOWB2IpWQkBx0mJ14NiPyRf1IRExwBi4qnCUGDLGTEN8tAUp0po2NziDiPnYCOppO5r4FGVQi/rfSEvkAWFxDwnATzwNWSFDxxMBmcNJ+awu06Vh5kaaY/JaQIijDrbYgyQFqgCLxuHjRBhIihCpFsEOAHsmE3xYQbZ7ub1b5RIsCEhLgh7RAW+LtHwx66mWlPQCeusP/jAh+Iq3SRkCNRYn+ou0QvCBf+sMSKhDXADV4i0SYCBCRNAHA4yH6nDAzllhIsLFy/CcrhFRI3dyAxRjhmgUs8kGaZUzSj4AhCzkLjSW0AOpvwYjrhM5xvweR5+Gx5RVp6AfUPbQHxgJhqhnr1p6F6QEAY/ElVBGaRWZ9ZOuU7d95HbBYvd2B92AAKzahcd0TPz3AwtYDYLkHL3kQ3TM9u4wFLCaQJQYhnQgAWmICMqgI+wsgYith8llwRJznvpUYLGC5d0YRrUkDSFgCYNgoIFaUm5D8EPtR92x7qCvPxwMWK6klBh4T1AaEA6iI1eWWeOCRDZ5n64K9BJ8hAAsJLR5Ubf4Aljvsr71ODH14g7qExBGvIgE8AJ0NfAi/AR4rkdp83N9MblQheGtVN2yO5G8noQUsK4nxPG2HB4wTpBckkXgQhr9IgrT5eAh7JhKcm+AJobTd4OG+7/6NhEYfsnhZsiBmAQsgYfFAKrR5ApKAiCUAC0nX8oXrgIt9IxT/Y4sCsCyPkZp4vwLqKLyB6DPqAz8BM8Y+Ywj1noWSe6j8uUK5BVgEbaPhDB43IbUwYKwtCJUHaYoOtITIj40jnpCwWA3cxOTH+GiDwnGPiUNkU/eAdj/DbyYOq7glBgGAZaUprlvAQoWworMFJzrf2lJoE0SHx7fZApZV05g02BAAPzfhO4OqwaRzS082T7shwDMMSLc0xWCjXKsSAk7ut7lg72Cg26iablWb/OgDInvG95WtH5OTMMxuor+Q2BjsTA5UNmwwbsIuQj1oM8QKD98zIoCBtthJiXqCYZlIq3Yis+lBGrcUYAHLqo3YveJtZAAn4EOdyR/JEN5kRMTCR9Kx+dq01AugZ5xaScXes9+ooKRj4aC+btCzEWmtDRDgQUq1xLhGS7CvDOM6CxESlpvoU/diAmBRluW5BXfyg6gPmocti80xt/2KNMTJt4ubu6wc+Z3TgMVEZsVl8MI4Jh+rh2WgVXHcRj0GMrth7KIADICSe7VGErCqFTYTbC8MOkt0Ovo+Eg5qAOqB23Bt0/ENuAAO1A0jLAMW24HNH6nH7uoh5ZCODibuOfYEomFiFKYdiN/cpyzEeYCA/9mNscBGZFCuAaistJTJ/0w68qQt1J/ByYRiVeWNO7zZBQBixSU9agzPUxb/YyS3MdmpP9eY2NQdlZXQy7ylB1DGKA1gUYY1agN4lE2ZGFndgOjmF79RO5DAyAtwY9WmHGtzIQ19Dm/Il3ZRN8DfhvlFxcF4Tz1RdS3Ix5dFvyMREG4ZXjAmAEyeo770F5OJ/5loduFD5eGadSRFWsS1BamEuvEck9eeokD6Iz0SfnrEGKZNbmB0pwXEkEgwejN+KAdDOBI2kj/tRBpn7LNLiLRJvyJpIjVSPkZy6grPkLrRDKgT/7ObDLDASz4AJ8+QtwVJxgXXWOyYEzwHgBHJlfHJc6h5gBDGdyLK4ivJM/QlGzIsKggY8Jc6ky5evXe3+5T+zmnAonMRPxE7mbhMOjrTrlCIoTDHMtw2noHESwZgoAU3e48JTV7kSX5Mfiux2DSItoAAoGVXE3vP/c1qR+hi8uJDRzN4KduWARhBDDYmMulwWwCMGfSAEL+pA88g1jOx+M2H/K1BlvLsNQY0z1N/7B988yE9qqadGKx6DGg7GWkXaRiMtu7kiZ0Koi6W53bFZvCxWFgJgonMMwArvKfdlA0AxvPSZOr6w8RFwoIvNjSz63baT+yAlIME7V5wSMAiYXlOG9zqaloGqT8AM6QR1EKkKiY0z1JX6k07LE9tObTLXgPYIcYcPGJXkv6wEpq9R5+mVw94jdTJApoZIckD/PAGnrLLbFV697OME/qVMqmb7Uv6CmKRA/BpJ8RmBe2mT1FvaR//M1btgkhZXCMv24/0OYuLDXcNkCHRISQgWSJJ8wyAz/+Uw2/qzuKWq5TTgJWrjfUKPyUcQMJJZHQ/JYXlkUwxTLvtR3mkWgW/Gh5gFfw+PtUtxE5yugEWUhmGfvfGD+o5KpZHp5ADHmCdQuaeBlmjauHThs0DNcnu1BX0pqOysWPLTiCGd4ziHKpPz/ZW0PmRY+3zACvHWF0gC2InDbsK9jDsINZOUiAbm6BR2FvZDcZulGuG6AT1KrCXPMAqsF3rNczjQMHjgAdYBa9PvRZ5HCiwHPAAq8B27Qk1jC14tr1xH4l3LTmhDLPpIVwzcpPiXWlsXXBtycgB2abLK9+0Iz/V9xi+eYB1DEtO6wv4MeGki0OiPZScXQzBr4ndteMh/KgI74NBP6cJmxTn+3D8jDemA+YcfyJKBKcSOJ2A79LJEr5q1jeOvABEvM+zg/CzIkwRjqKc9MB/L9+RB1j5rstOeYUBLXb9rHNrdhWIZzs7aVklXATwssbJ0R7FyeqzJ5OOnU68wPG14uA9vIgHLBw8OfTMJgPARowq0p0MCJAPjqwAHx/rEJodxnwcpzmRwAkE8iN/zlPiuZ6vyAOsfNVdOVJZe84zuwHreCqPZIHnfHZM1uMpl7R4oXMigjpwciIesDgbaU8RuPMmflr8GVD3/cx+U55VfQFNTj64jzdl9nxG98knXsUnDpuN15bRs3nqXk4CFvoz58yIBmAd7jiSwUplj0DY4xKc94vXtTk6wREHjgigXliiozlOwOrBcRWO3nBMgaMQ8cQ2PFvQrITc55gIK789rkF6fnOf4wj2OAx157gDx0DwPeJ/Io9yqNYekXGXxcqLOkEZie5zTosyOIJDfomIdnDWjuMVqAUMOo7u8JwdfNSDo0O2XuTD0R33QWUmIHyGb5SbiOAtKzpttgdvkXDoD5u/7TPSUi/qnajuqDUcFYHP1J06wgP4atPDV/IAFGkLfQ1IWEmK9nLsBf5lVR2kDPqXZyx/+IYXqLfkTXlE3MhqnvRvPGABKomABH8sDnlnRLSf/mPs2LbCY8Y/8wKewF+O6XDsy0ZVcOfJURoWFfLB1hhPHDxH/eM+x3oS5cEz1apVM1JX/PN5+v+cBCw6msnAQUvCA8N0xG5OzhPWA/GUDuBa+/btDUOtHYXBzJlDJibPEWKFw7J0Bh3EgVGCznFMhLNWqB7Vq1c3hzyZQH1ZmykAACAASURBVBBiPc+wctORgB4e2uj0ACkTEqCkDO6TJ/ewKTC4ADbCKvOhnhy+pe5VqlQxQEoZTDwAGNsL4EAIG6JFABgQExE7An5LlMF1QkADtvFE4D4OVhOFAhGe82AcYKZ8XrHOpKNeqCccCMaBE5AgqgQHxiEAmfpwBoz2cnCVQ8/uw+GcKYNnTGYkB+sICj/gLxOc0CbwDmKyoqZRB/rBEhON9jApyQsAxLkSFZPJQ582atTIJOdsKCoK0QXgOXWywABoUg94yDdhamg3Ezs94qwl/QrIsVAQiYE2A5wcKCYmFPniM4YkxAFgDoFnRokAK71nGAscsk5ELLRIa4AS/U7bOSwPUDE+4TFhczi8z7lTIl0gATF2bLgf8oUfjEvyIx8O1MMfxi8EL+kTxif3yYc2xxOnEzhAngh449Pmqf9zErBswxn4xOhxS1BMOE6juycSQED0AgjpwG2MZCUiwoBbYkAnJ5oCKzpEeiaBDTPLwCAyhCVAjTLtQVQAAlB0E/XCMdASE4FIB26bBqGWbbgbBhfg4iYAiUEFsfJRJ/cBbMpM71ApgE16AA5AgAApBht1syoEoUzKly9vwBspA6BiUDOJ4r3PCX9sw4PAP9JYHpA/oEOZgI4lgIYT/m4CxAA3S4ArQOYmQATAgogg4Q44R5mUQ0QB+pPQzHwDuthcLBHhANB2S432Ht8chCZygZuI6c6iCNn3B9hDw1yjT1ngrATtftb9O6uABc9Rr9LLD6ABPN3EIk3+lljIifNm+4v+LlWqVFrECCReouRacLLPYfAHhFkM2SxhrFhCOmbuuAntA97kSyff3AAs4kUz2dzEhI7X/3kRgR10pGWFJXQGkgIiNQAF8yEmLoOacB6WuEZ8JVakeGK1A/BQWeKJVZoBxnf8pBw0aFCalGCfYxeLMCNuQmJiogBExFgiHwiA4JQ/AMDqSDsystMAsEzqeNEfVZLrVsUCTOLrAIgSjiSe4Ae8gpAS40NFM7HiAYt+YPV3E8dSbOxvVmqkVStJ2nQsHnYBQdoiNI4lQIly3IEUrRTFxKceSAlIZ0xEwC8RIbnRL9znGT5IENQPQr2iHDfgWf4BkBlRVgALSZe2AQ6ZEe1B8gSEy5Yte9QmBJJzPI8ZJzbiLiG7AbR4QgVmnNMWxgFAzE4vKqV7kec5FjHmVVbqGl9Onvg/twAL8ddNxGJC/XITjEWSgJB+2F5mcAMyrA4Es0PdgSxguYPPsVIRzI4dHzdhzHTHOLf3AA4iKaIqAIxMGqKduiOeMjGIVe4mVjjEdwh7Gqs3gwvAQmLEtoFUZomYXEgVPMMkR8pjICUirjPZbCgQm4YJx4C36i7ARHwnNxFVlE88IZHAF4gXcmYVsABmN8EHC1gAM/VEXU+P4gGLPuSZeAkA9R8VkMWICYekRzpUukSEeke/IKnaD88gcUBc43lUfUtMZq5Z26m9Hv+dGWCxqPEiDbcNND4P/gdMkOhR/VhwGVuYLJCMLAFYjCU3wWMrxaI9JLKRMc4wA2BjRYVHLUXixkaVnJx8lMTFPaTPfEt5BbCQQuIBi0mIugIxqQksZsmqEzZKI2oSUkMiwHLbKngOURwQsYR6ZiNkxgMpoOKe9OkBFuI8xPa2O4Y21wBaonxCSCDuScIg49Q/drtEZAGLFdlNRJfEDmIJcI8HLCQp2hpP8Mi+2INDu6iSbsJWxmR2Rx5AWmFRcRMqu80HYCbcCvVKjwhSR2xwS1bCcgMWfQGI2zjvpLWAld4WPD5F9q05Nm/3d0aAlZmkgU0IXlgjvjtfFknqxHdmxLiJl3bhhbve6QGWjYyKDxvSeXxdMEEgWdEWt4RLvVhQ3GFwADQWASv1ZlbvPHc/NwALcAKA3AQoxIMFE5BOhLB9oDaySrKa23jpFrBIw8AigqQlJCyu2bDJ2MxQO600ZNOhSmBQJ1IoYIMaxiThm8mMymEJKaNGjRr2X/PNm6UxjkLYcCgTCc1KBwxUxHSICcDGgyUAC7BD6ktEViWkfpaQBFFp3QMXKckatG06AAFVlHZZVQupBluTVYWJfonhG+kH9RJDt315BjywhCGXIH3UE4M5kweVmoloiVeQYZt0v+WHOlhJh8npDtdrJSzaYok+QipAarF9zX14ivqciAjrEq+OsgDBW8iOFbf6h52MPKlDRsTmBencNj7Swyc2CgheSERWFg/7ccfst3lj3wKg4Cl2SRYg+E4kXEtIU0i8bkIKs2oi4xmNg2eQ5CHGAHXAZIDKy0Js+Q0o0a/UzxL1Rjq348FezzffOQlYID4SCOIqhl+MgwxoVlNAATsJA8Qa3u2OGKDEoGQlZWeFyYLNhA7GToNRl1jViMAY6dHpIVYTAIprDFokCyQdpApUScRjysNgSx0YEOwoYV8jDC3AQB0ATgy2DHIGFPVEtLeAwYs0uUaeXGOAYGtA9GaS4BFNnqz0qINIU6RF3UDtyWiL3QIWk526ok64NytoI/kAWIA7O4ZWTYQHTFzUT9qOIZ6BHa++cA1JlraRP2oO0hPAZoGUfmKCsqiw8wRoUSeeo0+tlIG0xH3ajArH89QR0EEKZIMCiRfVER5TDqoOdiZLLCCo4SxiqDtMRFQh7DKJXER4jgUCexxSJb+pH+UicaCKUQ4SulW9AT97zYK3LZ9v2sv4YIOIdPSZHVcYw6kzixAAzUt93R/qHE9I1QANY5YFlDGO9AOQYdNi/NF/LH4sahZ0UBm5xiIHyDAmGb+YHBiPLA4WIBm/hFRmbFJ31F42edyERMgig0aSLyknAQvEZ8DRGTCM3/bbOs0xUOxuGAxlInDNkl1Z7P90PGoEedGhTFY61U1cY1cPuwF1AOxYWe2HPNwicnwZ/A8QscpSd+rEsxnV005gWw/SuncWycvdLpsu/tuqhIAKz7h3F0lLm8nHzb9Eqydlx/Mlviz3IIYfPMMkcFM8b+AHvHfzj/TUyQI6/wOyAAh84Dc8pz08x+9E2+vx9SGN+5q7XvY35boBmzrwHOVQrrs99hrjIp4ohz4mL9JRV8s//icfvhN94vNy/2+ByF6DJ7QfHjJmuE8byNdSIh5b/tk07m/qRt3Ju8BRTgJWgWNeDjTIAhaSj0ceB057DniAlbeHgDU4u+1CebvGXu08DpxCDniAdQqZe5JZY//BdsIuD/YkT8o6SYZ6j+d/DniAlXf7EBsSRnvsKBhtsaN45HHgtOaAB1indfd7jfc4kL844AFW/uovr7YeB05rDniAdVp3v9d4jwP5iwMeYOWv/ioItX3rzXf01pvvFoSmeG3IaQ54gJXTHM+/5X31+XeaPHGmli85X++984FGDR9vPnt2/3ZsKL3WvffO+1q+dK1mTp+v5EJhnVEsooPX3Zpecu+6x4HEHPAAKzFfvKtHc+COO+5Su+511HSwo84Tgurcq5lqdHTUdoKjys0dTRg3+egHUv/DO3zC+Amq36SqKjVxVKGBo0HLAhp5oV/tBpXRrsuPDS6XMCPvoscBOOABljcO0uXAEemGg7do65ZL5DgBdZ/jaMlNKZqzN6yhax3NvTZFC/anaMoVjlr3Ki8lCAh65+1/kpPsaNQmRwuuT9bca5M1d2+yFlyXooGrHZ1Tsoy++jTzaAfp1tG7cXpxwAOs06u/M2rtZ598pddefUOXXrZNO3dv06yFo9VipKOqbRxVa+lo9lUpmrknWTN2J2v2VbFvfi/YH1XN1hHNnDVDd94dO3jOecaPPvhMXdsPUs1OjhbfkGKeIz2fWXuSNemSiJr3iar3hHN17YGdev+9T/W/dz/TF59/nVE1vXunMwc8wDqdez/Wdg4krz1/varVLquziqWoYT9HfZY4ajrI0eJDMXACoCxYWdCx37OuTNGgpWENXueocV9H82cv16wZc1SpZlG1HhLSxIujmn3lbwBnn5t5RbLmXxfVjGsc9VvkU8texdVpZFG179r0mDDAXi95HDAc8ADLGwiTJsyQE3E06TKfhqz0a/rlR0tQAAsfCzTHfO9K1pxrkjVvX4omXhxWkfKOSldzNG13wEhfswCrXRk8vxswjJj08673q9NUR40btNahA7/TG2+8ramTZ2tgvxEa1H+Err7qt1hiXs+dhhzwAOs07PS4Jjdp1FytRzvGHgXwWHCy38cAVKpaF399+q5kLT6UohYDgmo1OKBFB45WA+PTx/9PeXOuTtboDRGVreGoxLmOmjZvoKLlHRUu46heb0fVmxTV3x4/OvpqXHO8fwsyBzzAKsi9m3nbXv/3Oypfo5BmXRXWjIykqHRAKh505lydooFLIppwUTRdFdI+A0BhtF+4P0VuKQzVc94+pLao+i1xNOvKqOZfl6LltxZSq+GOgkmFNWn8LO3cfrXefSfjl0hkzgEvRb7igAdY+aq7srWyDz7wkEYMnaizKzqauiNqDOEWTE74e1dMnUzP3mXzBayQyJr2Dqp+p6DGbY5qwfWpwGXBEYnLJfEBalO2J6thT0fntXBUpoGjUWMH6v33P9QvvyTYosxWbnmZ5QkOeICVJ7ohVyoxsN9QnV3T0fSdyZq64zdVEFDB9QApZ/bVMWCxQJNd30hM7UeFFAg5KlXZp45jQhq2OmokM/cO5FHl7YoZ/o1UdiBFS29JVqPuQRNbvn27rmaHM1cY6RWacxzwACvneJ2XStq/72ZVahTUguujMRcFlzo4b2+K2o91dE4VRz2mhbXslpRYmkwM50eBi5WS0vkGCFEdx1wY1egNURU6K0llq/tVpbHfSHqZSWiUhZvF2E1h9ZnvU6uRjgqfWVhPPv7bi3LzEr+9umQTBzzAyiZG5rNsNm5ar86zHM279jfDOGoaks/Mq4Jq3bGOZs6eosodktR6Tljjt0ZjaTMBLdS2rIAN6qDdWRy/OaqhKyNaeCBF/ReEdW59vzH8U58MQTBV/aQNS25MUfNBjlp0qqLLLr1chw/H3pKdz7rFq25mHPAAKzMOFcz7V1yzXf1XYtCOOXHOP5CicXuT1XRWWG3mO1py0QxNXTZCFc501MdJUrSCTyMvTdb8fSmJXRR2xe5NviRZUy7NGmgZMNqVbOoAeOGrNeniqJGy4lXUmEQV20VEOjsGyMwOZSH1nOuY13L17TVEn33yRcHsvNO5VR5gnX69/+knn2rVmhXqvyJJc69J1pQrktV8WEhz6gR0geNT58JJGtC2puoVLqG/Oj7JCegqx6d65X0avjVVhUTVS5VwOG6DwbzzhJCKl/epWvOAMahnRdKKBx4AFOkLXzD3PY4Bjd0U1ZDlEY26IGpsbEYaTPW8J60x5F+erPFboqrewVHd+nX0/Xextz+ffr1cQFvsAVYB7dh0msU77IoXLa2SFYKavD2qBQdTVLpTULucJANMgNNPTkAfOY5udBy95AT0qxMw9w46PlXtFND8/TE1Ekln7MaoGnQJqsOYkCrU9mvoqogmbz8WcNzgk9nveKADrAYujqhyo4C6Tg6rdBWfOo0NqW7HoNkswGHVqI8Y5VN9uZbcmKymQxxNmDApHU54l/MlBzzAypfddsKVnj59hqq1xws9Yg4v918X1dagX+87fj3o+PR9KkAdSQUpC2CA1heOX/07BTXdBVi1WgfUc0bYSDWDlkaM5MM5wcxAKav32TEEFJHc+GYDoM+csKq3CKjn9LDqdw7qvAZ+jdsS1SzX+cY5e5M1ZHWSSpxdVt98ffS7FU+Yed6Duc8BD7Byvw9yqgZffPGlGjarrhEbfAaskFy6LIjoBcenRU5AjuPXl05AgBVSlvtjAWtg5xhgIV0NWRExbgXW8RNXiKwCUVbTYdsCCFsODMX8tPYka8KWqAYvixivevy3cI9gt5HyUSnJG6CbsDVZlZs46t6ro3783vPTyqlxdkrL8QDrlLI3T2X+wP1/UZFyjmbsiZidPFSprgsi+oOTpDpORI6TrI8dv1H/3GDFbwDrc8evHu2CmrE/xZwb7DY5bKSreddmP1BZQEPFwwBvjPCpkhsqo/HVcu0SYvcCtCZui6Z57JMO1bB4ZUcLFs3Rzp27dPhnD7jy1KA83sp4gHW8HMu/6adMmqnmw4hLlWqDuipZA7dGNeFsv550Aqru+LXM8ekXJ6CfXRIWv1ENpzlJajkprLn7kg0oTNt56oDKAhbfgFa8XYvrqJ64NGB8R7Kq3S5gVEVidlFH89wVycamNmy9o1o9HA0ZNExff/1N/u3E073mHmCdPiOgfZseqtvdMRPcAsLc65N15nl+/SV1N/AjF1BZKQuw+tLxq355nybtTTGAh6pmVDDsRpn4ZtmysvN71rUpGr4rWR2XRsxn1J5kY886s7xP5VoG1GFeRLNREffE1ETqOn13VE6So0MHbz59Or2gtdQDrILWo4nbc8lFuxU92zEOmtbOA4AwkZtNDquFL0lvpKqD2LBQAfkAVoedgCZV9qv7yohRBbtOCqvf/LAGLIpo8qUx36icBK1Z1yZr1JKIRpX3q6uTpG5OkvqX8KtYMZ+2OT7d4fi00klS/b5Bzbk2dQdxd7IWHSyk0nUdXbl7f2ImeVfzPgc8wMr7fXSyNVy+dI0qVCuiiZeETWjieHBZdCBFLaaEVcznaL/j09dOQF85AfP9oePXmpBPNQcGVbtDUOc19KtEBZ9GnB8xPlHs0mE3OtGdQWxRidS99KQx0g/cHtVFhWO2NgDVfjY5Pm11fPom9dpoJ0lNp4aNsyvPjdsSUpFihfX4Y0+eLEu953OLAx5g5Rbnc6bcXw5L55QuroGrHOMSYI7ioMLhYb4ndhQH9W7pjSlqMykk58wkVS2cpGqpnwqFk1Skpl+NewU1an1Uw1ZHhO2KfBbdkKLGPYJq3JMzib8d8UkPbI66nhqJYeS6qHEU5VgOtqij0iQ6h3hdirr3C+kdx6/vXBsESIEWuKzN7WnHr9Ln+TT96pgX/ZTLIipdJazbb/99zjDfKyX7OeABVvbzNC/lOH7MVNVs79OC/clqBLj0Cpr4U7gicISmboeA2gwNGRUP0Jm0PapRl8Q+Iy+JavQlMUBBQgHYCLBnpSmM2nik4yjK70zBxgJQqnMn5Vaq71f9LkE16BpU837B2FnGdPy4UGXH7UxWo2I+IU1VcXy6zfEb1dXa2+w34PWq41fJc3yayvnGK7BlpWjcdkdjZrVN+MKMvNRvXl3S4YAHWOkwpoBc7tG9t9pPdDTi/KhaDQ6p16ywsWMNWBxR1aYBVWsWMBKTBR1AIf6DypYeIJl76QBMegAG8OG5DljiEoHHepOeQdVuGzDSmlETEwCgAazLktW0SJL6Gb+xwvqDS8qyYMU3gPUfx6+qdfyanhpTC9eHaVc6Gju3pQdY+XV8e4CVX3sua/Ue3H+MeWsNPldENEClK1Q0yQBXvU4B9V8YiUk1CQAiPcDJjuvTiBufKq0BRKiDbAAgdWETS2TXIt3YHclqWSRJgx2/HCeiy1N3N91gZQHrz45PrUeHNC/VM5/8O0x01LZdy6wxz0uV9zjgAVbe65PsqtEH73+onuPKaequgJGQAAXO/HWZGDLgBYgBAkge2QFCx52HCyQBqPnXp2jRwRSjdgIuqK1IY0hcNu9Z+1LUoVtQi50kzXeSjG8Yu5luwMKPDAmrs5OkdosiaSF0UGd7zktSu05N9PNP3rsQs2uc5Wg+HmDlKLtztLDbb71bLUc5WnBdbMIDTrXbBTVmw9Hn7iwY5NY3kha2sJaDguowOmTq129B2KiIg5ZETJQGAIz6ATp9LopqVMiX5nZhwQpjuzW435bkU6UWAc3GrSHVdgYwz98fUt22Z+n5Z17O0b7wCssmDniAlU2MzGPZvP/fj9Wjd1d1nuYzqheTnQk7fM2JuyCcCkDDgI96SCSGOu0DJvpo0dI+lazoU8uBQZWt7lPJSj4TuoadSevZ3nZmWCV9jh5PtWHZHUK+v3ACKpnkaOjFURM+x9YbKW7yjpDqtTlbDz34SB7rMa86WeKAB1hZYlO+SvTPF15WlZqVVK2No4X7f1OnrIRiJ3Be+EZNxS3i3AZ+8wYdjPDEvMIov/TmQkZlxabValDIRGvoNTNsdjeX3pSimgOCqlTKp9sdv+52/BpR2KfeTpJqO45KVvNrymVR87xtJ6rl6AuiKnauo949++erPvUqm8oBD7AK1lD46vMf1H9CXQ1Z75iXSNjJmle/kXombI0aj3lUVurJt/0dc0eIvaSVdL1nh9Wkd1CEVZ57dbImXJ6shiNCajYupL6bouaYTtfFkZgbQ9zuJXkSoqZRL79qVGmkv//Ne79hvhv9HmDluy7LsMKfvP+tuow5S/MP+HLljB9qJ4ZybE5ZNea7ASojYAXc2OlEAitSMqYq4gqB933XKWETD4uNBNRG0h6TV2oYZ4CvemtHxUsV1ttvvZchP72beYwDHmDlsQ45yer88N3PWnpRX43c7CSetNZ58zi+MYoDQNaGhOE7IRgBCNenqPc8v7pPC6btzh0DHMdRtvvZuXtTzPnFcLKjblNCRjLD+x4HWOrmTpvu79QY8it+l6LKbR0tW7z2JDnuPZ6jHPAAK0fZnSOFPfLgE2o7Kqq510WyNolTAQT1i5dM8MEYDigR5A9Q4KAzgfJqtg6o25TwMQCBlMTxmik7IqpWp5SqNSms+QeoQyy/hBLPcQIXbg7Yu84u6zMuDwApdinreZ8uSMWXsytZC29IVqP+fm3ZeFmO9IlXSDZxwAOsbGJkHsrmwfv/qoZdztDM43j9PGDFbh3vIew8PmTeXoMUwgtOK9b1G4fOWm0CJvon93FDwF0AsCD21IgdUbVZFFHlfn6dU6as6rQsovINk3R2Tb+ajg1pZupLULMMKvEgk2rbAjw5f4iUd6J5EUp5zMagKtc5S/9776M81HNeVTLlgAdYmbIo3yX48P3P1HdkY024NPZ+v6xMbM4RIr0UL+czr4/vPSssIopiHxqxNmqkJ9RCPkg1SF/GJeGqZFXtElC3kj6NcJI0KeyTP+Cou+PoAcevmxyfajqOqg4KavGBLKptCcCKNlAmUhU2soQqaTrPxbd/5p6oZu4qohadq2vbRZ6Ela8GuAdY+aq7slTZbdsuUftJvCQ161LI7KtT1Hdu2NiFiNhZp13ARGJoMyx2VMbu2rkn/5z9KWo3OqSdTpJ+dEVLwMVgi+PTW8ZHKqh/8vKKqn5N3pv+mUR3vqf8d+o7DKt2djRr+uIs8dRLlEc44AFWHumIbKzG7gMrNWpbLLJoVm1HSCxILtiheJUWjpuLb0gxkkwiaQbpasiOZF1Q6re4VHiZ23N8OHDaIzP83uH41GhGLDbVKQekLEhas/dG1XLg2br4op3ZyHkvq1POAQ+wTjmLc7yA/TftUZuxjvrNjxhb1PEYpdmJ6zs3ovqdYrt86UVpwJjedUZYLzt+LXcCGuH4TWRS4lLZozL2G8Ba6ySpQo+AFp2kWpge2NFGXBqsS0V66bgOiI/YmKQJ0wfqhx+8F63m+AA9mQI9wDoZ7uXNZw8f/kVd2vfXGaUdEzomkTqX2YR2HzhOlBbAGjY9rKUOr4ZP1jlOVIcdv3mBhQUq+w1gbff5VH9SKGtB+rIgIbnrZNtH+JzKjfwauDh81IFpd1rzm9hYV4fUsn8hvfn6//JmJ3q1SswBD7AS8yW/X926Z46GXOCknSM8ZtJmBgquSAqJnp13fYr6TwlrrQGsqM5wIuZFFVYNtGBlJa7JyT4NuSyq2ane7InyPJFr7PhN3JpsQuaUruI34XNwvTDvKUzHhheTsByt2jQhv3fz6Vd/D7AKXp///nd/VLfJRTXv+sgp83afc02Keq2NaHokSRc5fq11/CbCJ6FdLFjxjXS1N+hT2a4Bo7KdCChl9AwqIDG9KtbxGzcHPOFb9A+ZCKZTdxx9ltDmA2CNvySo9l2b6567/lzwBkBBbpEHWAWvd2dNXaqKLR0tPFjohH2V7OTO6Hv+/hSVahvQdifJABNv22G3EOM7khXS1meOX73q+jVx329vr8kozxO5h50NdwfzqvpdhGyOqv+CiHHTmHN1YlcKbHVdpjsqVvJMvffO+wVvEBTUFnmAVfB69oprt6jb3JNQBzNTF1PjUs29JlmDL4qqeUmf7k+N/IlE5f7c4/jUZELIHNk5ETDK6jPuzQGkLs4Lth4SMoeg3ffc+S0+lKI6PRzt2nFlwRsEBbVFHmAVrJ796cdfdOlNozRhp2O80d0T9GR+u90eFlyXouFrIkItXHJDisZfkaxqXQLq7cReE8Z7Aps4SWrkOOrbJKDpV6VzGDkLwJjlOl8R1exrgpq7N5omVQJcM9KxxSFhEcKm0NmOdu/aU7AGQUFujQdYBat3D//8qw7edJXajY5o+u5IuhM2y0CQ+qp4zvENWRFR8/5B1e8cUNlqHHCOvUyV6KALDqao9uCgyrYPqMm4kJqMD+m8rgEDZnNcIY6Pp9wsp019e8/whZU0YG5RGU/2RNEaXAAJmA1eFlGDHo4Gj22nX7yIyfljIniAlT/66Xhq+eKzb6jz+DM0d184TdrI8uR3TWqeQZ3i3CCB84qX95mjO9HCSeo7L2wigUYLJYk3QXNgGoP30ptj4V0AOD5ZdVw9kfqZYzocFdrn17zttbVl/ZVq1LmixlwV0qzUV5LFvzQ2rRyO+VyVrLkHHPUaXVU/fX88HPbS5hoHPMDKNdafsoKJ1tCoJ4bocLoSFkBEJIa0CRwHVPY6DpkTL46aSA2jN0TFER4AbP6+ZI3fGlWzPkEDVLxUteeMsHrODAvb0NhNUeMDRkRRwMyoZ6kvu0C9BCy4ZrzoU0O+2P8pE5XN1iH+29T9+hT12xhVtxUR9VoXVM2eJXVmsbIqVd5Rv1oBlWno14Ct0VhUiUQv2SAyxXUpajPGUZt2raQjp6w7vIyzkwMeYGUnN/NGXtftO6iS5wY0dlNiB0om/JTLYu8GNJM/kzN+SElMbkCG9Dhq8o2E0yLmygAAIABJREFUwwHpht2D6jgmrCpNAqraJKC2w0MmMihpus0Mq8v0sIasiRgvd/LCI33c5qhRyYyUc22Kuk8Nq+XAkFb8rpABxP4LwqaMeLDi/5nXJKt+n6AuLRwLjczLVHs5jgo5jjY4Ph1x/Lrd8alHcZ8GLo3EDP4u0KJe03fxXsaILtq0Xe++89+80XFeLTLngAdYmfMov6VYsmi1SlZ3NOnimCQTP+kBCRwri5RMMsHv2o4IadgqpKdYeu4nOj9o80HCIg0hXpCEmvUNmpeyEkSP5/CLApjq9QiqTOEkVTjLp8rlfeo0MWzAaMzGqHm5RMtBIWHAR9Ij9HGJin51Gh+LuVW9hV9zcfyMM5oDnF2XR9TTcY7ajWRn8nXHr09T3Sn4/03e/FzWpzHboqa+tv7kOe+6FFVo6GjEkEn5rXtP7/p6gFWw+v/Ir0e0cuUKBaKOJl8SA6G0iWrVPibs3hTxItUS5X1yHMdIIstuSTExz0eujal+9siLfd7YjK5JNm+Rrt85aKQ0QGrFbTGgQuoZtDyiNoNCqtLQr3OL+jS4WVCbRkS0pFdYPsdRiQo+la7iU7uRoaPUPqQuVMpqzQNq2C1o1MH4M5BGPd2VrLp1AnrP8etzx68PUx1V7eu98AWzDqsAGG1DwiMSqm0H36ifk3YkqVqDs/TFZ98WrEFQkFvjAVbB6t3PPvpOfSaV14yrfUZ1I3wwKhCTlAlvbUlIQFN3xuxTFWr5VbRUkoasjihSLEktBoW05KZCJqCftSvxjRo3bSd5pKjFgJBKV/aZncOO40IqU86ntucFNL1bWJ1qBlSvjF+7J0XVpU5AUzqFtKZ/RCVL+zTqQkIaR0X8LTeA8JtYWxjquUf94u8jXbWfElYZx9FDjl9nOT7zIlWkKbd3vQWs11IBq+vM8FFnGMl78vZkDVzmqGGL8/TN157FPd/MAg+w8k1XZamiP/5wWDMXD1bbyY7K1HHEi0gXHSxkVKJpO6PmrJ0FAwDM7rTV7RzUWZEkDWsa1HmV/KrVNagzSvvUZ27YSFAj1oaUXMzR6A0RY2RfdmshDV4eVv3ujjqMD6hsKUfbR0c1t3tYE9qHNKFDSLsmRjWqdez3qv5hFTk7SeO2Rg0wxYNRVv43kUK3J6tR4SQNdAJynML6v9T3EiYCrLcdvwI+R32X/Pb2Z8pBKmSXMxDyacdll2eJr16iPMIBD7DySEdkYzVuveV2de/aW/XqNDZ+RsPXBjTzypDK1XJUrJwTk26sbeiKmNQ1eXeyenQI6vKxUY1tE1Lls31qVMZvIo4OXBrUmSUclStbXs0HO2o7yq9mQ0JqMSBZdRufq05T/Dr3PEebhkU0qnVQPRsENKpNSHN6hDWrW1izuoe1bUxU5xXzqeWIUELpyg1YgKiVCt3XAdpJe5LVvrJPy4z0FNVVqR72iQDrQcenCg38mnVtLJyzO6/Ze0Nq2juit//zQTZy3svqlHPAA6xTzuJcK+C9995TyeJlVOjMsEpViqperRYaPqm9Rm9xjE1n0UEM3jHVCx+qet0D6lkjoK2jo7p0XFS7JkVVt0yS/L4iuv++B/Xpp5/pskv3KDkYVbPyjsqe6def7/+L/vHE87r11js0pXNQI1v51ehcv6Z1CalCcZ82DItoQNOgto+LqlkFv1rEARZqoNuwDlANXRl7ryAAtWB/zCXCbgLM2Zusvmujutbn04uO33xs4EALWpxj/N4JqG+yTwO2JY7/Pm1PQJPX1tInH32Ra/3jFXwCHPAA6wSYlo8e+eyzz/T2W+/qzdff1aeffKaXX35Rxc6Jqmx9R7U6OSpV01G0qKNZV0Y1cUdApco4alU5oHoV/FrSN6zNIyJqWz2qC7dsT2v1mmUzta6vow5VHM2at8Rc//frb6tWOZ8GNvGpR4OAdk6Iqm/joKZ2DpnPllERTWwdMm4QgBDSDmBF7Hi3nQ1bWYfRYfVfGHNrYAeyz5yw5l4TewY1duyVyWpb7rdIpxao7Dc2LQ5d16sX0PS9xx66XrA/WfV7Orrh0MG0Nnk/8gkHPMDKJx2VjdW87Zbf6+KLdql75/6aPGGWunXppXOqOmrZp4gqV6+sjtUcDW8VVJ3yfs3rGdYFQwIq5Hd034OPmlqsXjZPM9s5mtTK0bw508y1p597UZXOdjSurV+j2wa1oHdYc3uENKwl0lXE7BTO7hxW074+TdmVpHnXBdWgt6MG3QKxF1wg6aWGaR6+OqIKtf2q1zlodvkGLAqnqZHsXOKS0H5uWCOTkoSdCoCK/1zlJKndmJDmpYKjVQdn7UnRgKU+VW/v6IVnXs1GrnpZ5QgHPMDKETbn+UJ+d8s9eubJl/Td9z9p4IDeGtPc0YXDI1o/NKJLx0e1rE9A1SqW1fUHb9G/X3tDHZpWV5/6jjq3qqHPv/hKX3z5tfp1a67hTZOM3apDrYA61g6ofa2ANo6IaPPIiGZ3C6pY0aJq072aGnYoprbtWqliQ0fnNnPUuGfI+GMZQNqXYnYjJ25LVrnqfnWeGHs5BtIVURhQG/Hd6royonYtAhrkJKmfk6TZVQMaHvapt5OkcpX9Grv96ICBGNuJEVa1eUiTJo/TF59/lef7xatgHAc8wIpjiPev/v3am0qJRjS8hU9DW4SMtLVmUERzOztq3ehc7dh1taqXS9aK/gG1ruRo2/bdhmu9+w9TqRRHawdH1KpaQOcU8alqab9QBy8aFdGE1o7atG6tjz/8Uv/653/MM+vO36hG9VqqUmNHi29M0dgtAfWZEzS7l6iMYzdGxfsQx26OavruZFVt7lP/xT4tuB6P+agGXxhUl1URdVwW0Zhrk9V9XUTtFoY1ZXdyWnRTAA4bGG8FqtbKp2nTp3i9nF854AFWfu25U1vvqTPmq35pR4v7hDSpY0jL+4d18dio5nYjhrujfo0DGtEqpEpnOpo1d5GpTO8+A9S3rqOpncIa2DSoSiV8GtM2ZsPq3ySoBT2DCoYi+sdTTx1V+Q8/+EhVapfUmRUcnVO+kM4826+pO5LNUZ6pu5JVrVVA1RoHdNY5jpJ8jhp1LqJh6x2VrupTo/alRSDBkRdEzY4mEhpOotZ1A1WQa3x6zfYrJXqGXvznK0eV7/2TjzjgAVY+6qwcrOpPv0gdW9TS0p6O2TVktw/1EK/1iR1CKn+2T8v6hbW8j0/tG1fU9z8e1uChIzS0kWPUv+X9wmpWxW/8sfo0CqpP46A2Do/ojLCju/9w7zEteeap57V6xQUm+uesmXN1ZjlHLYYGdU5pn5pX9Gtym6AalU3RgkXL9cmn32na7JmaNHGW+vfrobPOTlLpEjEg7T3Hb/zEkM7sZ/quqBYdTFavBY5q1q6mr778+pjyvQv5hAMeYOWTjsqFau668nrVKO7o4jFhXZAKWBcMjWjr6Ij6Nw0a0LpgWFjtznO07dI9mjJ1mtqc52hK55Dxu8IHCy/3oS2DJv0lYyKqVNTRvff/JcPW/POf/1KZ0hV1TkqShjYNanSbkGqdk6TmLVrrheef1db1C9WkdmWN61JSMzo6qnKWo0ENHdWtW081W0UMMA1aFtSQVSETjSH5bEelajg6q+gZ2r//QIZlezfzOAc8wMrjHZSL1fv1iDRh3EhNbBUzwFvQQtK6aHREc3uGjOvC5uEhNapWRCVKnqNeDfzGWI8khuNo6+oBXTI25uKARFa/jKPJ02an26qnnntJDWtXUY96YZM3RntAz+9z1KNBUHO6h7S0h6ONw3xa099R7VKO2rZppTvuuMvk+eTfntHIEaOM2orquvHCzbr9trt1201365VXvF3BdBmfX254gJVfeip36rlk+RpFHMc4f+IMym4fUta6IRGNaB3U2HYhrR0S0ejWSUoJOupYO3bYGVDD2N6yakCzu+HiEDbG+1HNHHXr2SthY/btv0U1Kp6tIU0cNajo0+ROIQNW64ZGNLt72BjuLx4T0sahSepXz1GJM/0aOyHmVhGf4bPPPqdnnn42/rL3f37ngAdY+b0HT239//Pm2+reoalmd8EhNGg81wEsgGtw86Axqk/sGNL8XmE1qezXoObBNPVx08iIcXHgGuAFAC3rHVD7pjV1y+/uMRVHinvmhVc0YfJMDWlVVIt7OMbeRZ4Y+lcOCBuJjaM9m0YENaKpo9Z1SmjV6jV6+d+vn9rGe7nnPQ54gJX3+iSv1egfTz+rsa0dze0RNJIS/lmbR0WMdMUO4kWjo8KwPqpN0IALquOGVB8upC+Ajmv4Y20ZFdWkto5KFHa0aNFCdezQTu3qFFLvOo5W9vOp8XkBLeoTNirnygERrRkc0bbRUQNkdcs46tqtp15/ywu4l9fGSI7VxwOsHGN1vi3oiSefVc+6jjYMC5noC0hOqHyAEODFDmLTygGza4jtCp8tjvVwfeuoiPo1Dmpk66CRylDvNo+MasPQoAbUczSquaPNwwMmFE33+gHj94XD6cqBYW0cgVQVMgb16ueW1eVX7Mu3PPQqnk0c8AArmxhZgLP58suv1aJZY83u7NOkDiEDTEhKqHgY1gEvflsQWz0wooW9Y6rcRaOiRnXkQDRqHWlsOtRK++lSN6Ae9QPG6bRZlYBxgdg0zK9WlR117z1Q7/3vwwLMYa9pWeaAB1hZZtVpnbBn7wHqVtMxO3fEuLpsXNQ4jhKJAbeDi8fEgAgwAoRGtA5pad8YaK0eFNG49iEjjVnAst+kBewan+c3EplRN5HgBgfVrnpQ6zZcdFrz3Wt8HAc8wIpjiPdvQg7s3X+TKhZxNL9nSD0bBLVjQtSAEAek21QPHCU9oTISwK93w6AuGRvbLQTAOEhtzydawEKtXDUwBnaokEhhc7smKeg4uvuePyWsi3fxNOaAB1incecfR9Pfee991a1WTgu6+42UtXpg7PhN13pBLe13NBABPNixOtUJGMP8jvFRA3IE8nMDFr/ZcQS0+MZ4P6ODo4aVC+vGm29Lt3bvvvuu/vtfz/CeLoMK8g0PsApy72Zv21q0aKnJbR1jUGf3DlVvZOuYbxYgZaUmvtkRxFerRplYiBqM8CsHxsCJ+6THzoW9y7hJjIpqRntHDWtV0u133ZdhxXfu3KlrrrkmwzTezQLKAQ+wCmjHnoJmTZ0yOQ2wcGfAR2pF/7CxWQ1vFdKKAb8d4QGQLh4TNUb6VtUDJoIpkpQFNWxX49uHtLhPWJtGRrW2v6M2NYvrhpvvOAU197IsMBzwAKvAdOUpb8jmrZeqUdnYMZ3zUz3dOTaDcR0/LA43o+bh2oAjKaoiu4Q9Gwa1ONXNAcACuPCxmtktBnYbhgTVv8U5uu3235/yNngF5HMOeICVzzswB6u/66rrTDiZS8ZFDTBhpwJ8ZnYNG9cFJCq801ETh7YIqnOdgOb3DGtQs6CaVvYbicsCFpIZu4Pbx0ZUp4SjCzdvy8GWeEXlWw54gJVvuy7HK/708y+rW6Piwj/KAg87gpwVxOmTQ85EcSD2FS+wmNE1rGqlfcYAz84iaiL2KvssADewsaM69Rrqs8+9l0HkeIfmxwI9wMqPvZY7df7hsDS+dzWtG+CYozeAD8Z1pKjSRX1aNSiiHvWDAsQuTPWCx7UB4zsB/XAytbuE2LCmdSJme5L++vgTudMgr9T8xwEPsPJfn+VWjb/89meN7VlFy3o7xjEUsLKAxSu9pnSOqYPEgMfv6vzBES3tFzskzQFoC1gcz8GPq3YJRx279s2t5njl5kcOeICVH3std+oMYI3uXkWbhsU83jGsE6sdCevckj61rxkwdilCyRQr7DOhlbFxEW10do+wsWsRtQEJbFyrJHXt2E6ff+FF/8yd3synpXqAlU87Lheq/dPP0pgeVbVluGPAqG2NmN0K4ELCKlfUZ16gOrAZr5H3q/RZfq0dHBbnBHntF46kgBWx4RuVdrR6nXfsJhe6MX8X6QFW/u6/7K7991//rL88+IQeezj2uWjjxRozZqw27liu1RcvUe+WxbR5eMwu1bVu7LAygMURncrn+DShQ1ANKwFYhVTyzJAuGhU2r/sa2Cxo4mXhcIpxvkOVJA0cMFqPPvyEnn/mpexuhpdfQeWAB1gFtWczb9fhH6XHHv67bj10h4YOHq4JM4Zr8QXj1Wl0DV1412Ctv2ugVtzSU2vu6qU7v5qt/R9O18BuZ+nCQQETr4pY7TiQLukT1pi2QfOK+mZVfAr4w3KcYjqnSETbx4WNIR6Pd9wh2CHcPDyszvVDmndNL229a7jGLe+kWcvGaf7cRfrDXX/Wj9/8knnlU1P89J30/VeHzee/b32kN199L+1/rv96OMtZeQnzAwc8wMoPvZR9dXz15f9oz66rtXDhfI2c0VuDprVQ8wEVtfyWHtr/+iT935Elekxr9bjWmc8TWq/HtV5/1watvH2omlQImBhXGNsJmbyod9icF+xWL2AAq1V1nxwHwCqqEmfyPsKwxrWLxX4nJA02rXWDQipTIqhbPl6oZ3ShHtP5uvWDGZp/bWcNXdJYKy+ZphsOHdCf7rlP33/7Y1rjv/riW/39sWd04MB+HTp0UPfc/ztdcftqLd8xXst3jNP09f01aXUv85v/V++YpL4jOmvI0MG68dANuvqqvXr8kX/o22++T8vT+5HPOOABVj7rsBOs7gfvfqKpk2eqUdtqmry1pa5+bpx+9/ksPaF1+ocu1NPaqL9qne7XSv0fnyNHf/6hDZqxu5dqFXW0bWxU6zngPDisUW1Cxu+qd6Og6lf0a0J71MGQHOdMlS4aCxmD3Qo3Btwb8MU6f2BIxc9I0r7XZxqworyHtNoA4990gf54eKGuemaMek2tp7oNamnF4jVatGixeo1srZmbe2jLIwO16+mRuuqVsXpAS/SAlprPw1qhR7TS9f9yHfrfNO1+frSufHq05l/TUUMXtFK9RjU0ddJ0PfvUi/rl519PkKPeY7nCAQ+wcoXtmRb66stv6IlHn9T0SbM1edz0hJ9J46ZrzowF+sffntVb/3k3YZ6v/utNzZm6SAs2j9akzc1019cL9KQ26C8634DEX7RG9/6yUpc9P0MHP0a62qAHEgAWz8y+uo/qFHdMCBgkJbzasU0Naxk0R3OGtQyZ2O3nFImB1oCmAfNOQ9RAE5lhWCwiw6AGPlVtWlb3fb1CDx1ZfQw4PqBVRsp7SKt0w1vT1XNODRU/N6zVt/bVY1qj57XFACxtiAfW+P8f1ho9qvNNewHDR7Vat7w/S3N3ddTQOa3UtUdn3bD/Zv1y+EhC/mV08ZV/vWrsby8885JeeOZf+uiDTzJK7t3LDg54gJUdXMyePP72xN91/d5DGjt+lNr0qKuGnStq8qUtNf3y1pq6s9UxnzmXt1fH8ZVVp2V5NWxbXQvmLk6ryK7LrtSgIYO09sBIzdnVQXd+N1fPaJMBqfuPrNCDWqW/aYP+/MP56jmmlnaNSNJDW4tr/gWtdO+RNceAlgWs2i7Aws+qdjm/ifNeq5xf/VI93Hs3Cql6mVhIZICKD9EaiO5AvKue1Rx1ndzIgM79cZKcG3AALkDp77pA9/+0QjseHKeLHxylNv2ra8ZlXQzwoq6Szv1cRr8BY0CM9vxV5+vyx0ep69ha6tC5nQ4duDmNf+n9ePGFl3TfHx/SqqVrVebcYqrfqqJqtyqnmq3K6JoDu9J7zLueXRzwACu7OHly+ey/9pB8wSTV61RGS2/qZiSJh7XK2I6YXOl9sDUhJf3xi0U6r/kZGj1ivA7su1F1mp2nGTtb6e9aZ559UKtlweERfv+yTn3ntlKFeiV101hH+oMjHXK0pqOjTX+drKe0UQCbnfyUP2dvX9U+OyZhGeP5yIg61A5o1cCw6pb3G38rGwaZAH4xO1fYvL8QKYxXdbFD2LuGow5j6pl62fwz+wZgDTj9ukprbhqgOm3Kqf2QGrr4/lG65/Mluv+X3+qaWV5p97XSqMGou2tu7aOSVZI1ZuTEhB359JPPaduWy1S6YnE17lJBTXqX18G3ZuivWquHtFL3ap7e1iMJn/UuZiMHPMDKRmaeYFb79x5S0Qoh7Xthqv6m9WYSIQlkRXKIpVtp1J5HD6/VwEX1Vb9baf3+03nGNpU2OVMlmQeOrNJ9P56vZZuaasdAR3fOcnTnzCTdPcnRz1c4enW9o54T6+u295eayWhBDmls8bW9NbJh7FX0ABZvgEaqGt02ZHYCOUeIj5U9ssPLVns1jAHV9C4hY8PiDTi9qjvqOiVzCSu+7vxPe5G4sHntfHScxq5ro7k7u+ueb5ckVC8T5XHMNZPnBt33/XJVblpUI4aN0kv/fMX05icffq6xw6eoUcfKGjinvg69NdOUz2bEI6ikqf30J833AOsEx/9xPeYB1nGx65QkfuDJO3X9O+NjEkcC+9ExEyyBGgWwPKI1uv/XFcb+Y34nSMdEv/ajpdo+MhCTqvb71KSyT06bEhowqJC+3ZOkh+c6at66hG7932KjPiHdPKzz1aBDec1ol2TCxwBYSFO84YY35hDmuFjhJBNGZtsYdgdj97rVC5pdwnY1sWcBclH1rZuk8nVL6c9fLT9hkKFObBIgddFWgCwrfEovDfxD/fzrkXWasr2VatSqqob1GqvPuJYas7KF7vhyfoZ2sz8emae3PAnrlMyPozL1AOsoduTKP5/oeT2gxUepYOlNrMyuo/plJJkhYd37wxqtubi59oz06YsdjjqPOFPO71vIWVBNIxsm6burHPWs7WjHizPSXBuw+5xXv6SmtEkyx3GQogAsXiXf+Fy/dk6ICkfSNjUCWtArFh+raim/idRQp4Lf2LCwZZmzhz2CKhRO0vVvzDKSYWZtyqn7gBaAjgR36LUZKnFesjqPq6HXtF1IVPe5VOT4OnmAlUNTxwOsHGJ0BsX8T0/rT0fmn5SEED+BMvofV4ZLnpupaqVCev8SR52bB+VMqCRn0rm6fJxf9051NG5FMz2uC/XH75fpiien6BGtU5N2ZTSvU5KJEkosLCMtNQmqVbXYK7yQqnjRxPCWQU3vGjIvoOjVIGhsW4SS4dAz7hAXDgur+Bl+rb9nuHGryKiuuXJPK8WO4p2fLlKTbueqXvsKOvDqzAzB1QOsDAZ4dt7yACs7uXlieeU0YAFEM7a01WsrHL242adrRjt6bpOjIfUc7Rnl6LaJjlb8abhe0jbNvryTSlfxafy2LmpeO1mXjI75XhGA78IRsbjsfRsHjdSFnxWHmwEn1D/sVmWL+Yx3O/5XqJF8ODDdrFySxm/pbDYVcgWUEqjL7nqw4YCKiI/a0KXNVblBST3w8yohwbrT2d8eYJ3Y2D/upzzAOm6WZfsDOQ1YT2mTxl3cVdt7ONKNjnSNo3XdHT252NHhA45mNHfUZWhPDZrbUi0GhDVqfUBdJjZU9wacDYypdbyKHl8sdggBLF5Jj7pHVAZeLgFwzekeNq/7wmnUghXfGOY7VHLUe26zhBsDFgQy+8aOBajwOVkbVnpl2TL2vzZD9/2yQg+kA3QeYGX7tEicoQdYifmSk1dzCrCQGh7VWv3hu+XaeN9Yte5SVtsmRjW7d1QDF7XSwskVdM3qkpo4q5aGDh+vEiVLquM4RzN3l1SnsXU1qW3AABH+V6h3ABYGdqKNTu8S1vZxUQNeNcvGwiFjs4oHKwAL21fbCo4GL29t3CfSA4v469iYHjY2pg16SheaXbp9r8zW/tfmGAM84BL/THb8b/3BMsrLA6wcmjEeYOUQozMoJicAi8mO4fjq56dpzSUddc/dE7VsQwcVb1hB1/9nsRbu6aPRF9XWtOvqasLmjho0r5Xqtg+pyyRHvedUVvteFTW/c5JR9aZ2Dplzg1tGRsRnWIugcV/YPjaqC0dEVbt8zImU/43dKlUVtFIWKmObio7ajGmgJ35dLzYCMgID7lF/fJ7u+nKJek5prC4j6qtZr8rqODaqpr3C6j2tkR4zPmnnZ8vmRWb1ib/vAVYGAzw7b3mAlZ3cPLG8cgKw2P2647PFmr2+jcYOr655K+pq776OWnVhO93/3SqtvmWImvV1NG/f/7d3JWBVFe3/yHIBMdP+lv/ENBVFRXEHFBB3EUXEBUUWFdRAUBFQIDF3Lfd9SdzQ0NJMzV2ST0sNK5PsM/fvX5qVsgmXu3CX3/9553gukDfM4l7wa87znGfOmZkzM+d35vye933nnRlL+MdZwXPYq2jWUUDI7C6Yd2IsfDtYYWmwuI0XGdyJlGiLLtoph0YMaUXRRH8bRmgUuje3YptTSI6kEllRSKrjlL6WaNG8Fg7JZ+AMZj2TsGiUcv/9BPQb1wSegQK8RgkYllgDo+fJMCzRErb2FkjePQKf5k9HppHpPr8nmMq+54T11/r+cz/FCeu5Iav0B8xBWOSvNPdoILq2bwC/4NcR8K6AYZP+BycOjcKqC2OQ/lMs3P3s8dYyGZI+sEPsFhl6hQhI2OmLkQldEeFhYVDvyKA+3M0agV3FuYNkryKpi0YLl4SKKt+k/jJ0c7JiPlhMfSwjZdH9smAb+Hayw7rst5g69ywCodUiktOHom1PARHL7dA/wgaDplijtZcFPAOt0GWQFRq0EDBlfW9kYcEzCfBZ9T1vOiesSv8tjBfICcs4LuaMNQdhkXPltptRiIjujAULu8E/sg5Wp3og69I4RLzXHx4B9eDsY406HezRLdSOnb0iZPAIckD9WhZ4d3TpJqlklwrvJWNS1uJg0ZZF9qpuTpZsVVEyzFMesnGFdpeJexKO+p3hPdQObg4CPILa/qkpOqTOLjoSxMgpZnNN9B5nhfr1aiP7cjRGB7eGV5AVYnfIMGBibaTdmcwM8c9LOn8nPycsM/0xnLDMBHQF1ZiDsMgGRL5FG78ah/CIdli7ciDSd/shYKwL3Ic4YNwiAV4RNSEkt4awzAXCqnawH98Abm4ConpYg1YKJbcFUunmB9pi1lBbeLcWt/ticSNFvyxaeZTWxiIDPMXT0jJEXHRd9iTaZMGOAAAQQ0lEQVS1MN7XGjVrWuP9a8alLGovrc1FgwVk5zqrno3EtCGwe8kKXQZbwKVzHcxK8YZzu1cwJN4Gsdut0WesPXbdmcIJq4L+9kInccKq+s9nDsIi6YGmsmzJngBBsICFpTU8ApzQzLUGRiTbIna1DA6BdSFs6whh+OsQUlrAJq4xhvcT0K6BgOFdZWxL+bKkQ5tNlL1fPFrcSJXsV9H9bZitqmz676+XhtjCx0lAjxAX0R8LonGd7FVEVgMndsCUdf3Z9BsiLVpWZsNX4eg+yhrjl9ui73hreIYJGPmODOFLZejia4/1X4XiLGZzlbDqu7VpWsAJyzS4Pk+p5iIssgPNOTACgiCgb4QlnNyt0dnXEu4DreDQWgYhpgmEA10gNLaD8JoMVqNehWufV1C7YV2Mchc3nCAHUJKapGk2EgmxTVJHyJhkRRupejhZMfcFo9LVKBssChIJLdHPGrXsrbDxykQ2DYgGB44/TkTijsFo3KoeRiV1Y75atG7WlosTMSC8E3wja2DaTluEr7CGf6wFYrfbYECUANcBLXARC0zmk1WRyshVwufp8X8jLyesvwFeJT1qLsIiMvg0fwaCU7qie6A9OvnYoo2XDE3aWkIIfRPCKAcIG9rAMrYpRse6o37TOng3IwyTF3kg2kNAXG8BKQEyRHhaIMlfJBxyIKWRwjmBdmjd2Jpt80X2K5oMTfEpg63YZGnJprWEOZTaY2K/l1g6TecJ6kArRLjgayxmKmDS7sGIWNwDaTej2NQgWv4lE3PQY/TrcOoqQFazBlp1fA3NmjugY79G8BhaF6Fz2+FQbgKbCF0RsZgqjRNWJf0MzyqGE9azEDJ9urkIi+xYRFoXMA977k3DibwULDg8Eo6uAoSpjTBstgfajmwOoa09NmSNw6mcJGRhIQLCW6OelYCgqR3xv/Vt4NixPlo3tED8ACtMH2SNd/wt0d2rHial+mOMhyWWjpZhpr81pvvJEB7cEON7WmO0q7jKg3M9Ad5D3dG7YwMsGCZO26ERQ9cmlpi8dQgO5sfDM8AJe+9PRthcT8Ss6Y/ZHw/DJSxC5MpuiFheA73CbNDIyQ4hST3wBebiwwdxbK4jLfdC72gqUqqoXE5Ypv9PWA2csMwEdAXVmIuwpB+ODNnbfngLQfHdkLJ3CAZNdIDgaI3xW32wISMMjRrXxYZvwtnoHa1cMDi6M4Jne+MUUuAb2QkH7idiQMCb6O5aG8E+dRDtVQNh87yRei0Kge5WCOtrj6aNbDHC0xZj53rB0/0V9BnUCH6tBPhEdkFYrBc8Wlmic9taiO5Lk6TtMN3HEk6NZEwFfHvPEMRtHoRu3q5o49UQw+PckKWbj9TsKAyMtkTUOlu49LLAhq9CcRVLmUOs5I1e0UoV0vubIuSEVUEHr8wkTliVieZfK8tchEXSBxm0aVrLynOhzJbl6tsMMzb7Ifyd7pi0qi8uY5HRTSjIYH9UMQN77k1m60Jt/nY8kj8agflpPujkaI1D8kRmKK/fqDZC53kjep0PGjSri7f3BKDf2HZYcDgI3fxaIvX7iWjZwhEJGwcietsQ9HOywKJRMoR5WGKoZ004vFELS86EMPvVmlPhmHdwOLr5t0DA5C5YlRGOgFhH9BknYFhCfRxXzMCCQyOx6XIEklIHY/g0N+y4EVnhqgqmICsqkxPWX+v7z/0UJ6znhqzSHzAXYZEvVvp/YtBzmDM69H4TvYY7Y82FMUxFpKWWaZ4e/XzimlqlqhXN0RNXNp3J5u/RiB2pluLyzHMQv90PB3LiGFEEve3BSI1Uu/B5PTEzfQgjHNqV5zIWw3dCe/QMbslG/NJ/jYOvmx18WtBEaHeELeiJXkHOOJ2XjEMF8biK9xC1si97vp13Y/hFdsSYOd546ZWabB31fmNc4ObjiLXnxyL9Rgx6h7TBCUWS4T1MRU7GyuWEVem/hfECOWEZx8WcseYirM90M7E8MwSrz4dh36/iEspEYmxbL7bUbylJGfspjcWRCkbSF4UkwdE1kRmRHLkmEPGk/xTD4ig+7fYkHFMmsvtMTQpm7xuKmNX9GWkSyR3ImcZ8qEgSJN+rw4UJOFGSxOJ23opC18HNseXKBOy7PxVbrk5gi+2RF3/6vRhs/y4S/pGdMHv/MOYKYay9porjhGWmP4YTlpmArqAacxEW/axEUGTDYkRlBgM1kRQt/0JkRiddUxxdi5LbTJzUiYMBJOFRuyhNIhbKSyflpZOWeCFSJAM7bd9VNh95w6/8PIwZ6akeKc0cISesCjp4ZSZxwqpMNP9aWfeQhUP6t3BcH/ePO08gHicRj2N/8t0p7x/hdEw/DWeQiEwkgq7/KJ8p4g/qJ+IOMv5aB+BP/XkEOGH9eaxMlTMHN5Cl34Bv9Fv5+YJi8KV+PX5Btqm6CC9XQoATloQEDzkCHIFqjwAnrGr/iXgDOQIcAQkBTlgSEjzkCHAEqj0CnLCq/SfiDeQIcAQkBDhhSUjwkCPAEaj2CHDCqvafiDeQI8ARkBDghCUhwUOOAEeg2iPACavafyLeQI4AR0BCgBOWhAQPOQIcgWqPACesav+JeAM5AhwBCQFOWBISPOQIcASqPQKcsKr9J+IN5AhwBCQEqoKw9Hl5UG7ZBnnyLBQvfA/KbWlQpm6HcutOqD7YA90vv0rN4yFHgCPAEShFoCoIC1otdDm5yHNsg8Kw8dDnF0Cfnw/dg19Q/O4y5Hv1ge7Bg9JGvuBXJWc/hyb7uxf8LXjzOQLVAIEqIawn713g1Qfy6W8/hUJuYycoN6c+Ff8iRugVSuQ2agHlxi0vYvN5mzkC1QuBKiUsz96QJySXA0QvL0ZeezeUfHGhXDzd6H5+AN39n5+KZ2k/3YPu/34EdHqj6RSpL1Ywac5oBr2R54zE6QuLoL3zH0CtfqoYfV4+tLfvMmlRStSr1Mht6Ajl7r1SlCHUFzyG9u4flGWkbsOD/IIj8E9FoMoJKz7JAD2phsr3tzH7liGSiOrHn1By/iLUx05AsWEzFKvWQvcoh2XRXPkOxctXQ/XRx1DtSkfx/MXQXP0euocPoVi7EYUh4VAfOQ7NN9+iKCISBT19UPTWZOh+ewh9Ti4Um1JROGY8VPsPsvKIEBXrN6EwZBxUh4+WNkOvR8nn51Fy8UuoduxC8XvLUZJ5VkzXaFg5yl17oNy6gz2v3LwV0Omg+foySGIsipwCZeoOaM5fBBGb5ko2NN9ms/zyxJlQpX8IPOHMa9euwdnZGUeOHCmtn19xBDgCQJUSFqmEiSlQpn3AVEPNv6+BzrKH9vYdFEXHMvuWFE9qZNHkOEClRr6rF1R790lJUH16FKr0j4CSEmhv3EJuvYYoiprKJBkmAd28jYLufVAwwB/64mLo7v2MnFffgGLZKlaGXqUC1ZlT53Uo120ylFu8eClUez4y3FM787t4MeIjEi3o42tII+lL/s48Rli6nBxGWIpV69k7kFSl3JWOktOfGfITeeU5uUD7ww0Wd/fuXfj7++PcuXOGPPyCI8ARQBUTlmdvFM+cA82NW8hr0wmqtA+e+ibFcxeJhnmVCnq5HKQy0g9PdiFSv0h6KQyPZFKVXqlkz+sfF4qhRovcpq2hWLexXLma7Kt49NKr0Fy4yOLzWraDYtU6Qx49PdfMGcpNoh1N++NPyOvQFdpbt1n9+iI5I7vcN1syyah47kKm9qmPHofu0SOxbqkNZMMim9yO3aXlF8nFa5WKSYra6zcYYakPHDLk4RccAY6AEQSqVMIiG9YTlVBz7QfktXeHOuNMuVYW+A5BQZ+BTHUilYrcIUiKUp8W85Wc+wIFfQchz6UL8rt4onDMBCY1USHM4N2kFZRbdpQrk9wmchs0heZiFosn6aYcYSlVjOgkwlIfPoKceg2ZikkqH6l76v2fQHXwU9EFQ61G0ZR45LVzQ37Hrijw7gvV/k9Y2WQ3Y4S1La20DRoNVB9/AsWaDVCf/gxEWCzP+s2lefgVR4Aj8DQCVU5YZYzu6uOnmMGd7FLS8TgwFIUTJkm35UKyY5ErBB1k51IfO4m8Vu1RGBjC4ki9yyXCSi1PWJrvvsdj/xGAugTQ65Hn6AxFGfVPr9Uht2krg4RFbgkk0ZF6Z+zQXvtBrK+ggNnKiIRzatdnqiUNAuS+0RzKnaXSI1NpIydDr1QZistr3hbKDe8b7vkFR4AjYASBKiespJRyrVLu3sMkFe2duyy+5PQZpi6WGx3UaJhKprl8Baq09HLPy6cmMGmHIklFZIRVlgj0eig/2Av1qSdbMmm1yGvZHvJpM8Ry9Hqoj59EzisNmBGflaNWo6C3r8HOJVWoLyhghKdYsYbVJcWTxJTv4grdb7+BfM5yHZpB8UR6Ym1ybIvid+aL2bVaaC5/i9z6jZkxnyJzc3Oxdu1a3L59WyqShxwBjgAhUBWERXaokjNnmeMoGb81l75iP770Rcj7nbk2nBdtTIoVqyFPSIL68FFor98E2aB0BY+Zi0NRzDSoT5xCSeY5qP/1ORsxpNFGOkglzGvdAY8HDoX6yDFo/32NGcl1v/4mVcVCZfqHomQWHI7iZaugPpnBiK6IbGNPHD41315htjLl9jSUXMyC9uYtkBpLEppiyQqmLjIH0Utfs5FMwwgiAPmsechr2xmFEVHsORokyO/sgcLQCGbbIiM/2cOKJkYDOTn4JjsbFhYW2L271O5VrsH8hiPwT0WgSgirSI6SjDOim0DmWeayQD9+2YPSGZE9iSQfLPXJ09D+cJ2NAEp5yWOeXAfUpz4TVTApQbJhNXOGYulKRjJEdNBoyuQovSSJjlRScnegg5V5MoOpeIZc5NrwxQWQ3UyXn18aTSOLN2+hJCMTmktfs8EBQ+KTC82XWeydydWBDiIpIlppgECqDw8fQQvg+vXrKC4u/n0x/J4j8M9GoCoIy1yIG4zuW3eaq0qT1yOXy5nktWvXLvCTY1Cd+0BmZmbl/w//zYRFaJENS7Xzv0e1UqvVyM7OxpUrV/jJMajWfYD8CSv9eDZh+QFT7YGvS50mK70RJiiQ7FikJua8XB9F0dOY64AJquFFcgQ4AuZEQJ4DzHcBkhsC90VvAqFc/esGArEvARkry0VX9xsaoVN/cphN51Ef/BQlX16q7k3m7eMIcASehcDPV4HZLYAkB+DeFZa7PGERUZGEtbrvs4ri6RwBjgBHwLQIZKwAJtsCJEipxRkj5QnrXrbIZsmNgHOlc+tM2ypeOkeAI8AR+B0CJF295wZMrQWcXGxILE9YFH0wGUh4FZj+GnC2/Lw8w1P8giPAEeAImAqBn78HFnYA4uoCSzyAx6WrEj9NWOpiYIm7mDn5DWDfNIDYjh8cAY4AR8CUCJCR/V/rgIUdgbiXgVmOwMPyM0CeJixq0KPbwN4YYNrLQFwdYE5LYNd4YPdEfnIMeB/gfcA0fWCZlygoEe+s8AZuPb3kknHCklj05LvAgvZA4utAtAyIseEnx4D3Ad4HKr8PRFsDiQ2AmU2Aw7OAInEWikRFUlgxYVEuRQFwMxPIXAt8/j4/OQa8D/A+UPl9gPjlbhZQWH7ur0RUUvj/x/K7B9GS8WEAAAAASUVORK5CYII=" alt="" width="235" height="174" style="width: 235px; height: 174px;"></p><p><img src="/web/uploads/6912/bf369ca0fe-captura-de-pantalla-212.png" width="285" height="169" alt="" style="width: 285px; height: 169px; margin: auto; display: block;"></p><p><img src="/web/uploads/6912/1fbc98abac-captura-de-pantalla-213.png" width="278" height="170" style="width: 278px; height: 170px;"></p><p>4. Para remodelar un edificio se contrató el personal que indica la tabla. Complétala de acuerdo con el salario y el número de días contratado.</p><p><img src="/web/uploads/6912/ea58d3ed5f-captura-de-pantalla-214.png" style="width: 506px; height: 70px;" width="506" height="70"></p>
Evidencia
Evaluación
<p>Completa la situación y resuelve.</p><p><img src="/web/uploads/6912/ac919a99fd-captura-de-pantalla-190.png" width="336" height="219" style="width: 336px; height: 219px;"></p><p><img src="/web/uploads/6912/05ee494123-captura-de-pantalla-191.png" style="float: right; width: 391px; height: 194px; margin: 0px 0px 10px 10px;" alt="" width="391" height="194"></p><p><img src="/web/uploads/6912/5abfbb475d-captura-de-pantalla-192.png" width="323" height="169" style="width: 323px; height: 169px;"></p>
Bibliografía
<p>capsulas de aprendizaje, Colombia aprende</p><p>naipes multiplicativo</p><p>vamos a aprender , matemáticas 4</p>
Foro
calificable?
Activo
Actualizar