[b]Aprendizajes esperados[br][br][/b]1. Utilizar software de geometría dinámica para visualizar propiedades relacionadas con la congruencia y semejanza de triángulos.[br]2. Resuelve problemas que involucren la semejanza y congruencia de triángulos.[br][br][b]Definición de Triángulos semejantes[/b][br][br]Dos [b]triángulos[/b] que tienen la misma forma, pero no el mismo tamaño. Cuando dos [b]triángulos[/b] son [b]semejantes[/b], los ángulos correspondientes son congruentes y los lados correspondientes son proporcionales en medida.[br][img width=500,height=331]http://descargas.pntic.mec.es/cedec/mat3/contenidos/u6/M3_U6_contenidos/Teorema_de_Thales_en_triangulos_semejantes.jpg[/img][br][color=#1155Cc][b]Criterios de Semejanza [/b][/color][br][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApMAAAEtCAIAAADbXHwyAAAgAElEQVR4nO3deVwUZQMH8NE08kRTu8hOj8oDb7yv1NLK1DSzIlOztFut17LSLisqxeSQ5RS5L1lBwINDBFEUQRC5Ebnvc3dnZu/3j1XcexfYZXfg9/3sH7rLzPPMs8/Mb+eZi5ACAAAAcxCmrgAAAAB0AJIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkZpLc2XbWhBxbth5/bG2XLfeO3P86Xm6HJ+7sdAackcGqwLbVo80NPKWiLi0K27Z9Uq310VqIHh92eSkBAAzEDJJbKbV1p7fSZla2vUZydxajk1shVY2U3Hc/7XpLAwAYhMmT++7WVm5ze+8dfROhK8ndWUjurk2pqPOLIqvBvQoYK7nvfYzdbgAwCyZObvVbTLat3Fby3ubYtj3i5SZS2l+/Nx/5t+9vbu9NZ2trfe+v1ZSvMEtN22rdWdP++0P17+5/ZG3HVjfyr7t8faqg2DYKc5L7yJatmnfyddcWpzqTW0sVtDeCnlVQ+tFmtORGdAOAOel8ct/fKndhe6bH/rJCBCrHrbrkVprg/vyVh+Vt2SpbbNVp1VdOx5ZezWyU9gs1FKJv+TqroOYQhLqfNaoVVPeppi9Ye3JrqYL2RtC7CsrlGy+5TTKwAwCgXmeTW2nb28nw1meY9F5J9/9I63Fupb0j+f+2J4LqbrhsYuWR+7v/V1M97RVXGMNVW4RyhCmcYaVH+bqqoHhkViHR7rWCclIrNJFyiKr/fvVISrVV0NoI+ldBpQWMmNwGOzYBANBlnUxulZ2mzkV3B5JbrgBtya1hh9LaLlttaQpv6SypYxVXrIyGIuRn1IHy9a6C/Bcln81yk8kVq2ae2tJQv+PcKlXQ2ggdqILKELYRkxs73QBgPkyb3B0YLe9acmvKJTXJrVAZTfXr8FC1xh8HciVoL1+hydUM9KttNdXvSO0ldUotJP9lqn56f3m0J7fGKmhtBO1VUFcAkhsAehnTjpZr2GJm21lrO+1Ij+TWdy/VKPvcioPeCn+qEkL673N3JLmVRpzVDFV3Zp+7Q8mtpQpaGwH73AAAOpj4DDU9rgrTM7mVj9uqucRXV3Ib6Di34mfqE8zIx7kVm0TtLwljH+fWVgXmHufGyeUAYAZMfj23phONtVykqz652/9K17nlmpNbyzC3Ek2D8vK7oupno35KLWP9Os4tVzsv9Z9pP71dKWPVTajnNyc/JKB+TlobQf8qKMeptvpo/8q0fnh/1opfE2IcAEzDDJJbKlXZrMpvE/UYw76/xVYTPxrPSdf+lpbAUK2vcmn3P76f5Cr1IAjCANdza6qCQptoGlcmDHI9tyqFXWv1VdDeCF26nlt9fbqU3Iq1R3IDgEmZSXIDdIbC9Xc9oBwAAD0guYHJZLu/xo5Utq2O0QcAgG6E5AZmY9saPbq7oQgAAP0huQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASbqU3GxbQp4tW/Ej+f9rm4U+f9dx2XbWhLVddscnMlJ9egX59uv6V5ttZ91d3wXbluh4b9HKuF2JbauxturaPdvOmjD0AuosFAzPzLaX3agbNwZd0l3t2OnkzrazVtwUqLyhFzPriUjurjFk+3Xrd8Gs5O5obY2fq0hupjPv5GbOhtnck1td/TrTukjuHgXJ3c6cktv4kNxMh+Q2DHNPbl3bjs6NlssG9WQU5i4/Lq9nsyi2oPyclWom95GtnVIHkS9XfiKF2XWgQ2man/r3s+2s71ZJ9rby/5VrolARtU0maxS23BIr1F1D+6tMpfAVaGo/zV+tUgPbsuXqKjex8p/LvafYBzrROxQns7azU+zPGovSTktX0ti1O9qVVGbEtr1b/7tvKLS7pn6vqd21tozSSq350IjBFlbHRJ3qr5opN4rSLJVWPQ2Fa5mJ9qkUvsR7c1JebMV21rA50f7laugSSonTse1KBxl2Y6DU8bR885r6pcaF7UR/1dKOXY00BZ0eLWfbai2zE8nNtpWbn/zYu8KvBL1/fMm1oOI0CsP6Cv+5u0wKmajQU+RW2fbZ6b3/o3g44f5MNJajcnRS5WilxkXR1GR3+5HCAiuUrLZd7k4lXys92k/uq9U1idr6qDaz2kbqXO9Q085aWkWvOepoCrXL38mupPCHsqKUQ1l17vq2u/zMFddy/ZLbsAureaJO9Vet1Kz/irO8PxfNhWuZic6plH77qOnWSl+u+m6q90ql/O1obs0ubYoVdX1joGuLqaXx1fQkjfXp3Mop344GjjQFXTlDTcsJah1PbpXqt7/RhQ5y/6tR+YUlm6Hy1yH37ap8U+1vdG6sUtMoiuZyVJZc+f/Kk+puMpWtWPssNLe/tnK1tJ9cF9BYT5WP5EvS9G8d9daL2pZV3+j6ft2am0JL03Zy2FsluZULbi9XQ7NrbnflieQ3Pvokt6EXVtNEneuvusvSsIBqEk9D4ZpnomsqlVEDNTVub2ctmw0tK5WWLiH3Uce3Kx3Q9Y1BB7aYSo2iruqa69PV7bzBI02BIa4K0z2qo31aDc2kuJx6j1bIT65lpErtZkrbaqYU3R0d49D0ZWkrR916pjjCpqbJ7ueZmiZTbZR7X4CW9le7NVdbQfUbcy311BYGWjbF8hN2qneodE9tvwT06stamkJb03amK6lJbuVfGorVVen3mttddfE1b/w68GV3YWE1TNSp/qpHUQrLrunXv66FVD8T/afSvGW/93faNhvavieF9xS6hOI62cHtiv6MtjFQu0HSvI+hb3063F91tWMXIk2BIa/n1vLzXOs06ju84jck/+tAv5aU+xLluqlir1dtW407LEp/Ld/z9VpQTb+itZWjR3KrUhwdUnpTe3Jran+N64OW9lP6ajXVswMrq6r2CTvaO1RXfpVtk6aiNNHSFDq6doe7kt7JrbHfGzm5Dbuw6ifqVH/VoUPJralw7cmt31Qad7kVklvj5knXSqW2S6gEVke2K/ozzMZA3y2mxjbRqz7SzvRXjT9ElJaoi+1o2DuxKA18GGCfW3WJZMurx6w1//bRvIrr3udWKVj21epu+Q7uc6utns59bvXkmkzzAmtrf4Pvc6tZVtXptf/M1rmoOv9O731uvXR4n1u1RfTtSvomt+Z+3+373F1ZWPUTdaq/6qC5V+i1z61he63ld66mqTq9z61246u0WdbQJbTtK6qn96ZYeSKDbww0bjE7s8+tnt79Va+xC5UqdHyb08nkVr+8chXrcHKrfB8ae6/mH6Tq/0xd/mnqyWxbjR9p/o71W1a9u46mzYXK/9VvZbU2WbadtZaDopraX//1Qa79tMxar42MSjCo5KLaL0O/3qFcJbl20b8oRZqbQv+ure9qo1dya+v3mttd3Xctv1Irj/no/LK7vLDqJ+pcf9U9b+VWkRu2uz8LbYVrnomuqeQ+0r2t0bZ50vvLle8SWuqpe7uiP2NsDDRvMRU/0W/PSWO31K+/6vd9a5pGf125nlvbPmmHk1txGyG/KVVa3o78SJIb/bk3g3vDH3JrZPvs7o5fKAwsKYxtqMt0vXfSlFJTcS9PXTm6klt5lhq7qdIHigusOAqmpv21bgm1tJ/cV6upnnqvrOq+RLW/wPXtHSrtrNQq6orSQUdTqG3aTnYl/fe5NfV7HbvPWtYInV+2YRdW80Sd6q86yyLU9z9tP2h0bkQUO7HGqVQ28mo2Fvf/TvNmQ8c+t4YuIb+EHd6udETXNwb6bzFV+nL77BV/zqitT+dWTvkqGDjSFHRltPzeN6/uMEAnkltpjir9uGOHG1R74v1DCmq+w7tz1nI9t8qvPPWf6F5cdZOpL0dncqsumtr3lXPIrv0zpblpaH/tW0JN7af5q1Xab9Owsra3itI20SC9Q3F+2q7n7shuoZaupKlrd64r3ZubLVtLcmvr91rbXa5Osstr1X1yd346v+yuL6zmiTrVX7UX1H5VtfZZai5cy0x0TKXc0dRtLDR9G+oH0uSKVI5rlS6htIQd2650cK/RsBsDLVtMpW9eofLKJanrYJ3or1ra0RAbrXZ44kivov8eJIBU2rmBPKbq3D6kMWbCQNl2tr1wqU0Hyd2rILlBO6XDtL0qh5DcnZfNkAeC9BhI7l4FyQ26KI7j9aYQQnJ3GoK7uyG5AQAAmATJDQAAwCRIbgAAACZBcgMAADBJ55NbyzkJai/mlp34YrxzN3rT5SsdZICTZti2aFsAAPPQpXuodeRsQn1vzdJpSG7j6Z3nywIAmKduS26jQ3IbD5IbAMB8dCq5le8NmW1nff+WmrZsLbdCVLlfHvv+h4rRoOHWlJpvkKfn3fs03oBUgabb5Gmcr46l0dB4mhZZ9ZaAcp/du+OluvvmaZ6Fhlt73n9f0xKoXWBNd4XVr3UBAKALDLLPrXwIW/nOyYq3CFdMBL2eSUF0MLn1e+iBpnED1fvl6pyv1qWRo7l8lUcGKDxYQTlG5f+rGKeaZiG/CIrflMITDHR/H3qWY4ajMgAAPYPhklvt7fPVPTND/UOelJ5Io+m5PPokt0pmtL+hX5poGhvWPF9tS6N1Dho/uD+9msejqH2AjY5ZqG8/zc8B0hj3mstBVgMAdAeDJbeWZ9W0/73CAK/Gx7qoBoDm5FGb3KqpqRjdKmPMypQeS6OmGirF6/l4Ig3lq8m89gVVM9StdCTi/rPq9JuF/DLeX05tSyD3b23l6Ne6AADQJcZObvnnHrI1JO39iQyX3IrhoTouretQrLoD3drm24EHC6opX/FUAMVyO5LcesxC4TGNukY6NCW3hnL0bl0AAOg8Iye3coB1W3Kr7hurxogsZHTsIModw9c23w4kt5rytY0zd36fW80stAypd36fW9fSAQCAIRk3udUe5taV3DqPcyufJq3/cW51S6F7x/De4ug6zt3R5JabSuXPNf4O0ZTc+s1C3WHujiW3tnI0LR0AABhQN+xzK52C3pmkuD8ThTO0FD7S59xypezVEK+Kb8tPo/3cct3JraV81ZZSd8K2luTWaxZqTkYnNPzK0uuEdG3nyOn34wUAADqo83c/lTuNS9sZavLHRa3tsu9v9XVk3f3jpbKLmRUTQWF+avd6VU+JU31f82Cu/NFa1T1MNVPrvc+tpXz5QjUGoJbk1m8Win9yP8q1LoHyuWfqy9G8dGrOWQQAgM5hwhNHMOraRdj7BQDoQcwxuRWvYEbudBWuswYA6EnMMbmVB10R252n4dJ0AABgLPNMbgAAAFAPyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJMguQEAAJgEyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYJLel9wSiUQslohE8i+pRGLqagEAAOil1yU3p7Q04++/r/78c/sr/c8/y8+cEbS1mbpqAAAAuvW65K66eNHV0tKBIOzvvRz79fMbMyaHxTJ11QDA8HJYLPbcucETJoRMnhxqbR02derZtWuLg4P5zc1UQ0Py558HT5hQ6O8v4vNNXVMAffW65K6+eNHT0tJz2LCLX36ZtGfPxa+/Zi9Zcqx//5ApU0xdNQAwvGu//eY2cuR/BGFPEIcI4jBB/EcQxx97LN/Li1NeHrV+vQNBZP73n4gkTV1TAH31xuT2sLT0ffrplvx8QVsb1dCQ8eefboMGRS5dauqqAYDhXf/1V7eRI4Nnzbrxzz+Ffn43HRxOzZ/v3L//hc8+a8rJubB1q9fw4bnu7tjnBgbpjcntZWnJeuCB4yNGHB8xwmv4cPcBA8KmTau/ds3UVQMAw7v+66+skSOj169vzMyUiEStRUXn1q/3HDLk+m+/kXV1mYcPx7z2WllMjEQkMnVNAfTVG5Pb09KS1bev65AhrpaWrkOHug8dGvfuu005t0xdNQAwvOu//uo5cqQzQRy79/IYPDh13z5uRYWpqwbQSb0xuT0sLb1GjEg7cCDL3j7z33/Prl3ramFx/u23Jbg2DKDHUU1u9wEDYjdurEtLw342MFQvTW7vxx4rOHGiNDr6TkTExR073AYO9HvqKVNXDQAMT3W0/PyGDccefDB5zx7sdgND9cbk9rS0ZPXr5/744x5PPun+xBOsoUOdHngg6YsvTF01ADA8TWeoJX72WVtJialrB9AZvS65Ky9ePGZpeZQgHAjCgSCcCMJj6NAL27bxqqpMXTUAMDzVq8KOEMSJp58u9PXFlWDAUL0uuUU0zS0v55SWtr94lZVYgQF6KoU7sUyZEjZt2tm1a0tOnhS0tpq6agCd1OuSGwAAgNGQ3AAAAEyC5AYAAGASJDcAAACTILkBAACYBMkNAADAJEhuAAAAJkFy39Uq4N7hVFEiPOkPAADMGpJbKpVKaZHgk4t/DHSd/v1lh4y6PI4AN2YB6MmEYmFOU3FGQ34Ln2PqugB0GJJbSov4LrdCH/acN4w1bajj+JEec9dEf+10M/Ba3a0GqoUS8SVSPEMMoEdJqclcEP7Bw54L1p/7n29hdDXZYOoaAXRAb09uUkj5F8aM83/j6RMrXLJC7W/4vR6586XjS4e5zx3vu2rj2T1HbgYkVWeUc2rFErGpKwsABlDSVrXp/HcD3GY+5Darn/OkPs4Tn/R59aPE32LKUhqoFqzpYP56dXKLJeKw27ETAtc9dWK5w40AmqS5PG5JY8XZ2yn7rzi/ffrzZ0+sGOYxb2Lg2nfO7zt6MzC5+kargGvqWgNA55Vyqj+M3z+INf2dM9+klN8IL4z/MO7A8/6rH3SeRDiOH+u/ek+K/dnyy7VkowgRDuaqVyd3cnXGxKC3HvVcZJfmVd/aSPJIkkdSJEWSZBuXU9pYea4k5eBV1wXsrYM85lp6zHshcN2as7vts/wLW8swhA7AONW8ho8Tfx/MmvFqxCcpFTcEFF9Mi0S0sLixzDc3amv8L1YnVhAO4x5ymTot9N1vr/yXUJXWhh/rYH56b3KnVGc+67vSkjX9h8uOstjmKSJ5JEWSXC63sa05pfzGrqR/n/Z7vb/brP6s6UM8F7wS9UXkncQGukUkEZl6UQBAt2Z+249XnUa5z1kQZht/5ypNUiRJ8ng8kiSFtEAqkFAkVVBf4pHNXhX1paXHfMLppf4u014KWv9DqtO1ulscAU8swe91MAu9MblFEnFKdebEwHUWzhNtY38qb66mSYqnFUWSfIqubqnzyonYeO77FwLfGuo260Hnic/6rvoqye70nYu326q4QkooRooDmKNGuvXHq8cedZ87PWhDzO1LNElRpPKPdYokBRRfRAsFFJ1dU3go3WdZ5M5hHvMIh3H9j02Zx97y1w2vy7VZ2AsHk+t1yS2UiK7X5756eudg1jTbuJ/Kmqv4JK09tuX3wgW0gMvjXa3MdsoMto39cZL/mpGus4a62Sw5+cF3lw+HFMfmNJc089swlg5gPrhC8s8MLyvPBeN8V/nlRnO4HO0/1kkeT0DxJXxxM6c1qez6wTSPBac+GsyaQRwdO9xj3uKIj//M8LrVVCwQC029ZNBL9a7klkglt5qK3z77raWbjW3sD+WtNXxK39i+v1aTJJ/iC2hBVXPdhbK0/zL83zmzZ6rf6sGs6aM9F7zM3rL3yn9ht+Nzm0twXxcAkxNKRC45Yc+fWDbOb5VfXjSPx6P0/rHOp2gxXyykhQ1tTUll17+5dOSFwLcedJ5MOIwb4j775dM7juWE5reU0iKBqZcSepfeldzNfM57sfuGuM5cH7O7sKGU1nsFVosiKZqiuDxuZUvdlcos+3SfDdFfP3l8yeBjk5/0nL8w4qOvUw6F3Y5voFqwAw5gEiKJ2CsvYrzPq6O9l7reDG3ltnVirZcdLBNSAjEtamhrjii+8NlFu0nBGwccsyaOjnns+JKNsd975UciwqHb9KLk5ouF2xJ+7e8yZTH7o4zqXJ3HtvVH8kg+RfMpfnVL/aXydLvrnjPC3uvrPLG/88QRXotnnLTdd9XpZmMh8hugm4UVx1n7v/Gw+9x/r3s3tjV3YoxNCUVSYr5ISAtLGssD885sifvZ6sSKPg7j+jpNGO3z6oZz//MtiK4hG7Gyg1H1luRu4XO+vvRPH+eJM0PfvVSeQaqcnGIQFEnxKT7JI2tb6hPL0768+PeLgW9Zeszr7zpzqOfClyN3uOaczG8paxVwhWIRjoUDGFVUWfKM4PXD3Of8dpVV01Lf9diWW9NJES2U8MUkSd5uKDt+K+KNmF2jji/p6/gi4fTSYyeWb7nwy+nS5BpeowhnrYIR9Irkrqeav79ydABr2ksBa86UXOLxjJPbiis2RZJcHq+kscIvN/rjhN9tTn7w6PElA9xsnvFduTX+R9ecsCu1N2vJJlokMKsA51ZUVCcllZ4+XXr6dFViIreszNQ1gt6lMj4+5rXXfK2sfK2s4t9/vyEjo3PzOV+ROjvsvcFuNt+nHK1oruVTfIOv5uS9gXQRLeST/Js1BQ6Zgatjdj9yfGkfh3F9nCZMCN6wK+VwdNmlRrrVsK1kcJzS0qv79gVPnChr+ct79rTdvm3qSoFGPT+5m+k2u4zjj3otfClgTWRRIkmSqpduGw/J4/FJuo3bll6dczwn4rPEP21C3n3Ec74Fa/rUgDVb4n44lhN6re5WA20W91xszs29sHUre86cyCVLQiZODJk8+cLWrXRjo6nrBb1FcWhoxKJF4TY2l7788vSyZb5WVhe3b2/OyenofFLrspec2trfZeqnF/4obigXGCG2VdZ0UkAJJHxJK7ftWmX2kQy/pRE7hrjOIo6OGcCaMSn47a8u/XuxKp1rrk8zSvv558Bx42Jefz3e1jZs6lRfK6sCHx+xAIftzVQPT25aJDiS5T/Ka/EL/m+wC+MFlMBI4+Q6yW77UNfWmFVX4JsbtT3+l+nBbw91nTWKNX2i36r343/yzDuV0ZBPimgTNtf1X3/1ffLJs2vWNGVnZx05EjR+vP/TT1ecP2/CKkHv0VJQEP/++yGTJt2JiJBKpTksVtj06dErV1YnJ3doPpmNBaujv+zPmr4l/kB+wx0Bxe+2dZ7k8WiSkt2XrY3LSa28+fNV1syTHwx0m0U4jO97zHpq2Lu/pbun1ma38rnmc7xMyOMl7dgROHasrOVT9+71f+aZm0eO8JuaTF01UK+HJ3dA0dmRXoufOrE8IC+Gpo3+u1uPFZuUDa9xKF5u3W3P7PD3zu97wntZP/unBjtNGBew+sOEn/0KY5r4phlbu/TVV75PPpmwebNUKq1PSwubNs3v6adLTp40SWWgt5GNk8tHdWlUVGlkZIdGfXKab689u/sh15nvnvvuZk2B/ndrMPCaTt69r4uYL27mtMbdSd132XH2yc2DWdOJ/54f7j57edSnf6Z7pdZkm8leeMX587ecnG7880/C5s2yMXMktzkz0+QWCwR0YyOvuppXVUXW1IjoDu+JCsXCqDtJj3q//JjXYsfMIF43jpDriU/xJXxxC6c1ozrXJStkeeTOR9znDnB6aYCbzaTQdz5PsoutuFpLNlHC7tsLby0qyjp8uCgwsNDfP2r5cr/Ro5Hc0G1kyd2+z90JZZyazQkHBrCmr4v66kZ1npASdOehMU1kp6OLaGFVc+3Z2ynfXLIfH7i2n/NEwmHscM/5iyM+PpLlX9xaYdpz2SrOn49+5RVfK6vQyZNDra2xz23mzDG5hTxecXBwzMqV7DlzQidPDn7xxVtOTlRDBx6gS4no8JKEcQFvjvCc/8c192ZOi+qdDs0ETVJCWkiRdE1L/eXyG79dc1sRueM5n1cHus1+2GvxPPaWH1OdYyuu3m6r7IYnhXPLyrIdHCIWLgyfNSt65cqA555DckO3qb1y5eyaNb5WVpGLF1fGx0ulUqqh4eq+fXoGeTWv4cvkf4a52rx66uPUypsCim8Osd2OIkkhxZfwRQKKX9NSxy5O2H7h9zEBa2T3dRnuOX/NmT3H8yMLW8u7/6LwhvT0c+vWBY4de/3XX7kVFRgtN3/mmNwlJ0+GTZt2ZvXqEjY7z8PD18oqZOLEooAAiVCvew0KxMKYskszQjYOdbM5kOpS29pgViuwWrJnlFEk2cptK2+qiixO/OmK82tRXz7tu2qA+9zHvF9+LerzX9Jcz5SlVPHq+ca556JYILjy7be+Tz4Z/eqr5WfPVsbHn5w+HckN3UZIkql79/o/+6zs9GbZqz3Ftasjm765bD/Cfc6ikx9eKLtGk5TZrvOylV1E8SV8UWlTpX9u9Nb4X571fe0BxxeIo+NG+6zYFLvPO/90Obe2285ale1wh8+eXXr6dFVCQuzbb/s/80zM66+n//57S35+99QBOsQckzty8eLQKVNuh4WJhUIhSZ6cNcvXyurG33/rM2YulohTajKXhH9o6Trrx8uODW1N5h/bSkgej+TxWjitxQ1l8aVXf05lLTn18RMnVgxxn/uc98uLwzfvv8ZKrc2uo5oM+/xgXlUVe+5c/2eeufHPP1KptCE9HX87uPwAACAASURBVMkN3awxMzP27bflk/v6L7+Q1dXap2oT8A6ksR51s5kT/Pa5khSapCnD3WfJeNrvjk6SZH59iW9u1Lvnf3jk+FLC4YU+ThNH+678IH7/qZLEeqrF2M8o45SWxr//vqzBA8eODX7pJf9nnvG1ssr44w+yttaoRUPnmF1yN+fk+D75ZPTKlY1ZWbJ36tPS0g4cqEtNlerRfUs51SvY2wY7T/4m6d/GtiazHSTXh+xqUR6P28hruVSesSf50KwwW0v3uQMcxj/qZrM86jOH7OAbDQWGGlsj6+rCbWz8Ro9O2rmzPi0t+fPPA557zu+pp5J27Eg/eJBXVWWQUgC0oxoaioKC0g8eTD94UJ+LuWkR/3CW71Nei6YGrGMXxvN4JCNiWx5FUiJaIKaFfIrOry9xygxaHb3rsePL+jq+SDiMf8Z35deXDp0rT63hNRrvmcIN6em3nJzSDx6su3q1KiHh5pEjZdHRGC03W2aX3GVRUb5WVtGvvtqe3PqrJZtWnf50oNOEjxN+qWqp6+Jtyc2KgBaIBOLKltpThQmfJ/39UuC6occmPXh07OgTy987/71X3qnC1nKukOziXvi1n34KGjcucOzYoBdeiF61KnTy5MCxY8OmT892dBTyeF2ZM4AxCCUi15ywMSeWveT3emDeGQ6Xw7jYlkfySJqkxXwxTfFvVOcdyfBbHb1rpNci4ugYC5cpU0Pf/ebykbiKq618PGa0tzO75G64fl12YLs4JKT9wDa/ubklP19EUVomLOfWvn1u74POEzee/TavrsRUV4MYD8kj+RRfxBfxeGRWTUFQwbmPL/w2w3/1E6wZQ9xmTwlavyPx95DbsTcbi5ro1k6fy3YnIqIoIKDqwgUBh1OZkFAUGFhz6VLnZgVgVHefJuK97LkTy4/fiuDwuAa8v6lpye6uKqKFrdy2zJq8fzN8Fpz6aLCbDeEw3oI1bWropgPXXDLq80ghbS6XhEP3Mrvk5jc1hUya5Gtldf6tt6oSEqQSiVggKAoISPn6ay0DtiVtlR9d+O1B11mvR31xoyZfQPHN8DIwQ5HdrYmi6LrWhszqvBM5kTsSfrUJ2jDMY96o44unh737eZKdX2FMQUuZEPdMhp6LXXJhauAaK++ljplBzW0tfCbvbasl2wUX0UIRJaRIKq3q1v4rznPDtw51n0s4jBvImrEsYseRLP/0+jyeUNteDfQ8ZpfcUqn06r59vlZWfqNHRyxYcGHr1oTNm6OWLct2dNR0hlolr+7TpD+HeMxfEvFJZk0+TVKMOyutcyhSdkiPW9faeLXypvetiJ2JB8cErH7QzeZR76Vz2Vu+uvTv2fLLrQKuOdxaFcCAosqSZ4RsfNRz8T/Xj9e1NdI9ZW9bk3uns0maOC0Jd67+lOo8NXTTQ84TiaNjRnktej3ma9ec8ApuHXbBewlzTG5OaWniRx+1n1zq/8wzSTt3csvL1f+xgNxz2X6Q2+y5YZuzawp78K62FiSP5PFILpfb0NZU3FDmkh26NOKTkd4vD3CzGeExb2Lw239leGU3FXOFJFZs6AHOV6TODnt3iPvsn644VbXUG+NpImZLdiBcSAmqW+oSSq/tuWQ/NuDNfs4TCKcXH/Fe+l7cj1GlyfVUs2EvPAFzY47JLVMRG5tlb59lb19+7pymv+GLBQfTPR5iTZsWtCG5PJ3RZ5IbkIDiC/nCrJqCn1KPzWdvG+m16EGH8YNdpr16+lPPnPDMxkKukMJjRoGhEivT54dvecht1p7kQ2VN1b0qttuRJCmg+CJaKKGF1S11frnRm+MOjA9YY+E8kXAc/0Lgmj2X7aPLUmrIRkR4j2S+ya0TKaSPZgUMYk2f5PcGuzChl4yQ649P0SK+qLqlLrww/ptLRxaFb33aY+6AY5Of9125Lf4n95yTGQ15tVixgVFS67JfOb3TgjVzZ8LB4sYKulfGthKapMR8kZAWFjWU+uRGvXN+3yivxcTRMRYuU61DN+2+bJ9QmdYmwLUhPQpTk5sj4HnlRzzmuWCM9zL/vBgeSZrqIWBmjiYpAV/A4XFz64rZRQm7kw+vOLn5Ka/FI9znzghctyV+//H8yMu1WQ10i6m/UgAd8lvurDu3px9r6gexP+TVlwgogalXLzNCkqSQFohpEYfHzau/7XIzdMXpz4Z6LCAcX+znMmVS6MZfrrulN+RyhSQG23oARiY3JeJ7558e7/faKI/5XrdOcUkeoy/i7AYUSdIUTZFUY1tzfsOdoPyze5MOzQ99b4jb7EfcbKaFvrP1wq+snLC85jum/m4B1LvDqf4o8bchrrPeOfPNzZoCAUXjp7oqkuTRFCWg+GJaIKT4mTX5/6R7r4j6bLjnfOLomIGs6UtP7/gn88SV2pvYC2c05iW3SCKKLkt+0X/1CI/5XrmnSJJ5t0wyIdk9k0mSauG05tWVxBRf3HXx76d8V/VnTR/qMW984Lq3z+8NKY7lYK0Gc1LJq/808fehrOmvRe64WpXd8+7WYAzyp6OnlN/467rXAvbWQayphMO44Z4LXj6941Cmb2FLmfHuywbGw7DklkglqXU3JwSuG+ox7880T4pH4vB2p1EkKTu7p6alLrQwdvWZXY94L3uQNfMB1xnP+L2xO+XQ1brsRrpVIBZKjHzbZAAtGqiW3SmHh7vOWBr+YVJ5Op+icS5qh/BJWkKLhbSgqa0luSLjf5f/mxyy8SHWdMLhhSHus1dFfemdH1ncWsHv9meUQacxKblFEtH1+tyZoZuGecz7PsWhuqXe1GtET0DySJJHUiRJ8sgbtXl/Xvdac2bPOP83h7nNech99lL2tr8zPOMrr5VxanCEDLpfm4C3/9qxR9znzAnZFHM7mWLgbcnNBEmSsoF0CS1u4bRG307elXxoWsimgS5TiaNjn/Re9l7cjycKokraKoXGeRohGBBjklssESfX3JgRvGEAa9qniX/eaazA3rbBUSQloAV1rY1xpVcPZfhsOPu/Cb6rhrvNHu398rrTn/6W5ppQlVbSVkkKdT+0DaDruELyt+vuj3vOnxr4FrsogcfjkYhtQ2g/Hb2sqTKiOPHTpL+e9l3V1/HFPs4Tn/Jb9V78T2G34xvpVlN//6ARM5JbLJGk1mUvi/y4r+MLm2P3FzeW01iBjYYiST5Fc3nckqbKpIqMv697rY/++nmfVyxdZ7zkvfS1qM/+SPeMrUitp/AcITCi9oeAjfNd5ZcXzeNxe979TU2LJEkhJZDwxXySrmqpDS+Kfy/upyd9V/ZznkQ4vfi078ovL/0TW3G1jmzGsXBzw4zkzmkueT36y37Ok9ad2VPVXCvARZzdgiRJPkXzSF5NW31iadqh68dXRHw8xM1msONLo72XrYr+6o90r4z6PFwRDgYnEAtdc8LH+q58+sQrbtknW7mcHvM0ETNEkSRNUiJKIOGLihvLvW6devf8D6NPrHjAYfwDzpOsQ97Zc9n+TNnlJrrN1P0C7mJActeQDe/G/dDPZeryiE/qW5tEtNDU/bzXIXmkiBZK+ZKalvqU8hu/pLLG+7/5kNOEvsesH/N5dVXMl94Fp+upZr5YgHPZwCD8C85M8H39Mc9FDhn+zZzWHn9bcjPRfjo6h8e7VVvknn3yjZivh3vMkz2jzDp003dXHK7V5VAivqk7SG9n7sndRLd+lvzXIDebl09tz6opwN62CcmeXCSg+Fwut6Kp5nTxxc3xByYFbRjltWiwx/xn/d/46MKvJ0sS8ltKW/kcDK9Bp7FLLkwNXDfMfc4f1zzq25p65/1NTYsmKTEtku0m5dQVH8rwWXzq42Ee8/s4ju/vMmVu+Bb7LL8bDfkcAQ9nrZqEWSd3La/xm8uHh7rPWcTeGnsn1dSdGe4iebx7l+Vwb9UWed46tTPxj5lhtiO8Fg/xWDAj9J2vk//yLYzObb7TJuDhMWXQIecrUmeHvTfAddbelP8qmmsR2yYku+qET9FivpjHI1MqbvyR5rkk4pOhbjbEf8+P8Jj/atQXh7J8sxoLsRfezcw3ueup5n2pjoOOTZkStOHM7WQOl2PqbgxqyC4qq2ttTKvOCco/uzPxj6nBbz/stfAJr4ULQ9/5+OIfIbdj81tKsWKDPpKrbyxhb7VgTd+V9E9pUxWObZsPiiRFtFBCixvampLLMw6kukwK3vjgsSmE44vDvRa+Ev25a+7JMk4NznrpHmaa3G0C7u/XXUe5TH3Ea2HM7WRTd1rQgbz7sHCymdua11TidevU5tgfx/q90f+Y9ahj1lOD1u+5bB9deqmKV2/qngXmK60+d3nkDgvW9B0JvxU1lOHQmBkieSSf5ItpoZDit3Ba4+9c/eri3xOCNzzkMo04Om6U16KNsd/7FEYXtZbjvi5GZY7JTYn4rrknR7nOetRzQUxxspgW4tJtBqFISswXi4XiW7WFLlkha89+M8LNpu+hx4ljU2adtP0u1SG1LpsW8XEuG8jLab699syu/ses3znzv5u1hQKKj3XenMkG22Sns1W21LGLEr5M+mdi0FsWThMIxxee9Xvtw/gDAYVnKnl1YqzpRmB2yS2SiAMKz4w+vvQZ72Wet06JaBHudMhEFEmKaIGIL2psa7pckflv+om54Vuedp87mDX9CZ8VyyI/+fW6W3pDXjWvAb/NIb/lzjvn//eQy7R1UV+nV+UISD5+rDMFyeMJSL6EL6Ep/p3GivCi+C3xvzzuvbyP44t9nCc94fPK1gu/xFakNvHbcMqLAZlXcosk4rDb8c/7vvbUiRUONwJauG2IbaajSUpA8TlcTnlT9dnbl3684vRaxM5nfVYMdJ/7nN/rb5/feyjTN77yGm7Y1GuVcWq2JBwYxJq+KnJnamWWgEJsMxJFkkJKIKaFQkpQ0VzjfSvirTPfPOG9/AHHFwnHF8b4v7H7sn1c5bUGugUR3nVmlNyy2H7Kd9XDXot+v+Ze39qIGxT3GCSPpEmK5JGtnNbC+juRxYm/pLKWnto+0vvlIZ4Lxge8ueHc/w5l+qbWZTfzOVixe49qXsPnyXaWbjZL2dsulqXhaSI9g+zuqhRJZVbnuWSFvHXmm5FeCwmHsUPdbGad/ODby0eSqjO4QtLUvY/BzCi5o0qTXwxcR7hM/eGyU2NbM35390jtX2ozp+VOY+WFsmt7Lx+dHvqepefCIW4zn/ZeujLqM6/8yPyWUp6QMnWXBONqpFv/d+W/EW6zbII3nr2dQpM0bkvek8guCpfwxW1czs2afPsMv3nhWwe6ziQcxlqwps0Isz2Y7pnRkIdHGXWCWSS3RCq9WndrVuh7fZwnfZx4ULZzZupeB92BIikxX0SSVETRhfdjf3w+4M1+zhOJw08Ndp+zOeHAqTuJNWQjznDpkdoEvF+vuz7uOX9S4Fp2UQJFUhhj65FIkid7RpmIFlIkdbXy5q/X3Bac+miI+2zi6PP9j01ZFrnT4WZgen0e9sL1ZxbJndGQv5i9daDLlB0Jv7VxORgu620oHimiRUKBUHZfl63xv7wUsGak88QhrGmzQt/9Ovnvk7fj73Cqm/kcXC3aM7QJeH9nej91fNE4v1W+uVFcLhfPEOoNSB5PSAkkfElDW3PcnSs/XnGeGfb+wGPWxNGxIz0XrYz+wjknpKStEqu5TqZP7qLW8rUxXw11mbb53PfFDWV8Evde6LVIAcUX8oX1bY1pNbdcs8PeO/fddP/Vw9xsHvdavDj8w2+uHGGXXMhtLsF9XRhNKBE5ZYc8d3zps97LvG+dQmz3QnySlvDFAkrQ0NqYWJb2zaUj4wPX9T82hXB6ydJz/uvRX/sVxpRza4Vi3ERZPRMnd2Fr2RsxXw9hTXs7ZndWTT72toHH49Ekxaf4JI9X3VJ7ueKG443Aj87/MDXwrcHuc0Z7L3s58pO9V46GFMdWcutM23uhE8QSsW9B9ATf16yOL3XMDGpqa6HxY723IkmSpigRLZDwRQ1tTZHFiZ9dtHsh8K0Hj1kTDuNGn1jxYfyBoKJzZZxqRLgSUyZ3Obdm7bk9DzhNXBbxcXp1Dk1SyG1oJ7svG8kjuVxuVXNdRnWuX87pd87+b5T3sofcbR71Xjab/eG3V/5Lrs4ghbQJuzHoTyKRBBfHTvZ/fYTH3L+ue9a1NeL+piBDk5SYLxbSguKGstDC2M8u2j3r98YDji/0c540xn/1R4m/nS5NbqY5pu7C5sJkyd1AN2+78OuDLlNeCl6fVZMvpASm7jlgvsh7Dz/g8rhFDaV2170nBG8Y5DGvj8uUB1ymTgt9l5UTWtJWSYtxUxezFlWWPCN4/WDXmT9ddqxqqcPTREDJ3buj88V8kq5oqg7OP7fx3HePey97wGkC4TxxbMCbuy/bJ1SmNdKtvfzaUdMkdxPd+vM1l2Ee86YEv3OlOktIC7mm7jHAIAKKL6D458uufHv5yOKIjx8/vnSg04RhXgvfPb/3eN6p9Pr8JrqNLxLglHSzkliZPv/kB4PdbL69ZF/WVI3YBi1kzygT0UIRJcyvL3HKCl579ptHjy/tc3Rsv2OTbcJsf0o9llh5vY3PNXW/Ng0TJHebgGuXcfwJryWTg9ZHFScJ+UIuD8ENHSO7ZzKf5t9uqgguPL835b8F4Vue9lw4zM1mSsCaHQk/u+eeSqvLqSEbcZ6qOchsLHj19Kf9WdM/ufs0EYyxgV7aT0dv43KuV+UcywpeFfWFpZsNcXTcQDeb2eGbf0tzy2os5Pey8bbuTm5KxD90w2eUx/xJAetC8s9zuchs6BKapAU0n8Pl3KwrDCuI3ZP07/LwzQ+7zx3lZjMzaO3WhJ9ZOSev1t1qE/C6uatDu/T6vNejv+jPmv7Oue+ya4uElAA3bICOoklaTItEtLCNx7lRnfdHmqfNyc0D3WwIh/EDXWcujfzkaHZgVmMhT0j1hsG2bk1uWiRwzg552G326BMrAvPOcLgcrMBgECSPpCmKJqlmbmthw52Q/HPfpRyeGbJpEGv6CNeZE4Pf/iB+v0fuqTJODe7r0s3uPk3EdeY7Z7/Lri3CszuhK0geSZEUn6LFtIjD5V4oTduf6jI3fOtg1nTiv+cf8Vq45szuY7dCcppv0z362lHDJLdEJCqLijo1b17Q+PHJn38uotWc6yuSiAOKzj7iueBB1kyPnFM0SSO2wRgokhLTQpIk7zRWRBVd3Bp/4CG32X2dJgxws3nG740P4vdfrEpHfneORCIR0bSQxxMLBNJ7bSgRiUQUJSJJiUj50p07nOotCT8Pcp2xLuqrG9V52NsGA2q/u2pta0N86dUfrjhNCNrQ32kS4fjiI8eXrjmz+0R+VCWvvkeey2aY5BbyeJe//96BIJz79HEfOLCtuFjpDygRP/R23HP+bwz2mOuQGcin+CRJcnk8vPAy0ovH49EkTZFUK7etpKHC9WboK5GfPemzcqD7PAv3ORODN/6e7pFSk1nDa6RFfKFE/dWiIoqqSUqK3bTJx8rqxOOPx77zTnVSkkTcAzcEerp98mTYtGlu/fpFLFxYffGi7M3qpKSwBQtOPPNMCZst/8fVvIbdKYdGuM189dT2KxVZAoqPGzaAwZE8UkjxJXyRkBY0tDXGlFz6OPHg2IA1sovCH/FabBu/P/R2nP73deG3tDRlZ1fGxzdkZQk4HNkvVG55eVViYkNGhoBjFlemGSa5W4uKTs6Z4zFihM8TT7j07Zt56JBUbp9GKBb5FERNDX2nL2va3PAtbjdPut4Mc8kKxQuvbnixboa63TzJuhnmkBmw4+If1iGbhnoueMBtVh+XaaOOL9l49pu/0z2Cis/RKo8JFwsEhX5+Pk8+yerXz+uRR9yHDWP17es/ZkzNpUsGWWsYRywUXvvpJ4/hwx0JwsPSMtfNTTa6VpWYGDx/vteTT94OC2v/4waq5dvLR0Z4zF92avvlyiypQCrlS/DCy4gvgVQqkEpFUqlYWtvWeKr4wtfJ/04NeWeAy7S+zpMnBm34PNkusvSi9gcKVyUmnl23ztPS0rlvX8/hwxM++KAhM1MiFmfZ2zuPHh22fHn99etGX9P0YJjkvhMRceyhh06vWpWye7fboEFh06YJufdP1ucKydknbQmnCf1dZ1p6LRrquRAvvEzw8lo4zGvxw8eXWnou7O8++wHXmQ+4Tu97zJpwGDc+4M0GukWpVzfdunVq4ULWAw+cefPN4uDgzEOHgl54wWPo0NS9ew2y1jBOw40bUa++evzhhwPGjvUcNixh69aWggKpVFqfkRG+fHng5MnlZ8/K/rKkpXJn4h/D3OcMdJ21gL3tg7j9m+P228b+iBde3fPamvDLpxf/2hL/87LIneMD1w31WtjXaQJxdOxAN5vxgeveOvu/5OobqledVCYkhM2a5UQQbhYWnoMHH+vXz4Eg4j78sLmg4Jazs+czz5x69dX69PTuXvHUMUByiyjqwvbtrGHDsuztm27eDHrhBc+hQ8vPnWv/A75Y6Hwr+Ktkux+vOe9Pc/npGl54mfK1/5rL/jTWgTTWgTTW96kOOy/+/meGp+qN2IoCA70ff9zniSdai4qkUqmQx7sdFpbLYrUWFnZ9rWGiQj8/35deOrViRcaffwbPmRM8a1ZlfLxUKiVrazP/+Sft55+bc3Nlf3m+InV24DrCYXxf1vS+rjMIlynEMWu88OrWl8uUPqypfV1n9Heb1d9t1gOuMx9wndnHZSpxdMyDzhO9ctlKF5LxW1pSdu92e/hh9pIl1UlJdEPDle++837kkcglS+pSU4tDQnwmTDhva9uSn2+CdU+FAZKbrKnxGDTIbeDAqBUrEj/66MRjj7n263fpq6/k/0YoEQnEQqFYhBdeZvYSynqmasfOdnR0GzQoeMKE9nfEIqFY0LsuG21HNTam7N7tNWxY6nffNWVnx9vaeo8cmfnvv3Rzs1QqlUgkErG4/RhZM78tpvTS8bzIkOLY8JIEvPAyk1fY7fjjuZH+hWfutFVJFE9TbS0qily+3N3CIs/dXURRUqmUrK6uTk7mlJVJxGJueXlRYGBlQgK/Vdtge7fpcnJLJLeOHXMmCBZBOBGEI0G4EASrT5+IRYtkI2mgnUQsbrp1K2X37vDZs8+uWWMmP+hAKpXmurp6WFoGvfhie1oLeTxedbWI7I1PEW64cSPilVdc+vb1HT06ZPJk75Ejj/XtG/fhh+ix0DM03LgRtmiR2+DBxSEh5n8WaleTW8DhRCxa5NqvX/jMmbEbNpxfty52wwavYcN8nniiKDDQIFXs2UR8fsIHH4RaW/taWSG5zUpFbGzA+PFew4bdDgsTkiSvqurGP/9ELl1acPy4qatmArnu7r5jxjgQhD1BHCIIe4JwIIigyZNLT59WvRgM9MEtK8uytw+3sbm6bx+3rMzU1ent7u5zDxiQ7+0t5vOlUqmIplvy87nl5WY40tbV5K5MSHAbPtzHyqosOloiEoloWiwUxm7axBowIGXXLn5zs0Fq2bM15+Rc+fZbJLe5oRoaLmzbxurf33/cuMRPPjm7bp3XyJGu/fpl/vuvqavW3QStrRc/+cTNwuLM6tU3jx7NdXPLOnKEPXu2e//+N/76S2Ae44eMc3XfPv9nn/W1skJymwN+S0vKrl0ew4dHv/FGw40bIprOcXUNGj/+9NKldamppq6dsq4md66ra8j06Qkffigf0pWxsSdnzbr48cdtJSVdnH8vcdPeHslthppzc8+uW+cxZIjsSJDHkCGxmzaRdb3uueCV8fGB8+Z5jx1bGBgo2x0RC4VZ9vbuo0dHvvmmmZxtyziVcXHx770XOG4ckttMlMXEBE+b5tSnj9fIkX5PPeU6cOBRgjj33nvtp16aj64mt4jPF3A4Skf+JCKRgMsVkqT5Hy0wE0huMyWRCFpbi4ODk7/88uKOHQU+PnRjo6nrZAKV8fEXd+xI//33VrmbLNVnZFzevTtl167GzEwT1o3RMg8dCpk4EcltPspiYqJWrGANHHiEIFgDB5576626a9fMMMhM9nxukCdL7oiFC+Pffz90yhS/0aNPzphxh82WneIIAD0SktsMkdXVFefPF/j6VsTGkrW1ZhjbUiS3mZAld+C4cRe2bCn09U3auTPg+edDJk4sDgoyw5MjAMAgZMl9bv36qBUrZMe8kz75xAzHZsHcILnNgiy5o195RTbwKORyE2xtfa2sLmzZQtbWmrp2AGAUsuT2tbI6t379hW3bwqZN87WyStm1q1Xl0Q8A8pDcZkHpOLdEIin08/O1sjq1YEHb7dumrh0AGIUsuduj+taxY2HTpkUuWVJ14YKpqwZmDcltFlTPUKu7di3g+efDZ8/Gr2+AnkrpOHdLfn7cu+8GjhlTEh5u6qqBWUNymwXl5JZIKs6f97WyYs+bh31ugJ4KyQ2dg+Q2C8qj5SJRxh9/+FpZXfz4Y6q+3tS1AwCjUEruyri46JUrMVoOOiG5zYIsudmzZxecOCEkydKoqPBZs8JnzSqNjBQLhaauHQAYhSy5I5csKYuJqbt6NcHW1v/ZZ3GRGOiE5DYLLfn5Ma+9JruMO27TppMzZ7Lnzi309xdwOKauGgAYS01KytnVq32trNpfOLEc9IHkNg8SCb+lpfzs2as//HD1hx+yDh2im5pwJTdAjyckydthYekHD6YfPFh75Yrs5rIA2iG5AQAAmATJDQAAwCRIbgAAACZBcgMAADAJkhsAAIBJkNwAAABMguQGAABgEiQ3AAAAkyC5AQAAmATJDQAAwCRIbgAAACZBcgMAADAJkhsAAIBJkNwAAABMguQGAABgEiQ3AAAAkyC5AQAAmATJDQAAwCRIboAeKNvOmrhrnmOxqWsDAAaF5AboqTIPTkBwA/RASG6AHirui+EIboCeCMkN0DMhuAF6KiQ3QE9En9s5nCCWuJSZuiIAYHBIboAeCMEN0IMhuQGMiZsbtHvpWEsLghg0aW9czbmdwwli+BdxRi71bnA7Xr9gt+bZQQRhYTl997kaijqnCgAABlNJREFUIxcqlUqlUm5upN37s0cNIgiCGPTsGpdMujtKBehdkNwAxlKTdGDuIGLQ3AOxJVyplJv739crlnRjcI+e+/4vESVcKff6wRkWBGGxNqDJuMXKlnfUigORN5toqbTEaQFB2LKNWyZAb4TkBjCKGvY2KwtilG1oefteZ5PPaqL7gttitc+9vWxZwRbbooxYaFPUDisLYpQt+16hKXut5P8LAAaD5AYwgmKXJRYE8fy+y/KDxXmHZ3RfcMufVU6HbjTyT4amqG2jCGK4LdvIu/UAIEVyAxhBU8BaC9Uca/JZ3X3BvdpHruzL+0YTRj1frdhxHu7WBtBtkNwAhibLsecPpCm8m21nTRCj9102cuH0uZ3DlY5pZ9tZG/cwd97hGQRBTDiYaawCAEAekhvAwMpclhDKGU1n2s2wME1w03FfjFIZuDcsti1B4GQ0gG6D5AYwMNnTPqztsu+9QRcE/L7tlUdNEtzcpG+fJyxm2Bn16qy4L4arDJbXJP3+S3CVEQsF6L2Q3AAGVuaxwoIgLGYcvM6V0k03g37c5XE932UJQQzfGX3d7gsXIx4MVghubl160LbxFoPmHkgy8gnest16YtRaz5tNtFTKLYm1W7/+d2OXCtBrIbkBDI0u8Hlfdv+TsUt3B+VypVJpnsNcC8Jy6ubjRr4zCbck1vH92VaWFoRC8UZHF4TuuHf/lVGzd3heLccdWACMBskNAADAJEhuAAAAJkFyAwAAMAmSGwAAgEmQ3AAAAEyC5AYwL2d3Pa3DymN5PaRUAOgMJDeAeeHWlepQ0WT4S65MUyoAdAaSG8Awmpubf+6ghIQEgxTt5eWlf6H29vYGKTQhIUH/QsPDww1SKABIkdwAhsLhcLw6KCMjwyBFx8TE6F9oSEiIQQrNyMjQv9CkpCSDFAoAUiQ3gLnBcW4A0A7JDWBecJwbALRDcgMAADAJkhsAAIBJkNwAPUvZ6V+23/VtcK6pawMAhofkBuhudEHo/u37QwuMc9y4KfNMSIjb9gkEMfyLuG4rVT1TlAnQ8yG5Abpb1DYLgiAstkUZrYRix3nKwd0NpaoyRZkAPR+SG6C7ZR6cQBCEtV22sQpQF9zGL1UNU5QJ0PMhuQG6Gx260ag7osWO8whi9L7L3VuqOqYoE6DnQ3IDdLtsO2tiiUuZEeeuGtzGLlVzXbq7TIAeD8kNYDTckpRgu13bt+8PyuVKi9k/bt++3e2aVCqVRm0bpTSWbTj3gpsuv+q5f/v2XXaRuVzZJ8YsVSqVSqV00804p/3bt2/fvt/zajndLWUC9EJIbgBjoAtCd0waZGG1YLdTSIjTjgU77PZZEwSx2qdJKpVKmzIvZTYZp2BZcG/ft3f9XqcQp23jLQjCYsbhbCOXem95Lae/b+cVEuJk+zwxaneikcsE6K2Q3AAGV5O0b4YFMWqF4/W7e7vS7MMzLO4HtxFl21kTBDHKll0j/381Y+eGdHd51/rcvfwr+/AMi7vJDQCGh+QGMCw6026GBWExwy5T7irmJp/V3RfcwzeG1rS/w7YlCIKwZRuvzJrQjcMJ4vl9l9uXly5IDEnERdwAxoLkBjAo2d61fI5JpVJp3BfDuy24nz+Qdv+dvMMzjHtdFn1u53CCGG7Lxpg4QHdBcgMYkCzHLNYGNKm8q/ymEagGt2xfX+Etw2oKWGuheu04ABgTkhvAcGi2rQVBWNiy5Xe46cyD1qppbgTZdtZKu9c1PqstCIslLsVGKzPui+HdchgAAO5DcgMYjux8MMXwjNrxrIVpgrspatso5QPuhiY7jL4xVKEIuuA6TigHMB4kN4Dh3D2T+9skWZBxc332/hLtaWtBEEtcii/7GfXRXUrBzb1uN3eQhdU2do3WqbqqzGUJQRAWq33uFUOXXziwZoeRSwXo3ZDcAAZU7LFiEEEQgyat3r5p9epdoQX03QusN33z++EkY8ZZW+KfC6yGT1qzffv27dtXzx41aNCkHUH37sFiRHTm4bmDCIIY9OzSTdu3r543df39a+EAwCiQ3AAGRTfdjAsJOZ1S1HR3AJkuv3o6JO5mU3dcJMWty005HaJQfHfg1qXHhYSEhMSl1yG0AYwPyQ0AAMAkSG4AAAAmQXIDAAAwCZIbAACASZDcAAAATILkBgAAYBIkNwAAAJP8HwQPHRpefbjJAAAAAElFTkSuQmCCAA==[/img][br][br]
¿Cuáles de las siguientes opciones corresponden a criterios de semejanza?
[br][url=https://sites.google.com/site/matelogica2011/][b][color=#0000ff]Claves para la práctica[/color][/b][br][/url][br]