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Propósito
<p>Que identifiques la importancia de utilizar las magnitudes escalares y las magnitudes vectoriales en los fenómenos físicos.<o:p></o:p></p>
Motivación
<p>VECTORES Y APLICACIONES<o:p></o:p> <a href="https://youtu.be/rGuoYVz9h8E">https://youtu.be/rGuoYVz9h8E</a><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/rGuoYVz9h8E" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"><br></span></p>
Explicación
<p>¿POR QUÉ ES IMPORTANTE UTILIZAR VECTORES PARA REPRESENTAR FENÓMENOS FÍSICOS?</p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/menu_S_G10_U01_L02/index.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/menu_S_G10_U01_L02/index.html</a></p><p>INTRODUCCIÓN</p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_01_01_01.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_01_01_01.html</a></p><p>Actividad 1</p><p><o:p></o:p></p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_00.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_00.html</a><o:p></o:p></p><p><img 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zjIJi50yqthev0WJy9ecXR0zPGFLOIn7B0eqzwLoUlkIRuZwlVhd6Jiu2ub2+wf7LOk07G0olevbx4cHyu8JMa7tbXJ6voWByen7O5sMTu/wPr2npLX/v4eq2vr6NfllcZ1tnb3lRy2t7bQr2+yqtezsr6J4eCIg6Mj9o9OODo+YnllmcXlVfSbO+r6xsaGOpeNZmNd3O06tvePOBSPw9Exu4Yd1rd3Fe2bW1vs7B+xvbWhcgG29g45ODxgVb/GpuFA1d9XHqlDNja32D04Uvq3sy31F1Udg2EH3fKK4mvv6JTj4yPFg35jk+UVvdKh/SMjBoenZ+zubrO4tIxuVY+MZzDssqJfZ/fwhP19AwsLCyxv7CiMRc+EVxlbeBDa1jd32Ds4YGlxAd3aFocnJ0ZcN7YxjyN8GgwG1rd2OBB5HR6wtCQ5KZuqP71eXldcY9tweMnj0fEx+lV5vXFVyXpjXfI2VtjcNeMgvJ+YMF1WuB0c7Custi6xOlJ0i74JPuu7B+qNAOFJ0Xp8qnjY2NxWei5GwcHhIYaDQ6UDsonJnFbGx9kFR0eHrG1sKXoEC0uxYGDRAYsOWPUP9NLYM8Ly8jzVJc8pluxurZbikiaml5fobJZs7DIW1w0M97bz6MlzBrUztFU1098/SEtnLyNDHVTWtzI1MU5VRTnFVbWMTE5SVV9DS0sT9R29jI+P0DEwRmFeHI8ra+lua6SwpJLO0XF66puoah1k9+iCTf0iTW1tKvmsv7eHlo4e2ltbmZzUkpn/jJahSVqaO+ju6KR3eJK+zjrqGlooK6+mo62F2l4tPfVPSH9cwGBfJ8OjWqpbmhmZ09HRWMWj5xXoNg0Mdrfw6EkhQ9oZWiqNvLR29TE00EZVYweT2lEqy8sprq5jdHKSijrhpZHG7gHGtcN0Dml59iCG/NpGOlvqKSqtoLV/gotXr5idGKCoqIzK2maG5DXJ7j6aKwrISCqmb7gd3d4RY22dTCxuc3F+xEBXB609fUzOTdHS0kFPTz8NjZ1sH5wwPtBNV28f9Q1NzCyvoR0eZFA7x4kygs7VU+D8aBePC2vZNmxQWV7F7OIyVZXV6Hf36etsZ2hsgrbWFrr6hlhc32V3fYmWth5GRoZobmmnf3iczf1j49Pp6SGtDbUMTi0xNzNBT/8YhuNjhjtqKarrRa+boayunaWZUUpr2zi8eM3Fq89YGGunrMGYid3ZWENTRyc1dS3oFqYoq25iY2+PmuKnNA8t8uKlGJwXvDg1UFFcxsLeOcc7OspKa5hbWqCyoob59R2mR/uprm/BcPaC8cFueoa09HR20Nbdx/isjqPzF5y9eMWmboqKulZ0q2sMDfQyvqBnZ13H0yf5LKxv01xTxdjcIg3V1YzptpUX5dWLY+rKSxheOeBif5XKMnkDoZ7ByQXaG+rom15mYayXx0VVGE5fcXx2xtnLz1ieGKCsvkMl7fU0V9M5Ok9faz3tQ9NsrC7RVF9D//Sq8rqcv/qM2eFOqtuGmBruoba1l9VVHfU15TT2jnP+6hVnL1+jnx+lvKaNuZkxKmvb2D3co/J5Pm1ji8q7Icb2oWGV8rIqZnVLNFRVUlxRzej0Im311fTNbMD5LkUF+XQMjtI3NMZQdyvPq9pYXJims2eAnp4eBodG6e4ZYGVlieLSStb3z5QhIkaOpVgwsOjAz7cOWPV2t1NW305Hew252RlEPyykp6WL+iYtKwsDPH74gHuJGbQOjVNcmE/i/RQqK+qJC4yjobufyrp62prLaB6cQD83SmpSOnn5hfQN9fO4sp61tWUqqwppbKyjorGN8pLH1LS2UfwkW7073tQ3QP3zKsZm15iamWB0fIhnBWX0DE3QVFdDaU0LTdWVdA30U9PWTltvLwVFNbS3NtPY0UtDTQFjswvU11cxt7RIfm0Lfd31PCuqoLW+ltbuHipbWqlvbSL/SS4RSVl0jGgpfP6MxOhUqsrriAmMp6mnj6q6BlqaSmkbnWV5apCUpHQeFhTRN9jPo6omNvSLVFaX0NhQQ1VzJyXFj6lvb+f5oywy8p7S2NnLxMQsHW21JKVkkV9USavwWlRHa10ZJaXtdHVUUNnaSmHOUzr7tczMjFNXVkpVSzeTU1qeF5bR1tlDeWUtXd09dA5Mcnx8wGBvH9rpWfp62mnpGmZtc0s9IW8YjjjZW6elo4+dfQN93V2MTszQ19dPR3sHg1PLHB8dMDU1Tld7Oz2Dg8rgWNk9Ymd9lbHRYZqa2pWhoV9bU0/fI4ODDGmnGBvrp66pk93TV+ysztDeq2VrU097dz8T2lG6B8eQJ3XJ+F9dmlWvvU3MzNHd08/C0hLdPX1MjGvVNxiOX75meqRH0WPY3VYb9+bmOq0NDfSMTrO0OE93dw9jk5MM9A8zOjqIvA0xMbvE5Eg/rX1jHJ+dMj83Q2+vGE8jCoOVtQ2Wl+bo7h9kcnaO9uZGerXzvH71gt7OdmX4jQ30MTw+QU9vP7O6dfRreta3ttAODSjaJrTD6rsV2lE5jtPb28fc2j7HhnVaO3rYOThBnvpX17dZnNZSU9/ErG6Z4YFe+kYnGRoYZHR8UhmtPYNjyMeQ1tbXWV3fZHZilC7hZ3iYofEp5ubn6e/uont4XNEg9C/Jht3dz5h2jL6hCc5efcbkYC/DM8vK4yFGzqpeR3dnN6OTUwz0DdI/OMDQ6CQDAwOMTM6yolukvaOT1a1d2tta0Y5P0NzZz/hIH90jc0xq+xibW2aop5Ox2Xk6OrvZOjhVnhzLJvDzvQlY5G+Rv+iAlbiNxYUobtPd/SPlaj9UccwT5T7c3T9Urn5xd+7tH3Bwcsbh/i4To9Potw0cnpwrN/3h8bHRJXlygmH/EOlDYpIyiIQKTs7P2d3dYWf/WD0ViuvcIP1JKOL0DGm/Y9hT/R2L23Zrh+PzC/YMO2wZDpF4qbhT5Xh4sK/c4PJ0KX2LW/3o9Mw0lsRMz9jf32dTucSNMVVxZ5t5kbGEFwlrHBi2GR+dYW1nj6MTibmeKde3hAmOT44/l5ednR12D0y8nBl5ETp2DIKnuGKPlOv99OICcdULzkLj8amEF3bYkwTMw0NFk2CxJa71g2POTk9Z39xGXN/r6xsYjowLtrh6d3YNyqUur4XplnTMLepY29pVLuujkxMTlqds7+5xKG71tQ0OTs/YPzhkx2BQLmTD7g5rWwblMjbs77OtMD9le3uT+YVFFpb1HJycK5q3DftKjgfiSj6SMIYxlCG8be8dKnezTievVy6xsXug8NrcFnqMMWvRma3dPcWz9CHXldtcr2d+cUl9TVDc7Tu7uybdO1G0C/b7BwcYpOztsbK6ZsRBdNSwZ5Tj8TErK8vMLSyxumXg5Ez4NmA4EH07ZU+FnIz6JzLd3RVdPWNH8Wl8DVJ0WcnGILI5RzCWMICEJQRPCWWIzPYMBhWimV/Usb6zr1zwmzvG/iT8Yzg84UjpyoHSaeFHt2ykTXARee3sHSrMRQ5qnh0fs7ysY25hUX2fQ9oL3kLr/uGhCgtIuEavX1V1JBxwdGrkUfRWdGbXYGBfJfLK3JV5auRXwk0y/6QfCUOZ5SZ6L+cyJ433La5Ri3vcogMWHTDqgBWvX8OrVyDvEr/+zHiUc3ORa6qO3DcX0zfUzdfNdaUfVec9/Zj7v97mfeNd0mKi4XJ8E42XY1yj+3L863SbaDX398b4r7h8Oft9acOWaxYELAhYELAgYEHg5wgBK5+RUXzGxvAZ/TkqWi0h/QMUFhZRVFhIkTrK+d+vIvwZefz7xdffNzlZ+LHop0UHvl4dsKyNb+JdWFiIlVVXF1Z9fVj19n5JpQernrdKr/l3N1bd3Vj1/G2lB6vL+qZ28luVL4nGwUF+saYGzc0b2N++jY2NzRcqt2/f4tatq3L79m2sr/Vhffv25X25d9m/tfXldXP7N+5f60PafF4/1ta3ebud/L592xobG2tuC203b3Ljxg1uWxtpsbaWe1d8Xu/7XVqsVf+X199qq2hTvBh5E3qk7ptjGOm4rdqaaHoLsyt6Pn+8z6fz3T4VvWa8TVgbxzfyfUnnWzgIbu8bx8zT2/KW69f7NeLxeTK5/WP6vm3EzdrIz3U9ertfkbHi8Q0cr+Sq7pv5N/H4PtrflJMNRlze1GGlR7eNMn1fH1f8vyU7pYNv6u51ms3tzLJQWF6fPyYc3mhz7f57aTGNaSNtL+emCddrslZ4voPhm/Wk/Ztz63qfV3P+TQyNdd5sdzXX3is305y6jsMVz6Z59bfQesXnuzS9T5evaHuTn0s+3oO70CP3jf1dW8dsbBRGcu99vBnbCf+mNcAsHyWL983bN2VgXBfepNOMjXHMK57N1416ZVxfL3mSNfSttVLu3bx5g5s3TbyZ1zYT/1c4vbVmWL9fp431zfK/movG+XNtTr2hm2+vlUY8L3l5A68rPTLi8tX8FlysfkEMgcFBrAYGvpzS3/9uP/39/MrAAJ+OjeGk1WJ/vYyNodFqcZ6YUNf/+dAQVlKkHzFQ5ChFaPyy6Bwe5hsdHXw/PBxvBwd8NRrcnZ1xdXV9t7i44OTkhIvpnhzdPTzxCwwiNDRUFX8fT+ztNTg5OWJja4eXjz+hoSGEhIQS4OeNva0NDo5OuLm54+XjQ1CI3DMWX093NBoNLq5uprHdcHZyMPbj60+oqheKv68XdqofZ9zcPfD08HiDVg8PDzw83NU1D08v/EMjqWho4XleOkFBgfh4uOPi4nLZxs3dHR9/odPIgxyDAgNwdXHCzs7exEMooSHBeLq5oHF0umwrOAkvnp5GGtzdPfDy8sLJ0RFnF1fcXF1wdHTEw8sLT3cjTZ5e3gQHh5jGC1F92msccHLUYGunwdc/0IhJaAi+Xu7Y2tji5OyC0Ont63eJl+Dm4eqMg5MzwSGhhIUKNj74+AeovkOCA9X4Go0DPn5+uDo74Ohk5Ftw8/LyxMHeTrUXPoR2d3c3fE3tg4P88fb2UX0LJt5enrh5eOIfFPwGVr4+3u/gacbDrEciE3eFc6BqK3K43revpwfuqo4brm5ueHp64vaWDgr/Zln7m3UuJAQ/4dnXD39fb1wFbwcHXNy98PX2QHg30+Du7omff5BJj0IICQ5Q+uXg5KLGEp3w9PbB19sTBwdjO6HBQeOAh5cvPt5CoyeBb/Hv5+OpZGdja4+3b4Cx/9BQNb69RoOXn5Hn4KAgvL29CQ4xyt7Xwx0baxvcPH0ICQ1Vcg0K8MPR3g7RB4WDtzeBwVdzxM/HC43GXs1BD5FFwNXcExnJHHN2dMBO43A5L0OCAnB1csTJ6c15LXj6yrwy6X1QoB+OGnula4Khh5cPXu6uODg4XmLo4eFFQGDwJYZBAb44OmhwcpZ5IHUd8PD2Ve000s7tzXVEdMzXz6TfMp+DA3F1dkTjKHPZHW8fX4WFmaaQ4CDc3YxzTNqZrwtODvZGWmWOBwQGXc4LRZNGaHJROuUbcNVO2gcG+OHi7IidnQYfc58yjouTWpvMuMvaZB5P1jAvTw/jeuPpjr2dnepfzRsPD9zcPPAPMM6LAH8/fHx8TW2D8fZ0RWPvgKePL55uzsYxlG674eHpTWDglXwD/X1w0GjU2mHWWzkacb9OTzBenm64mXX62toV6OuDq4urcR3SaLA3yU+tlWqdcjGun86uRMZn0NzaREpMmNI7W3uNUe+8vPBwdzGt1bIOO+Lk7Kb6lDkhsjKvM2aMggL91bieXl64OTthZy9ruSuusj56eCo5ynpj5+CkdEjWL1nTvdxdsLG1VWuI4OrmZZwPgrmPp9sb+ncdk6/qXNaBL9UY+McDA4SNj1MyOcmziQmemsqT8XGqJibYmp5me3paHeVc/Z6ZYWNigrm+Pta1WqoHB0nt6iJ/cpLq1VXK5+d5ODHBvxEPhhgHYih8GUaBqZ9/W1HBBzExSoD+dnZ4ODtfbvyuLi7GjcDfDw9XV1ycHLH19KdjYZXeimISk5JISZM3LSYZaHqOh4c3xTWtNNeUkZOVSUZmFlZ4ZhMAACAASURBVMWV9XQ0VhPk4UBwdjHri/M8TU0lJTWVhKRU+qYX6Cx7iJOdcbGTCevuG0J5fTuNlSXkZGWQmZlDaU0jrQ1VBLraE/asEt34IIEODji6uGBvb0/LwBidDUW4eieysqajvOgBeQ8f8yAnm+ycbO75+eIkBo+LC7YaR551jLHY30lWahrZOTnk5OSQkhSDxsGT6uYhxgZaFA+5j57R1NpMamQojqYJ5uBgT1hkPvrVUQI9bckr6lPvubeVPsBWLG1ra+5nFWE4PGSo+DGBAeEsr+speJxDcnIymTmPmZxdoCQ7Dg+/O9S3dqrXWrMy0snKyaW6sZX6sue4aWxIrOlgdXKYrORkUlKSScnIY25piZLcFBKS00nPekD3jI75njZyMjLIzkjG3s6WzPxadEvzDHZW464Ry9uW5Oxa5E2GwdYqAj0d+fAjawprRhloeUh4RCRZWZkUlnSyubZA8dMs9TsgMo7++VW6SwtJz8hUOAlWkffCcHQyGkgOdraEPSljeXqUECcHHFxcsLOzo757kO62WgLuxZCVmUlJdQMb68vkP84lOzubMD9/+iZmKcpLxis8Fp1+ifBAr8uFU/q9W1CtZO3v4EB0UioZ6amkpGfTOTjN1voST9MjsL19E1f/SPq1C+hmp3gQH6o8F/YaXzqHlhjqKiY5OYXkxHhyC+tYXpomLtxDbUayiXqGRDOtW6Uw7R7WNnbY2VhzJ/kZC7Na4iLCmFpaoba84E3+Q71x8wmhuqmD2rJCsjLTycjKo6G1g8K8VMIjY414llezsbFK4bOHZGVlEREcQm5BJW1NdTzMzSY9PYOnheV0tbcSF+KFS0w6S2urlD7IUnMkPj6RjqFJhlrKcNQ4MDS9QEdTJanpGZeyiL0XgHtAOH0Tc7TVlpGZkc7TojJaGyoI83e/NAbt7GypbOlharSbpKREUlJSKKvrYH58AH9Ha3wjM5iY1bEwPkhMsAfWtja4uEcwubBKc3UeSclpJCbEU1zbw+JULyE+juqpOTgmi8kFHXPjQ0QHuWFjbzbGnLGzc6eha5aJoSolg5SkBLKelKPTLZAQ5sK9wjr0s+M8TBfdN87DrIwkHB3cKG+cYGq0lmQTreX1HcyMdhMU5M/koo76igKSk1NJiI+ntLaPhfEu3NxcKB+aZbKlnoy09Mu5nRATgaOTP+19E/R31JKVkcGjp4U0tTQQ7eeGS3Qai2t6Kh7mkpGVbcI2C29vd9Ibetjd3qSp/AnuDjZ8ZOdE3cQMhblZ3I1KIjMjg+aeIXQLk+RkZ5H7IBNvF1vCEh8xM69jdqSbcB8nhaeXXyKLK6tUl2STnJxGQnwClS0jzIw04+smho4rLs4OOLvdZWJ+lda6x6SlZ5noScXXy5+OgUWGuktIu6YDceFBhITlsLmzy+xIJ9Eh3nz04cck5jSyoG3Ezcma5LxiOlqayH/2hAc5OTx8+pyOjg6yY0KwDbyDdnOX/bVZYoLc1UZt5+xN68g8+4Z17oX787BlmIWedjKvrZnJiZE4Ot1hbHaHtaUpchIjuHXjIzwDslgcnyLKxYGA+ym0tXdSWvCEjPR0cvIe0djSTuWzbGUEPa7pYHK0j0c5mWTlPqKpuZm8lEj1QPVVbf5v9/ulGwO/MThI/9QUe3NzbC8tsaPTsbu8jGF5me3lZZaXl1WWtRyvl8XFRcbGxpibm0M3M8PS+DiGlRVe7O2xt7rKwdwc/7GmBquiIqzq61GhDTEIflrDQPoYG8NqdJT/vqmJP8jO5rafn8lL4KIWWbfQeNqaGglzc1ZP8NZegYzunTJeV05CQiJpGVm0D4/TUvKIgsoBzvencbb+mJu3xD18k48+tWFQf8BcazEhWaWc722Tn5xM2oPHdPQOoh3uIS06HEeNPIm4YHPbnqLGeS4MIzjc/kj1c+vGp3z4qS3j+j366h4RXNTI6doc3rduYqPR8Omnn9I3s8Jkfy2uPukcnx9Q8TyFxMRU0tPTSU9NxMPDFWdnF2UM2Ng7Uja2jEE7QGp8PGlSJz2d+3f8cHT04FlxDdWVReTmikHxiNKKSnKSotSTv1i9Dho77saUcXqiI8jThtKGBfQrPUzJq51JIbiFJDE+NcHAop7FxnJCgu5xfHFK0bMckpKSyc59xsTMDI8S42nu32JjqoobH/1IbWC3bn7KbQdfDOefUfEojrj6Po5X58hMSODB00L6h8YY6GwiIthHGR0f37KlanqdxernWH/8MZ988gmxuVWcne6Sm5aMdnmPhYEabn30IelP+tnfGuJ5aRlzc1Nkxd6nommO+aEibK1vcOvWpwRHlHO6ryPcS0Itt7DxDmfx4JzhsuckJCUb8UxPI9jP7fIpSWNjzb3yFs62dQRY38Jao1F0dGrnWZzoUm5JkWFESg7HRxv4udsbQzqOrsxt7lFdkIH3vUQOTw8I9XfD2sZWPW3a3r5FVGUbR/p5Au1s+PCTT/EPj6G+rVttdHcDvbC+dRM7lwAm9QdMtZeT/byRi9M90u958tEn7mgXDpgdqSA+PpnCshrG5JXDyuf4eThd0W9nS0TacwyGdeICnHAKiEO/vcOTxFAcPfwxnJ7SUJF/jf9kHOwceV4/z9nOEPY3P+TmLXHR3kTj7Mm9u+G4OWm4deMGIdEpnJzsEuLrzMcffURkWgVwwB1vWz7+9KZy4/7oRx9R1D3F0eIgvnEZGM5OqHyQSUrmA5o6+pgYHeRBciR2GmeWtvbob6smPiHJJIt05Y1w9w+nuqGZkvwn5Obm8ejxUyqryokO98fR5NWytbFRr0CvLY6RmJBAamo6FfWdjPc3ERoWw+reCW0leRQ1j3G6u0SYpy02DvdY3zulu/Eh8YnplNe1op0YpzI/Gye7G7gGxrJ5eEZLcS4lreMc7ywQ5umoDG5XV2dsbTzo1m6zOtOg1gt55XlEO0FHXRneTtbE1vVwurFETmIiqaZ5mBARhs0NR5r711lbaCEpMZ7UtHQqGjoZH2ojMCiQjf0j2mqLSEhMo6K+TdFU/jgNa40zrUu7rHQ1kxSfcDm37wZ74uzqT2lVAxWl+eTm5pL36DHllZUkhfvimpDDvuCek0lSapoR28RYHG1seTo6x/pQL+VVbcxODBEVGUbz0jq1z7P5VMKRn3zE4+p21nVarK1vcvPTT/C6m87+ySnVjzOp7VvgYFWLj9MNnLyS2T85obEii8TkTGqaOhmf0FKUm4yLkwYXF7MxEMXa7im9rU9JNRkDSbJp23gzvnjA1FDJGzoQ4ONKcGQxR4fLFJc8YWJmntK8FDIfdrCx0ErYnSRe8orMSA8+/PATFd748Ec/IqW4lc8OVgm4F83croHx7jEWJrtxtrUmv6EP7WAbhr1tYiODeT64xM5ILynX1syocE80jpGsbhzSXv+MrpFpehqfc+fuY7aWVrjv7MP09jnDjQ/48IcfqjVO8HIOiuUceBJ3j+S8QuqrK8h7kEteXp76Zs2T7CTl2TJ7pN/evL/s31+6MfDrg4M0Tkywozf+z3X5z2vyude/rch/WlNvIFzP2nz9mpcvXvDq1Su2NjdZnpnhf6urw6qgACtJdCguxqqqCqvWVmO+gxgFUn7SUMfoKFZTU/zi4CB/EheHt7gAXd2JS8umpaObque5OIvLy80VG69Axg/P6S/IU25acRf5eXtgfesWIdGZjE9NUvYsh/tRkURERpGRV8Dk1CQPYoIJe1zL+eYKEU6OOLp7kppXwuLSEhVPM5W7TgTiqNFwJy6XiZlJih5mEHU/Qf03w/q6BrZ2dynKiMQzKou1tTVK8zKJiooiKT2XxZU1Sh9E4eGfw+mLQ0qexBEdk0BCgrGEhQTgbPIMWNs7Uj6uxzDaS1xE5GWd2Pt38Q8JpaG9h/KCJ6QkJ5Gencf4wjqTPeU4OdgpV57RGCjn4myZYE9rKlr1LI49weduEotrm+q9//T7gTzsmWW9rZrQ4AhOXhyTkRhhcvGKq9+JW7dsSMwpZXJqhMdZKURFRhB1P4YnxTVMj49w18+VtM4x9qcH8RZXmrcfTyuaWVqY4mFKFC6Ojty2d6Zubovl+lJsP/6Ee6n57OxuU/IonXjhPSmdSf0u/bXPyH3Wx+F2Lw7W38c3PIGuwUkOji6Y7nmGxs4ajcaGuzHVXBzpiQrUoLHXYO93F93RCwYKnxAVE3OJVdS9EFxdjC5oJ409frE56NfWqXicrWSSmJqj/jFRbUEqdvb2aOxsiMl8xOnJNiG+Rje0xtmN+e19ap5n4n03gZOXZzzISCQy6j4xMTGEeLsTVd7K4eosYe4+1HSPsb29Sn3JE+6GhXH3XgThdyPpGNcxP9hCYmwc8XHx6l8XHxh0xATdYXR+n/6mZGztHPANukdT7yizY93EhPmr8JcsKuICtbltTeKjanRLs8wtLlKZF8/NT2/iGRDK/tk5NSWPiIq+4j8kwI/Q2AdMz03xPC+DqIh7RN6PUx+kaq8rwstVXNK23EvM5Oxsn3vBnsbwU2AkfWOTNFYWEBt9n4iICBLSchjUTlKVl4h7Yi4HJwek+XuhcXElNv0RUwtLNJbm4e7mxtL2Hj3N5URERV/K4m5YEKH3M+nu6eRpboYyOPOelaLf26cuNwl7W3vl8pc4btvINLqpHnx9fJRLO8DXEyePIMZXthloKFX4xcUmUNs9wbZumHD/WNYMh5Q9DsbWzpmQiAT6xmcYbq8iPPw+E8vb9DUUExcbT1xcAnU9U+wsawn3dcVRwoY2HvRP7THVn4e9nT3e/mFUtw+wMDnI/UAP4ut6ONtYIu3+feJMczUhPhpXe3daBjZZnixTISFZZyQUIF4bF+8A9k5PKMiOxc7OkdDIJAbGZxlqq1Iu+NYlAyvt9URHRl1iFH0vhOB7UbR19VH4OFfN7ay8Zyzqd+guy8ApLpPD8xNK0pKJjos3tYtX4cUC7RLrPQ3c/MGHRCTnMTy1wNGLl5Q+zeC2eJKsb1PQ0M2Wfgp7m9t4h8SxtGWgvfyZEc+4RNpGF9FPtRMWnMbe8T6PUr2xs3flTmw6ozPz9DWVEejlrgxUo2fgPlv7J5Q/CUHjaAyheXiIx82fKd0REwMFREZd6eO98EDuxpZzfrZKmPfHaDxCqWsfZHv3lN2FVrzc3WjoGaO7qYL42Ggi7kUQm5imPoTXUf4Ix7Bo1s9OyAn0p6BpkI3VZUa7agnwD2Dv5Ij4qBAKh5fZGeom9tqaGRcdhrt7DJuGc4ozvPnotjPPKpvQrRp4uaUnytGJjKIGJkZ6yEyJV/p+PyaW4tpWJobaCQ0IobSunbryfFKSk5Xh0z2lY0XbhY/sQ9dCu1+2AXC9v6/cGDg9PWV6epqpqSl1lPPrRb+0xOz0NFWdHeTW1ZJcVUFObQ0VbW3s7+4q80Dev780Bp4/NxoCYgyIUSCltPQn9xaYvAK/09DA/52Whp3EuCU/wMkRjXcoY3oDA3WFKi5W1T5IR+VTHB0dCI+OIdTHW8V1JJ9A5RS4uKCxt8PJzZv45FTSUlNISk4hNSUJfy83bG1t8Qq+Q1JsDB5OTji7yFODNX4hUeQ9yMTP01XFN0Uo0o+zhy8JySmqn8zsbDLSUsnJzSUu4g4Otnb4Bt1R7ry01FQyMzOJDAtS8UR3z0CSU9NJS0sjNS1NHeU84k6IMUzg6qomXEhEDOlyPzX1sk5acjzeHk54+oWQmp5JRrqxfXx0hIrTC22iQC7Oznj5hJKcHIunmxNhd+OIjwlVrvG7cWmkJ0aq85CoOOLvhuHp6U1SciJeHsZcAsHLWUIwbq7Y29vh7hNMSkoaqSnJ6gkoOTEWD4lv2msIjIwm8X4ErtLG2Uk9Nd+JSSYnPRFPV2ccnV0Ij4knNtwYxohMSCUxKgyb27dV+MTG+jZuvqFkZqZx9859EuIjcHdzUnkDGmcPktLTiY0IUn1L/14+YSQnxeHt4ayMJ2d3L6ITjRhdxzM++g5uLle5JE4ODvgEhJGela1wzcrO4v7dUOXaFsykbx//IJKTEvB0d1WxQsmviElIJDzYX8XQk9OMchN5SYkOD8E7OJyEmCj8/YPIffgQcTPHxSdeyiwpOZmMjFQ8XTRY29qpEIm1nYaYlHSlK5H344kI91W6pfIzNE4kZeaQFH0XZ1OYw7gouKiYfUxKFpnJ9xU+SkYeHiSIPos+pV7p0/3IOyoG6+YdQEpaukl2GaQkxuDt4aa8UEpPfP1JFtl7uqmnPidHBzSOrtyPS1I4SfgiLS2F8AAf7GxscPMPVi58PzdXpSN2ttZ4+IWTm5tDsK8nUbEJJlqu9DY+JlLNwaA7kWRmZSmdTk9LJfJOMC4uV2E/0bt7UdFER95Rnhf5LfF+/5BIMtOTcNbYYmtnr/iydXQlJTOLyLBQYuMTCAn0UPNGDGGNiyfp2TmkCu0pcTjZ22BrZ6fa2Tm6kZaVTWSon6LJycmNyOhE7kcEKBmofCA7B+JSs0iJvYdPSPi78zA1mQB3T8Ij4oiODLykVcJ8MgclDi4hyiB/bzWnHextcXD1Jis3l3thgYRGxb6DUUpiNB6ujmrdSM/MQvBJS08jJvIObk4OuPoGkGTSv+t6fjfQn6CIaOIj7qo5KHlLrl6BZGRkEhIkBqWz0qPg8Aji46JV7krw3RjSk2PR2Fqb8LQ2YpaVxd2QUOITEwjwNa5DGjtbnDz8yMnL5V6w32Uo08XVh/jEJEIC3S/XRRdXF5yd3YmKSXpHHxNio/DxDSEpKQ4fL2eV0yEeUAmtpcTL+mGPrb0Td6OMnlAJVwoGEWGB2NvY4OTlS3xKMkGyRrn5qPBKsLcrjq4eJCUnqZyaoHvvrpmpyTH4ePoQG59MWKCncu1bW9sia19GSiI+rs4q/0vWa/HuyIYvuCfEROLiYI9G8k18AkhMzVDhLZljSfHReIkn92syBNSa/mXnDLztGRBjYGZmRhkAcrxeFubmyKip5r9E3eM/hAXxhwmx3MxK569yMvlWcgLWeTlMbaxzYDC83xgQg0CKhA7EKJDjF/AW/IOBAX6vvJxvR0fj5uKCn7292qSNC6PkBzjh5uVHknJRPSAnM43QQD9cXDxIycolLT5CubVsbe1w9/TG398fP19vZGJa29qqjUjixpIcaG9vi629AyqhzEOSiXxxctDg4OiMo8aOjz/+FGc3T9WH9OPp7qJikbIw2Vjf4sZNa5WQ4ubmhouzE5KgJXH7mzdv4ujipvp1drRXiXiy+MkTmeQRXC9mV6nwJ0+CkgAl9F2vI0mQ4qaTjUs26ct7KrnnKvlQKY9KRpI8BzccHeyx1zgak6kkWUZipm5uyBOzJPLIAiZjfZ5yy6akUfQKVvYqAc5oLLgpnMyJZWbZOGjsLxN1FC8yjqOM76aSwVT9y4RMV5UwJ0/njo7Sv8RzTcmaLs4qKUrjILF/uSb4yhOt/VUykxhnstC/hadKFDP3Y0r6k41OkoGEByV74f0yIVA2SGNypmBs5kUMP0dJchO5mfTGjLuDyTAVeYtXR+4Lbeb7RqxEjhJrvS4fo0Hp4OioEu9Ez8TwUmNKjono5bUEOTMtEqYSei6ToIR2U/23+Ze+Be+3ZSfYX5ezGASCxXWeRUcdHMyyFn40xvwLNzdcFUZGD5SZLtlAlf44C32C7VsYmHi5jr/C5g38JSHPTcVoVYKljGWSjSSKSZ/XaRR5CE6SFyJ9SRKq6Jq0MfNknNvvthNalUxVoq2E1WTRlwRis9yNOIsMnB0dlSFxXaaCh7NKCpW5YNZNc9srmYhxcEWT6JZxXEmIlPM3+tQ4KF0UXi/ntp1xrikdFdzf0j/Ft7OzcQ5KcqkJM1mDpK7wqHiSuS66b69RGMu56MuV7gtmZvqclIdEJV9e4in9XWFmlIsZ/yvcjddd0Gjs3qsDzm/P3Ut9Ns95SbQ1653xKIndql+TvJ1UmMLEn5pTprXL2UXh8F5cpa2ax1e0yjiyfjub1ltJLhc8zTojRoBZ3wQbpdeXa4wxEdTI7zW5m/D6Kq7LGv2lJhB+njFw3QiQ86X5efq0Wn7V7jYPB/qZ29l+5xtAflXlfJCaxPH+Pquzs8YwwXXPgNkYuH5821vQ2WlMNnw7t2BkhN9sblabv7+9Pe5vWWAujg44BkfQNzNH1eNcklOMsfcH2en4OAfQPrBKZ2UitvZe1Lf1095USXZmFk8KimloqOaetwvu8ZlMTWmJcHXEOzyG2oZmiguekp2dxdP8YtraWki6F4CjixdPS6uoq63gUW4OObmPqKipp7r8KZ5ODoRFZTM8MkRJwWMys3Ior2mg5GkWbq5eFNa10VRTSmJiMrXt/TQU5eLiYNzQvwqFsfT59UxMC84WnC06YNGBr1MHvnRjQBIIeycnOVtbM2YAvHzJ4eYmBxsb6ijn5nK8tUVEWQk3crNpm55Ev7vD5sE+i5ubPOru5H/0dCWxrQXkv/jpdPxHSRz8ccaA2TC47i2orHw3t2BkhG82NamnnrcNARGAbKia8FjWLl7SU1pAmimL/H5kCJ/ecKN3bI+x1gzsNN7UNHdSX11MXl4uDx89obyijJgADzzTn3J4uEWksz/alVPG2vL49JNPsbWzxcbGDv/gOwT4uJPTouVcP4Gn7Q1u29hia3Obm7aeaFcv0DZlE3QnhZ7eDp4/e6SSS549L6b4WS5+Xl7ci4zEy92D2JRcBsdnaat4qFxPZovz61Qmy1iWxcuiAxYdsOjAz6YOfOnGwK8MDnJ3fJxqybadmKBSXg+cmXlvqZmdpUO3THxHBzeePeW7T5/wN/nP+DD/GT988ojf9nLnX9rd4kZcNHlNjfxbCQHIk795w/+vPb7tLZBXFEdH+WZLi3JjfZ4x4HAnns2Xr6hMuo+7lzEMIK/Z3L7txeDUCdrWdDyD7tLW2cXTB1kkJyeR/TAf3YaBjpJUXFMecXKyR7SLK0/qepnRdhAbeVe9Fyxxq/rWbp5m3Ccs5TGLc1M8yUwkPCyU0LBwEjOeMD2/xNO0u6Q8LKS1voZ0ea0uNZXSuk4ODXqS7nlz88ZNvKPSmZzQkhjspZJ5rr5X8LOplJbFxCI3iw5YdMCiA1+vDnzpxsBlNr98gbC5GSt5Kpen9Px8Y5EneymyQZuO/6C0lH9cWckvl5fzj8rK+OXyCn61qopflrZpqVg52GLl543V80KsSkq+uDFgNhquewtqa/hmRQUubm7vhAiUEjo74+zjT0ZuLnd8PJHYrcRsJdbp6OhOfFIOSTHBKuZ/934CDx8+IjszA0kaS0mIwdvVCbegcHJysglwc8ZW48Dd6ET1qp4k7eU8yCU9WZLU3FQ82jMghIycB2RnppOeKe/4ZhIW6KViTu7e/iSnZ/MwL5eMjAz17nbUnWAVY5Z4rWdwKPEx91Xio8SnLJPIgoFFByw6YNEBiw58ER346owBecXPHKfv6eEXWlv5xdpafkEy/82GgGzOUsyb9fWj+Xp5OVYVFViVlb2/3vU2X/D8mw8ffq5nQIFoSuiSbHVzko5cl4QZjb0t9hpjQpBKFJHELlPSmBwlS1y+fiZvEBg3aBeVRCTJJyqBRCX3XMX2VVKP6Zo5QcqY8CcZ2MbkFHPiiurjWmKUJDqqBDOLIWAxhCw6YNEBiw5YdOAn0AFlDKj/IyCf+5XPEn8VRfo2v/8vHoOWFmPWv2ze8t0As9fg845S57+m3ue1f9/1wkL+wYMH6itT8lqJbNqWYsHAogMWHbDogEUHfh51QP7vgZXf5CT+U1P4fV1lZgY/KRMT+A0O4tfX9/WX/n7Cu7spKyujvLRUHeXcUiwYWHTAogMWHbDowM+jDli93t6G3V0+29n5eouMaTDw2d7e118MBl7v7XFydPS55fTwkJODg88tp6Z7hwcHHFiKBQOLDlh0wKIDFh34GdWBo6MjrHSrq6yurbGi11uKCQOdXs+iXs/y+jor7ylyfXF9ndWNDY43N9nf3GR9Y4MNS7FgYNEBiw5YdMCiAz9jOiBf+rX6PS8vftfVld91c/uSiiu/bmvDr9y+zW84OPK77u78Kxdnft3Wlm/Y2vKb9vb8mq0d39Q48E2NPf/E+ja/am3Db2o0/JajE79uZ2qrceS3NRp+xdqa33ER+lz4pzbW/Lq9g7r+q7dv8w1bO/65qwu/aW/Dr0gf0reNDf+dvT3/wtVNjf3bGntFyzfs7PlX7u78rosz37C+zTfs7PgNe3u+YWPDNx2cLnn/146O/MvoaP6HoSF+d2SE3x4a5BsD/fza4KD6/a9HRviXw8P8s+Fh/s3wMB9NTaFdW+Pl1ha7FqPAsgj8jC0CFgPWYsRbdMCiA8oYsPr0U6x+8AOsfvSjn7788AdYfed7/O8JmbgU5PPvvRyx+ou/xOrDG/x+VDw3ch/wQVIyP8hM5f+6f48/ikvkk7zH3MzN4Y/jY/k/wn35ID0Hm8eP+cPoUP59TBwuT/L4jU++h9Vf/4g/y37MXyZH8b9ExXD78WM+ykzjt2wd+P2oNKwfPuBPk5L5ODeXPwjxx+qH38PqL/+K3/a7i3NBAX8dE4rVX/wZVnZOfOfhYz5KT+PPUjP4OCuV33Oxxep73zfy/zd/g5W/v/HLhYND/LuJKf5Gt8wHc9PGf6EsCZHXS18fvzU0RMDcHPqNDYuXwLIZWgwiiw5YdMCiAz9TOqCMgX9kbY3Vxx+jjAIxDH6a8t3v8geZZerrg9vHr+B4hX9n+zHfbZ5S12yiA/hNazv+w517/M/+bvwLx3AWLoDDef6Viz3f/PAT7KtmVd1vR3jyz9zvsgk0NT/jTx5UAq/5qxBnficoStUZbiniH37wCUVLnwEG/oXDLf5TZrG6l/gohl+zD2D2HA6OD9Q1uyh3rLzv8BKYqHnOb/3oJlFjW8Ap/6//bax+8BFWP/whVsHBps8YD/O/zs4h/zJp9siAVVf31ZsR5jck5CjGQW8v/2xoiOaVFQ42N3+mFMHyJxc26QAAIABJREFUZGB5MrDogEUHLDrw86sDX64x8KMf8Fs+kYwYTnjeWMifxKXSvnFEY081/ykll5aFBWJLnvCtuAQc8vP5nzztsPquE+WLR4xNd2D1/e/wjZsaQpu07B4f4/4wnl/+zp/xe3czWTg4YvtoD+fkUKz+6jv8n1lPWD8+prm9hn/+iSMR3cvs7Czy7cQ43KtaadMO8P+EhxE7vMjU3ADfirhP/MAcG+tT/H5cLB37R7Q2VfNn0YlkD02S31bJv7H7BKuPPnnTGBge4fdn5+g+f8ng0T7/eWqcXx689qqk2SDo6+OXBgb47uQk43o9BosxYDGGLE9GFh2w6IBFB35GdMAYJvjwQ6y+8x2svvvdn66Ie/2TG/zyrZtGd/y3PsDqBx/yq7Y2WP3ln2P1N9/nGxpHvunkxK/ZWmP1/e9h9d3vYfXJp1h98hFW0v7jj/kntrex+vQG/9TOGqsf/I0xzPDJTX7p5idY/cVfYPX9H/KPbO2UB+Mf2thi9fFHWP3oI6xu3OI3Vc6BtXH873yffyJjf/evsPrWn2L119/ll6xtsPr0YzXmL9nY8k1nZ/7hpx9i9e0PsPrOd7H63veMY/j4GD0Ag4P809FRfmlokF8aGubXR4ax6ut983sM/f385/FxWlZWuLDkDVgm/xec/Jubm8hENBf5bXlC+/l9QrPI3iL7/xY6oIyBv0hK4tvx8Xw7IeGnLh/ExfJHMTF8y9Tfn8bGqN8fxMfzrbg4dS73/zg2lg/iZbx4/jhG6sSqsT+Iv6oj196sE2P8HR/Pn6g2xr6/FR+HeRzp+3L8+Hh1/idxcca+TeP/aVycaUxj3StajPz/WUwMf/r4Mf9Fq+WDyQn+eGKCPxofN5aJCb49Ocm3Jib4w4kJ/mJykszFRY42NzmxLOKWTewLGALb29vs7OyglzdXFhdZWFhgaWmJtbU1dnd3lXHw32JRsIxp2YwsOvDzpwPKGDjd2+Pi8JDzgwNLMWFwtrfH2eYm51tb7y1nW1tIkftiBGxtbFheLfwCG+HP+2IjhsD8/DxNTU2qtLS00NbWRmtrK42Njepcp9NZDAKLTlkMbIsOfC06oIyB9fV1vmrX5ObXJNAvc5wvs6+f983Pwv/Vk4ZMOvEE5Ofn097ezuDgIF1dXYhBIMbB8PAwDQ0N6muYMi8NBoPyIIgBYcHxCkcLFhYsLDrw5enAV2QMbGLYM7Blcptvbe9gMOyqhWxn18D+/j67O9uIESL39vb22dszIJvv5ta28bfB+Htjc0u5TKX91uaGarOxscmuwdjPzvYWUsewu2OKuW6q33t7e+zv7Skarj4GtMmuaXxpJ+Nv7+yqxXZvf5/trU3W1wXcdWOfhl023xrL3EZ4kDHNymi+Lgu3jK362thgZ3dX8Wuua9g/5HB/Txlfb2OxrXAysLdvbK/4fA+97xtbcBTXsmB5xdsO/z977/kcR7Km++nvkD4oZK4iZO6VQgp9UYTMNRH3rKTYlYmNlRS62j1395w944czw+GQHJIz9J4ckkMOPQiCFgRIgqAD4b03Dd9oNHyjvTfobgA/xVuNBArNpj0zQwyYFZHI6uoyWU8+9eSTb2Y15L4CBvYZrAU3n2ClcBecXWZCCUaCScBUJ278y3g6cXs8eNyCnxOvV8LZLgNHVa9OMZdGPQaMevd5MzgJ1stlX6p7VR7BXM7n8XozdfsiDI06Ez75DQ7JtaR+5TzCD+O+lu55tZlzkY2328w1+eGoUIRQwGfcnzwYUhaXM3MvEs6XxljOmcFO7s2/zAHzuaVMsk8wuLSP4D87u8wVObf0+ouLi40oQHt7uxERKCsrM4xBUVER1dXV5Ofn09LSYqTW1lb6+vp0pOBX6lSo51rnZm3Q6+uZD7+AGXAR9ju5dfEnnrUMIA3alLWT8+fzGHcHGB3spqm5hb7hUfyBENNjQ9RUV1LT0MyU04tndoqO1hbau3uZcbrxOKfp7WqnqaWN0YkZQ2T9PjfdLQ1USi9qcBTvjJUbV29hsXRSVlaLyzVDQ2011TUNWMemjMZKDIM0isN9XTQ3tzJinzQaEPtwHy3NzTQ2NGFb3teD3znGrSsFDE/M0tPWQEVVLYOjE0bjZu3voqGhgQ5LPzMOp9FA+IJh+hqecOZcPo1t7YxOOggFAwz2tFFZWUF3v9U4trmskFOXi3B6fVjam6isqGFgeMwwT+O2QaMsDQ1NWMemCQX9mfK2tDAyNmk04sO93dTXN9JtGWBmNnNtaXimxmx0tLdSX1/HsH3KMCSTo8O0NjfRZeln1u1lemyE9pZmOixDTE+O0t7SRFt3H1NyD2K0nC68Hie93Z00NzXQ1N6Fw+3FPTtFZ1srrW1dTMzMYrcOGnURDvnp7+li0uFh3NpHc3MTA1YbXn8Q18wYdTVVtHX10Dc4gNPjY8w6SHNTM5b+IVxeH5P2Ydpammnr7mXWlWl8x0cGaWtpoaahCfvUrIHBQHcb5RVVBobS6I9Zh2htaaLT0o/T7SEU8vG4qIDKDive6bHMdz19TC/VTcZUeRkZyHCvd9iGLxBkZnyYWoN7LUzOzFBx7yqXbpczOtBJ6eNyhkdG8fjDuKbt9A9a6W6upqrZwuyElZqaWnq7msm7fBO708fIoIWmphb6B0fxB4NM2gaoqqrD0tHClfwChqfEQK2IqTx409PTNDY2GtEA4VNpaanR8JeXl3Pt2jUkl99Hl+8kUtDf309bW5sRJVjPoqTvbYUnGguNxa/FgZ/dDHgDIYaaHvCHf/sBF67epOjObTZ/+gf2ni+m6VkR27dvY/s3n/HhliO0NVeyb98hnlRUcq+klJqyEjb96QN27NrDpx/8kUsldTSUXOHbnceobmrDPuUk5J0m78R+zl0rpuzRfZ7VtfOs6AInLt3i+vkT5F27yamDh7n7uIL7RXeo7xjI9Ah9Ds4f2sTHX2zi+y1f8cnWQwyP9LFny9cUPa3h+I6NnCx4SiQSRHrvTY+usv/oKc6fPMalG6U8vX+VTZu/o6N3gIsn97Fr7x72HzvL0IT0jr2EvFMc+f4rTl97zI2z+9l5Kp+Hty5y+Ew+9VUP2frlZiqbOzn6/UbO3y7hwrFDXLz+gIqSa2zctB3L8DCHdnzNtdJKzu7fwcm8Yq79+D0fb9jE999+yecbD2IZ6OXc8cPs2bmLwz9cwDrpMnqr0ZCLk99v5scbj3hYcIIt+87Q29PCwZ072LVzO7//+4+o6R7m8sEt/FRwn8onDzi0fye7d+/gb3//B+5UWYgEffiDITrKb7Fx2z5qqx+z8YuvKG/u4uqPh9ixcxcf/v3fcbqoBkvNXU6cv0n9kyLyC+5w88IhPvzoc/bs2sqHH22lrrGRk0cOUVpZz82fDrLl4GnaGyvZvWM7O7dv5t/+6Ut6bGOc2rmFMwX3DUPi8gQIuWzs37yB6w9ryT+xjwOnrlNy6zzHzhRQU/WQLV9/TVVTK4e+28rlood0WQbwBMJM9tby3e4DNLc1c3zvd+za+R2///0fuF8/SDjgw+91U/3gOtu2f8v2zZ/zp00HaGuuNrj3uKKS4rsldLTWsWPjpxSX13H68B6e1LeTd+oojyobuHb2R8orKjh++Ci3bt/g8JEfqK6rZd/mj9h58jqNz+6xfdsOvt20gU++Pkh99RMO7v2Bqro69n/1MZuPXiUQDhum0fxgy8OnJgqOjIwwMDBgNPqSyzBCIpEwfufd+IGMpT/Nzc3GfnrIQDcSZi7pdc2HP5cDP7sZCAR9lF47x73KLmKxKCH3BHkXztNrG6fw4nH2HjnBySMHOHftMda+Js6cPkXhnUIqGzsZ7Wvl+IH9HDt1kp8u3WBgZJii/Hzahx3EIyEjROpzT1F85TyXrtyguPgRNvsohdev0tTWQn7+dQYH+7j042luFBbyoKyCqdnMK1t+zwzFV05z4OAxTp04zbP6TloqH3CjpIZUws+N/Cu0DEwYoeegd5aia3k0dPVxv+Aceddvc/tGAfef1tLdUkPepUtcOHeGyzdLmPX4DbMx0d/EDz8c43bRPa5czqOxq5+qkpv8dPEqdwtvcf1OKdbBLk4ePUWvbYLS65e5WHCb2zcLuPe0mtbaJ1y985RkMsK9a1dp7R2mpOAnDhw6xqkfT/O0tp2eliryLl3m4k8nuHK7lFmvH18gRF/9fbZs3kbxg0dcu3qN2rZeGp8UsmvPXs6dOcnBYxfo6mom/2ohgeQi/fWlfL9zD+fOnWbP3h/oHJnB5/EQkPvOv0h9/wze0U4Krpcw1NfG4d27OP3TOfbu3UdZ6wgRt51zR3aRV/iUQCRKzf2r7Nt/iFOnTlH8uJbh7kb27viWC1cus+Gjjyht6qf2fj679xzmp5PHOHLuOv3dLeQX3MMXTRD0ewmEQtTfv8LmbQcofXiP61cLaO0ZpOL+Nc5dKqC48Ca37j6hubaMgqLHhONzRohehqPqHhZyr6KD3vpSdu3ezbmzp9h34AQW+6xRnwHPNDfOH2fv4ROcPHqQM/mlWPtbDe7dvlNIRX0Ho72NHD9+jr6eNi7mXcMVTdJVUcS+vQdp7Z/E3l3DlVuPGeys5dQPZ3hYeo/DR47SOWyn+OJJ9h8+ycmjBzh/o5SB9nqDY6UP73Nk/xEa+ycJ+tzLwwTZD608hNLrl/kDXV1dRmMvwynptPw01sqSSqWMyEFPT49hArPPoz/rBkFzQHPgbTnws5sBNV4scwKcs5kxfhkr9no8xhirjMF6vJmxVo/Pb/TaJiencLndmR58wI9jdha/MfbtMoYFMmPgqpJdxrizY3oKx6wzM17t8Rlj2DLGK2P0Ab+XqclJY9xazVuQEHgwGMItY8AeH8GAzGHIjI/PzjqMMW91HTWXQcbDRZQd05M4nG5CMtdBXvlyzTI9M2uE4tW4tJw/4PczMz2F2+s3hiTkHtyzM0xNzxIMhfB43EvzEmR8Ws47ZQyFhELBzNwEn4wtOzL37JXx/pBxLSmvzKmQe5PyTztWri3b2urKaeoexuuexen2EgzIvAB/JixtjItn5l/IvoK/jG/7luZayPwGYy6GvA2hxvG9HgNbuVfBwG/M73Aa8wZkLoQMuXh9mXF7uX+JKPg8st1DKBxhxj7Ew3u3ycvL53FVC26f4GEa0/f7jYZRzq/w8/lc1D17StfQhIFZ5pjMHAiXYDgza/SShbDqPjKkl/kdHmRegtyX1yiH28DLPMdE5jys4p5w0Osmwz2PYTTl3hyOWaOOpVwyh8Pn9xnDM8YQijGfIYDX7WRqesbAw+s189pnGJRMOUz7LM1PedlDKj19SVIH8nqhzA+QRt9qtRpRAsnl8+DgoJ43oOcNvNBYvoxj+jvVhug8Fxd+fjPwMzyoqoHIVeC1sm2tlFEaD2l8/D7Pmni1UcojkwfFeEmSeRPSCK9M4sz9IMpxPn8An/fFPei1Uve/dDnkDQJjsqLLxdTUlDHZUHK1/Ze+vj5/bo5qXDQu65kDLzUDItDyAyiS66Qx0Bz49TlgFh+N/6+Pv8ZcY77eOCBtullX1PoLzYAAIL2TWCxGMplExit10hhoDmgOaA5oDmgO/DY5MDc3Zwx9KwNgzl9qBmQ2s140AhoBjYBGQCOgEVg/CMh8Lenwv7YZEBehF42ARkAjoBHQCGgE1g8C8oNp2gysn/rUd6IR0AhoBDQCGoE3RkCbgTeGTB+gEdAIaAQ0AhqB9YWANgPrqz713WgENAIaAY2ARuCNEdBm4I0h0wdoBDQCGgGNgEZgfSGgzcD6qk99NxoBjYBGQCOgEXhjBLQZeGPI9AEaAY2ARkAjoBFYXwhoM7C+6lPfjUZAI6AR0AhoBN4YAW0G3hgyfcD7jsDiQoqB9jqqmnpILb7vaOj71whoBNYDAtoMrIda1PfAfDpFLBZ/DomF9Byx+ByL0mgvLpKaSxj/PdIr/9HQ6zV+XjuaSMHiAvFYlPSC6RSyfzLJwqIcOk8ymTLOk4p6qa2qxO7wMpdMMi87ZC2LiwvMJWKZ/1jo9RKKrJRtfj5NIhbN/FdFr5dwbOWHvBbSSeM/ecYTCQI+H4nUvBScRDxKctV/L86UbX7BXOAFQvKfLJf+k2Iybdy0sS0aTxAO+onEM9dKJeeW9/UHw1mll4+LhEOR1duX8Mh1v6t3XPmUiIZJyi3kWOZiEaOs8l8wpVyLC+llvPyBEAmpK+O/ZHqMf8st9RMIhknEY/j9IRKJGLG5VI4zQywaM+ozEJL9o/j9QQSphfl54tHw8nVDkVjO42VjOJSNyyJpwS2oMPYTX10pLzyX4JlOvwCIlxylv9II/FoIaDPwayGtr2MgsLi4SG9vL2fPnmXPnj3s3buXS5cuMTIy8mchVFt0ni+/2silO0+IL7WPnjELPx7Zw9db9mLzzTPvHWTb5q3cLaujva2NtrZWmpqbsTuCTFuq2bJxA/uO/0T/ZCBTlvAkR/fsod+bJDrZxo5dh5k2tw8LXo7u/Z7q3tnnyj4zWMfmjdt5WNVAQ10Njx8Wc+FSARPeGAM1t9m88wB1LW00N9ZTWnyd0xeuMhtOkY4H6al9yLZvt3DrcSPu8Bx+ezs7vv6CXYdO0G5dulbKx+n9e6i3uoE07TWPuHL1OqWPnlJdU8OzsscUFd9laNrHSF8bB3Zu4UxBKWMOPwsRB4e2b+RK8VMaG+spL3vMpQsXaeobW7qPNCUFp9n27TYu3ilfubeoiyM7NlHeO72y7SVrtrYydn+3nd1HzuCIrpgW70Q/1/OvcOduCeWVVVRVllNaUsKTsnIam+qoravj6b3rfLt1O/fLq6mtqaahzcLszCTlhefZ/P0+GnqG8MyOcOj77VT1zqwqxaP8E/x0uwK3Y4IH106zdedhWiyDiG2oK/6JrXuPU1tfT1XFM0of3Of61XzKG3pY8VqLlN06z/Zt2zhT8NAwEXKBxYSDw9u+5cKNEurrail7+oR7RYVcvXab4Rn/qjKoD3NRP5b2Zs4c2s2Np21q81vn8vzIv6y+cOHC8vNz/vx5Y5t8pxeNwNsioM3A2yKnj3srBEKhEB9++CF/8Rd/wV//9V8b6Xe/+x0bN240/unVW50UKDm7j0Pnb1NffoeTF27S2lTD2fNXsFha2brhayzONGlXDx/+44fcedpAV1cnnZ0dtLf3EE4tYmso5ptthxgYaOPI3n1UdY/DgofvNn5FlytJeLSWj7/YxpS5s5xysWPjZzxsn3qu2BPdj/nHP25iyBkmHAowPtDAp3/8E9X9TnrLLvHR5j2MTM8wNjpCY1kxu/YdZdyfzJwnbOerDZ/QNp35PNNTwcaN32EZ7uHUwb2U1vcDcxzaspE6u4/B2lt88Nl3OCJLx6vSLKRJzUsDkeDojk+4WW83vkl77Xzz0T/wsN1ONBJmdnqUA5s+4ocblcb3TfcusPOHAvx+F8e/+5pbVX1L5XKw7ZN/4EH7uLrCC/PAeDtbN29nyOGjofgnth/JwyhdZJxvPvmAOzUDzx1r7jlHxtr44tONTKwETYz9p1vv8vHW/ahqsLU+4tMNW7B6MjtaKm6ycfsRnJFM0z5YfYPPd5xYbugfXtjJN8evrbp2zD/Jd19+QN7THmN759MCth+6iNfv46e9m8l7mGnEF+PjfP2njynrcZiOX6CvupAPPvoGeyALf2A+lcDrcXPp8FZO3akxHfd2q/F4nE8++eS552fDhg3GP5B7u7PqozQCGBFJ/XPEmgm/GgKqZyPRgAMHDnDw4EHy8/MZHR39s8pw7/T37DpdZJyjp+YBp88X4IzOQ2iEL/70ecYMOLv44x8+pLp7zBgekP/I5XJ7SS3AcG0hn321C2lS4h47Z44f5frNG2z9ahPdriTx6TY+/OBzuqeiy+Wc8w7x5ScfUdnnWt6mViZ6nvAPf/sR98prqamporqmjtEp6cVDy/3T/HHDt7R3d/P49iW+/mYbz9qGlnugBEbY8OmHNE9k/inYdPczPvn4a+Tohcgsl388xtUbt/ju643U2/3Y2x7wyeff0jfhwmj7jassEgn5iSSkUYxx6NsPuVaTib4YZuCDv+X0jVLqamuorK7GMjSGBLFtbU/47NMvuP3gGbW1tZTevsSHH35Ow7ALUl62fvR7HnROqtvMmSf8ExzYuoHDZ69RV1dLbdUTtn/5ET/ermYx6WXvN59zuaSeqFG2zClSczECwdAyBt7hBj77aAMjoZX+uuw50XSHD77ZQ9B05eaSC2zee4aOlmq2bN7BkGtlSKavsoBPvj2WMSJA6fnv2Xj4yvLRMiwzO2bhu01f8rB9nNmhBjZ8+jnX7j4x7v9JcQEff/gJFT1TsODkqz98wKOOlfufi4VoLM1n45b9zIRzD1nIxYpOf8+Jwtrl677tijw/EkXLy8tbfn6uXLmCzWZDRwbeFlV9nCCgIwOaB+sCgbriy+QVVTx3L3M+OycPn8gME/htHN6/n+KH5ZlGqraWisoqrNN+HL21nPgxj+VRgFSI4ryTbPvuCDZfHBZTdNQ84eatIiqqa6mtqeRu4U0eVbaQMMbmV1961trIgQNn8ecYJpae5LFLt5cPCDrtFOaf5/q9clxuF921jzh4YD+Fj2pxhhL4xzo5fuw0LtVLXkzw5PZ5tn67l56pTHja2t3Ajes3uf/gIc/Ky3n8+CH3Sx8x6vQz2NXEyaP7uHijFNu0l4WYi9OH9tE1rfrXmaLMR2c5e/wIjUNOYw5FKp1G4gpDjQ84+tMNAuEAV07s49KtEqqqqqioLOdZeTUzfvO4+zzVxZe5VFRlHJtOp0jPLzLnH+P4oUN0TwRJBKYpuXOTwqJ7PHlaxrOyJzy4d4+6tr5lMxCc7OWHoyeYFkO3tAScEzwpvMy+Iyeobu4mIi7OWBZ4euss33y7k6ZB59I28E7bKLlxgQNHf6Shs5fkIrQ9KWD/8TNUVlVT9vQxDx6UUFRUTI91BtJh8k4dobJHGvsF1P2Pd5Zz+GQ+7qCLS8cOkXfrPlVVFTx69JD79+5y/1EFnuyozFIp4iE3rQ315J/7gbP5t2ls6SKUWLmn5cLqFY3AO0ZAm4F3XAH68r8+AjJ5Tv4VtyQJu6beaGLXIolEnHg8YTR2P2fppVzSAM3NZcLNMtkxnWNy4suumU4ljXtKmia2zSUyZZ1PzZE0JiTmPsPiwvyL72lxYXmi5HwquYJfIrG8PXPWReZXwhPPXcg8FCANrpQtkZh78XVNZ5BJonNL5Ze6exU08+kkSaNupc7M11gw6lC2rZoMuTC/bEZMl11aff7+55IvjgSo4xcW0sRjMSNiszifMnizoMf2FTw6X0MIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBt4F6vqaGgGNgEZAI6ARWEMIaDOwhipDF0UjoBHQCGgENALvAgFtBn5l1BcXF1lYWGB+fp50Ok0qlcqZ5DvZR/aVY/SiEfilENCc/KWQ1ed9GwRy8TGZTJIriX5qrXwblJ8/RpuB5zH5s7YIkaURF+ImEgmi0SihUIhAIIDP58Pr9eLxeHC73bhcLpxOp5FmZ2fJleR72U/2l2OlwuR8sViMubk541p/VoH1weseATMn4/E4kUgkJyeFZ2/LyXA4bHBSeC/814tG4GUISCdHGnHRMNEy4U8wGDT07XU00uFwIMmsmUorRV9Fa+V8or9yDbmWXl6OgDYDL8fnld8KqcWdisgKoVWjrxp8acRzJSW8KlemQHIzwRXpZ2ZmkDQ9Pc3U1JSRZF22yTFCfrm+EF/KpJf3FwGpf2mUlcj+HJw089LMSeFgNifle+G1iIsYDymLGBK9vL8IiEEUbVKdI+GGudHPpZFqm9JIyV9HJ3NxUuvkq7mnzcCrMXpuDyG29PpF6JSblcY4V1KEN5sDIbUQ/U1IrgTYnGcbhMnJScMkyD5yPSmfdsTPVd+62yANrdSzcNJsSHPxUba9KSfN5lTWzRzMXlecVIZVcVKOk+tKY6A5ue4o+NwNCSelkySG1BwZzcVJ4UUuTpo1MpcxMPMym4fmz4qTyrQqTso+cl2tk5nq02bgORrn3iC9LXG2ygBIbys7CZiSlOAK0WRd9pMHQoRaxFAeEIkkiHirXK3Ld7KPXMf8EEnjrnpnitySK9KrbWbCT0xMGL02eZDkfDp8m7tuf6tbs01pNh/ls+KjWYRlm+Kk8EJxUjioeKhy4ad8b+akOqfwSjgpHFT8exUnRYiFo8Jn4bqOYv1W2Ze73GL0zFHS1+Wk7CcdK7NGKj5KLtEllUSHZZvwR/hrNsDCK+lkvQ4nhYfCR7NOCs/fV07Kcy0Gyxx9kWf835GNucIyUhHv02ImtzTO2UkIbCa8fC+EErKKMxbBflWIVL6XJCRUSY6TJNeX88iDINjLAyDXkIqTihLSC6klKSE2C7MivJBetkujIOfTy28XAeGE8EBEMJuP8llx0tzoy/7CHzlWOPZzcVKJslxXuPUqTgofJWogfFSclPJKufTy20RAuCT6JLr3Ij6aOSnr0ohKv5flAAAgAElEQVSLaZDj/lyNfJFOyvPxtjopmv6+cVKbgRc8f0IwETrlPFUuBFMiLKQW8stDIEIrx7xsUY2+ueGXY1QS8kmSxlol5Yazc7meEmIphxJhFZ7NNgZKhMUFyz7aFLysptbmd8INEdBsLv5SnFR8fBknhYfCTckVJ+V5EDGVzoTwUPgm/DNHseSzmZOyLse86hlamzXz/pZKdEoZU+FhNjeVOZXvZD/hyqt63konVcdI8myNNHMylzYqPpo5qXTSzMlX6aQ0kHKt92HRZiCrloWIQiARtOxkJrqsy36vI16K3K9rAszkzia1GABpEHIlKa+qUGn0JeUiuwiv9MoklwdEyqWXtYuAiGEuTgoHFSeVKX0TsTXzMZfgKkOqcsVLxUnhokq5+CjiL+UT4ylGQPgovDObAuGn2RTIZ2k49LK2ERDdk7rP1kj5rDipDIDw53U0RvYxc1IZAMmzjaniouSKj5IrPkquOCk8lKQ+S/nMOvkyTqrolRyz3heFiR4mAKNhFxIp8qhcEV4IIetCwFeRWxFb5WaxNZNbCa3kiuC5yK2ILLkql+SqbOohVJ+llyWia7fbGR8fN9Zl6EfENluApfLl+npZewiICGbXubneFSdfp/4UFyUXPv4SnFT8U3xU5ZNcxEYafuGkGAPhp5mTwks1hCCRrvelR7b2WPfyEgnXcnFS8VLqWr5/nfp7GSezDYBZI7O1UpkAuW6usileStnMnBSdFE6Ojo6+kpMyH0G0e70u2gws1awQz+wmFakUsYRM0kgLeV+2vIzcOU2Amhgj427AXCrF3At6XMoEKGKbBVdcuErSS1Tr0isTMzA4OGiIcK4JXyLAIsRyr3pZOwgo0TVzUa0r4X1TY5ptAl4kuKl0innmSS1k3gU397pUGSR/G07KxFoxBMJJMQXZnBRxlh6ZGAW5P72sHQRexEnFR8lln1ctSicVH83G9EWcnE+lIT1PeikaoAyAWbcVH1V5zBopJkDpomikWSfNnBS9zOak6ON656Q2A0sRAbPYKZIp0XsdgityS64ILo2/Sorg8qBIUs5W8rlkkvjkBDHrMIlgkMTcnNEwm8XWTG4zwRW5JVcEl9B/dpJeWE9PD729vYYTzia7CLAkuXe9vHsElDlVXFS5mROyz4uWXHzMJbiKjyo3eJlKEo/E8Iw6Ccz4SMytvGVgfibMnFQ9rlyCK7zM5qN8FhPa1dVFf3//C6MEwlttCF5Uy7/uduFILp0UbgoXhBuv6jkrXiqNzMVJ4fUqPi51mPyxCFNBH8FYdLnDlM3Ht+GkRAcUP6XBz+akcFDMgIpcyWcp33pb3nszIGRUDbMQXSUlvkKuF4muIrbKzcQ2RwFEsiUJfZLptHE9dR0xAolUCv/hA3j/+PdEB/qJz88/3+OSeQwLC0TSaSLR6HMON1twheBSuSrJZ5nQ1d3dTUtLC2NjY8vuV5FdzMB6Jfpv6cEV7ryIk0r8XiS6iouSK8GVfVUSLqfn00h8S1J64flrpRfTuEedlG0spONSPXPpJPHE6ihALB4jkUqQmJ8jlsi82aCMaS5TKvzL5qQIsPCtvb3dSOYogeKkGAYxri+6399Svf6Wyyr4v4qTwrdcy8s4afBRTK06dgHSWZ2lpLzBlp7nuKWef//2EW6NdENqRSOVAYjHYiwmkhJeJf6aGpnNS/ksjX5bW5uRxByojpOZk6Kl642T770ZyOVAVUMtwpurV/IycgtBFMFT4nAXFoj39RG6mk/MYsmYDXHYEhGQyYqA9MXDNdUE79wm6vUSA2ILC0SXJjJG5NcNp6eM7wMl9wj5fYSWfodAOVrJs4ktlSvDBJIkDKYqu7W1lcbGRmOcTIgu4VghuiQRXxkb08u7QUC49SpO5jKnL+Ok4qORz6dJRBOMlPUx8rSXiC+MDAnMJedIplOkjcGBRSKBMIOlXUy2jSIDBsnFFIlU5tXWaCxKJBxhqtOO5XYLjoFJItHM72LkMqXZJkBxUnL5TkxoU1MTzc3NxpBWLk7Kfnp5NwhII/8yTkpjnKthVJxUplRy2c+skcJJ+TwR8nF+sJU25yTML7CYygxPzSdThhEQ5/rA3s//XXmLxhk7LMDiXJK5pd/BSMcTJGNxyseHuDjQwqTXTWxJI82cVBpp5qSZj0onxQSIRkrHSQ0bZOukaO56WlT7IM+fSjJ35734nQEhp5BREV1ys/uV6IAQWi2K3JIrgitymwmuzpeU88kEsMkJQrdv4t/xLcG8S5kZr/JertVKuLqK0N0igncKCRYVGnno8UNC7e2EXU4iCwsE62vx7fgW/4njBJoaCfn9BJd+y/t1TIAQXJI08kJ8Ga+tq6szxFfWlfgqsuvhAlXjv34uPFL8MefCSxWtUpzMxcdcgms+j9Hwx+dw9EzQmVdP49EypjvHDBMQ9gaZ6ZlgpKKfwQddDD7sNvKhR92MNVhx2RxGFCAUCNKZX0/94Sf0l3TiHncSjmR+W16ZUyW6IjBmUyr8U3xUnJR8eHiYmpoaI0KQS3zFqMp96OXXRyAXJ5VOCiel82ReFC+VRubipFl359PzWP1uvmp5zH9Xeo6/ryvG7vcYDb4vEqZ1doJim4W8oXYuDrSSN9jOvdFe2h0T+MMhSM7TNjPGX1fc4L8vPc+OtjLsHifRHBr5MhOg+Cg6Kesyp0VxUkWtlEZK9EDW5T7Wy/JemwFzAy6VaiaokFxFBd6U3OpBkfCWEWWQV8OAeCBAzDlLpK4W/8H9+L7agPeTD1enT5c+f/4xvm1bCNy4Rsg2QnB6mlA8TmhujqCMwZp+AfF1BFcILi5PchFWCYMJ0WUegQqFCbklCdHlodHLr49ANifNDblwUjWI2ZyU41TK5rIcozhp8DE5ZzT+qfkUIU8Qz5iLvqJ26vY/onLbPSq23n0+fXuX6u9LaD1TxVjLCJ5pN36vn2gyRjgaJhhYiUy9ruCaOSkGVCIDtbW1q+a1KE7K9zIfQS+/LgLCs5dxUqKnL+JkLhNg5rOZkxIJkN6+mICaaRsdzkm+66jgXz2+zH9x9yT/5M5x/uM7x5bTPyk6zn957xR/8fQKB7qq6XJM8GxskHGPC2IJwwgoQ6ryl+mkcFElpZMSJZXogHSc+vr6ludaKU6KTkpUZL0s760ZUCTPFlAlpDJJT8gq+ymHq/Y1PxwvIrcaalC9ubi8IbC4SKjsCd6P/4T380/wff0lvk1fZZJaV7ls/+pzfB/+I76jhwm6XASXfszFLLZSgSrMJW7WnJTYCrklyTiXJIkEiAmorq42TIHVajVMgIoQiFmQc+rl10XgZZwUngknJc/FScVbs6GVfc2Cm83JuVSSsC9Ey4+VlH9TZDT2NbtLMdKuB6vz3aVU73qwbBZstYNEElFj4lW22L6Ik2axNXNS1kVgZe6AcFJym822HKoUXgon5Tp6+XUReBUn1Zyq1+Wk4qPk2XwUrSS9wIBnln/++KIxP+A/v3uS/+rej/zX908bjf9/Wnxi+bNs/8+KTxj7/WXZVaa8buaj8eXhUrNOKo3MFZky66TSSOGkcE6GVKXT1NnZuTysatZJGYJYL8t7bQZe1MhLYy/CK+TM5W7NgpuL3ELyZROgfiBoacat/8ghfJ98iG/TxhUj8PknBK5eIdjWiu+bjfg2frHy3Vcb8G34lEBnB4FYbHlC4JsKrjIBQmRJYgaqqqqMMbGBgQFjroDaR4RZm4Ff/xHPJajKgArnZIKe8C0XJ3OZ0hcJrpqEmJxPMmOZMKIA1TuXGn9p9Hc+oHbfQ2b6Jui+0Uzl9nsZY7BkFCRy0H6xlmAoSCC4MlH1TQVX8U1yEV5lBiRqNTQ0ZESo1D7CSeG8Xn5dBF7GSeGccFLyXJx8lU4qjZRcOJmQV5uTab7vqODfu3WI/+b+acMEiBGQ6MD/9qyAq4Pt/PNHl/hn904tfyf7/bu3DnGyp37ZDAhXzBppNgHKlOYyAYpvkkvPX5kB4aZ0moSnah/hpDYDvy4ff7GrmYluJrOsi+OVJOtCajOxzT2uVwmuOo/kUXl4WlsyRuDjD4xG3vfFZ/g++COBO7cJjtoyRuCzjzG2Sy7G4cpl/B4P/mBwOQpgJrd5rEv1uCQX0iriKhMguZBcBFd6YUJ2MQMyVKCOkX208P5itHvpibM5aealGFQRzbeKTClTavptAOMtgGCInhvNlG8pNnr9VTvuG7lEB7wzHnqL2ni2qQjZLqliy11q9z5konOUYDjzPzJymYDXEVwzJyUkK5MI1RitmAEZGlCcXG/C+1ISrLEvX8ZJ0TVpzF/FyVw6qUyp5Eon5xNJqidH+G9LfuI/LDzKP717kn969xT/0Z1j/GPdXUMD/7KsgP+k6Dj/7O4pwyT8B4VH+R8eXqBzeox4KPP/CP4cTgrXhJuiiQ0NDcbQVUdHh2EGRDvNnJRncr0sovnq3tWzKff6XkwglEoUoqskwquSkFdcnzT8ygjINpVUiCtnFMBEbiGLSsa72KkUIfsogesF+H84iv/oYeO1Qv+pE/gvX8R3+AA+iR4cO4LvzCn8dTX4AwF8S0bAPAygTIBUmEovMgBSycrVyqRBGZuVsTAhuVl45TxChPVE8t/Sw6q4mEuAhWuKk8JLlbI5md3jUqKrBNfMR3lFUHg51mSlI6+e1nPVtP5URcuZKnpuNtN+qZaW05W0nq2i7Xw1fXfbmbU7CEYz/5jobU2p8NHMSel1iRGor6833vOWzyK8qvcmnJT70suvj4CZk2ZeyrrUiXBSaeRbd5SUTkaizMcTdDgm+LihhN89yTPSv3h0if/9WQFbWp7wPz+9wr98dIl//STPmDPwddMjBhxTJILh5c6SWSeVMc3WyOyOUjYnpZMk0VMxBPJK9sjIiKGhcj6ls3K/62V5782Aqkgz4cUQyGf1Aypmgr/MBCixlVwJruSGCTD9+lVYjEY8TuBaAf4b1wmUPsB/7y7+4jv4S+7ju38P30+n8ff34Uun8fn9z80FUCKZTXDl6CQ3k1uMgHwWgZWQl5BcJmxZLBZjfFa+V+eUXJy+Xt4tAtmcFF5KWFb4JOL7IhOgGn+VK14qTio+Kn6HIxESi0mcthm6rjUy9NTCUJmFgYddDD7uNtYtRW303W8nGAkSjGSMwJ8ruIqTavKgRKrkVS75YSz5eVjhq1xDOC6mQ/DQy7tDwMxHtS6cFDMg3Mqlk7mMqeKjWScVJ4WLwvH5WBwSSSP0v7HpEUe6atjXUcmO1jIOdFRxqLOaLxtLuTbQxmIkRjwYyqmRStOEQ6oBN5sApZGSCx8liXbK2wNiTFX0VH4YS715JeeUc6y3OSzaDGQ9W4rkkgvRpcLVWK05CiAkzxbbXOReFlzTLwTKbwQEvV58e3bh/+EY/oJ8fFevZFJ+Hr4reZm5A3W1eKPRZZILCc3kNhP8ZSZADIASXjVXQNyu/NKWRAWE+HIuJbxyH3pZOwiYOSkmQB5aJb5mTio+Sv5Swc366WpDzBNRxttt1B18jKWwlZ7bLSv5nVYjMiARAo/bg8+feT1Q8dHMyVyCm8uYCieVOZXolJhTGSaQHphEBSREq84v3JT71MvaQeBFnBSD+ipOKlMq+bIJyMHJxViC/6+60Oj9726vYFdbOZLvbCvn+7Zn/ItHF9na8oREMITP9Pq0mY9mjcxlApQBkFxxUoasxJSqDpNopkQFxLQqTkq+nqICwixtBl7xfEkPWUASU6BIrkRXCe7rklu9g238NoBMcOnuxt/UiK+4CN/pU/hO/mDMD/BWV+FtasQ7MYHH51smoBDbTG6zAXiR4CojILkIrQp7yexYCYOpXyKUnpcQXIyPXtYmAiLAsogIiXGTRvxtOCnHqaQ4GQqH8DjcjHeOYmsYpOdWszFJsCOvjoFH3djbrEz2jRkckWu/SHDNnMzV6xIeKtGVBl+iVJWVlcYrXMqcyu8MiHArTsrzpZe1icCrOKk0UuVKK7NNgOKjyoWXsVCYByMWzlgaDCPwNxU3+KuyAv6fylvsb6/kdE89FaMDBH1+vFmvBr7KlJojAWZOCvckYqqMgGim/AaG6jApTkobsN4WbQZeo0aF8EJOEUAhsep5KWJL/jJyK8GVXEyFJJkH4Je3A+JxfLEYvlAYbzCINxIxogGeSNQwAsoAvMgEKMHNdrhCcBUNkPCWcrrS+xLRlR/UUEZASKAaF/VwvwYsepd3iIAyqVJvwr9sTio+Si4GT5ISWskVJ5f5KIY3GCAUCxtJhgP88qZAKEAgEjSSL+hfZQJeJbgv4qRsl56WvMMtYVgRX+l9qSiVnFdxUsqvOfkOifYGl35dTio+vg4n58IRFpaGAZweD5MuJy6Ph1ggSCoYJuIPLM+XMmukcEgZU6WRuQyA0knhpPBPhgZk7opMrBZOqiiVnFuMgDxvYmzW46LNwBvUqgiuGAIhhBBZSKGMgCJ4LsFdZQJe8sqLnNeT1et6W8EV4oubFUILuWXCoPTCZI6AEFw5XSGAkFzuQ4vuG5BhjewqHFSclIZTPpsNwOsIrnBA8UC4YIieb+U3K+T8kpQxzcXJ1xVc6XlJVEpNFpQhApkjIOZA/RS2Kst67H2tEdr8osUQLRGumHVSOGnmZS6dVMbU6Czl4GTA5zOiAH7vi6Olb2IChLNiBuQ3LaTxF2MqBlX4KXMEZLsaGlDPyHqexCr3KJgoEyW51ON78zbBmz4V0mAKqQUkIZ4AKIIr2xTBs3tducgtD4pKSmxzCa65YmRdia7qdakQl3xW5JZIgIS3xOWKCVAuV5yvfCf7iuBLuaSsejz2TVmwtvZXEwtVI53NScXHXKZU9lUGwDABP9PYq+pxCSdFUEVYRWTVWyzyaquYAAnBSoRK9lOclOdovY3Hri3G/PKlUZzM1kllTl+Xk0ojJVc6KedUSXHerJPZGil6l62TYjyFe8JD4aRopRhT+aVB1VlS+i46KeWW+TrredFm4C1rV0yB9MKElKohFsIKyUXMlPAKwGbB/XPILSSXa6nrKdIL0UVQZQ6ANPzyyqCQWyIBZsGV4+T6Qm4po5RfHlq9rA8EhJOqVyZ1LQIpDeyfw0kltpK/SnAVHyUXAyDGU8RVhqiEkzJp1Sy4EiWQfc1llGiAjlCtDz7KXZg5KTol9f0inRQeqKR0UhmAXB0lMyfN3FMaadZJWRcDIKZUOkoyXCqcVMOmEgmQ6JRETIXnotny3IgJeF86S9oM/AzPnThGIY4QTgROkoihkFVIrQxBtilQRM92uS8SYCGpIrU0/uJsZRhADIAIrSRzFEBez5IHQM4n1xYDIBEMEVz96uDPUPFr+BQyq1vqXARY+CgiJ+vCNRHcbE5mi++LOGk2BGpdcVIaf4k+idiKARA+SthVmVIVmVLPhpmTEn7VnFzDhPoZiibRHumIKE6+SidfxEnhplkjZV24qHIxBnIN4bw0/tLQS1RK5qYIJ8UAyGcVBRAtlf1Fj1VHSXRSTMD71FmS51GwU8+15IK1HiZ4S/IrwqvQqDTYIoISehKxlAdAZlHL90JAEVJJsq6SNOCyj+wrDbocK71+afilZyUNvhBbkqzLhEDlbM0PmFlsJQrwvpH7Latw3R0m9S5cEF5J70f4KEnWhZMimmZOKl4qPgpX5VjZT4RTcVI4pzgpjb/ipIRexRAIZ0WMhZNyLhGWbE6KaXmfBHfdkestb0jqXRpepZOKk6J1whnhmfBNeCdJ9jMn2WbWSOGyTIqWSKjooXBQOCkNv+SimzJfSq4j/JVjpeFTBkAiABJVk46SaPj7GJ3SZuAtyfw6hwmhpMcjIEuDLwRXDbuQVsgpYirCKQSWJI5VkpBXelQqyTbZT44T0gv55XzyUChSZwutXFseOulxvY/kfp06et/2kYZXjKFEB6SBFjMghlUa7pdxMpuP8llxUnpYwknV8ItoK06K4IvQSk9Lrmvm5PuGvb7f3AgIJ4UXwhXhjZhH0UnhlHBL6aTSSKWTipOSm/ko+wuf5RzK7ArXJXIgvFfhf9X4K06+76ZUm4Hc/PzFtgrhxHmKAxWBlAdAwmEq9CUPg0oq9CXuVfYRIsv+Eu5XTlYEVs4lhJYeoDT+Mmwh19EG4BerxnV1YjGLwhvhkfAqm5PCwxdxUgQkm5NyHknCx2xOrivg9M38YggonRRdk0ZbNE+4Jjooeih6qZJ8flONFA1WOvmL3cRv7MTaDKyBCpNGW5I8AJJEnCUJWbOTIrF5u+yrG/81UJHrqAhvwkkzF2Vd8Vdzch0RYo3cilknX6WVZl5qjXx1BWoz8GqMfpE9lNiacyH3q5La/xcplD7pe42A4pY5f10+yjF60Qj8nAiYeZi9/iJemvf7OcvyPpxLm4H3oZb1PWoENAIaAY2ARuAlCGgz8BJw9FcaAY2ARkAjoBF4HxDQZuB9qGV9jxoBjYBGQCOgEXgJAtoMvAQc/ZVGQCOgEdAIaATeBwS0GXgfalnfo0ZAI6AR0AhoBF6CgDYDLwFHf6UR0AhoBDQCGoH3AQFtBt6HWtb3qBHQCGgENAIagZcg8NswAwtJGBmEKffqW7EPg30KzP94b9ACDt/q/eTTzCQMD8PQEFhHwOkFeTV6ygaDtpX95yIwMZX5zjkJQ8MwYgOXC0aGlo63gtUKw/J5BPw+mJqGBdO71n4XTLsy550cyxwn5xq2gsOzcj3z2vwc2G2ZfUZGMuW1T2T2SMXAZl06zxDMms7hcSyVZShzrMuXKb8c6XeAZcB0lUWYGodA1LTNtOqehN5h04ZFcEzA4NK9D1khMmf6fmk1FoQB83FA0Am2iZWyPH/Ub3bL4vwCkZkQUf9qLGLOMGFX3ETJRcJTAaKBZNa9LhL3RgjNhAjPhI08FpxjcXGBuFs+r9TPwlyKqCfGAoskfFFj/7AjQiwUI+wIEZoJI58jjjDhmRAhR4S5SIKYN475n1KmInGifinHInFPJHMede3A6vtQhZX7jDojhOXcs3Idub+o8egszqeJyDY5x3SIiC9hbJdj54Kx5+9t6aSpcIzARNiE0QJxT5S52Ly67Ko8GYgSmIosn1vKv4yDUf4wybnnj51PzBGaNl8H0pE4IWd01aO66mL6w5sjkJ6janiAUtso5aOjVNnsTEcSy+dJRn1caW+jx7vC6WDQw73+fsrtdipHbdSPT+FPponFAlSOjFBuH6V0aJCSYSsVozYqxqZwBgKUDQ1SMTZO/cQEtWN2Wh1u5hfmmXA7qLPbqZDzWa1Y3IHl66sV2+wEhQNDxj5VthFqR8eYCGfKGY8EeDDQT9X4hHHumjE7LbMeE+fUWdZv/tswA5EJ2LQBdh2EnrFMbTSXwa4tsPkAKN7Vl8C+fbDvMDgimf28k3DhDDypguERmJwC6zAMjkBqDg5tge27oehJZv/ZTti8M3NOzwzs3gK3ysHrBfsI2Gzw0wE4dhlGR8E2BiPNsHU3RE2u5NFl2H8RSMP2jXC/Dkbt0NsDpUVw+Qb446uZFbLDl5/Cowbo7IC2Vugfgek+2LIVqtvALtcbWip/BO7kw4370DeYKU9fN3RaMgYp5oTjB2HfHiiuXrrWAuzeBE+7V19bPgUm4Mh+2LsHHrUsfZ+CA9/AzWcwPQN9jfDNVrBnGa65MBTlwU9XIToHw61w4iT0jK5LM5AKRunOa6fndh+uyYzI+fqnsFzvpOPmAKpmfZZxeu/00VvUTzCY+X/oqWCY0TIrk91Ogo4wcW+c0EwQ/1SIdDrBcGEnnbd6GW12GA3mnMND5zUL8flFo5Htv9mNvWmWRDieaaCdYUYf9dL7cNT4HJLGe8JB1/VeEnMrBtXdMkj3AzHPaQavtTPa5SXqihAY9zHTOsZI5Tix2Or/2Z4KROi82M5Ejwuf3YfX5sU/FSbpC2C53sWExUPUFSXsCOKfDJJOJZmus2FrmDI+R51RguM+3KN+eRJYiEYYut9H751eRluXzDJJBm91MN679MyamJkOhhi420dvoYXxHu/SN0kGbnUaGMR9cUJ2B10F3fg8qw3XQjLJdP0Ig8/GmJubJzLhYrB0CPeE2ViYLqZX3w6BiIf/88I57k648caiNFka+N3lm9jji7CY4NCj++wtL+fDogeMxTIaaelr4H/Mu81QKMRsKMCR0htsqOggnU4yHQwyEwpyoKSAryu7mQmFmA5HcM4M8S/PXuBS/wiVo6OUjYzQ6fRhGWrhX126yhP7BIMeLza3i7FA+Ll7Of+skL95UMNMOMyU30f7mJXvS0u4Zp3BMznI/3TuIoXW0eVzd7n82gysuf9aKI3kzv0wNgGXfoK8K1BSAcNNsHVfptJnumHDVzDhhoeXYduxzPZ7p2C3NMpLy/AAtDdDTRPMJeDQ9zDggPLbkFcM9i74fj/ElvY/fQBqh9TRmbz4POQ/Xtnm6IDNu8HcOSkvgH0XMmbg+y3Q41zZX9a+/xyKmlZvC4/Bpi+hvA16e6G7C8ZnQRraisdQWQO1tdDQAAN2GKyBjzauPsfyp3n4YQdceQKucfjiE2hfijLs3wqV/ct7Zlbm4OAWuFMLDit89in0L4n1kW2Qdw9a6uHSebhfbnicrBNkPrZXwvfbM6bAq5rEnHv+pjeKGbDc7iM8G2S0bBhbxQhj7U6Co066bvYjzVJy1k3HpS6C3gSuJisdt4YMiszWDNJ5b3T5/kPTAQI2L84Br2EGhop6cDriuNvtDNdMEZr0YCnsI77Er5GSPhzDweXjZWWmfoihWsfytoTTRee1XpImf+rrGKa7ZDJjBm504phZ3XgOXG3D2qka3MypxAx053Uw1e8hMBHAP+Yn5ImzmE7htszg6HXi7HfiGnThmwoTtE3Ter6T1HJJzCvz2O52M1Q/S8IfoutiG45x4cgCQ4WdTAyqh27pmMWUYYxG2jwkPH46LrTjckgEY4Ghom5sNdP4ht2MllsZb58lbbpX81UDQzP03uxh4JmdWNT8kJr30utvjUDUx9/lX8ILNpYAABZzSURBVOJoVz/lNit3Olq53ms1uF5c+4C/LHzMiN/P8Ye3+Jv7VYbBHbG28a/zb/HAOsyR8sd88aSKydhq1lwpL+Zw68pzEnbb+Mu8Ah6MO+hzOulyzDIVibMwP0f72ChlQ0OU9vdzrb2Fm/02kis+2Li1y5V3+ay6a9Vt1jY/5f+4V4VjZoS/yr9O9YyTXqeTboeD2ajqZa46ZN1++G1EBoKj8NUm8ANRJ1TWZipkpAq+2g2uGdj7LdwtzzSg3R1wdCdcfQTTQ3D0CNS1ZqIC0puvvgtfboNgAnZ/DR0zmfM1PoXtX8HGnSCaE/LBrm+gsAoSJqJe/wHOFq+QIjwN+3ZDfQ84nSDDAmePQLGUMwWbN8Cjtsx343L9x/DjWZhZLegEbfDZx9A9lRl6kGhEIAR+d8YIybknxuHRDdiyD2YdcOEHKC6D8cml89szkY97V2DfCejogq5ueFYMm76DKS/s3wQ3y8E5Cw5HZgjk9lk4+FNm364eeCjX2AMSbpPIQEkzBFzwoBAuF0CPlReq744v4JFlBZ91uCaNZEdeJ7HYIguxGLMWlyF+MdsM7QV9hINhBm52MdbuIjgWIDDmZ+RuD0N1DmJuP4P3B3AMeo3wf8QZxtc1RtuVXmLJOIM32pmezITtJdrQc7WDtoI+4guLpGJz9N/oYqzZSTq10vpNVvXTXz61jHQ6HKG/0MLMsJ94IEHME2b0YR+2DhkeS9F/pRV7b4BEMEHEFcZlmWLw0QjhoInnwl5/mI7zbcxOydDDHIlwgrlokmQkQdgVIR6IE/NEcXeN0XG1l4AzhP3pIPZWB2F3jEQgQdQVJjgdZLrRiuWuFZ9d8Aji6pygs6CXsC/KcGEH1iZP5nz+OPFgnMnqQXof2PCPBQmMB3G22um81kckFM9EEjo8pMIJZlokqmHHMxFm3jxUt4zGIv35bYwOhZa36JWfEYGol//3ymVKp7wEE3PLfaJ+awf/pvA+DQ4nHQ4HFucMW+/e5ITFzshIO395s5Q5FvEEnFxuqGFvbRND/pWhhItld9jfPLJc0KBrhP/18lUeTTgZcrsZcLmwB4JMuBy0jE8x5PHQOzvDlerHfPqkjqUgxPLx+VX3+JuSCjodDjomx3nU28Xe8kravVG8U4P8L1euUe9wM+h20+9yMuwP6cjAmosMpCLQ3QPx1SFMQk6wDML0GFiyxqvnI9DUkgmXy/H9FujqypxnYBCcHlhcAAmr+0w9ElsvtPVkQtuTI9DcBO2dYCIpE1awTS+TzFiJBaC7E7o6MyF+mxLmNFgk5N8B3d2ZMgyPZsq1+gyQjkJ7S+Z6EhWQoYIBKwT9meEFadTlHL0DEFa97gWwDmbO29kFPRYYs0NbG8SyrPFgN9gdMNILLW2Zc3V2Qm8/tLRjdGfNZertgCknDPfCrGkMbsYGja2Q5eQzhy5Cfw/MiHNbv8tCMm30ktPmrrc0nuE4/skQUW8Y30RWqDI1h2fYa4TLF1MpghN+/HY/wfEggakgsYDMGZgnNO4nbho/jzkCeGxBY85A3BXCO+zFZ5N9Vp6HmCtEyGniMSBj5n67D/9YAP+oj6AzlhE34xo+fKPSKAeM8H9gJmL02LJrbCGVxm/z4hv1G/cr5wtMhQ1TEpzw4bP7CYwH8I8HSCyXR+ZTyHn9xvn9435CzpAxxDCX1V2LTPoIuWPG/t4RKWsGk8BkAM+Ij1RWRz405iPsixvzMGLBlcjGnCeEe9hHMqs+MvezaGAaCa3sn32f+vOfgcBCmnGfj9j8ar2Z8XmYja82l6RiDHn8RBNx7IHQKs7ZXA5swRUz4A0HcMqQ49KyMJ9k1OOm2zlLjxEZcDDkCxjnsrmcWJxOemZnsecYIpBTBKMhLC4n3bOzWGZnGfUFlo1LKplg2O2ia3bWOEeXw8GgL6uzpgqyTvPfRmRgnYKvb0sjoBHQCGgEfhkEkvKvuZdn0C7m7OXPy7+UzxlNypQp/ZLvfplSv7uz/nbMQE8D5F0Dp2mSUX8zXCmAcdPM+uE2uJAHU6aerPjPvi6or4empkxvv6EJZnwQmIKCPKjtXKmFjtrMxLe5INSVw51i6JdowBDU1UFDLRQXQ1Ud1NdlJvN1NkK7eW7BHJQ9zExklDH4ouLMtWW8X87Ra125nlpz2+Hew9VzD2RYpORxZtjg8X2ob8lEDNrboKs3E2GI+aGpPnN/jY0gqaMDmpoz608fQsmjzHpdAwTnMm8Z1NVAfQM0NkBNLYwsRTP8E5n7k+ObGqG2DiaW5jzYB+BeMTypBKcJ44bHcLVwZRLlYgqelsL46jFodavrIY9P+7BXjuF3rYwtxmd9jFWN4Z1WkRuITrgZrRgjFDD3khYIjXtxDbjwWL14hz3GuHskkCQZijBRbccxuBJdCVpncU9GmZ+bw9M3y1TzlDFGLxMP3YNu3AMuplumcPa78Qy6jUl+PpsLt90UGl9MMds5bbzZkPQGmGyewWv14hlyGeP+vsnwc4I5H4sZ1zJPRGQ+yUz7NCFPjNmOaVxDHiO64LP58I0FjJn68/EEnkEnrgG3EclwD7pwj3hxD7vxDHuY7Zxhut1hrLsH3MQT86SjMVz9TuN+BA9nn5PA0lsVqUCUqeZJPFafgZWz30XYK7gvEnUEmGmZYqbbSTS0grG3b5rR2ikSKhqxkMLZOU3Qu7LPeuDhO7+HhTgnqyto8q5EwiLeGb57VkVwEZp7W/jD3fvcsy0Nx86HOVNVSbd/5bmRexiw9bCzptWInKl76hnu4If2QYbHhtlSXslTeWPBZuOx1UqrU96aStM41EdBRxf3B4coGRzgvqWX8oEBSgYHKRnoY0fZE060d3N/oJ/HtnGS80mqBnq43tlNydAQJf29FLS10ejIaFVVZyPbaxt5YrPxaLCPC81tDARWR91U+dZT/tsxA1eOw86DcO4iuMLQ3whXL8FXn0N5X6ZO3FY4dBRK78H+42SmdM/DlROZyYHyOl4oCK5ZmJwEfwT6KuDr7XD1ItxaeqPg6mG48nhpGKEcvtoBkSQk5yAahdA4bNwAPTMQi8JcEvIPw7kHJm6EYctn0OGA1hL4Zj/E4xCNwMwE3DwP526tnoiXisKp3VDwdOk8aTi9NzOpL+mEzz+EklqQ0L68aWAdB5cN9u6Chh4IhjPXCHhh2gGRGMRjUHwaDlyCWCxTfmsb7NwDlhEIRyEezbxieXQvVFpgsgU+3ZiZjOl1w7WTcCQvU6ZUEg5/C4X1kF6K4fZUwA/noSgfTt9YKnscvvkU6lbG/EzgrItVn0wKvGFhsGwYnytBwuXDVjGM5Vo7w40ZYUl5/fTdHWCqdZzeu0NLU0/mmXg2wHD1FLFAglQsZYzdy9h7IpomNDpFx9UebM+s2JpmjQZ6uqyH/lon8i9aw8PTtF/tIZpaYD41TzqRMsb25e2G2ako6bkU6dQ8E2V99Fer4SqZdxen+0obrvEo4YFR2q9bSSYzx8trjpNVwwxWTKyaCrK4MM9U5QC9j8eXQ7rTVQMMVE4zF4nTeb6VsU5n5k2DES+B2SgJbygzX8EaYC6WYj45b8wxiHpjJBNp0nNpZqqH6Cm1GeupRJq400vvrV6c9hDJeJr5ZJq4N8zIgz7Gu31Epzy0Xewk4J9jLpRgsrIfS6ndwGYhPc/wnS6sbS4WlnpyIes0/Q9HmKgfYaBsqewLMSxX2piyrhi1dUHEd30T82F+X5DHfdPQYHBmhN9dvIJrEa6X32dLWQM/VTzhTLdMCIzy6bV8yhwrQwJyC/PJCDuKrnGgI6MZYd84/6bgOu3+OBZLPf/yyg3KRjNm4Il1hJlIgnv1j/mHh1W44itDQInkHLHk0hDaQpyPr+dz3a5eS1/keuV9PnzciG9ODbMt4vJN8XdXr1I5G+JW+T3+7nEtY4EAg44xPi+8xa1Rdfy7BvuXu/5vxwzkHYOSFpi1wuH9kH8P5lJwcBtUyXwBmQy4Ec7dgVEb7P8GfrwjFINNn0D90qzUsDczrp93Bp52gq0Odv9o9DC4fxVulsLFY5lX6QT3qTbYcWh1DSx4YfsWsJl6XdePZZmBBGz9Ano90P4Qdsk1TEvvM/jiu+fH9ZN+2PUtdNqhqhBOXM0cFJ/KvGnQYs1MHJyelkEwGKiET7c8P95vuhRP8uDkrZUtdYWwaektjJWtkH8Izt6HWQt88TU0tcK1s7D/JLhND+7Z/fC0N3OkdxQ2fAylDWC1wJcfQmlb5rsdX0N71twK8/V+4+veBiv9NTMkI1GsJX0MlNlJxNNMPrVgbQnAQorBmx0MVk4jkwTllcHeZ1MskqQ3r43JkUxvYyEaMxrT8YohJntDRCZm6CmWyNECjkYbtvoJ7E/6GGrKCFJiykXX7cwbC8sQJuL0Xu/C41kZY5161kd/lRn/OXqutuOejhMZstNVbF8+XFaiw1O0XbE8NzVHJhzK5MfxPj8h2zQ9xcOkFuU1wThdlzuYGQ0Q98eIeaPMxdOEbQ5aL3Utv1656iJLH1xNI/Q9W3pNGAgPj9Oa1/fcWwiO2iEsj8aJOPx05nXhHPEyWTmM5d4QkbAScxgttWDvy0RSUoGg8abCeLeXyIyP7out2HskipWk/3onjvGVhiNX2fS2N0RgIcpH1/PIG1l5Y2pmrJe/yLtpRAaulhWzt8UGi0kuVJVxpLqSf7h+naqsOS5y1VTExR9v3ODRiI3d9wu5Zs2cs6mjmr+6VYI7FsMbjeKORknNL5Bffpd/eFJPzBzOX1wgPb80uXYhzic3rnJjTDXmC1x4UsjHZW2r3jaIRz383ZXLPJoOUFxVwv/1oJyaUStfF9/mu7oOwlnzId4Qod/E7r8dM3DjDBQtvUUQ9JGpyTQc3g1CtPKbcLEIXDKbfyrzQzlHdkPDEEz0Zl5HlLcQLBYYGIC801DWBWPNsP/MSmU1PIJPPsg0aMkIVBTCt7tgcGxl0t+8F/btAnMI1t4N5y9AQ3NmMt+zB5B3E+N9sI4nsGPf0oS9dqh8BtdugG3lVbCVAsh7Yv2w7Ws4cBoiS73v2DR8txUq2qC/H/p6M5MLJVpRfh+uFUJza+baMmTQ2rNS3vLrcM709oNMqHxwC4ofZCY2dnVkhjQKboMvAROtsOtQZrgiHYf6p5mIzPAkzIzD4e8hvxScLrhwDB42ZgyK/PDSqAX27AXrFBzfCbceZ97wkAmNw+OrbvO3/sHfMsrAUs97PpEkNScCtMjE0z7snX5cbaMMV01lev3eOAl/hOG7FqatIWQ4YbTSxkyvC/9EkNBUAHv5ABN9IaLTTnrvjSxPbvL1TtBxrg17j4/5ZBJ3+zjdN///9s6kt20risL/stuu+0O6a4FuuiuCFA0MJGkz2XEDo63jOontJJblWYM12ZosUpRETZykU9xH0ZQduQmKhqKCQ0AgbFLvXn7PFo/eHXgIrRo2zxkPBjj59QC6HoqBQUVHZi2LekpX1Qy1RAnZ9SIsZwwzVUTyflol/hk5HbX9CvIbBbQuZ39r9romTh/sYe/BCTqTfglut4/DpSQujjS0L9qq9LB10cHIcXCZOEfu7yIaGbHdUiGDetZA8JnaeJvH6fqk1FWoeS7q74vIv75QiYOtQhO1ZBm5lwX0TBeDso79h8eqyEfKGvXDMjJrZzCqPfS1LtKPDpDZLKPfGiD/4hiFpIZhawDpQ9CvNnH08BhGrY3s0wOcbdVVYqX0TGhV/QZKi/63OF//x0gV0/jx9ZZaql9OneDOm1dYyflhgeXtdfy0HwjPEVZ21vHV/cc4uKXRVbWcxtdL9/D9bhh2PUkn8c3y71jNZvEim8FyKoWdehMjp48nu29x530Cy6k0nqdTeLy/HzYdGg3x3doq1qZWLVyri0e7O7iXSOJ5Oo2VkyPc3d7C6sTfZ2/+xA97kzCuN8RKYgvfbmyhMNVIab68P4/1xREDwz4wvKnox/6yt20Dran4dcDKGwLG1Lf3pgZUK0CtDgRZrq4N9G7Eg7odQJaQpCNgo+HH6zXDrzBQY4/85f7gky2wJx/fUq5XqQByfrDJ0rqh+2V81RpgfEKWqtkKfZRxpPLB7ITlgGKj3gh9sgeh7YZ2nZUc61+PzynX+h3/Ji7lhUYY74Mw6fbCseXkrgE0W35lg24AmgaYXaA9xTe43kEXMCVE0fXFmYxfKQP6jDkK3rOA+5Es0ds30t1lLcqSZW4Pds/+IAY/lqSmXhiztswhBsZAleAFlQlyjjt0r73XHTjw3DFGngerY8Hp2bDMqfHHY/WeYJk8xDlSYysbZvj/M5bEqa6NoeHbl+X8j21jx0XgY3CuXKv4IyWKUkY4VF0U/aNSiSA3ZLFhmRa8qf+X29hJt0V1EzcGsLqhT9IJUTGZSlj3Bjasrg27Z8GWvWnBHjiwZ1yLjCvhCOWv+CrX3fRtTA0ZXBb3/5FA17LQtqRg8P/fpDtnx7LUS2z0gzClmBp7MK2hOvbJSX8jF53hEKbcPz6yea6DYbDa8JFzF/Xw4oiBRSVMv0lgDgTUzXPgwJ3RplfcGc/4tJZySUfeM1WeJzdP9bvJOCPbUzkOXtDjYDRSwkfEj7xmDCvW1E34Nl/mgIcmSYAEbhCgGLgBhD+SwKITaKVrOH6WVs19mhkNxc0C6rnJCs7IQfGPFA4eHEOvTVaLRhZyqycovtfQLrXROCjj7GVRZfh3SlIBoOFyt4STJylUU5qqVuhoXVReZZBZL/uVBLkm9KyO3tS3eeEozyGQEISqmDit4eyvPEz1fIRFp0z/SeDLIkAx8GXNJ6+GBKDtlfznI/QkDNBD5uk+Tl/68dvaprQtrqBTqmNv6Qh99ewCC8dLu8jvGujVTTQOznH6PIveVAs3r95QzzoIA2pjFFaSOFwpXZUV6vnWta6IMhVS/RBs/fIlEj8noFVnhKyCk7gnARKYCwGKgblgp1ES+HwERAy8u7sPPW+geaajXfeT5Nqpc+zeTaJ6rKOVb6oKAcnUdx0LJ/LgondNtM4ucfzbIYrJBpypcIFbriPxy8FVPqtkp+aeJHC6cQlHQglS3jh0rkr7gquT0sRe1UB5p4jC6wuYHzy9MTiTexIggXkSoBiYJ33aJoHPQMDMayhsTxq8BOO7NkobOTQvLZUwMJJkPs/B+UYezUoH5a0Cmo1JqZ7roPauhPPEJZxJboBntFHYPMfw6nEIIzQSkv1fUY2DtJSmGgz1zDDpT0xbzRbOXmRQ3K76bZGzIk5mVywErnJPAiQQPQGKgeiZ0yIJLA6BcJX/dp/lnOB1+1lKhEjYYCpy8G9n8xgJkECEBCgGIoRNUyRAAiRAAiQQRwIUA3GcFfpEAiRAAiRAAhESoBiIEDZNkQAJkAAJkEAcCVAMxHFW6BMJkAAJkAAJREiAYiBC2DRFAiRAAiRAAnEkQDEQx1mhTyRAAiRAAiQQIQGKgQhh0xQJkAAJkAAJxJEAxUAcZ4U+kQAJkAAJkECEBCgGIoRNUyRAAiRAAiQQRwIUA3GcFfpEAiRAAiRAAhESoBiIEDZNkQAJkAAJkEAcCVAMxHFW6BMJkAAJkAAJREiAYiBC2DRFAiRAAiRAAnEkQDEQx1mhTyRAAiRAAiQQIQGKgQhh0xQJkAAJkAAJxJEAxUAcZ4U+kQAJkAAJkECEBCgGIoRNUyRAAiRAAiQQRwIUA3GcFfpEAiRAAiRAAhESuE0M/ANKyuVMZMDV1AAAAABJRU5ErkJggg==" alt="" "=""></p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_01.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_01.html</a><o:p></o:p><br></p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_02.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_02.html</a><o:p style="background-color: initial;"></o:p><br></p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_03.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_03.html</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><br></span></p>
Ejercicios
<p>Resumen MAGNITUDES Y VECTORES <a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_04_01_01.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_04_01_01.html</a></p><p>Hacer un cuadro sinóptico con lo expuesto en el resumen<br></p><p>Registra en la tarea todo lo desarrollado en la motivación (Vectores y aplicaciones) y en la explicación (actividad 1). </p>
Evidencia
Evaluación
Bibliografía
<p>Plataforma Colombia Aprende </p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/menu_S_G10_U01_L02/index.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/menu_S_G10_U01_L02/index.html</a><o:p></o:p></p><p>Web Grafías <a href="https://youtu.be/rGuoYVz9h8E">https://youtu.be/rGuoYVz9h8E</a></p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_01_01_01.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_01_01_01.html</a><o:p></o:p><span class="redactor-invisible-space"><br></span></p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_01.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_01.html</a><o:p></o:p><br></p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_02.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_02.html</a><o:p></o:p><br></p><p><span class="redactor-invisible-space"></span></p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_03.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_01_03.html</a></p><p><a href="about:blank">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_04_01.html</a><br></p>
Foro
<p>Actividad 4</p><p><a href="about:blank">https://contenidosparaaprender.colombiaaprende.edu.co/G_10/S/S_G10_U01_L02/S_G10_U01_L02_03_04_01.html</a></p><p><a href="about:blank"></a><img 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" alt=""></p><p>Registra en el foro lo que te solicita esta actividad.</p>
calificable?
Activo
Actualizar