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<p><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><span style="color: rgb(128, 0, 128);"><strong><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">PERFORMANCEDEV</font></font></font></font></font></font></font></font></font></font></font></font></font></font></strong></span><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><strong><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"> - KMP II</font></font></font></strong></font></font></font></font></font></font></font></font></font></font><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"> : Este curso se centra en los ciclos de retroalimentación que sugiere el Método Kanban para una adecuada gestión de servicios, profundiza sobre las variantes de las implementaciones de Kanban, los roles emergentes, la escalabilidad de Kanban (horizontal y vertical), Upstream-Downstream y el establecimiento de políticas. </font></font></font></font></font></font></font></font></font></font></font></font></font></font><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"> </font></font></font></font></font></font></font></font></font></font></font><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Explora la psicología del cambio y cómo introducir Kanban de una forma más efectiva.</font></font></font></font></font></font></font></font></font></font></font></font></font></font></font></font></p><p><strong><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Objetivo</font></font></strong></p><p><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Este segundo Curso Taller se pone énfasis en la implementación de los Ciclos de Retroalimentación necesarios para reducir los riesgos, mejorar el acoplamiento con las necesidades del cliente y fortalecer la orientación al servicio. </font></font></font></font></font></font></font></font></font></font></font></font></font></font></font><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Entre los puntos clave que busca el Curso Taller, los participantes:</font></font></font></font></font></font></font></font></font></font></font></font></font></font></font></font></p><ul><li><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Aprenderán a gestionar el trabajo en todos los niveles con Kanban</font></font></font></li><li><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Aprenderán a dirigir la mejora organizacional a través de Kanban</font></font></font></li><li><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Mejorarán su entendimiento de cómo desarrollar la orientación a servicio en una organización</font></font></font></li><li><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Aprenderán a gestionar la resistencia al límite de trabajo en progreso</font></font></font></li><li> </li></ul><p><strong><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Dirigido a:</font></font></strong></p><p><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">A toda persona que se desempeñe en la entrega de servicios y quiera mejorar sus competencias en cómo mejorar la entrega de valor a sus clientes. </font></font></font></font></font></font></font></font></font></font></font></font></font><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">En términos de roles, el curso taller está dirigido a:</font></font></font></font></font></font></font></font></font></font></font></font></font></font></p><ul><li><font style="vertical-align: inherit;">Miembros de equipos de desarrollo de software (analistas, desarrolladores, jefes de proyecto, arquitectos, funcionales, usuarios, líderes usuarios, tester, entre otros roles).</font></li><li><font style="vertical-align: inherit;">Líderes de equipos y gerentes que brindan servicios de TI (líderes técnicos, gerente de pruebas, jefes de desarrollo, gerente de tecnología, gerente de servicios).</font></li><li> </li></ul><p><strong>Beneficios:</strong></p><p><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Este curso avanzado permitirá profundizar el conocimiento del método Kanban, mejorando la eficacia de los equipos a través de la mejora evolutiva. </font></font></font></font></font></font></font></font></font></font></font><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Podrá establecer una interrelación con los interesados del proceso / proyecto / producto / segmento con mayor eficacia, eficiencia y efectividad. </font></font></font></font></font></font></font></font></font></font></font><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">La mejora en la entrega de valor va desde el 100% al 500% y seguirá incrementándose en la medida que establezca su escalabilidad.</font></font></font></font></font></font></font></font></font></font></font></font></p><p><strong>Contenido:</strong></p><p><font style="vertical-align: inherit;">El Curso-Taller de Kanban Management Professional propuesto se desarrollará en 15 horas, separado en sesiones de acuerdo común.</font></p><p><img alt="" 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AMriT63An46PI93wt6fjfx93uS8pki4pknjVmxZ2/9r1jdMQKtOPhIXNbGR1G46qZ1OdNYYkb/Hk4nTtX+p/MGYu7+YXool2r00S33RJ5OrHGfsnxvHqyL65Pj10zwdPpMJ4+Mgxx9Sh06KP+b18BiOSR4Ob+GIxB2P+CMUf6SrRENtsn9/Ng++bbFDdhftMcyjeXr5TI6L7c6Tat/27d0fTau27ORft9ULhdiX2orfJc0POeb2R0PZsdDfls3SN9sH6dPgx9b9uWjp3du7Ljt1yl86Xt4Htb6V4/lrZvc39MktMMSG4uMCzb64OMS+6HgNMRJfHxOjQTSW6ybRXTrRddufmucqO8vCuXv0Q+ePOG5CbirklDT/CCuxnOSLZLxNyX95+X3Mr3+zXPJ02KULdbk+6iNjrstPyE+MdXx13Qx0RJ8kMC+edmbnRdUIcEkKTox8HLxQk4n9bRBi8boTCZIgvcj6Nd820WSiMFk560T6a6SN9Nk6mbB9efn8aF5D/T/2/iCW7FFj2r4TIN5u3Zarq27rkAxfPgcBIsm6JEby+6TPcjQ50eb3ZycWQzLu9VFD17u3cN2K09S26T7I+zZMYqGv8nuhTSsqhzZH/c36YydC7/PsWjP2eRx0vPJreT86NkufxK4uC9pePl/HBDEjz4UxmMauKPokrw058/vFn4JIW6384zirj7de/hvyl3rO0OY3WXxL3s7Hlvwe8rrzQ5pbpZ8D2wfG3HXwmrKHTfhjDgPriD67So5JxT/7FhOhJI1BVNmVZhR83th4rwRwSFxBXOa/S2L0okSSoHqJpFi/Kl+8rqHp3xttFTtSkWd3NoPdvt7xfdLvUE/RptSO5HnJ3v26/d69R11Xtg87XPmuW+ibtUX1RX6f0GbSX90f357UESarwc+9en1ZVV+M18IYNev2HPDTj/fr+il8TlzcZuPd9yPyrlkXppzAC+OjyKjionI91i/3Sr31/BdOE/yO9fDTijkReUkfJDfH3J1e83YNY4Mxl5xi+djz03PCz1tgoSP6ht06SRqt493kyMEnJP9TQJBEuKboc6LDisuk7WmCwovScoBU0u4m4CEZBhGhyoa/Sf/z+9zgCIm82I6qK7+e/27bUvfrtnv3HnX99KKvHqPoS9khftJvjPf6MoqD9lmsV3MxOUbNukmG2qdX+dkuXDt5bhRjH1dhx4swzdQwzoeXPey3DxQZ9fXU8pceb0Od/sWySfmvXb9jXE5EsqPekEfi2GDMKV8G//C3qxzTxKe4SOmLvimOyxKPJJGHffq2azz2lQSSHm/MPd51gLndw4d9nqhc/cnxbnJcKUlZnvP7ic+E2efAjjzeTVbN44QfbdVHfxOODrXNo4mi10edhHr3TrteP24ajn7CsWbeN7El90unzVF/8/7E3VXLWhB+nXpHk7a2q9ePJXVr+/l8uxOEMBDZk358D8+QxkVKZEqOdH0eCosH/3hJNf84zurjzfPTzn9pefWWe2ls2fwtOTvtW4xT2m/GnI8BPyMj+OJWfLGO6EueC/G7g15EORiSVeTXZ/pigH7Q2IrMmDidI/PfB8Dydr1AzR7mf3h567/IEZ6Bydpq2pomw7G48QPB3fchCdcfucjOQGhz/GJDYnMxUUud/khKBHbeR992p27xWeIv9+C4/p5EuR5fUNjZySHaPqFvI9GXt5nZX+qvj+1IuMkuiH9eqlPvqKyO9dCPlyNj1KxbxSL0g7/dSpKMdrqFQXJ8mi1g0xwQx2j64lH6osboFKU53hQ3jfwnC1tvp4i5MF6LY0vGQb54Vu2M2GbMRSa0n/iMX66fgXVEHxNZcRs1DgAnKMJzPXflr3vu2/UP4MgYtuKLIxnITmrw45F+vKu8jg/udRwg+s4yUO9ZGN1z30h895r46FdkOz2ujX/HR/gCBu6PAUTfWUTf/YFDMiCmMAADMAADMHBbDCD6EH2do+nbApoERLxgAAZgAAZgoMwAog/Rh+iDARiAARiAARjYAAOIvg0EmRVPecWDX/ALDMAADMDAlhhA9CH6WN3BAAzAAAzAAAxsgAFE3waCvKVVDH1l1Q4DMAADMAADZQYQfYg+VncwAAMwAAMwAAMbYADRt4Egs+Ipr3jwC36BARiAARjYEgOIPkQfqzsYgAEYgAEYgIENMIDo20CQt7SKoa+s2mEABmAABmCgzACiD9HH6g4GYAAGYAAGYGADDKwr+r7k32Hdmd1u+G//bD6+tNrs/Dut8g9/757NxwqOl39Pcrd7NK9J+9qW6/z8cZhv87y+/phXicsKPo4rqVPUOY5PvZ/S/qN5eh+XiTbOuXZ8f3z86ra27RiXO96WY/ru7R+XXWpHZ+z3eFwxN4z71o4J9+MfGICBe2FgPdH3/mwe9o/m9f0nrBa+39/s3+JkvDDx9yaGO7hen3TXGnRLJ++SHaeos9RO+W8ilB5eInfLB+fx/Vk/fsfbcowf6vYvtYOxf0w8KFMe8/gFv8DAcQysJPpaE4Ike7+zROLvgVqfdI8L8Li9VqyObeMUdR5ryxrlju/P+vE73pZx7Pu+qdu/1A7G/jHxoEyfWXyEj2BgOgN90WePVXZmt3+uH5XKLt/hM+zw5QGQicTt9rnE/yH3F4+A84nhx7we5JjWHRc/7N+y4+L0urUx7DTmk1R678NB1+XajW15e70js7KJHfFa1QfJsfejeXr5rB6xJpPu5HK6r/W+uKNDf/w+HCNLLKw98ncvzmOfxPepr37N36ZdeQx/zcfB1yv+TOtOY9a7rvs5vje1s+6HnM92fwrtJPGX6/G/GD9ta8UWP7asj/34ieWK8ZK2Wv4vxjPal/s/H1PR/limaEepnZZdf5wP6mO/06+h/HfwdcpRGvtou44Nn/ELDMDA1hnoiD6ZgLxI2JldTdjZCaB+vCaTRhB9MsG9fBqfvN0RsBcFWjAMk59+Jk8mlSAg5LrUq9q1k45/Ji5Onn/thJHe+y026x3IxC6ZUN4GGzt2SD2DX75fngvPlUmf9LH3j5GJNQqsdBDGSXdOuayv1b5IW/reX/P3/dmJ6r3vr2tX+3Xkq7w/9vnJUgxd36Lok7bTODgBo2PWu67bSe8d2dn0g/d7wc9JfzrxDyLE91X3RdlqbRlYFbG3f7TcuHHg/OKeP83ik8drYDk+RpHxNIqn76f87Pcl8qfLqbK+v6N2Cn5MOP80T0k8fs147LfGidQ/ldHcdn7f+kRH/xkDMOAYOIvok4kkiL6QuCOEiSj01/2k4ncE1U9bV0dohglOJqnKvcV2h0ktCJWeHUpQeiGbwFVsO5/Yoy/CpDurnK5PT46u3tAX2zd97yD6vM+n+KprV6P9YtnY91qcoj+V7ZW6JsV0iLGtt1hP2o7fac5/OqaV/X9kV7Mi+rSPrfjy97ny0W7VdiVe4+cXVRnhNWlL2ddlWduvylXsSNrp+XG0U5f1e0754r2/Jvowt53f4xjCF/gCBrbMQEf0yZGLvFHbOd61Cd3vauRAiQjw18aCQJwfk7W6XknsIVi9635XY4qQGU1I6SQ6nmTzPrpdC7ujp3cmq22r+u2EGusLoqHYv1o5/Xflw9Jkrf1Ssq/YropR8frE9otlY99PK/q0jb021b09m2vxS/zci4nyb1JO7FS2lOKVx7hlb+va0I/AX9avrh3FurXtuQ9cDMLYn1O+eK/2oYrvqB9cCzkU3ySPZuAXxsYWGOiLvqmJQRJxcuznj2/8Lp8ANeWIp3WEI8di/rpMKPJ83E84Kh4fFWqx2TkKDPWKnflklZeNdsiRrj9qCxNY4jOZ7LJjq+T4MB1ocdKdUy631/so70vh99EE6to9/njXxSX4xL7B7e2ZErNzxFT7vOfnkj9i/PMkEeM3JyZasOhyhXjZBUqDp1E8x31NY5v2JdqvyxXsGLUzwY9zj3eTcSL1e45KMdGPa+S283vOKb/DBAxsk4H1RJ8IneRBbrc7WPqevo+XiS9yfMkLDzNf5Ag7bdnkKXVVXwrRE4qAUChbtUPKuuce5WHy4hFv4hf5epG3o17kqJfT9nb6kvdtNHm7ONZ9NY6z9Dv57r+vt+CT8QtA6QP4867rfvbs7PlBDfgkPu7FlbQ/PQ5jXVE0aVv7tsQFgy5XYHE0zjKeSvHUi5DOmIr2xz65ySGzq9RO4sfMrmE3vT72c67K5cP4ao7n3HZ+Z4KHARiAAWFgXdGnJ5ejPueTI0FioMIADAgD15Ab3ElFfLYzPQHoxakuqGG85zuuwwgMrMPA9Yi+4SFz/yYsAV4nwPgRP948A1eTGzLhaXc20xdyWr5G9DEWW3xwDT7OwcD1iL6jdgaB5ByQ0AacwYAwkIm+5CW0PiOIvr6P4AwfwcBpGUD0ITZ5gw0GYGDytxSo53ZHO33p86r5F0anoi+7N/nC73iNk4/TToAIDPy7NQYQfUz4TPgwsHEG5CUV9zKWfV6v9iX0stOnvi90t9PP9MkuoP5dvr0gfaM4ir7hpZjw0tnwEov/4nkp1/zCdybqrU3U9Bfm12IA0ceEv/EJn2SyVjK53XpmiD752hglykKfS28zZ8e/QfR1vyQ7CsjwtjJ5ijwFAzCwAgOIvhWcGBI/dTEoYeA2GZh5vCtfsZN8aftM0ZeUrTAj/0xd8QvfK/eTh1jAwQAM9BhA9JFAb3OSJm7E7ewMpC9yhJ07a0fcnfNJt368W7o3fkl2/wvfmdi8j/kJCzAwjwFE39knjnkBAmj8BQPXwkAq+tzbvP5f/el9WXj27xo3vyRb2nHPGFa/8J28xaIHBmDgCAYQfUc4jUn4WiZh7IBFGIABGIABGJjKwBlEX+GNt5cfFDpiEwZgAAZgAAZgAAbOyMB5RF/4h9JFjcubctO/xX6qeuU+VjowAAMwAAMwAAMwUGfgAqLv18R/XL5uGEHDNzAAAzAAAzAAAzCwHgMd0Re/GV6+tPQh+dZ491Dz6+HRuH+AXL6YtGRY9vDz8ADzq3wxqf2ag8/hi1H9A9FZm4c385F/ian6ItWHFyk/lJ1SX9KH2Jb/MlQHV/y77Xduwxm3YoG9xBR/gwsYgAEYgAEYmMtAQ/R1vjV++HZ6EV3uC0RFKKl/oigIo8Izfe/DM33+S0rD8a8IxNa32rvrr778nx/z8SKiM4o+K0BDfZ0+iEgcffN9zwYgmwsZ98MMDMAADMAADFyegbro84Is+WeH3NcIuB29bAfvj3wlgd+t0x0b3xcCL20EgeZ3/sYveYTj4OIXoA7CTkRmoT63C+ns1p9jH5zIDN98X2yDI+kQsyDmdYz5jH9gAAZgAAZg4NoZaIq+9rfG52JOia9EGOT3KShygZX/PtQzR/QlNlfqy4OSfPN9pUywIemb6gt/5w0sGIABGIABGICBK2agLvrk+HZ01Bq/Nd59Mak+zl1B9BXb1P9oubOpdbybiL5ifbEP5W++L/Vb24DQy0Uzv8MEDMAADMAADFw/Aw3RN3zD/N6/qFF+kSMci9qvYpl/vJuKtP632v/9ElHmj2sfzdPoRY7sePiYb76XMuEFlbzf1x9UBh4xggEYgAEYgAEYyBloi76r26IUwfecvM0rR7P+ZYy8c/wO8DAAAzAAAzAAAzDgGLgx0Sc7gW9qp29n+LcpGcwMZhiAARiAARiAgT4Dtyf6rm73se9kQMRHMAADMAADMAADl2YA0YeI5E0rGIABGIABGICBDTCA6NtAkC+9sqB9VrcwAAMwAAMwcHkGEH2IPlZ3MAADMAADMAADG2AA0beBILO6uvzqihgQAxiAARiAgUszgOhD9LG6gwEYgAEYgAEY2AADiL4NBPnSKwvaZ3ULAzAAAzAAA5dnANGH6GN1BwMwAAMwAAMwsAEGEH0bCDKrq8uvrogBMYABGIABGLg0A4g+RB+rOxiAARiAARiAgQ0wgOjbQJAvvbKgfVa3MAADMAADMHB5BhB9iD5WdzAAAzAAAzAAAxtgANG3gSCzurr86ooYEAMYgAEYgIFLM4DoQ/SxuoMBGIABGIABGPvWyd4AACAASURBVNgAA4i+DQT50isL2md1CwMwAAMwAAOXZ2Al0fdpnnY7swv/PZqnl58Fq4Yf87p/Nh9HC7JP87R/M9++/NebeVpUnw9UVq+vn58LYu19y08S4rUzIHlpZx4que375dHsdN6ZnRfm5b2Pw6N5/bp2n7Xtsz7btfoxzyftMZTWNWr7/dk8yBx2+DSja7Nj2e53285Tl039cKwtfR8tbWdp+Z4fT11/r/1f8/frzTzslmidCW1k7K4n+pJkJ85sDeSeoUuDocSZODWxrdd267qqN3PksQOHci1/cw0+rokByUu7irBrXZvah3l57x5EX5/veT5p19euS0TM0/vUWN3yfW0/tH04p99L21lavmfrqevvtX+Z6ycSfb92pXT8AFoajEGcrSr4JECIvvUSwmWAx378fjwD7kTj6fA8Fgfvz0b+vmyBOS/vIfrmstz2L6Jvrj9797f93R+HS8uf2r5e/dd5vS/67PajrG6fG0cJmRj6+ow7fbJl/iK/y/Gv38b8Ma+Hx3Ac/HB4Mx/DMYXbMvZHxXq3sF5mDI9LzlJvOOLVO3NfYm9s48na521zfYn26dWfu/bhjwHkKECOjfURy9F1XycgY99iJz65Qwam5jl7FPlpng6fySMNHwfJA/lRTSdnNXOF+Dgrv495UhhMRV92r8qpup6HzG7H8pDX5HjaP6IzJ6+Vcny3b56hbGLvlsv6mfiknrvL80psO7lufRSvOR+l7dr58F09wtSyu+QfPR/lcU5iNyE2rfJZ2686xuFY3bWh50rLs7Wx7lPLlX5squUDqWvp9byfSexjfMqMT2i/Wb/nVX5WfOJzyG5nUhuibTK+ZGEYNUPu++xezUIWS/v4W8+nCWeuDx3RJ+B7ceSedShPeIVn+vyAeH92iSQcsUonRUjFAfMtndHwiPOT36eUyYIyOF6DHBPco3kN7f/Y5BkF6SAYXz4HwShB8OIxv/Zrvt/l+FgLxmPr1vbzucwZfsEvp2BgTp5zYz0RXJLsrVCQ/JDmgnqeczktyUN2QvblhxyYLyhFXA6JPNrQyY+SXwex9/1S2KWUSUzyZch5M/NaJccnfbOL/Gh75Fjn+qU+yfuhc7dwo9sa/57u9Ol75XM6ZzkB4zclCnbr/o78oxnuxG5ibKqcFdvWfRNbxAY/xznbEtGXsKF9qusp+CDhuXBd+8jakM2dSfmhrdp4mMK4PHKm5/059SfiyXM2aBgZ//tHO8ac3nC8uOdtO3Ynvu+wMIplz6eas/h5PdGXQRMGtRiqr1m1GgWfv68+4H7N306Zj0MUpu4ha3HGm7FiMl/ZFuvK4W0MAN2XAYRg+6K6Y1C8T/iJT2DgHAzI+I85RB7kL/pd7+SpsR7Gv52gByGgruu6wr3F6yoP+QTvd97UT//YTBB9xbr0IzZxMhkvgsW/Q75MJjZVvlh/ZqvOi737k3bSesYvyaTXw06k8of8zflk3I8oXqSfqi5rQ/p7iE1+rdgfxWXxuqo7nwN1/4tlle+Pio0qX2xb2WZtafmtdU3VU+zHutf7sXfCvMj4BPva9at4j2Ii/fQLAHdfYKk7jpV/izY2Ylm8X/lcc6Y+d0Sff7tk5vGuamAk2IqGqo7Zspnhk8qUgyLCL3mTuFiXbk8FYWRLfm0c4GbSKsJSWv3qvvBZT5p8hoeTMOCPZlqPsdgVvV8QSi6Qset/SlxU8i/mGZXnitdVHipeT2M/XfS5cnIqIacs4zd+F+a13Nb891Ee1f3o9bl3XdeV90OVLdqQXg8TdX5vsT+q3eJ1VXfx+lC+ci3akvfJlQvXe+WL15Vttq95G/p665q6r9fOSa6rGNh+uB3qIuNHtT+u3+Welk+mxSfmMFVX0cZGzijer2Iy+CS25Wzri75KwbQiZXh+/8gwuTfdKrc7cuGIVAzLDZ9SRgcotUcGSBRjrq76Nm9aNrXFb+v6o98JxyDJFnKrbm0/n1O+8Af+uAIGEtHnkrE91lFf4RKEmBWDrTw3JQ/l5dNvIpjalhzp+nwXxEKSpxfmtUqO921KDv1I8qCOpc71S33Sy6+6LbEh/T31jb4mn93XkIVdJPsslRfQHbtH/tH9d2Wrx7PCUXK8Wp5zquWLbeu+eT/Eo0/3yJJe3PjP/l6/UaHr6fhgGA91JqaVT/sZx8MkxpvHu6U4xPrT/Cv31nziYhtZ6tWr6yrdqx59G8XS3V/3qeYsfr6A6HMPVMYXJfIHG3OwBmPl5RD98kfyMGTskAuOdqS7ljzLkj38+PDypp4hzMvmYL+Zj5fh+5zkiEHEav6cQTgqErE5te68D/yeDjT8gT8uzIAc1eijX7s76Cd+Z5s8auKPX+W5r2bOSvKQPPytc8WQJ/fx5Yr0AfDsRY5mW5LT3PF1+eU2l/PmvKCW5LXRZDR+aD65PxGcOr/m5eb6pJW7JT5ZW9nvcaKu3Kvmn9GLjUkss7xf8o/2QTd2b6YXmypnxbZzP4jfZRd4eMQh2e1u+TSrJ/FBOXahjV3mI/HHhPIivv0xbDoeeowvrV/nnpZP3H0JSxLfpt1KQLZYKMUy8VnBp5qz4fNKok87hM9MzjAAAzBwOwzkkxixu57YEZvricUpxsX544voKyjh+4bsFOBSJ8zAwO0ycP6J53Z9dW7Oic3dsjK85OHfrD9XPxF9iL7ym4r4Bb/AAAzAAAzAwF0xgOgD6LsC+lyrJdo5944H7cEcDMAADCxlANGH6EP0wQAMwAAMwAAMbIABRN8Ggrx0ZUB5VpcwAAMwAAMwcPsMIPoQfazuYAAGYAAGYAAGNsAAom8DQWZ1dvurM2JIDGEABmAABpYygOhD9LG6gwEYgAEYgAEY2AADiL4NBHnpyoDyrC5hAAZgAAZg4PYZQPQh+ljdwQAMwAAMwAAMbIABRN8Ggszq7PZXZ8SQGMIADMAADCxlANGH6GN1BwMwAAMwAAMwsAEGEH0bCPLSlQHlWV3CAAzAAAzAwO0zgOhD9LG6gwEYgAEYgAEY2AADiL4NBJnV2e2vzoghMYQBGIABGFjKAKIP0cfqDgZgAAZgAAZgYAMMIPo2EOSlKwPKs7qEARiAARiAgdtnANGH6GN1BwMwAAMwAAMwsAEGEH0bCDKrs9tfnRFDYggDMAADMLCUAUQfoo/VHQzAAAzAAAzAwAYYQPRtIMhLVwaUZ3UJAzAAAzAAA7fPAKIP0cfqDgZgAAZgAAZgYAMMIPo2EGRWZ7e/OiOGxBAGYAAGYGApA4g+RB+rOxiAARiAARiAgQ0wsKro+35/M0/7ndnthv/2z+b165LK/Me87p/Nx9xAfr2ZB9+H4efDy09jQBzZTrArlv9+eTS73eNCv32ap8T+R/PUtL8do7FN0d7iquP9Ofjv4fBpvkM/57bTvr/Y9sS2KItvZzMwOy94H3fGy2JmY/3jseptWONnbGe27zp9/DiUct7p2hvbX2pL/qbmM8mp+zfzsUqOXiMe1DGOIz7p+WQ90ScTvQisryiOvr8+zdO+NJjPFZjSQJ7QtiT3w2dD5OV1HNlOSIRLy+f2iN/flNiS+teMQ8teaVs4EJt+bIJsC+bcdn7vDVquX4iR2XnB29kaL/6eJT9PXb+37XTtXKfo8/3O86n/Oz/JRbfHwEqib5jog4i5FkccmaRmJ/cj2wn+Wlo+9/c4SckOwNN7ft+xv7fsHbdNYjjWz5S7KnZm5wUfv9Z48fcs+Xnq+r1tp2sH0ed9zM+rGvNhjr6fuPRFnyQ6u63dOKqVXb4px4d2589vl8uR46c6fv0xrwc52txlu2zx7+7a27CLVAhCs365P6tLtupLx8/V5B7L+51Ad5wS++SOs8fC5+OgjpmbduaJNbY57r87xh2Luaz9L/Gz3ulr1Rmv+T5avw3H5OX+ZrEIu77Z3+0AivXbxwDkEYB3vzvc6XsSL9dHz4wciad+aLUzg4U7HPQk1QKXU/JcNS/UWayPl5TPhzlsL8kfq7VTGEOHSj4tjPu0v79mvuhr+e/X/G36aML1ZNxn+VTmkfDYUCX2nqfefJbEo8BlYgfXyV3LGeiIPoHbC5qd2dWOPCeJPhkcj8kELwN9txvEkNQx1P/98jxM4K7MUxAFv+bbC4rRYCjUb5+98GJrGKha5Eli0GLM16kGrBUmMnBF1BZtHJJfSALyu0sE+lm2KPom2mltmdN/DUPhmb7gw06dxT7qJFfqr257+GyTrggxL+h8uexvw31OLOt2evFyfXx48c8MyiTgj7Sl7IR2prDgmeDnjMcdCjxctf+Elwl5rpYXZLzbHFFi0XPv85D6vcpfq745+WPJGOq108kjSbx7dswVfb36Crbrucbm52wuSuaKnF+pz+cWFT/bRx+rIc8JI/tHO5e5/C+2+gV3z+68XX5H5K3PwPlEn4iJ0W7gMAj84Bkm6iCWimV+TfGosnivqv/9Ob5gkrzksMt2iGQVWHumLya6YKO1XbUT+qKThCQ1JW6bflB1FftU6b9t1wOSJyn/918nXEft6zpLfVQ2Ffur6k/s+LEr+LADV+lPHNiqnW68xn1s+1jZ2K1b3Zv0h7/HWN2TL4S7iaKvuPBtsFgaL13+GvUVx5AaN3oX6pTtFO3QeUTx0bVjpujr1Ve0Tfmod3005vN4qLpGC3y55kWe80GYr3p2j9pVPuTaHS86zxvnjugbBFDveNeCr1eyhU5MHGjuDeBh0BTL1BNLU1RW6ipOYlXRNwxi+5ayHtg6Ccg9jSRRtEOXV5+L91b6nySFvH0Vj4l1JnHQE4ltR9mYtKvaCX9XtlTajjFQ9XbvVfXmNvXK9q4H20v94W8xXnfkC7+L1/rGgWpeaLCYsym/d/lr1Fcsq8aNHqvFe3XMFrRTqTsIHD2GKvdqjmYd7/bqK15XPupd17bbzw0/tXL9UE/wSbFdHQ8+ayb4fBoe+qJvNAAqhgjQ4a1Nd8/3l3yFixdHMnDqW+pypOuf7QqDxA6o9Jju+ONd174+bhRhI8+WpLt29Z2+so3SV5VQrL/k99jXtJ22H9K6SjYPfm7GRcoV+mXLtOss97HUv7LIl+Qtz2p6n0os/bG965v7+hh/3T174xnR7ZTs1PHK+6jLOv/L19SU2+nVXWG86XPK3H2SXkv0FfPaVLYduz5XyphyXyHix6MeBz3OW2Oo106p7lpuKt2r+ztzp2+S/2L+Hfuo17d8LMv9Op/mPq5dc/W057PUD3c/hsihF9+xXE/0/ZHn7dLv6ctFYP5w7cPLW/ZArDtieQjPZrkHbuPD+jsr0oovXwhMycO78kKIrn+oa+9eFrEvRdQeovWrfnUM7HYRZfAXbByJPicc/b27fPegaadOKL3+u+dJwvFpGFB5ksqSmLzYMbw0M/ZDqY+ZTaX+hrazB6x1LO096fXUN1k7wwso4bnKJF55H7OyYqPqY9rODBZCvzIf8veLJ6+zT5DNvNCa+HM2e/x12J6bP6o5b0k7vdyUjZfmWG6JPnXsLvnYH6936kvngkeTzjXO9pCf7csW2VyRjO+Wn1rXctHXi3vms8QGrp19vN+p/1cVfQSFgQkDMAADMAADMAAD18kAou9O1TwD7joHHHEhLjAAAzAAA5diANGH6NveMR0xJ+YwAAMwAAMbZADRt8GgX2qFQbusbmEABmAABmDgcgwg+hB9rPZgAAZgAAZgAAY2wACibwNBZlV1uVUVvsf3MAADMAAD18IAog/Rx+oOBmAABmAABmBgAwwg+jYQ5GtZYWAHq10YgAEYgAEYuBwDiD5EH6s7GIABGIABGICBDTCA6NtAkFlVXW5Vhe/xPQzAAAzAwLUwgOhD9LG6gwEYgAEYgAEY2AADiL4NBPlaVhjYwWoXBmAABmAABi7HAKIP0cfqDgZgAAZgAAZgYAMMIPo2EGRWVZdbVeF7fA8DMAADMHAtDCD6EH2s7mAABmAABmAABjbAAKJvA0G+lhUGdrDahQEYgAEYgIHLMYDoQ/SxuoMBGIABGIABGNgAA4i+DQSZVdXlVlX4Ht/DAAzAAAxcCwOIPkQfqzsYgAEYgAEYgIENMIDo20CQr2WFgR2sdmEABmAABmDgcgysKvq+39/M035ndrvhv/2zef26XOdOB9aPed0/m48/v+b75dHsdo8n6mdsZ25fPg4r2vT+bB6GmD4cPs33IJSn9f34Pszt8/z7P83T/i305++X8OviOr8uzXlWLwuL+9hB+HoL48DnuIeXH9s3P96mjQnNivt8bLllnErb5xyf52xr7OPlvqJOfHj7DKwn+kQYyIT55ZKgwPH9JZPfiuLjaibPcyWv49vxk9DyQSoxlLi6CeLj5dH4iW5a3cf3YVr9SwahEmcyoWsBuIg1Ve+iepb0jbKr8yOMHD6LAna98XbuuJ1zfJ6zrXP7kfZWH2/kzmKuWernlUTfIAw2E6RzJa/j21lvEloqYI7vw1K4++WHvq0q+CT5L/UZE0g/dhfwEaJv4SR0zbngAjxtZr7Et9eUz/qiTxKdHO21jmpll2845mh37se8HuQ41B3/Phzehh0kgcJNlPH6o3l6/zVy5KaPFl397l7ZdfJ1iX1uN+rX/LX2fJpXe9Tsj+uytvcT2vaD0u5Y+mPrR/P0InWresNn6cep2inUnfgvHVip6MtsSsrFa7VdDOtP7V/vl+RoaFyPO7KKfotH/fFeiZ/ssIXYzeJA+BAWYhuj2Ay8lfv2aZ6k/YM64g1969Vd4dWWH/hUx+IJn3JP0+5W3Wmc2+ONeyf7x+eZVp6bJPq0sKnE0bdl2fM7hxPKeTaXsNMsOyPHzMyxxVxQqqNpX8wb6XiOf7f5ZG5+837l50JRT76ZnG8uyFpH9Eki8hPqzuwqRxtOZMVj3XLHJQGKkIv3fcugD4JpmIC9eJTEuH+0xynuGTKxxR8V+3vV82Xvcv8gxN6fnRgMx3VDQtXPF0pyOXjhltcnScQLAWf3a7D7xzix6cvqZH3Kdnr+SwdcFH2dchKDIa7fL89OaJeAtMk4jV/yPFC1Hu2fYVLJBWQxFgMnPQ6ECR0bK/IiB+2+edEXOYrsFuKu6xZxKpP2iy+bMZNc+zXyvGvg0wrbht3NutM4R3v5+/G+EEYn5Dkl1vxi0y9243jTvHtGprBcKldhq8V8k50C03bh7HNZJ1fovDA7x6qx7+sZ1VGwT4+5Yo7p2Fwsw1g5fqzgu1v33flEnww+L+j8oB9ehLA7enYi9ELLJwgv8hxoslos35tdl2QSBJ/b+fNJOv9Zq+/DC8Ki3TpBq88+ifkXWdTPxe0U7XAvkri608EYJqFuuZg0/Qsadah/jNQb21N9H4SMiPq0Hn3PMbGQ8hUOin3T7fX6JtffjF185AuaSXVrXn9NYGbE8pjP8VjI7a7Vnca5Hivum+4b8f1E0ZdzMuSyMN6S3e+Br5DvGiw3yym2lnDZK1u8Xskxs3Os8KgZH3JBlqf748ItPEOO6drcywGMk+njBF/dg686ok8dr7aOPewk51eLFTAmDU490WUJoikQXZtBFOZt5b+HJOxtLSVntVs0EqvaNvX5lO1U6g59zvoUJqGJ5dyb16m4KgOufaX6PrQ/rie7p2JPbEvXL/HJymsOinUV7rdvlZf6FtsS4fek49ytO5Z1tut282sdPq3vWuX1Nc8sPyMzK/jC7+K18pzcs1j0pXkyjl8d45wfdW0Jl72yxet10ZcItErZNEaqH8J8Xib/fTQuhnGkx3OxzNjmcV5agZkh56V9pF78cd0M9EXfVLBl8GXHdt/2KzD8ZCuJLD0etDss/kh2tDuSJQg92cu9reOzUSIota3f1mwkWWtXdhSXHIloO0/ZTqlufTyeghZE32B/7VhdjnT98WicgGJddmcvHGG6ZBonvtj3ej3xHpcMSv2YGgtnV7TT1eXtF4Goj97rNvn+Sfm40JB640TWrts/gxp2HBJx2uGzy1RqV0n4klh9DM/48xpE3yJ2pjDdytHK17NzrJTNckGljnnj2fXp2PzGOFIxnTrXc99NP/u4nugTUZZ9T18uAuXh9fiiRvkB/vIk6sBMJ/s38yFJwx+hasE5SibuwXk5JvTHu6WXB6ptJw8Xuwf/qy9ySB9P0s7Qh+HFBOlH2od08EbR1ysnSdMdbZVfaBg/JF32U62eLNFLwljio0T8u7q8/fJ9iQ8vb+olm5pN3ldyPYo+mQCS5xqTuJfq1mV1P129Hy8VPgcftO2u1e1t5+fZJ2y/G+hzjl14uuf14ngbc1AeLy5+MafNKHc0l/l4yXNZL1co5mbnWCmr+1jY6Zs0Lgq5qjuvFMogXG5auJx97N8RL6uKvvMFYjxZn69tlfjuCAT8R1xhAAZgAAZg4L4ZQPQh3FjxwQAMwAAMwAAMbICBGxV9963EWWkRXxiAARiAARiAgbUZQPRtQNmvDQ31kYhgAAZgAAZg4PYYQPQh+tjShwEYgAEYgAEY2AADiL4NBJnV2O2txogZMYMBGIABGFibAUQfoo/VHQzAAAzAAAzAwAYYQPRtIMhrrxSoj9UnDMAADMAADNweA4g+RB+rOxiAARiAARiAgQ0wgOjbQJBZjd3eaoyYETMYgAEYgIG1GUD0IfpY3cEADMAADMAADGyAAUTfBoK89kqB+lh9wgAMwAAMwMDtMYDoQ/SxuoMBGIABGIABGNgAA4i+DQSZ1djtrcaIGTGDARiAARhYmwFEH6KP1R0MwAAMwAAMwMAGGED0bSDIa68UqI/VJwzAAAzAAAzcHgOIPkQfqzsYgAEYgAEYgIENMIDo20CQWY3d3mqMmBEzGIABGICBtRlA9CH6WN3BAAzAAAzAAAxsgAFE3waCvPZKgfpYfcIADMAADMDA7TGwquj7fn8zT/ud2e2G//bP5vXLOeX75dHsdo/h9x4sH4fp9/bqGl//Ma/7Z/NxFsF3+ra8r+b6eOyXYwFet4/1fkg7j+bp/Vg776Dc15t52J2L3Xn+8hyOuHp/Ng+SEw6fdiehep8ej9fYT2uTym+7nXl4+ZmwO7Lu+Bj590+svz525sVy3IaUj+2Ur9fbmBRzHX/5/P4cmMnbk35O831q0zz/fJqn/Zv5zu0afs/r8n3M/57bvsSPrq7j4zC2JfUP1+/fH+uJPknsIqS+YhL8/pJBc5x48wPoNBCec9Ccvq3T+mrKIDh9H4WDYxP9aRia4pdt3VPjUOKmhXrtvquPk4i+QbjOs/XU4+PU9XuOj2/nuJjX2vs0TzM2EObFyvdVfrZFX17v9D7W+qXbbn1eWr5VN9fyuN7b7yuJPhkc6+4+TB9Ax0B6zkFz+rZO66sp/j19H+9t4N1jf2ocIvpOPT5OXb/PAce3U2OjNw6KC73GDmCvvnnXEX3z/OU54ec1+60v+vyRhjqqHXVIdvm6xxx5wvgxrwc58lVHwe9xlzBNEum9D4c38zEcG9ut8qGe6irc7jj6Y5lH8/TymR3vZvXvdf0KYNtPKSt1eZFbLysJK/TPr0yn1JH079f87dgffaV97BJW9PGw2+LjKUdTya5FvR9+xTuqa9h9G/VRjj86Nuu42fLCV4i/7of4P7Mt8U+ln6MjGXffh46J3ZlW8W3ZXIpb6/6k/YqNC2IRj5wavplrc+n+pB9ZW9k4iRxGnyZjYHS86/wS+/JrPg5+XOXXsrYTBmJ7o9yU2N+4z8eilefknmTM+Poq8W2Nj5zpxJf1+mz/mtx1xs5q7Ujfp8ckYaNpv/ep/1ngYL9Ldo6buWbEdOafpi2u7Q+pQ81TydyjNjtiH+e0MSFXNm30fuLn0WN/ao64k/s6ok/g9WIpPpMzcq4dWFGwja5bZ+mBIJ9FhKgyFux4FBwHkAy89N5vac8PNvk8JOLvl+c0Gdh2XXktKNzE7yeXwa4gIodBGCYfNZhkhSmDPzznMaWs7vfwnEpSR6d/9ojhMRFE4psoOmWi9H7TbckRiHrmSCas/aP1lZtk5d6sXNUHvq7P4fkWSfb6WRfdrvir4PPEZtd2Pf66vgn+sf2s2ebjl/fh18gzqIGjns2j2Pf66Nsd/LFmLAJ/Hd/MtXl0v+7DEJMqI5pDXc4dy5ePd8V+zVFN9HX6uTgZS98m5DkvDL0ACDHN2eqNj54vW/UVuLMLmSyf6ZxbjdmSdubFJOaogv1JbkjZkblEygZ+hNGEmU59I6bHuSWZGxJbcv/kOUPXpfnXfy/Yl8SrcD23QfJ0mCt/TDp/jf1Vnn+5D784Bi4j+iaIxJAkKvfGIyM3aERA6B2DEOBieTUofVJQidzvXIVE4yeVPOFMKqvaknoKdZR2SUP/evYPSdG9MKPbEr/oCVWueZHngq/b8H3Ofzof5HXpyVnq0u26Po77pO4p9kknpf69wfbCczdxt0jXOe6DMBLqKdqU2pFMNr37PTP2Z9621LtCLIo2pH2aZXPOpu7DBNbDmNXltI+Hv8f7cr9ortS1Xj+z9sLYn/x3icdE0dfY6dP5J2VQcSQ2dX2p+h58Noi6oi90/erzKdsp2qHYy3wfYl4sp2zOytlYhh1WuS/b5evVN2JatdUrW8gtSc7I8l7oo/57r42l10v+4m8TXq7Sc8O2PndEn+x6yduCsrsV38QdJ1VJUn6lWXNgb7Cl5cIAKg6KcXJxbw6nE6m1s1h+ni2hv3ld+e/Fwabakut5mfz3oY7JYmSW6Etj1G5DxyOfhLI+6SRX6qPtkypT6XPws66vcm+wfZSYVTuDL129eR9c/0I9xXZUXfn1/Pe8j822Vb3DfW07KrEo2qDGRn49/z23uXh9aLt1behDGLNJ35U9o/vymGi/qGuVtoPPsvYiR9pvnc9T8lwQH3ldylZri+6H3Jv9XulPtLtRX7Gsrl99Lt6rbV/QTqXuWkwCG8VyyuZKLG35FzlpSXPYKJ/m/h+1p9oaXctjlfvH+S72UdVVy8O9NpZer/grsqTjzWf88mv6om8qVAJv9ozU95d8hYsXYnqAyGd5tk7tzh15ELDhkwAAIABJREFUvCtHun7rOw5GDbcM3Nb2uLuujxrdsZ/eJRvqGw3QKWV1vwuibzhWTNtXx9fDdd9HmUDy7f2QUJPJJU9YmR3JDkyvH7268rpdfXWbe/HX9ZVsy/2jY6XLZhwkx8D5UU3H5krs633M2h7tuqaTV2S31F85hvZ9lOv6c+fRh+RZ27l9zPuQt6Xt0sdbulxL9DkOvA/TcTejn1Nz1NL71hJ9xTGvfan7Lr7UTHdiWLg3zS1rtePsSOvW4zJlIOaonv1puTBJD7uW4xOETn2jcTvHlxc63u0d/ybXK/5ayjrl73a3cD3RJyIi+56+VATqwTYkMvvswnCsku0kxiThnrGLLxHs7AQYH6aVQe/qkBc89BFLSBjJg7DyAsNb+iLHl7ycEV+6kAk21q8G1SiBDLY1y2b9rtWhfDFqP7Ffvp8qtT/6SrclftH+0Ndcn6LQ6PWjV9e47vzh6txmO5GpPqc7yVl9Eh91b+qfnm0+fu6++kPZzgeeJflOycTmStyq9ydJs2/j0bFo+WauzaX7dT864yRy6H1e4CzZERGfq+/2THJA5rNWP7WNp/zsdwPVoyBOhGS2JsJLfJDxLDY2fdmpL8kHeT7L2jpZO0MfquMyZSBhI7E/G2fV+GX90ve16hsxndXTKjucIny8rPkiRx6vTt4ZWIl5plBe+4LPdyvWgp5ZGONVRd9aRlFPmjDxxxr+yCfSNeq8RB330o+e77bSz54fuE7+gwEYWI8BRN9C1QyM68F4Wl/egYjwR1zFlwluJQ4T7NxKP8k97MrAAAycmQFE35kdflphM2FCpb8kGRiAARiAARjYJAOIPsDfJPiIbxYIMAADMAADW2MA0YfoQ/TBAAzAAAzAAAxsgAFE3waCvLWVDP1l9Q4DMAADMAADYwYQfYg+VncwAAMwAAMwAAMbYADRt4Egs9oZr3bwCT6BARiAARjYGgOIPkQfqzsYgAEYgAEYgIENMIDo20CQt7aSob+s3mEABmAABmBgzACiD9HH6g4GYAAGYAAGYGADDCD6NhBkVjvj1Q4+wScwAAMwAANbYwDRh+hjdQcDMAADMAADMLABBhB9Gwjy1lYy9JfVOwzAAAzAAAyMGUD0IfpY3cEADMAADMAADGyAAUTfBoLMame82sEn+AQGYAAGYGBrDCD6EH2s7mAABmAABmAABjbAAKJvA0He2kqG/rJ6hwEYgAEYgIExA4g+RB+rOxiAARiAARiAgQ0wgOjbQJBZ7YxXO/gEn8AADMAADGyNgXVE39ebedjtzE799/Dyc7JVw8fh0bx+LYX10zzt38y3F31fb+Zp/2w+/O9H/8zqPbqepf1Lyx/rs2PLnX4g/ZjXo+O1pKz36/F1XK9Pfd/aP79fHs1ut8YYLLdTr198/mie3svlTs9c2u6yOEqeGOcbX2fdB86G3vX5vvg0Typ/S3yf3tfJ4T1b69fXjvexY7bum7rtKSvz40F5fHYaBtYTfYfPk4m8PPg+MeZ/n/e7EmciWrUAXCTUVL2L6lk34Mf67Nhy82JxTF+PTeDS1pKy3tbj67hen/q+XedPmWBPuZicxaxf6B6Z92oM1P4+y7aj8k6Wt77k99MJ+yn9WT/ex47Z6/PNFP9xz3XmsUvHBdG3quATyLIEcVQCXh/WYyeTY8udHuxjE7j4dklZH5vj67hen/q+8bPH78dhZ57eP+3O4/JTh+jvy7Exzlsiuq5lV7UXj2nXjx2zW/BNZHCaL7n/Vv3UF31+Rbt/rh+pyj3FFe+PeT3IUdAuux7/bo+EpW59lGBXmf64+NE8vUhyjUchSWJs3fv+bB5sWakrlnfBclv2Dwd1xKsFWqveQdj5vrmjED8IXIL4kLb9cYnYro+jj67btzH8bNaT3pv4TETPEBcXm7fUPuWHpFyrvZKvk/t3Qyx0HKbb8Tepa8yEFXK6T/tyn9xxTGQrTtgdW3rt964f41NVxjHbsPEY/zdtdhxHTrQAiJOniB/9WMfO54Fm3cJm2pddkgNi/d1+N8diOgaaSXpKnvPxUAvF8W5Uy2+/psdxHG/aB9FXMc/2rse+O4Eaf/8rrIxONjJhY+Ond/qiDTZn6PGl/JH4WNqxPPRs1dfHbEiOjvmz418fI/k5k0HxSWxH+StfyCe+6die1Bl9GOOY2zk3T1bq1H7g89lOIRP+r9TvHdEnQKuk7hN63hmfML3IEZEnz/SFQf9rvl+eh1Wj1Jk9L5IMIhnUj0oE/hhJhFq0xcTYuff92U1IowQnA9qLvs/4XF/oV6deX/bFl5WB58XjUG+49mu+3+X42IudJXXniajtJw1g7jP9vM63nQS8fbqNX+t7J4w6do98XbjfPgvm23HXp9nRq2tIvLmwPvi20j6Nd/p6tvTaL1zPmG3FIi54xqzHch0bj/R/ve2cY814PtEN42ky470coOvv9Ls5FvO4136X9ibkuSE/pEJP/KQ5a/mtz0kcp8oH1Tw6tFu8rvoqbITc7fo63sFzdkcBr3P0YEtjfIndaZ3SV++XGX2xAku3LflTRKqvq+Vf1eehnoTvJP/0+5SMPTW3pc87qr75E4San4pxKjCR2Nnhv1in9gOfYxzxhfhiPdEXkop2bAQ2vDAhkLZe8ihe1wNLCZHevZLsioJPbBTb3lxCyW3v1evLBpEoNqmkVGgzHJUsqlv5tluPuvdPz2ciyvOk7cqHSajXXu7rCfeXOCjaMaGuOFmpyXsnR3CpH1wCSHmyi5MCk8GWCe2P+5K1kbAy7KD06lVlptiYsN6ru3e9yfi4b8mk36u7eF3HSdVfuTfEpmmnrrP1WdpT3OT5QMdB2ksEgCsX4z/kFVUm5IZiX1Rf9Tj1AsLWU8ij3eu6v2JzFIgJJ8HOdj7sjy8p73Og5Jth4W/r133s9KXoI52fBjuD3Tr3qj4X61F2+EVSIZbjnNHwjY5Dt85C3yfYGdmK/Uv5dyI5zLHKNwie6DN84XzREX2y9Ty8mXvU8a5rRHa6wkPBRchVYIrX1WDVibF3b/G6bysmD1lJPulJv1hO2xDLjkVEfm3wgRdVi+r2tv+6XVRt8yi5qnu7PtNJdU455ZO8X/nvuX3F6xU7ivc22u4mPVVW7i3Wr2wpXld19K5n9kwW0rpcsY2GjcX759icc6zK6onO+08LpaPa1typtop1qX6PRJ8qq/3X+zwlz/1x7Y4nYSWqWvYU+5LaG9jIfSxt6zzava796f0lO8m1hVCMtwiKpI9Fu9P6JQ+GcqPj3rSP9t5aXyptpSLHn6qIDeO6bU4u1qPuLV4f98nl94ZvdPsT60ziWCzTtzP6w9mc1NljneubPu7ti74pgMgg10l/KCNHun57PUIqQMszWT/xWLV3vJtsd6tdK5tgsyNOfW9xQPmBHQdykrCs7XKtUW8rscs1e7ztj34nHO9qm5t1e9vlZ89Gfe/YZ9OOVcflfDwl2X5ou0e+7tnnrk+z45i6Wm9kq6Sq4l23ZVr7Vd9kYyhO7L16dQw7/jrS/3Wbpb3a5Kr9J/fFHZ44SbbGTy8H5PV3jvuqdmr/rfG51FdXbxRTLb/JtZZf9HiLPqjnUef38vWsv1aIPRae5fP3pXZHRuW6szsdH6XxJblP2siF5fS+lNvKjncnxbvn66l98v2PYyH1Texb2fbop3KcjrEz+qNcp48pP10+wg/aD+uJvmyb3K0UBejh+CM88yYBiA+f2mODfBcxewD34eVt8oscyb2jiVAHX2yLA9kJP//cYf5wrax8tQ152Xzgv5mPl+kvckyvW9vfszG9N0lUX5/pixzJw8btcj6e8lxLYnfJ11kc8xdy5EHr+KLAzk5I5Qep877Ki0E6Hu66LCb8MVT9oWzpn47X0N+eLUlfyu1XfVMVfXm/Mp9m5Zr+OtL/dZtbjEf/idjxPnc/BwGY+KvUr1YOiPXbZNWMTcvOlGWd+I76LMd3hcWts9FP7h17On6J41T7QOrM82jvet53uT8XY/qe3G75XYl5icGU8VX0Uc9WfX0Yy9WXsnI7s7J6zCS+Lo/ZSX0aLcS1b7L2m36ScnkcxzlgXp6s1Kn9wOdN7+zluW4d0QdUQDViYEiM6qFmOYIo7QjnUPK7noyP/Yz/4UixMzpyVddGY5dr52OHcXo+X8O1+BrRR8I7nWC1/8pJ3Amqfj0OMThNDPD/afx6g7yG5+1u0Pa7FwWMU8bpGcclou+Mzr775IUvSV4wAAMwAAMwcLUMIPqA82rhRCRzHAEDMAADMAAD6zGA6EP0IfpgAAZgAAZgAAY2wACibwNBZpW03ioJX+JLGIABGICBW2UA0YfoY3UHAzAAAzAAAzCwAQYQfRsI8q2uSLCb1TQMwAAMwAAMrMcAog/Rx+oOBmAABmAABmBgAwwg+jYQZFZJ662S8CW+hAEYgAEYuFUGEH2IPlZ3MAADMAADMAADG2AA0beBIN/qigS7WU3DAAzAAAzAwHoMIPoQfazuYAAGYAAGYAAGNsAAom8DQWaVtN4qCV/iSxiAARiAgVtlANGH6GN1BwMwAAMwAAMwsAEGEH0bCPKtrkiwm9U0DMAADMAADKzHAKIP0cfqDgZgAAZgAAZgYAMMIPo2EGRWSeutkvAlvoQBGIABGLhVBhB9iD5WdzAAAzAAAzAAAxtgANG3gSDf6ooEu1lNwwAMwAAMwMB6DKwk+n7M6/7ZfFQFVO/6nA6ldX2/PJrd7tG8fg11vD+bh93O7A6fZnStat+c9qfem9o5C1rfh93OPEg/TmT3HP/MuXdWX0/UN2yYyin3zWbl69M87SXv7Nx/+0fz9LLGOE1zxvWOudTOuf77fn8zT/vBd+LD/XPM3wvzwcchzgX681wb+/cf64NP8+S5OSq/z29X+0F/7veR3HCPPrp50ZcHRRLl0/s1wDp/cLq+yITybD6siP0xHy+P5uHlh233hZNBzgm/X8MYuUEb7IJMcowak18/RibT5Qu0Y3PGuf24wE7xn81v0X/fg4gOC/cFY12LGv15/fF+rA8kv78NC/lj8vv8drUf9Of1fXJuDmnvmBgi+hYkmLbD5w9OV59OCkDd9jH+wT/nZEDGdNxJWt/3x+aMc/pA2jrWzmFBe7Kc+2vFtxePpxU4S3zgRd+v+fv1Zp5mLernt6v9oD+vz++5OaS9Y2LYF31fb+64tLkFn4FoV25++94dfaTHvz/m9RCPRx72b8POlgTRiZ54Pe7cueOOWK8b3LHt5Prhs5Cc0nbtsUKyYpe2Y/1yZBPtrttlHT+3zwfd5wzesBrO/m6TZdqHxHdSztosfZDdwjcj10fHw3LfbP9EPzvQMjuS/sRrrp1SP/jbMQOWMifiZkqeC+Nmig1xDMgxcDJORTQN+c+PjyR3hcdV5oy5JflpSVnxReyP7WuSC5SvbH6KO3xllp0tOmd9HPSjQ1lbydzREn1ZucTGeM3HY2Tb3Pye2RXr0/1zO8TpyVS0JfdlmZGC/7O2tdDTn/92+6Rid0KhHn1De+fwRUf0SdLxIsg9J1c2SicngfrRvAYx5bawrQjxoiUcXw5BFvjCwHbPPIh4cQNfBoEWLrqtAXj1PKEMjDiI9L3yOT+WGWy1R6kFu21i9gmnZVehrH3WUJXN2v6WBKjsHvnVDsjMXr/C9s8vij+1796fh2eMor9kkEd/iL/EVm/XHP/oe11/9RFX0h81OX6/PGftM7BHsSahXvjxBWF7Qp6bJFpUTmqMUy8u0vGhx5iqx/LRGXMyrkVcFvNmIT9dIrdN8p/YGvOXjJUo+gb/1Pxq7407sVHgdHzXzVcF/yX5vW9XHPPpM32y8eAe5fG5Oc35SV7V82fIGf22ox+0KC70KWGCPB1jdl++WF/0FQe2SmZemKiHWf0D0U6ctAZ9ngjHv1dFX9EuFczidWX3sANZXIH2yhav/9oXTVJBpuwZBngi2nq+k+tZwkxFngx6mRj8alv1r2JjBL9/b/R9TLLaX7GuvJ/8jm8uyYCwPVH02R1ybWs6idux1RunNpe4yT0dH2qM5RN8ZXymY64ilopldVuNnNsrW7xeyW2Ve1P227b4uSL/6fNoUeBU2k19V4rHEOdieeW/brwzXnSOtov7YRFebCf3pWpXGJnQ9nSfZHUHYant53PK6+35oyP63DMH9m3Yqce7RXAVTMXr2nH5oFdl80RY+D0OZKlTle21W7yuyo9En7rWK1u8ng9m7QP9WfmjUk+AsHJdfGIno9Fxb68P2o7+vanvf417Sy+uvIOdJJML72zpuPLZcjnleNfmkzrPwr995KQyDnP+x+NDjbE8t1XqjGNO5YlJZXVbC8p27dJ8STv+lEH/XX+ea4suq3ey1OeJNo7jMdRdLK/8V7ye2hVjn/dPzQOVemKMpU7VrsS5Uia2p/ygd0KL5bK6ydN3maf7om9S4DUsAnXreNddT48G9bNn+aDQdRegzwZBfYBIPfJ84U98xm04QnXPBk6xW6+ktV1Tyva27V2SsDt74YjGJQR/FOR27fJ6lO+KA1nqld2IR/Ow32VHrboPPf/oe0sxjMfVcmTlj/fTeLg+6oTEZ3xyUwxYcZjvCg1vYYZdwNL4iOO0Pj70GBMu9O+lOuOYc7lhSX5aUjbPSdqujG/JUcmR5q/5lpcZwgsyLg+F/PEe/dbNf1rUJJ/bvqvHw9vuynubJC7yrQrxkaVS/dpuX4/8lHuVrwtzUDo35r7UTPj6cv+nbRd3+obd5nqftM18vqkc1dFsJxB9w3Nm6rjk4fCmXohw10WA+S369CHnbFAkiU/gy6FPf09FRnrNlh0eoLZt57uXdgD6Yx7ZHdN2d+xKysr36+myQ59V22mf9aAaP8ibHAF9ycslFd9VRd9wDBAmJd/eHP9k94od1f6Ir5wfxQ+J/R0g72lw0RfP2Z39HCZqn7/ke0JH39PXGqd2wi2Nj2yM5bmuO+b0WMvqSvLTpXKb4yD/nr5cBNo3Wv38UcjR1fyXCL10h0uefV6UrxL/VfJ7LS8nOS99HGD0HYVNO8V/WVyl7iZrqR+0AMxf5Ejnuzsbs0kMtt23lUTftp3I5E78YQAGYAAGYAAGrp0BRB8rgLt8buHaBx72MTnAAAzAAAycmwFEH6IP0QcDMAADMAADMLABBhB9GwjyuVcStMfqFQZgAAZgAAaujwFEH6KP1R0MwAAMwAAMwMAGGED0bSDIrLaub7VFTIgJDMAADMDAuRlA9CH6WN3BAAzAAAzAAAxsgAFE3waCfO6VBO2xeoUBGIABGICB62MA0YfoY3UHAzAAAzAAAzCwAQYQfRsIMqut61ttERNiAgMwAAMwcG4GEH2IPlZ3MAADMAADMAADG2AA0beBIJ97JUF7rF5hAAZgAAZg4PoYQPQh+ljdwQAMwAAMwAAMbIABRN8Ggsxq6/pWW8SEmMAADMAADJybAUQfoo/VHQzAAAzAAAzAwAYYQPRtIMjnXknQHqtXGIABGIABGLg+BhB9iD5WdzAAAzAAAzAAAxtgANG3gSCz2rq+1RYxISYwAAMwAAPnZgDRh+hjdQcDMAADMAADMLABBhB9GwjyuVcStMfqFQZgAAZgAAauj4FVRd/3+5t52u/Mbjf8t382r1/X1+klIH6/PJrd7vGM/fo0T96f9uejeXr/udiKbE7/6/f+mNe99OO+2FjCFWVvgYW1x6KMg2fzsXDhWR9na/h0mY2nmROW2cRYW4ML6rhVjtYTfe/P5kES2FcUJN9fn+Zpf06BdI8gig/fzLefGO7ApzJJPbxETm518GD3PY63Vp/WHou3IF4W2HiyOWGBTT6P8vNiGwfkzVaOOf21lUSfJMPlK1ZgKAU8m2j+/BoRTeySlXzF3xhDp2Rg7bF4C+LlWBtPOScca9Mp2aBucs9tMNAXfV9v5kGOFVtHtbKim7Rz82NeD3I86o5/Hw5v5iMc/7qEGq8Pwsa3v9uZh8PnsDpx937Yo9Z4lBzqsvZ8mld71OzF6Fpt64QT64y2SeDj36WvaT8jGB+HXSre7MpY7erZ1Wg20Yx2+rK29mOfVv1k68/KJzGJ12L/dP/HfbWchOPn9r2pXyrxZ0XOivwcDPg808pzf5aMxV/z145d//jLo3l6kRzl81NW959f83Hw1xaOs0JOGOVZ7+OmjWM70jEcc9vfVeaEcf5xR9nRh/HxoXjvOOfGazGPKVt93/lJrtkAAx3RJ5O2H2A7swuiKxswkwa4JLX0ebRvK3J8YnPPywTxKEl4/2iFnjvaFFv8UbG/9zMce8qzI/Z4WYL2/uyEZTgWXbNtJWTE/sEn3y/Pg4DrtaV8J3YGnzpfj3fwWs8RDbYE4TxMLGGy6PjJTmKNmBT7p/ov4jaLqZvYfJz0vT2/5LZKos4FsPLdBgYnK+dzxVs4nZDnZLxUn68dWG+NRclfakHkFmMq/4V85fodRd+ccTbBDlmIvvjcqceZG6NtGxv5Qo/JNeaEYv4R3wx9DO11cku1nnPxRTvksuth4Hyir5IE4lGlDFw9ybtEF1dy+lgzv9c5NNQlYkrXtWrbOuHEZBOeueu2pYMvk8iQ9HObk4T2ZqxADgJxqMOL22QicpOXE499PwWRHdrL/eySfOifTriVvsYBrnxVuTfELN9FGe10aL/xOfoYXyz3hXA6UfRJXhGW547FIv9qfLT4L5bVcVf1HJETgrgstpPW3c4XyqZiXeq65JvKPWlOyPOP1KFsWlRPZo/KgcuZom58eJ0MdESf7BxNON61CcuvWCsdnTTAc9GX1pkmA32vazNcz9vKfx8Gd7h/lHCzpJI8R1e4Zt9aHna3um2l/nE2/JjRUW9IQFG4yb1J0q20FQdbLBv/pkRdpXz0y+BX3T+dcCvlY1vKV5V7Y1u5raps8EXqu9gOf8cXCxmYnOdc3pk9Fov8a8Yb/BfL6v6qerr3zm2nX3ccw9omaSfN3yNGK7bm9bk3gP3pgbShbJLccHQ92l4+j+JD3r3L4+6+6JsaeBl49u3dOHi+v+QrXPxglSTQOhpoJKPBhpgM8qPAX5Mf7ybiyIq6tdqOCUeOdP1RSGJbs5/RP3aQ+WNsvTOZ+Dz1y8fB+1PqKflUjrm9IO74qVh+iKMVuqX+xf675CvPJv2EY/ZFx7vBbumbbifzWeIfrpGsz8XAwrHYPN4V3uPxr8tnfhy7a8ePsywnVMeZyyc+p8kYHB9Bt/JoFoeFc0I5v0obeW4o5cFeHstsJafcpcAhN445X0/0iUjIvqcvF4EiCOIDxDsrTsLLF7N221zy/ZCk4o82teAsrfxWa1snHLHDHQvJA83hCLTZVh4EqS97oSNJQK6voW7rJ7WClrb26uWYwkPbVT9JO01bS/3T/R8SsHo5J33hJ7u325by4Six537jdxLauRlYMhbzFzncC17xRQ53quLzSTqOjhhnnZwQ88l4jAYbhpfQUhtbOXwcj+VzQiG/lnJDN7eU6hnby5jCJ/fOwKqi73zOypPvDYNqd/q02FmzL3fkp0QIr+kj6jrfuMXX+BoGYAAGLskAou/CYkKOhdOj6DUHBKLvkoOLttdkmbrgCQZgAAaWMnCjoo/ALw085WEIBmAABmAABrbFAKLvwjt9DLhtDTjiTbxhAAZgAAYuxQCiD9HHW1swAAMwAAMwAAMbYADRt4EgX2pFQbusZmEABmAABmDgehhA9CH6WN3BAAzAAAzAAAxsgAFE3waCzCrrelZZxIJYwAAMwAAMXIoBRB+ij9UdDMAADMAADMDABhhA9G0gyJdaUdAuq1kYgAEYgAEYuB4GEH2IPlZ3MAADMAADMAADG2AA0beBILPKup5VFrEgFjAAAzAAA5diANGH6GN1BwMwAAMwAAMwsAEGEH0bCPKlVhS0y2oWBmAABmAABq6HAUQfoo/VHQzAAAzAAAzAwAYYQPRtIMissq5nlUUsiAUMwAAMwMClGED0IfpY3cEADMAADMAADGyAAUTfBoJ8qRUF7bKahQEYgAEYgIHrYQDRh+hjdQcDMAADMAADMLABBhB9Gwgyq6zrWWURC2IBAzAAAzBwKQZWFX3f72/mab8zu93w3/7ZvH6dKrg/5nX/bD4Wirbvl0ez2z2eyM7jbfw4nMqm5fGo+0z6+2ie3pe34QZE9F+9zX5bS8peamDSbj+uF/PR16d52kve8Hnu0Ty9fJrvhbno75/Iu/Stzu3pxtkUn7Zy0/nmAInBW9Xndd9dMVeL+aFvU/jd+j3rib73Z/MgIuzrJ2wRfw/J8TTCL02Q1xnI421sJdbr7KubpB5eYvyX23m8/5a3TQLFhwUGJM/tZGGjOP/6MTJeHw5Lhd803kXQXHKcVXPTWeeAtuiD3QK7iMqgTbbMx0qiTwbg8l23eYGYliDn1bn2QDnexmpi3dTAPd5/l4372hxR33XEU3g85Q78pXif1245N517DkD0XceYIDfdWhz6ou/rzTzIMUbrqFZWeJN2eH7M6yEeizwc3sxHOP51gzhez44J7a6hPzp2xynxeHecAD4OWoSm7dq+hJV6nvDSex/2a9kogyOrO+l/OniSxNrsuypn4/BpXu0Ru+9/1mahP/pYKvqtFY+Oz5J+tepRtouYbfYza7N178gPM8puSlRn/t9y36fmucPnxN2C1riL12R3UCYNdxwZ85s7Hcm4beaPtcaZMBHtkyPsNAf+2l3N0enN1DmgNW7/VPrgYyO2BP+7ez+k3XDMLidNnuk5vvNl+HlrAgZ75zPbEX0ycHwi2pldGHBZQ5MGvAzS9FjkW8qFHcJP8ySDOjwbI4nHP7Phyr4qofZhn8XzwsYlgLJ4kT6k7Tpx4VfsOjkMn0PiGIRIEJBLbUztSPuf+jSKvkLfrXD2fVfl3p/dc0bhWZcJ/Qn3unoS0VeNh/bZkrgq223CfzT1GI/bTO7VPqn5wYqaGf7csgjaVN+FrbXynDDdGXeS94LYe1bPwGrGVT2KW32snOaPVm46YpxVc+AS0df0UuLQAAATIklEQVQbe74Pw9G5iL29PjYX//i87e+NR+ryPGGcT7QvezlK+4fPCKn7ZuB8oq8iDGWF6x78l4HpRZ5zehAgxbL5oJ5TVgdV1ePFgl85qp+LbSz2wa3wSy8+BNFXLKds1pOz2K99uKQ/w6q7LqQH0Vm0T/erEdfM9vFuse6n+lxsM72e+MFPwtJer6y2ic8Td7X0eLrFz8LORNE3Wvg68eFf6rAMTxp3bgGox1cQi4G7lOnx+DjBOOvavkD0dcdeniuk/17kOa5a84XfMXX5dI7vbpFZbEacHsdAR/TJTteE410rEAo7TyF51SbbVtLqDVp1fSRQ1LViotHOmnNvKSm1xE+/7pjEtE0qsRbtV/W2fFwsq9tp9Kfl066ImhjXlu32mu6n+lzsV+t665r4Q13XNvF5I6Jvap4TTlIRoiceGcv22LPIpx537rN701XXl3Oofq/UGfNHayyrtov19NvR/QwL0mR8SPvHzAGq7WbOGXzW2CRA9Kk4J7Hh75rfrX/ui76p8EgysW/vRsC+v+QrXHxSk6TQOt5sJS1XNjnOS453JXHEo0G3ze93/ty1p5ef+Hq/fa7E25UnndxGOTLwdS2xsdf/6DeBMibWXt9VuVFCL7Wp+9PyW6uvPZ9lx/bBf2KrLqtstwk/xlDuS4/wdbmOT0Z+mFF2Ku/ctx1BqGNtF8H5Lp1j1R/Z/h1YTo9i47j7fnkOjzFE0VYaG2Nu0zpPMc56OUPnJj1+h4X9hDmgnsdbOce1Ff3F8e7WxQv9z8afzlONz+uJPnkYOfuevlwEyrN08UWN/AHhzoBPHgCWB3rf0u/pswJzOKIZvXSSPpicvpSiE6t7hk8EZDiuab74MC6rv6dwbGOr/2kAo+gbnisMx0/ydQ1Z332AR2Kn1x+3wxFsTvzWise430fH1dsuP5sxHrcZ7N5lPhn5YUZZbQ+ftynsenEfFo0+R8j3fI6+p09yXTOPuFwlOSIe8Wac5gukJflT96k5zvo5I8lNut6Jc0B13B6x0/fxMvFFjqbv0tyLmMAf98zAqqLvnh1F30gEMAADMAADMAADt8wAoi9bqd5yMLGdZAQDMAADMAADMFBjANGH6OMIDwZgAAZgAAZgYAMMIPo2EOSa4ufvrAZhAAZgAAZgYDsMIPoQfazuYAAGYAAGYAAGNsAAom8DQWYVt51VHLEm1jAAAzAAAzUGEH2IPlZ3MAADMAADMAADG2AA0beBINcUP39nNQgDMAADMAAD22EA0YfoY3UHAzAAAzAAAzCwAQYQfRsIMqu47aziiDWxhgEYgAEYqDGA6EP0sbqDARiAARiAARjYAAOIvg0Euab4+TurQRiAARiAARjYDgOIPkQfqzsYgAEYgAEYgIENMIDo20CQWcVtZxVHrIk1DMAADMBAjQFEH6KP1R0MwAAMwAAMwMAGGED0bSDINcXP31kNwgAMwAAMwMB2GED0IfpY3cEADMAADMAADGyAAUTfBoLMKm47qzhiTaxhAAZgAAZqDCD6EH2s7mAABmAABmAABjbAAKJvA0GuKX7+zmoQBmAABmAABrbDwEqi79M87XZmF/57NE8vP2HV8HF4NK9fy5z6/fJodjtVz/uzeZD2Dp9mdO2EQq7e1o953T+ap/dl/YyDT+p7Nh9H9GUNf0c7pvbneHvnt3WMTTmjO/Mg/p3JpfdtnYOpti29L+/P+mOuFZf1+v9pnvZv5vsIzlv2nfLa9/ubedqrfLd/DvltPb8s5YPyp2SAuuHrVhlYT/QlidsJIC/0/ES5ppMkua4nsJYDLPY8KKG7vK/Hi6hT+Lvfn+Pt7dd9ZHxkYRBikouLH+Mm73kcXca3pf6P+yOLjlOOuVPF6Xp8WvJz9jdhyi4W4qL2+0tiEX1/Kj9RbxaLG1ooEDtidy0MnEj0/drdNy/KTpHUr030rR/Q40XUKfzd79/x9vbrPi5hCCNeBP39k4skX6f8ffqO6mV8623VP8f90WPieuzUNpc/a7tPxcI69c5jZZ02yz6jbvwCAzBwDAN90ff15o5R1RHGuKFsAvr6tEedfsJNJiC7KvZHI3IkJff6SdfV83qQo1y5R+/CRFEhk0Q4Sj58mr9/4jVn24+JdezMTmx/jyvzv00bBKRW+XZbD4c3dWTY6k8G7EybHva6nbSu6f5Oy+X9Ttuo9yWJhz+Ct7tsEluJo49v6te0/l+TxmVnHhI28us5O4W+BK7kWsao2iVIRUfbxuhbxYGMkWSne7BFfGD5lN8b9Wa+ejrs0l1su7uUH4Fm/TnJmKvHPB1zrfvyuBXiavuvxqeKzTjX5HFe6fcpeW6SnYoL24/pcf/IOHCPdjTKX8JPtBkeWzobm/gcn6/IQEf0SQLzAs09P1cGvfB8kRJZcaKUyeFRCbAfI9eiKHD1yGTvnvGRhOcnuzSZjibqMMHLfSIW1SSSHL/0bOiV13a4unRb33aC9iKn1R89WRVsssLW1zO0qZ8/kz4d/HVd16/1qRPchXoTf+tyvTZ6fdF++TV/35+dMA9iaEL9ORuJD+b0Rfol93t2Sr/HvkeWejZq36b9FY79zrYbI9K+j0+n3txX8rsWi/tMBNoEcI4x14q57n/rvkLckrg6VuIxfIxLOdec4rr0ZUKemy36joi7LHYDt53yK04E5/P1KeJHncQPBqYysJ7oC4lq7Pwg+opJM5s8sno+grDR96XHx8muQ7ENZVPxuqq7eF2V17uKlXujiMiFh4gGLwRUncV6UpvCzmZ4WcZNUqnQcHVO93dqQ7uNXl+UvTIZiXDRsfTCJrNf2rR9mOCDsTDI2kwmwdze/PfY9xCvno1/6qLPicwY24+D7GgNC49evbmvRLD63dHRNW93vT8y+KczMK4nMtq6pn3fuK8X14GV4Kskhr6vp/4pfTmB6Jsb9zzWvfIX8dWpY0H9Uydv7oOVYxjoiD45mjnieDdLRsdPQHpi0Z9vVfSlfQgB602Mxet14Kf7W9XRbSOf2PO+ZL/n9eW/Z4yISBxP/KrO3vW8vsk7fdKvQawV21A+0mJKi/+hbRGPtg/5cW+v3sJ1J0RlJ7y0yyc25fGo2FmoO1kkjepRPm9em3hft/1r2Ombk+eisA/jN2FP+aXYdxWn/Hrv96QdVQ9/5/gPBmBgIgN90TepookTkJ1EsuPd5Kgnr0cl0GySDbsz1r78Pvf1FeFrIHrHu4kNUlervG5L7E2PkkfHu3q3K+tDnDRcPfG5wx/zkdhUaqfyHFkiTHr16omj14Zc18el2g9ST/Z7PoENsU+PwnUferb2ruu+FOwZCZhf4966VDtyXRvVDlreX8uh7NA9mofRcWzHtyNfDSJkL3Vpn+s+5vHQ17SdPb/l9eg4tq5Nva/Xfr6AS/sRx8iV/F1iJYsE9ajF95d8hYt/aSj3S54fFPN53PPfJ/B4df6ZNF9cSSyxFaG0QQbOLPryh7plZ+Rt9CJHEGvJxKqTaT5RpNesAAkvgwwvcqgknb4wkNsgCSl9eNq+CBLKZ23JA/SqrfTlhNakmSW+5EWOnZEXQuILLs5vIkb9EWzaTlpX2OkToJN6S31VZYeXAcpt9PqS+WU0gU3oQ2Zr+pLPzL4k4lf66J47832zPzPBbifQpg+0mMr665OHHMmF5/Em+rbkK8t+bZdv6E9VEGo7e35rxbV1Tfe/dd+4/TyuCa/ej1f8M/+evlQEar90mM/jnv8+jN+p4x4BqMbbFfNDnIjTJRlYSfQRxEsG8T7aFuGQ7aC8v6m3X+czlu4Gzy9/Ub/mR8Q3O4n14pqJpJvt543xhZ/Z5YKBTTKA6AP86wHfHpPFB+pltzPu+h4xqYpwKu263UDMw/OBN2BrVxy34nrDMer2+x5iRx+uJz8SC2KxAgOIvhWcSPI/QpDhdxIYDMAADMAADJyVAUQfwJ0VOAQyAhkGYAAGYAAGLsMAog/Rh+iDARiAARiAARjYAAOIvg0EmRXVZVZU+B2/wwAMwAAMXBMDiD5EH6s7GIABGIABGICBDTCA6NtAkK9plYEtrHphAAZgAAZg4DIMIPoQfazuYAAGYAAGYAAGNsAAom8DQWZFdZkVFX7H7zAAAzAAA9fEAKIP0cfqDgZgAAZgAAZgYAMMIPo2EORrWmVgC6teGIABGIABGLgMA4g+RB+rOxiAARiAARiAgQ0wgOjbQJBZUV1mRYXf8TsMwAAMwMA1MYDoQ/SxuoMBGIABGIABGNgAA4i+DQT5mlYZ2MKqFwZgAAZgAAYuwwCiD9HH6g4GYAAGYAAGYGADDCD6NhBkVlSXWVHhd/wOAzAAAzBwTQwg+hB9rO5gAAZgAAZgAAY2wACibwNBvqZVBraw6oUBGIABGICByzCwquj7fn8zT/ud2e2G//bP5vXrVB37Ma/7Z/OxULR9vzya3e7xRHYeb+PH4VQ2TY9Hzzf169LvR/P0Pr2tdgKY58ey7z7N0+GzsJKNddf7c1w/ynaU6oo2tP1QKnvav83xyZx7r62f2HNajvAv/oWB62BgPdH3/mweRIR9/YSJ9fvr0zztTyVerneijHAfb+N0wXAdIMU+/xqZ/B9eIgf62nGf5/mx7LtP87TbFeyaV/cc+8t2lOJ1Ohvm2Mu9pdjwN7iAARi4HwZWEn0i7pbvus0D6xYmyuNtnC4Y7gfGevzn+bHsO2H0zbwe8h3IeXXXbRzHoWzH+L6/f05nwxx7ubcUG/4GFzAAA/fDQF/0fb2ZBzmubR3Vyi7fpJ2dHzvp+uPfh8Ob+QjHv3FSdtezydnuGvqj40fz9PKpjndd2W911Ptx0CI0bdf25d3vROUTbnrvw34tGwWarO6k/ylUiWBo9l2Vs3EQv4iffP+zNnV/JLb7N6P9Zge31GOPQrVvYj3u2tCfROzHeySGs+KrYve329+sHd2nP78m8V2o1zMifdK7z1kffX+6vinEc5Idv2Zp/2ICjn6IMenYlTPS7af2z7juWWOpwXvsk7TBf/gABmAABk7BQEf0ScL3QmtndsVnon7N30miTyZdEXJebP2abynnJ9k//vjtcxAhMqF5QeLKvoayP+bDPovnhY2f0CMkUfS5SV636yZdP/HrSW34HIToMEEHAbnUxlb/o+0S6ChcCn0/yHOIvu+q3Puze54yCLlef1w76bN30p6vW/kmCEE5vn0entdT1yV+R8dX9WGopx7raX0aP0uqGan0Mdtxkxh0fVNlRcdw3f6FRNCKSc2uESMzGLD+SRmuj6UeD9onfA4xRfAi+mEABk7IwPlEX0UYyvNfbmLVk7KbBIJwK5bNBYcXiFPK6klG1eMnRP8iivq52MZiH9zzb6mw8PYPorRYTtms4RD7g+BzYtzvquY/Y5taAIkA0M+96XbiJB53BtX1op26f434Zn0Y7xqn7eR98b/7PkXBrOOctR92uFTdmej7awWoF8CZb7qsVERf0U/Khgn1RoFQiEmvfM6I9b3UU+mn9knRdu3jtB/jOGoedDk+x5jiC3wBAzBwOgY6ok92uiYc72aTYzFglQmjLvp6E4i6btvXok9dq7QbbZxzbyYcuhNiv+7Y/zTIQbgU7Vf1tgRTsWzajvghvHgRhJC/Z9yOe0O7sEtaaSv2r+G7Vh/sNWVHpZ0Yz4rYGjEy7FAf3tRjAqqdwaaqb461o1hOtVu87uNR/pnEpFe+cr3azy7j2qZ+PyIPuhyfNb98hgcYgIFTMdAXfXpCbn2WyUR2C9Sx0veXfIWLFwhxV8J3ZnS8q3ep9GRjJ+xH0z7yi9dlEozPqslEJM8A/sRn15K3itVENbSjj4LTulrCxfWvbmOv/ynkQfR1+67KjSb0UpvaN76sHFs/mof9LjvOjL6RI13ftzhxx+tuVyw9+pseX2+H/DzGj2mfou/yevXCwF2TvsSjct0fX7bmm75v63ZEVuU5z/GjCrkf0/6F8VOMSceuESO9fmqfyOclY0k/zuHb5aePJz9hAQZg4NQMrCf6ZMco+56+XATK8z/y9qQ/jiu9JFE8OhSxmTzc714SSL6nzwrM4fnD0Usn8YF323ZyXU9qrh2Z2E5jY6v/KeyJYEj6Ll+HonenVLnShC4+r/YnLTt+ZlP7RsSE86+8oOHipK8Pvjs2vnpBkfS3FOt2nxLfhXrFfm+36rd9ftIfbWb98WXlSLT0PGvHt2U7prDc7l9MCqWYdBguMdLsZ+6TmWOpykMag9gn/o4vYAAGYOBUDKwq+k5lJPUyAGAABmAABmAABmBgGQOIPr/LwU/emIIBGIABGIABGLhjBhB9dxxcVkTLVkT4D//BAAzAAAzcEwOIPkQfqzoYgAEYgAEYgIENMIDo20CQ72mVQl9YdcMADMAADMDAcQwg+hB9rO5gAAZgAAZgAAY2wACibwNBZkV03IoIv+E3GIABGICBe2IA0YfoY3UHAzAAAzAAAzCwAQYQfRsI8j2tUugLq24YgAEYgAEYOI6Bkejzf+Dn/zX4AB/AAAzAAAzAAAzcGwPGGLO7t07RHwYqDMAADMAADMAADKQMWNEn/8f/8AAewAN4AA/gATyAB+7bA/8/SdsGyQiQAFQAAAAASUVORK5CYII="></p><p><strong>Entregables:</strong></p><ul><li><font style="vertical-align: inherit;">e-Certificado de Kanban University: Kanban Management Professional Foundation II</font></li><li><font style="vertical-align: inherit;">Registro en Alumni Universidad Kanban</font></li><li><font style="vertical-align: inherit;">Los materiales del curso en formato electrónico</font></li><li><font style="vertical-align: inherit;">Materiales complementarios en PDF</font></li><li><font style="vertical-align: inherit;">Los participantes de ambos Cursos Taller de Kanban podrán recibir la e-Credencial KMP (Kanban Management Professional) y serán registrados como tal en la web de Kanban University.</font></li></ul><p> </p><p><strong>Elementos diferenciadores Performance Development:</strong></p><ul><li><font style="vertical-align: inherit;">Se realizan simulaciones de escalamiento a fin de lograr una comprensión de la Agilidad a Escala en una sesión adicional al programado:</font><ul><li><font style="vertical-align: inherit;">Simulación de Portafolio Downstream</font></li><li><font style="vertical-align: inherit;">Simulación de ejecución de la planificación trimestral</font></li></ul></li><li><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Se ha incorporado la estimación Montecarlo para escalamiento, la cual se realiza de manera simultanea a la Simulación de la ejecución de la planificación trimestral</font></font></font></li></ul><p> </p><p><strong><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">Entrenador Acreditado por Kanban University (AKT): Iván Gonzales</font></font></strong></p><p> </p>
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