Título : | Sistemas de producción: Planeación, Análisis y control. | Tipo de documento: | texto impreso | Autores: | Riggs, James L., Autor | Editorial: | México; Limusa | Fecha de publicación: | sf. | Número de páginas: | 683 p. | Idioma : | Español (spa) | Materias: | Administración
| Palabras clave: | Producción , sistemas de producción Control producción. | Clasificación: | 658.5 / R444s | Resumen: | Conceptos y organización , Pronóstico , Distribución presupuestal del capital , Distribución de los recursos , Programación de los recursos , Medio ambiente del trabajo y el rendimiento , Métodos y mediciones , Máquinas y mantenimientos , Materiales , Administración: medios y técnicas . , Control de la calidad , Control del proceso: evaluación estadística de las operaciones. |
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lQxSqbBFGDTVSku9GDSQaMGgolXo6IUYqII6bxEuVHcflVm/lUn+lOVHx/6qX/pyf6TRG6IFkKpw3G5/wAOSWJBFIQoZTqL6A2ufpTp44wjZsgaQymKNRexI5nX+1VMGGdUwrtIXjZ1/DOgXXTWjjcJlkb2ExT5j3X2NbDGzsugYmdArzBcScM6YhFRkXPdNVZRvzOtRoOMzdiR4lELtlUi5ZQdAx12/sahzYp5JJYkm6xGikIAGgO4UHnpSMVxYdRCYp8jBVRowNSb6k6aC3xocoHpuq8oHpv8KyxPF5ryNHEjRRNla98xPMgX2HlV3G1wCNiAdfEXrJ4941aWWOVoZUOsZ2kPeo8a02DlLIjNozKpI8SNaTMwBooJUzAGigpFHek0dZllR3oUKFFRQbUcaXOVQS3IAXJ9BXR+C/ZyoAfEvc+4hsB5tufS1anCw4XDjLEiJ35ALnzO5Pma0OysFyODfVa2YR7t1yfCdFcXJ7MD2PvWX6mpw+z/ABvuRj+Mf2rpr8cXkrH4D+tI/Tv/ACz8RWR2OwTTRetIwTfNcyl6B41R+qVh4OD9bVAfA4zDa5JohzIBI9bXFq6+nHF5ow+BqVFxGJtMwHnp9aa2bCTeFrgfVA4MDYlcV/TCyD8eGOX9tfw2+K6E0Pu2Gf2JWiPuzC4/nX+1da4t0Vws9y0Shj+dOy3xG/rWD4/0Dmhu8P40fdbtgeWzenwqOwZGrD936JL4Xt31Cz83BZlGYLnX3oznHy1qBl1tzp2CVkOZGZD+ySDpVh+mGYfjRxzeLCzfzjW9IuVu9H4WbwnyVWBSrVZCPDPszwN+0M6/Eaj4Ub8EltmTLKvfE2b4ruKPObdO0Pmpyz01VZQdQQQdQQQR3g99LdbGxFj3HQ/OitTbVEw2ETKq5BlWxUclI2tR/dI8rJkXKxJZbaEnmfGnrUa1bMUcx7qNh8FFHbq41Ui4BG+u+tJHDIbseqS7bm2+t9uXpUyhapnPdHO7uo82Aids7xqzjmR9e+pIoWo6rZKqXEoUKFC1BBHehQtQoqLqWIxjv7Tadw0FMUQNCvDSyvkNvJJXowlUVE7hRdiAO8m31qBNx3DLvMp/du30FRkMj/pBKDntbuVY0VVH/wAS4b/EP8rf2p+HjmGbaZR+9dfrVzhZhqWn7lUSsPUK2w+JdPZYjw3Hwq4wXF1bR+ye/kf7VQIwIuCCO8G4+NHWvCcSxGFNXp2KsQCnelnQ9MQDLFZJt78n8H//AKrlk0LRsyOpR1NmU7g11/h3EinZfVe/3f7iovTPo2MTH1sYHXIOyds6+4f6Hvr1mHxMWLZnZoeoWDEYa/E3dcno42IN1JB7xoaBXv0OxB5EbigBQIB0K5uoVkvGZNpMsw7pBf8Azb0A2Gk3V4G7x+Ivw3FVtHSTCPs6ehV+YeuqsjwZzrE6TD9g2b+U61AliZTZlKnuYEfWkLob86sIeMTAWLCRfdkGYfE6ih/yN638FS2HyUC1HVl12Gk9uN4T3xHMP5Dt6UP0Tn/UypL4XyN/K1QTAfUCFOWehtVtHTmIwzobOjJ5gj57U3TAQdlQikKFChVkEdChQqKLomIxCxqWdgqjmf8AetUHEePSMD92VXW2rggsP+2bMPgazmP4tLiY3dgtkdGVVJBVWBWwvo2o3Nt6qvvKjclSNr6H47fA1zcLwhkYzSCz8LpzzPvK3/am4rEO7XlZmb9q/wBOXpTFTcHiJ5Pw1BnvshXrPUHcD1tV9h+hWIkFzA0N+fWK3xRjf511mw/2hYuW5xWUBo71f47oTjIrnqg6/wDLIJ/lNiPnWfkjZTlYFT3EWolhG6q5hbuFIwuJeM3Ryh8Db5bH1rScM6WHRZxce+o19V5+lZMNSgayT4SKYU4K0cz2HQrqUEyuoZGDKdiKt+D46x6ttj7Pge6uTcK4o8DZkNwfaU7N/Y+Nb3AY5JkEkZNj8VPce41xDFLw+YSMNt/ehXUhnbKKO6qftH4L1UoxCCySmzjuk7/4gPiPGsdXYsbhxi8JJE3tEW8nGqN8QK48ykEg7i4PgRoRXpS5sjRIzZwtc/FR5X33RUKFCqLKjoxSaOoolCioUdAhRTcPxaZBYPmX3XAcfOnvvWHf9ZCYz70R088hqrB1tufCpkXDZ29mGQ+SN/aqHDg6gUfLRMBf6p/9Gq/6mZHPut+G3z0PxqLicHJH7aMvmNPjtTsnCZxvBKP4D/ahDj5ouzmZR7r6j+Vqrklbsb9dPlE11FKHQqz/AEsp3w8BPM5d6FDNL/b8hHKzuqfhC366P3o3t4lPxB8gal9HuBvipREhsLXdrXCL325nkBVfwyfJiI2O11v5E5W+RrXYbin6NwgVAGxOIZ2F9o4g2VGYeQuBzJNdCNuY6rXBh3YiVrWjda79HYDARAZlh/bDZXc89tW8tqrx07gQ2XEGQf8AMjYf51H1U1y3EzNI5kkYu7bs2pP/ALeG1IvWrTYL10XCI2t8bl2vh3TPDyqxBYZRcgDPYDfRdbelZafjeCxk6BetjVzbPZCjsdgyNexPvWB2vWNXCLEVaWR0kFiEhIzod+3IdIztpqRfUCrGTGwzh5PusJnUZiSXJlRRdmuhW8i6sdNQPCludelriYyGAzCKN12f3qtzjvs4gcdh3jbv0YHzU7ehFY3jXROXDsAzIwbRW9kMe7XQN4Xqdwr7RJUIEigpoOb2Hyb5mtvBxWLFwm8fWxuCGKfiDyK6MG8LXqOiY7pRSsXwp8Q1HuuRz4dkNnUr+8LX8jsam8E4kcPJm/IdHHh3jxG9P8TibDStFHKWj9pb69k7B0P5ha23KoXXofajA8YzlP8AKbqflXPmia8FjlxqdG7sQuqcExIDjXsuND36XB+tc+6a4IRYuUD2WIkH8e/+a/yq66JY5cvVhyxjIYZhlIUnbfWxrScRTCfe1lkbPKsYCxgZso3zsOR10JrJw85I3RSGspuz2K6EjeewELneE6N4qQZkhex2LWW/odajcQ4ZLCQJY2S+gJGh8Adr+Fdf/Ta39lvlT5eKdCjAMrCzK3cfCtsU2GlOVj7KU7BCtCuHWo8tXXSbgpw85jW7K2sfMkE2y+JB/pWk6PdDkjUS4uxO4i5D973j4bedWyEE3pW5WRsD3OyrMcF6OT4ntRrZP8R9F9ObelbXh3QLDxjNMxlPj2VHoDr6mrPEcXb2YxlA0uR/TlUCWQsbsST4mudNxfDwmoxmPfoujHhGt3Vzh2w0ItGqL+4o/oKd/TMfj8Kz60CawO4/OfpAHstQjb0WhHGIu8j0pbSwyixyMO5gD8jWbBoGrx/xBN9poIULB1Vu3RTBnXqE+f8AehVVnPefiaFaf6+3/r+R+ipyW+S48kReSNBu7BP5yBU3j2L63ESve4zZF/dj7K+ml/WoDOVIcboysD3FSD/Sjfc+Z+td6JdD+HWtIc7qNPZFVpwtniyTpH1spY9UCjOqhdGkIXc37K66amkiBIf1ih5tD1Z9iIHbrLe2/PJewvrc6V1X7NizYCGSRszSZm2AsCxyqAAAAANhTmEEroYnisWrGDNW/b0WCk6XYofrsNHbf2JYvPUkj4inMFjcJO6MP/DTBgVJACse4sLIwO1iEJvvXYZYgRYgEdxF6xnSj7P4ZlZ4VEUpB20Rv31GnqNfOrGMFcwSYWU09mU9wuX8awginliA0RyB5EBl+RFS+jXHnwcwlUnqzYSpyZeZA95eXwqPx6MrO6HdBEp53IhS5B5jx51AqmxXpgxskIa7UELqX2n4SOXDw4gANlYAMPckHf5hTXOEha4CMTfQKRmue4W1+taubHF+E4aIXZ2lMaqNSwjJtYfCqSfEDDgohDTnRnXUIDoUjPNu9/QHc1mnHjXgcWwsncwdNFK4Vi1w06LLlzHsyOGukSkHseL5rXOoGw2NaHG9IY0tIiF+uuc3s5ur7GvPYD0tWLwXDy4YkhVUduQ+zGOVveYnYDU1YSzpJhVyJlEMgXcksJUPbY+LJ6XFc6bBRzOzOv8A8Q5uWO2dFew9K4ybPGyjvHat6b1f4HGq1pImDAEaj6EcvI1zO9WnCJXgH3gkrF7IH+M3ujuAH5vQX2rBLwto8UNhw1VYcW8upy6dPiIHKTFQ0qZlW/5SbZvpvVPxPiqL2pnF+Q3J8lFUXFOkidWeokUvdQT3Bhe45Ei1vC9UEmOzm8yLIebDsN8V0PqDTHR4jFgc45W9h18ynzT8vQDXurnF9KjtFGB4vqfgKrJeOYht5SP3QBUbq4z7LlT3SDT+Zf6ikyYRwL5bjvWzD4itEeChYNGj8Vz3zyO3KcPEJf8AFf8AmNOxcXnXaVvXX61X3oCmmCM6ZR9yoJHDqtBhuk8g9tVceHZP9qv+H8Xil0VrN7raH05H0rA3owaxT8NifsKKfHjJGb6hdMvQrBx8dxAAAkaw22P9KFYP6PJ/cPlav59vZZorfTvrW9AOALiJ4pTYxxLeRTuJk0VSPdOjg+FqyQNXPA+NSYaJpIWAcYgZgdnjMRIVvC9/UV66E+JM4W+TM6OM6uC0vST7P5VdpMOesRiSUY9tSd7E+0Pn51o/sxkYYMQyKUkgd42VtCADdbjxUg0XAvtCw0wAlIgk5q57N/2X2Pran8fiRHOuKhZJEcBJkVluVFyki66styCOYPhatLGBpsLSMI6NzmkEE/itVesr9oXSIYXDsqG88wKRL4kauf2VFz6U8/H5ZezhcO7cusmBijXx1Gd/IDXvFZPi32f4yWVpnxEc8jC2ZlMeRfcRbsAv150XkgaJUgLBda9lizCDhhzbDFUud2ikPZudzlkvbuD2qDW0x/RCXDYbFSzPGVMWUKtyc3WIVN9NiNvGsjhVUEPIMyA+yNDKRrkHh3tsBSQSG+Jd/hOKcMKTL9klXGKx5hw8EKKRL1ZLNzQTnMUQflLDLmOhsFHfUPhvDs13ZsiLbrJDrl/ZQfmc8hz8BS8NA0zSTzNlXNeRwL6nURRA7tYWA5AXOlqTPO+IdYYkyot8qA3CjdmZja7W1Zjy8NDmccxteXnk50jn9CdSlYrENOywQIVQHspuSSNXc/mkIG+wA7t53DVULiMNfrJChYyhiQTEQ6oo52AYFuZGmlQ8TilhQwwHMzaSSbZuZVO6Pa5Ptc9LAzujGFEU6STkhereQLpfLopLqdchuLc2vyFVG6DGlzSwddu5SMBgVKNNIAUVDIsd7GUAgE+EYJFzz5UzFO+IjnLN2U6twosBZSUIAt2VUPsD533ocOYzYsLPc5yyEHT2gVQ25AHYUjgF/vBibTrVeI+bqQv+e1DyVAwRgj7VJPBkDDEQEA5oyVFha8REgsPJWHrUYQc1Yr63HwNSeEzdXiYmPMgEefZYH0NXXRbgfXYlkk0jiuZPGxsF9dSfAGoGlxACUc7nCjumuAdFsTOM4CiL3iSGcX1yKdD5kgVrsD0cwUVus61H96RmT4Mpy/Oq/j/2iqh6rCIrBdOsb2dNOwo9oeOg86yeI6X41zczsPBQoHwtWtsLWrv4fgr3tDnAD1/RdUxPRPCSrrGCTs4Pa/mG/resfx/oWYTmjZ2Q/s58vmFFwPEA1nOGdJ8TG4yXck+wnZLnyUWv/Cat8acbcYj7wQAQxWeRY2hJNgrqpKFSdAbC97EA0JGtI2SMdwzlUDRvalW4jgs6DMYmKj8ygkeulx6ioC11nhPSqJ0XrCqPbtWYOubnZluLedqPjvA48QmeLqy+tjYEN4Fl1HmKWcMKtpXNlwDmBcny0KmzlUYo0EisuhGbY/yUKz5CsWQrMmpPD48/WRj22TNGPeeI3KjxKF7eVRSaRnKlWU2KsCCNweRHrang0VqwUxima8JYe/lSOqX3R8BVxi8EJckkVuslQSPFoLtqsjQ66jMrXjvmGtgRVS2hKkEEbgixHoda0WvfYbFRYhge0+3+lqOj3TnEYYBDaaIaZXNmUdyv/Qg1sIPtRw5HahmU9wCn5g1ybP407LEyAF1IzeyDozeQOoHidKJeQEjE4PDavfp1u6W96V9NosRhcggYiSRQoka2bqzmLFVNyoNhvve+1ZXDwdZeed8kY7JZQBc79VAu1+88tzyFMYDCAr10zFYl7Ay7uR/woe7e7Py1vqbUomXEyBFCoiDQA2SGMb6+GhLHUnxsBne4uK8niJg8lsejPxTkksmJdY41Cogsqg2WJPzEsedgCzH15ChisYqIYINQ3tyagyc9L+zEO7cnU8hTeNxqKnUYf2DbOxFjKRzb3UHJfG5udpKIuFGeSzYgi6odRF3PINs/NUN7aE66UtZj0H3D8yjhw64dRJKM0pF0iPLmHkHJeYTc6E6VX4meRm6yRT+JZs7XBNje/ldQPTlYCpUUVh94xN2zdqOI+1Mb+3JzWO/qxHwexOJkmgnMhzNG8MoGgCoRkZVA9lRmTTzoFPiOS3Hfa/VL6QSlcSs66ZxHKPNgG/1ZqPjR6vF9YugLrIv8VnH+q3pTXE+1h8PIOWeM/wADAj5SfKl8bOaHDy/sBT5xMR/pZaBSO3uEnpBGEnYjbOSPJ+0PrVt0j4nkhMUZscWVnktuIyoAQ+bh7+A8aquPnPFHJ70Iv+9ExU/JR8aY6QtfEOBqqrCi/upEo+ZufWnQ7ldbgmHEs2Z32f2FX0/gsMZHCAqo3Z30WNRu7E8tdudFg8K8rZY1zEC51ACjvZjoo8TWw6K9E48TFKgnPZlAkaNey2Vbqis24Ukkm2pI7q0tFnVeoxOLjiFOdr+9UUWAgVeqw+Pw6g6Mc1pJO/O9xYHkqgDzqO3B58OetCCRLEPkuwaNvaVl3ykc9RzvV/iPssiI7M8gP7QQj6CqHHcCx/Du3E2eMble0oH7cR2HiPiKq+Gza87LhIcS/OyU5ulrOcRwvUykITlIV4nB1MbC6G45gaHxU1puinSgZxHidnIVZl7DKTsJCLBhc7na+tVHSPiCziGZYxGSjqyr7OZXuSv7JzH41TEcqvXdegGH58AbIPF+a74OHv8A/USfCM/PJR1zbh32hyRxpG0SuUULmLatbYnTe1qOrZWrinhmJ7fgpnTfoEbtPhVuDcvEO/m0f9V+Fc3mj0I2PjuCPDkbiutLx3Ewa5evi5qTaRf3W2ceB18ahY2bhnEO0z9RNsWYZG8A35WrnxTxTtzMPsvOyRjNY0K56VzYaM+47p5ZrOPnmp/CYnESlYlIlJ2Eqq4AG5LMCVUDc3q9XofMkU0YaJwJYwj5woLacjtdHzaE7GqTiuJEN8NGGH+KzAo05XlY6pECbgHlYm5IFX1CAEjH+E16FK4hxVUtHhhGGB7U0cSIZD3Jp2Ixvfc7nkKawWDFvvOIZihNhqc87D8iE6hAfaf6mhgsEqIJ5xdW/Vxjsmcju5rCDu252GtJVJcU7OzBUQAM9rJEmwVAPgFG525moSSmPkdJ9TjXdHeTFSG2WNIxv7McEY5DuHzJPMnQYzGLl6iAER3BN9GlbYM4GwudE5eeoLGYsOFw+HUrGCLLu0jbB3tu3ILy2HM1JdlwgNiDiObbiC/Id8vK+y7DU1VU8vuH5lGMuEW7WOJ3sbEQdxbkZNdBsviaRFhxGBPiBmd+1FC1yWJ2km55Sdk3ahDh+oyyTLmma3VwntZSfZeUfmfXRPE38XGdkctrLimJ1Hb6one1t5f2h7OltdgVcC7r3P5BKxEjRs0khz4ogkA2IhFvaI2L22XZdOegkQwL17ooAXEQZgOQLJdh/wDkU01Dwh1I6w2Yj8RD7QSTsqzHvzMpy8hqd6EU2UYWU/kZ4m9GDAfBmodU6QERho9a7dk1gPxMLLHzRo3Hhe8bfVPhTmH/ABMGw5xyA+QlSx/zKtL4bFkxGIw/vLMo8x2l+aimuBNf7xF78TsP3k/EHyU/Ggsp6+xTmH7eFF9erkI9JF1+afOof3F5GhCC7TWRb+/GcjX8gAfI1J4KbjEQ+8hdf3oiHHyDD1q26H8Tiw7yyzC8UbRFdLmOSW6F18Moa9qZCRnC6PDcS6CZ2UXmGyj8XwbQN92ylFQ31/4zbdax5juXZRyvWz+ycj7tIOYnkv6gW+Vq0mLwmHxUa5wsiMLqw8easNQfKqLhXDl4ficgZjBirWLEdiddlv8Atrt4rWlkbmvJtUDXmRznGye62NJcC1KvWB6b9MlAbC4Zw0p0kkU3EKnfXm5GwpxIAsqDTU7BY3pR1TM0mHXLFHLLEQNg+YtmHcjWa3itUFX/AAuEFZIBorwuAP2oxnRvEgqdfE1nwdNOdrDvvtSWvzi16jg+M58B/wATSOhV3+jMEnZmnmWUe2sagqrc1B5kbHxBoVax3TzxLD9yk8P6TSx6N+Io972h5NzPnWk4ZHBih946m/VMubNazNa4Bt7Y1v8ACufiug9GISmGQHmWkt+9oPWwFedxrI4G526O6UvBYZznuo6hU32jY/NKoBCoyq5j5dYoyBidlGUAa91Z7CcRkQEZs4axIcCRWttYG+gG1q0H2hYMxzobaPDGfMi4b6g1lOpGptY940v8N66MWbIM5s0rSzNLsrrHp1VjiuIpiH6ydWW4CloTvbTRWNsttLKQDy0vd7Gr17LDhmUxixSI3Qlzpdr+3KQBr3bWFVUGEkdgkYLs2ii1jfvuNLDckiw56VNGKWBWijYZmurzg3BU/kiIFwDrdvzcrCmqw8Z8NHsO3+1aYvAnBRe0oncXL3uQDplisLFz+Z+Ww76Z4Q+EhJlkd3kCnq+wAiN3/mJbuJWwvsapuH4uWI3iYruNwVy92XUa89KeknDtmliB/wCiREb99iChPoL+FSwrFrWmnH181b4XGNDIcQsEcuZSAucyspIuzE+0rnn2dLVF/SzAiRMQ0chUoQVTIqkXCjKNQfFfWorYTDsMq4gx31y4lcgJ8XAKH4gVMnTFRqOthWaMDRiodbfsyqdPR6iYHMbV6/A9qS+FYgxSKxiWWNgFcwPmDq1rBhYgPmAOwN1GtHOgbD4hlDCMTCWMm1wFYxyq3cQJQfIXqvR8OWzAPA/L84B5WJs4PjmNWXDcdO4mRbTiZPxIyQHJAtYE2Jdbcr8u+9VTpHB4zDb9hDGYnq8TBiOTrE581sH/ANLUmP8A8PjVH5VkCnxXNY/FCPjQ4xhGXDYeQ6qGZQ1jqGAbY7EHOCPDxFF0hN2ilH5o42J8QMrfNKiwVqL8wlYNepxqqdg5Q+Wqn5GomOQoWTzB8420+pqT0jb8VZR+dY39WUX/AMymnuMSKJ+tZSyN1chUc0kQZwPHtN6igNCnYSblTsf20UPg3HJ8MSYZCoOpQ6qfHL3+ItWgxn2gSTRNFNho3Dc1dkII2YaGzA6gg6Vl+IYMxMBfMjjNE/KRDsfBhsV5EVGvW4OIXuP5fDz0+gfNdG4FxqDF2TE4mZDoBEzqqN/3FVS9+4keVbb9BYYoqdTHlUWUBRoPC1cDIB0OtSMNj5YxaOWRB3K7AegvVswI1WHE8ID9WOodjsuy8W4LDFBK0ECCTq3C2sDdhb2idK5HFhxGRlcO43ZNVQ/st+dvEaDxpQxUkkbIzu3WFesZmLdldRGtzbfVj4AUoaaAaVlmmH0tXn58W7Bh0MRGu5CT1Q7h8aFKoVmtcTmFVdq6Zw9gYYyNii29BXMw1aropxtVXqJDbUlGO2v5SeXhXP4pA6SMOb0KfhJA11Hqtp0t4F98witH+tjF08eTIfO2niBXJ4cDI0hiCHrNbq3Zy29ovf2QOZNdZ4diWWVD1xWPXMtlIbu1Oq+YqP8AaFxDCxwsGhWaaYKoC9kkalTJINQg1NjvsAa3YSdmIiBBpw0IWmbD5zY0XOWx8MSPCgaQyDK0qtlLH3VBH6q+97FtzYVBTCpuri55P2beAbY+d6fSPDsB25IXsASyiWMnzWzqL35NR/oqY6oEmHfC4f4qQHB8MtPNpYIAytojqo0uFZfaUjx3/wAwpAXuP+/OjixRVioJRl3U3UjzU/1FSOvDe0inxXsn4jQ1TVV0GlkeuoTIvz+l/wDfwpWEcxm8TPEe+NsvxUaH1FOhVPsvbwcfRh/UUJIGAuVuO9e0PiNflUtENO4F+h/JSf0gzD8aOKcd9uqf+dND6rTbxYc2KvJh2HKVc6N4Z475fMqKiKAdj/v60pSw8f8Af+++jmRbJruD66FWXDhK0DI6vLBrohz5GHssmpsR5WIuKPFwMcJHmGqlrHvRgHXXzVweYNVaylWzpdWG+UkZh8jerrgvEnaCaGQCVFHWqkgO2btkMLMLhjrc0RrumOaS0uqhd9691Gxi58LE/Nc8Z9CHX/U1O4lc+GgfnlkiPocy/Jz8KPh88BheE54yZAwNhIi2uLcntY2vrtTvDcGzYaVFKyFJUZAhuW3V7IbNzBGmwqqQ9tA10NpPD8SDhAjosiLLZkbTR10ZXFijXQ6jv2NRX4ZC36ucx/szox//AGRgj4gU5wmM/wDiYSCCULhSCDeMhhodds3xpcMKheslvk/Ko0MhHd3L3t8LmriRw2WmLiGIwzqYdD03TA4FZOsfEwLHci69Y5JG+VcgzW5m9hTBiiOkecjnI9lLd4RB7I8Tc0eIxDTtmbRBooGgyjZVHJR86cqPmJFBPxHGcQ5uUmj5CqQC20HpSqTUvh+AknbLEjOfDYebbCkgE7LiauKjUK2Uf2fTEC8yA8xlJt686FM5T+yvyJOy50BWs6EdHFmviJtIIzsf+Iw5fug2v3nSqPgfDGxEyRLoCbs3uIPab4fMiukYudFQKvYihFlHgv5j41mxWJbA29ydAPNOw0IccztgovSbjiRrnyAX0jQCxa3M+ArncUjTnEl3Yvk6zw/DYW7O1grMB9aVxfHmeRpDtso7lGwpHAnAxKA+y90P/cUr9bUMHhyy3u+o6lNOIc5zg0/sKApYcgfI2PwP96l8OwMkxORGGUgM5BCx32LOBpU7o1wR8TMsINgLmRrewoNm9TsPOun8Q6Q4PhqCBdWUXEUdi2vNu6/ea6EcWbUo4aB07qy36Ko4R0MaWMddi48SnJSiyhfKRjnX0IpeP+y6FheGZ4m8RnX+UnMB/FWd4h0+zvmTCRoeTZ2DnzKW/rUjh32kSqbSL2f57euh+tOpuxC7I4TM1u3tdqq4x0QxWHIzdXIDoGRsuY91nt2vC5qjaXq3yuGhfuYFD6XGo8q2vFOluMkYNHGksDHTqo2mVrbrLoSjeBA8L2recNngxUChoktazQuouh5qUI0+HcaXymuNDRcw4bxEVVLjHXZvbCv4kWP8w1odWh2ZlPc3aHxFjXS+NfZzhnBaFXifkI2sp8MrAgVz2fhLKxQTIXU2Mcw6hwfM3QnxDAGkvhc1Ke1w3IPqPzTIwr20AcfsHN/l3HwpPDCDiBEWIWQFNDYqXGXzte2m1JxUMkX66J4+4kdn0kHZPoacj4oyvG/ZkCnZxm9e8bDW+l6XVFCM5SdCNOmoURYXUm1mPO+huPj/AEqg4txGaIF0JBaV1y5QQAvdpv41suLJ+M/7RzDyezD61lMROI5ZWWRkJJva5562up0vrYd16bFulxy2TmAKu+h3SSQtC+IlVhIVVzKAwCZiuhIuujEae9W5m4Pg8ZMLYjqusC9THmBaRTfKwU7R2U2Qe6b22rBdGMOhZ53vlVWu2VrytnD3Xs9plI/L38queM4LBrMFkYCUC6srubhrm6k6WPa9WPM1R87GvLS0n0WsZS26WkPQqM2yYxbFwgJj0Ln8oIaxOh0G1WEX2ce9iD/CgH1JrFQ4PDobI8o7SSAK0hAdLZW2tnGUDXXv5V0dOJSlR2zqAdgNx5Vmn4jh4RZaVRuHjPT5R4boThI9XBe3+I2nwFhVg3EUjXJCgA2FhlUeQ51UOSdSST401LMq6syqPEgVypuNSvGWFmXz3Ke2NjPJTGx8nvtR1S/pzD/4o+B/tQrBnxn+XyjzI+4Vb0MwuSBpT7Uxt5RIf/U1/QCmemeNyxCMbyHX91f/AHtVtwn9RF/01+lZjpx+uj/c/wDW1bmPOIx3j+zssz/BDos5emnYqVYaEHTzGo+hpwc6ZxO3rXoAsMX1LdDiYwOHmljt12LkbqifyRAAlvIM58yR3ViGYkliSSTckm5J7yeZq76S7YP/AO1j/wBRqkFahtS93wmBrMO1w3KAGwAJJNrDUknYAd+2layDobiEjWQxI8jC4WRxljG9iv538yFHjvVJ0f8A/mPJJSPAhG1HdVJhOJTBltLIP427/OrVYV+IF7rjaa8+q17YvFYckzrIInGV1BCqyGwORk7KuOR3uBVTjusglsJnawVkkubvGwujevPxBrpPAu3BBn7ecsGzdrMLHRr7jwNc74t+pwv/AE5R6DEHTypYGtLi8Ke6PEOiJsEdVpui3TRyyxyymMk2WRhnjJOwdT2l/eDAVZfaFwyVohiGjQtH7bxnRo+8oRe4J7zYE1zLkfKu2cHYtwpcxzXwwvfW/Y50xzAWlaOL4WNmoGh6LlGB4k0ekchXvW+nqp0PrTmNxKOrF4I83+JF+Ew11LKLo/PcVExCgqLi+30qR0W1kW+vYmPqIzY+lYV56NlNztNLUP0ZlxCxSQWKiNUbrGAZWUmwYLcXylaseG/Z/bt4mQZRqVTn5udbeQqB0TkI4RiGBIIkBBBsQexretZPKxgguxN7XuSb+ffV5yIojJWtK7MO3NaYnZSQsahUQZUUC1h/S9YDjuKMk7kkEL2BYflXYVuTz8j9K5ryrz/DZHSyvkcdVXGnK0AJcczL7JI8japA4lMP+K/xqI1A11zG124XPzOGxUp+ISneRz/Eajsb6nXz1oqFRsbW7BTM47lKoUtaFXQX/9k=) 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