Proceso Tecnológico
Prototipos y Protección de ideas tecnológicas
Fabricación del producto
Normalización y control de calidad
Marketing y Logística
100

¿Cuáles son los tres bloques del proceso tecnológico?

I+D, Elaboración, Venta

100

Las resinas plásticas se usan ¿en qué tipo de prototipos?

De alta fidelidad

100

¿A qué tipo de fabricación pertenecerían los muebles del Ikea?

En serie o en masa

100

¿Qué organismo normalizó el formato del papel?

ISO

100

Si hablamos de tener el producto adecuado en el momento adecuado, adaptado a la demanda y con el precio óptimo, estamos hablando de…

Marketing o mercadotecnia

200

De todas las fases del proceso tecnológico, ¿a qué bloque pertenece la elaboración del proyecto o informe técnico?

I+D

200

¿Qué es una patente?

Es un documento legal que permite, por un lado, explotar en exclusiva la invención patentada durante 20 años y, también dar a conocer el invento.

200

Di dos productos que se fabriquen a demanda

Coches de carreras, ropa a medida, circuitos específicos para las viviendas...

200

¿En cuál de las fases deberías incluir el control de calidad de un producto ya terminado?

Al final de la fase de fabricación del producto final

200

El diseño de un slogan, pertenece a la fase de…

Comercialización del producto (marketing)

300
¿Cuáles son las 7 fases del proceso tecnológico?

1. Definir el problema

2. Búsqueda de información

3. Diseño de ideas y soluciones

4. Construcción de un prototipo

5. Evaluación del prototipo

6. Fabricación del producto

7. Comercialización del producto

300

¿Qué prototipos se fabrican normalmente a una escala menor de la real?

Baja fidelidad

300

Los balones de fútbol son un producto que se fabrica...

En serie o en masa

300

Los diámetros de los tornillos están normalizados. ¿Verdadero o falso?

Verdadero. Se normalizan para que múltiples tornillos sirvan para múltiples roscas, pero no para que cada rosca tenga su tornillo

300

¿Qué es la logística?

Es la técnica que se encarga de realizar la distribución de los productos de la manera más eficiente

400

¿Qué es la Tecnología?

La tecnología constituye una rama del saber que utiliza conocimientos técnicos y científicos para crear productos (objetos, procesos o servicios) que satisfagan necesidades humanas

400

¿Cuáles son los dos tipos comunes de hilo fundido para las impresoras 3D?

ABS y PLA (ácido poliláctico)

400

Trabajadores cualificados en la fabricación de un producto, es una característica de…

Fabricación flexible

400

¿En cuál de las fases se debería incluir el presupuesto para llevar a cabo el control de calidad?

Justo antes de la fase de fabricación

400

Explica la teoría logística de los nudos 

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Xj+W342n095RrL+xewp0jBBj7alZGSc/+nc79JO1PgmCuRo8HPCT9sDdd+i6kqJtiM+k8UOBYML5FsNNFDuUTdHUcvSd5I+j4RakVitYZC8mvBAVwwPnhPBd8YyHylSZDwSA5okIVDOBCxH8RwhY736NOoJJTwdAdKleliW5RKqGvUn38Z3Nmp41JfI6h3W+1tsNvfY77coslyteSk5CpK56FqdQ/V9+q5QRmWIPhoD6ewm1amiqhaLYAK/BKUV+rV9i66uUYrvJgEzl3i2VdNgOeswHfNFxiWGgCySNKVgzmuqcZWqvwmaZ+D8lH7+uaY5A+bn2jLncn12FFCJjRpMVa1ZoOT5U5B8ev7Pqoy6XPxCbiyaAKoCABk1gUDAknuJiqMgd1pXEjVKWrzWRxyrFGmq85LH4xZlsZcAA3VLv8kCfc/5yRq9y3B1nB/UAYIY1xiAI9j5Ik1GiPwpxvGlRNAZUZoczTEeM9LORKXKgEA5EiMagiONZEUKlLlUBTMLyuLSwtB3El2oRudWKKoU28MK96sP2O5WyPMj2raW+p7mEQl7jV7j/KfMgTLogYTac8051cV0P6GErW4vvM8Ysy7BmcuKtbWulFLVaJsOTd2hbx2xnA38DhGNZz0HvoA0CaN+o9oXaIDFdmDb/fNB87f0N9t/f6EXnW/9DAXOgPkzhDlfPlPg1yhgGQ+ZFY+fnv/a83/PfYHqX5sKk/tkzpR21KCFbiBqnKJrTTay+gej8RSougxpvUZabURaOx53yDKGrjugrnN0ApQPAQYkn45KXJ38o/GL79PRX4116H6RhGNE/hijaIHp6FpWBYlDqmDHYsRDkBS3EbqJIBBXEg4GuMQYYZJVkL+ntTZ1XpT1IGDSuIeh9XYpJcv32G3uUBYHCa3H2LUqhIvjqICU5EkVMX07+Y8CJGVYP0Acc76UQQpcsQQuaORT1WgaXWqM6S3OUWCsGxfHbCe+nE7v0QhXIgRRtTyKWkQR68Z66Vqb2i+MzlYanaX7tUb8e3rH+Zl/NQXOgPmvpvA5/8+cAspatZC/wMQkGZmeSW8CcavxpbL409NiGfmQr330ESFsNvbiQ3J7RZiq8VB4dO30HnP10aP2prhwWL7coeOCzOJvWKHuCrFoLYojsiJF3u4lGk9a3UFC2XFZrYrLahXo6Z7B+TwzxycgRuGJDF+ClEcClIzRGnlTMeBJkhkmyRxJOJWVQRiv1XdiXTkkUOMdxnWVQASMyUo4MppkKb41lBGUIlzRWpdzkjVkzpTLgSHDIbvHZvcB2+0HHNK1hOSjFOd5LqgNEJdODhM6Wsly7lL05WgbxqkFPC9AEIYYjyj50s8ykvnYNA9xSAmKqRgSUSXLIA2epyrWXiTN1ASC71BXJcajJWaTAu20Ru+0EuyA87WuS1cdzr/aH1vr4cxe/fj+Ucs+SWIHBZqbtgsHR0wmFTXpH45FQ/xJrybN7U9ytifPfn8GzGffBZ4vAWSOybAGMhPFwp/jKLxupQQyeWrc1F3BPmFZi7oXKMuRvzT8sImEmZmUIk3xvYJATxpC3ychAx48E8S4RBZ6lvfrI0x5YnDyHos+JhJPz3BwZimtJkNeHXDMt0iPO6TZDsd6K4CZ1xu0Tq7qZTOnx+AAlMQY9FzmTzu1dKX61HMSBP4YoT/RoOXhXOYkJ6MFJqM5RvEMSThDHMzg9rQi1fm9vlOLXI1aZICMVWHZdcpPK8ZweCYEXwfGmqVfJ8HyiLqndPkO6907bA/3OBYpgsBXtxPfQ9docHiCJdXRlIBVBcuweAqYtN51nBBJtMBieo3RaCoDg+Q4h+eN0Hd3SJujGhB5jgZL8Dl8YLSiBlVTo04zZNlaDIDaLoPjVvA8zoEuEIVj0TqowZLpBEpEo5aVxjr1jYc+wur30i80xbCBlU4csAzTu7QIlmbv0bkP92h4JfOzklgJfDpkVtKRlfRCdMfMSJsX606XT9NGed5/z4D5vNv/2dZeY6E+cGdhDAJcOpf1QBiKasZ/jypDl8tFOeKS0NBopCoRMPaozwmsHl1ZM+gpXBqXGLeFxpG1N0Si4fOCPKLS9CTIG2qqGOmbSKZHNaItlyMO+o3vCnCQIVIuU7Q2MQYG02En0GRODtA0JRquN9lwKa0t0nKNtFjjUK5xLLfIqr3MW9ZdhppBBpxS6iA+i6KE9OB0dAuhhESVa6DAJ4EGQpEgJ6MlCJDj0RwJ/SVD+k6OEDPgANeYdCMJZ0cmrcrQDo5IaozNahm1obmMDiwgKM0JTPA4/1jDQ4myZflvsU3fYXP8EVl1j7pNAbeFH9JoyENVKZhRYgzCRMLicSWUrjOGP6GHtnHR9T7y3EFVxnBwhVH8FQI3ROgfEPl3iN073DuUXjfid9p0tKZt4Xgar5ZLjdEVp3NCZE2Kdr/BsfyA3eEKi/lrzGcvMR1fIQ5onaugR8tbBknQkYFYConqvCfISRKqixntqIPPtpWLgwGVaC+oCqfpk1o2S88RWy4SWSHOurUoIJK+5v0u6015XQdxVBqLGlyAnDiuUqrcN7CuPVPzffgunufRGTCfZ7ufay0chHyEnMT+DFcjd5fLRqIkY5d4pwBBUoVE2kKS4ZGdqF+fZVZyoeFqGUyq6zMyQy5qTNlSeRolCCIE32neR0ZKsLQx7cRBUB0ShDfzujDTQXn5qPBDYz0qkWwaoK2RF1xncoui2iHNVzjkdzgUKxyqNfJmj6KjpFag7Sth6B7nPAW0GGfVBTofHecnOTfpasSdwFWpUuYjo6nEWyVYjhKqNKl2DRFQ1elFcBk5SJg6qawM1yoSSRdZUUQKP0B9Vs2QROjKOUynRufkaPo90voOm+MbrHY/Yne8E2mZS4g5pBWVx12HuuGccog4SZAkgSxEzXlYbTtH1bMu5x49tK2Pro2BfobAvZK5VteZA/0Ubr+Eizmi4APS9B5ltUPbHdWNBpUEehf8QoGaC2JXuQnswAFIg7ptJND7ZNQipnGTE8HjkmG2fxmpnZK2jNVEzU8KqQaCsW55QzUQSj/pPHIo9s6ckhVycQxCkjJrCvC2Z/GmlSKlT7MjDejLE0rectGCpsFpm4d+I+b9QuXn++cMmM+37Z95zVXesXApLIM8gRxHfnavZwxgzjQl12jsNf4pFy32A+roWvRNbRgdEawH57kcOtbT0lJW8WhEsnB9jYUqHLJt0LeUKFw4bStczhGwJAiqVEC3B3I/wjLjoQrIGtC2ajlKy63TymLLTVeKH2XXFjgcbnHM1ypd5mscizWO1VbmLCsyeQYqB9efbBF6IVxZLosrg3hA6wMdy0qAnGAUzpHEDA03xThZYjpeIKY0abZA5ibpL6m+jlyymWCp9CXr1THIY6oacBTiD46Z2Fj0uiKdl6i6I47NCtvjB2z277Hd3+GQbsFg7o5DOntoWq6YQunfxSgZYTqdIkkYFaiVgAvo6pNxlhjiSH0DOIjg9ATNERyMxBUmpnQ6UVXzJJlhG0+w3b9BmnUoa1oK97ICioKNSoUEa15n/Aa2G4MelFWFcl5iMb7EOJyJqldak+ayp3ESae4yhK4ZUBEwNTi8IyMlEk8pacGuN4ZNvGo3OxhR8y41QpPh3CNJVQ3UqEXgc+o/alpFBnC2paTJzJ+ftNrw5rM6PgPms2ruc2UfKECGwVG6MiIyDhnZU2QY8gcyG54b5qbpzMjfceDzHqU6WlRWJUUcIyECXhSBANiXJZpjhspxECQJRtOpqM66qkKbV2iLWqQA1/PghQHcMBBDFUauqdpa3B6CKEQYMwBAI4sj926Hzu1kHrVxalR9ibKhEY8GFWDouv3mFtlxi6o66vqT9KHsSjRc1YNzkzRIcTkXCbiNRuSReT3QLSSSSDxRMME4mYtRy2R0oWrY8VIkSzrsi9REVa1xA1H6GoJZQlqhRkhricsBAdXW9lxpTHzQluhEDQswiALnXXfYpius1ndY79bY7fcoS84X+hLggPFnu1YlY98LMJ8ucLFYIopp+VohTbcyQNAimblUMzerc6sKUgQz3/UROAEcP8EoijGKY8RRgMB34HsuDkcfZbWX1VF0lMMm14EPpcKuy1HXaxRFjSxLBazbOgVmLxCNbuC4EeAGxh+UWKiepRw4qUsNwY7HnGM16tRTxyW9tPyP5HIdn4glNIMyaJ04B6waDUtlDrrY71WGHXR1JpBEvKNaDb5SL9unT4V4tgdnwHy2Tf+8K66j8gdGYM9V8rDM48Qx0DICTt/Bk8koMhIFRmEvXN6qzHBYb3DYbiVu6WK5QNJO0OUljqs17j7comgaTJcLfPXtt/CiAPnxiN39GvfvbxH4ASbzKeZXlxjPZ8i7GrvDAav1GpMowfLiAsuX10BEf4hWQ8M5FSr6TzYZsvqAtNiKtSgtRvN8hzI7oK0LdPQrbLgMF11KOA9H1SvnT8lyZbFIkXS53iND0HEekqtzJBEltBnGyQIMLsCoNpE/QcwwdgElsRAe5zPF/9JIk5Sw2LUIhKJ75jBEWbtG/jGsmgY3J3Us0/I5hqqjVS7LyMAEFRrsQWOkXXaHzZbzgxscMy46TfeSAA6jCPURGJ5OfD/DCEk8wsXFCyzmU4lju92v4Yi1qijRTXkUdFhG+ScGSSwpZWPVDAhtQP/KFtMxZwwhlrR0jTmk9zIIaeiXyrB8LaVOlfaoVWCYwJK+mlkJuPTrLMRKmQw3CKYSVJ6WxSx376gRFA2cdLBg2oVSOq/xVIX0h45JjbYlMW/bIPkM6yDBGNgEdlDI/qruRerL2ovqXfq6NJbhBYqOgpJ8pVJGTp83sxjU/gyYA2KcD58HBZQt2bqqakqu0ZiHEEJuYX56na4JZEQtfIlAY+cSGUnHQVcVqNI9Nu/e4vb9e4RhiFEYIAZQrfbY/u0H/Pjn/4tjWeD69SvcJCO4kxGK/Q53P/yAv/7pv+SZixfXEhggjF1UbYXt9hY/fPdXLIIR3OIVpiMf3mWEzmtk7jFrjkirPdKKBj0bHPIN9ukKh+Ma2XEHr2/FE1DYrwA9gZIWj2TQBMxQQI8GPRQzPccXH8LxeI7peC7GPPQtpHsIg5/TdzKgIz8XVnZ8ymImEo+yVyWZNVAxIrkESrBcme+mxERWrHvLjgUuHQZEUIDpnRIdclka7JDfYrt/L9F80uMWdV3Jez2X0YBCdG2IvvMRxmNxEZnNFrhc3GA6jlHXR0nL9+mmqkqR3AZgKRKZnHMYoW4g1FASkH1nhCR0EHItTRPSL/RHEnSegRMkqEOdomVAB6O3YExduvK0bY6DRB5SFx3ONY6SCySjBWKXKtoYPUIBTUp+stG3k0IiBx06QX0ire2XHJVYwKRKniH8ZJNgEqSv9GSz0DetZlVRS1mWZVAwNNKrAKWipYxzZBhFidmMeU4vPR+cAfPcB54xBR5LmMJiyKPI380tHorFPv0Q0cIVZs/ILzwWOEVTZDiu7rD68Tvcv3+P2XwBfP1aMinv7rH9y3d49//8v9jlRzjpEc2335LNo9ptcbj9gNu//gVUx1bZHkniYXk1Q+t0KPM9VrdvULUekirH5cTHaHSJmo4V3QHbfI1NdodttsKh3CCvd8iqHfJqj7JNMQo4B0k1bgCnDcjD0dcuuoaAQOlwJEYuXGcyihJx4I/jMaZTLpyslq+MyBM6MTzO81Gio0RExi6cVYHXEstSUwRLEpDSkRgpWfFIJSkBzUGvIzOXwjm0hi3ROzlapCi7PQiWmwONfN5iu79FVWfSQPSh5PxqW/voGuYbIAkXWM6vcHl5ieV0iTBwcKxptUyLXAlTIJKWlldBewikKsrJ8EJERVHx9nwPVbEhXH+EyB8h5MopHoPGL7An7Y9rVGWPsk9F/UsjJS5BRn9Mhics2gxdQUmfhkE1JuMXmC4yTL0So2QhBlW0f+4oUXIw01ICJPRaKdwMPkgzEtkAmZ0lZoDDmhKmw6MWLusr/5iQ+Yh8KaBJUVWHDmwbkxHzlHR2zlmbjvcFtG3DDtrsuR6eAYTsXK8AACAASURBVPO5tvwzrje/fwKfDOAfsFEoIgD5SMJUUCTTpHRGFafT1mLM4/o+w77guFrh/vvvsX33FlHX4yKOMQ0ieHWLdntAfbtCt9qiK3O4WSGSp+u5iDwXEweYAMgPBxS3DvaLCapvXiGcjzEbRZgnIfrVAbsPb/AmanEZv0Y96bDvD9jlG9wfb7ErVsjaPVqvQudUcIMGMd1fuhY1VYYdDY9YflrpBgKSoT9DEi+EYSfJBJPpDKPRGEEYIZbltBIBBcaCVYlLgZJzfASfk/RjJEUrmdiBxomYwp55ZqWlwZycwQHa9wJ0+C/hijFSirLdIC3vsN6/wXr3FvvDLcryIKuSqHRLcKE6ltJuiCCIMZ1cYTl/gcXsAomXyJJfssanSNS+GFeJuteWmdgjFqoqTVkgFduXjiHuYrXkpSuJRBxqQEMvuolg4iOOGAN3ImDdtQ7a1kHBhatbSpoaGQmytJnWsGhcrPYO8qZG4ZQovBIzp0ISzSXoQwAuUA1R+3tiCGbMXoWYHICYzmoATAYmkr6TYPIEPQJlyL7KbkuoFDHZ+GVSdSL92LaB9m2KqnySrcAr8izHMDKCNBh9Bk1phTNgChnOf54jBcgYVBp64EWkg/CaAUGUnejVnlFf2kaly7ZFs9th//YNVm9+QL3f4dXNC9zMFwjobpIe0N5v0d7vEBdUo/aIaSjkeRDA9D3MfB9LuhcUJbr1Ftn7D6hWK8TjEPNRjFeXS+wPOep0hw/fH1GOD+gWDjI/x7E54ljSRWSHEhkQ9nCCTjxdesdHX9Fqk9IgP3OuEjJGSGtXb4lxcglG4BmPl7piyGiCOKYfI41ouKqISpOirjUAY6UxVRMOuLeMPEjMAdFIRSOB63Wb/iENb1OdqAHiOXdpghJ0W2TlHTapuo/QIjYrduLO4ZCuDsGJoB0icCcIGVFoNMfF/BXm0yuMwonQv0MmYE+AVelRyyDFsmBpwIKFJ2jIT6qihjc6p80RlErHPGKs2CQKJaoRJfW2c+B5ITw/RJqFKOq9BFng6i0SIYlxdx1HFtSuGwdt0aM+1CjcAgVyzCY5pnGFSbCAb0CTAzRxlrSqaxZNuuCArhbmPAJ6DdfVeVaX87tWqGeFWGjO0Rraoakf8qY7jtnEWIiKa06b8l3UpnBvyPLQcs/36AyYz7ftn33NyQfEf81QQvgRj58wCLJS+kY6XSsjeOFATYW+LFC8e4ftDz9g9/49vKbB9XyBy+WSDpvo1nuVLtc7TKgmC3Ru06VHutMj9FxMgwAzOCjKBlVZSvrqbgX3xRKzxQRfvbhGsNphtd9gc/sBWbyFc+mhG/doA86rEhQqeK6RRgiQ4qoisobEaWVEnpBxXYMLTKJrzEYvMB/fCGDK8lRBIsYsEpRcKk8OK1xW1K8iirPmlHrMdSGZEEyJ9Zhkhqk/BUybiLeHdBZVYo1O/BkPyOs1DvkHbHZvJZLPIduhrmv4fiBMn24vTcNYQyGiaI755BoXyxtccd4ymSJ0OT/LOTsbcIF7I86aMljQZDFUZWkCpfNMY1Wo+pYFFfHZDjw43etKQAaqkfsRjXZ8JMkYcTJCnCbYpR6yAqjpbkQfUb6TFs1Upjs58rpHcSyRdkdkbYqKQRVmFbxxh8CZI6CkaDujVYPYQQnlQFFz0w2J4QXo79uiZ3QhV11G0BBsNY4ua8dpUHg+QBcoGj8VFZemUR9iP0AfeKIObsXkm9iuCl1p49MfW6DThWd5cAbMZ9ns50qThwlTIh+wTNTslZsbGpmpODR0HWnhBJ5q+YoS7WqL1Y9vsX73Dvluh8vJFMFsBi8eoT8WKG9XyN7foVhvEZK1Seg2zlE1QF3Ca1v4XQe/bBAWDfqmArYHNOsdumOB+GKG68UC1WyC9NbFepsifbeBX/uILmOEMzVGcb1I3Csap0fTdMKoy6rBbDxHFE1AVd/In2GWXGM5eYWL2VeYJheIgqksgKzSE/mwml3Sr/EEjMInVQUrjJQSGa9Zulkpnagg9JMHlKgnrv+4v5H386eGPhqYAA7X1SxQtHtkFdfeXGF/uMPhwIABJRw3QBAwvF6IpvLRNh4cL0YSXWA5f42bq5eYjxcIPKqOCb5UixLgCZ4MFmDmXaW8LIAJFmAqw7JopTSCkgQLIOBZSY2qTBo6UXKXOVcuD1YiDICFH2IymWA8HiFJIrgEnl2PY96ibhgHl8I2y0JXnlbcTKr6iLbcIRWjoQroGoRdjzBoEXBR7J4Tzon4wlr3G1o4c91RBqXgtIDDfsRzGhj5PTrqc+kbXLsyYKN/MAG1pbQa+nCDCG4QAmlJNFfwjBg/N0DjBGg91lEDxp/GTY+b7tmffdGAKeoS04RPl7cZntsP/VNae/jcp6Q/p3mgwKfSbthuD0//e48e8fIB87elsAxU43DSJN+REGaoWlCl1WU58u0Of/vP/8L+fo3leIo//uEPmE1nMrrvDzkOBMvNHk7TwQk9uIGvgEtrDR6HvkhNNKlJyB+LBu4hR3O/k7lP58UFgvEE88tLHNYLrA/vZRUR5+CCE6F+TEMcF50XgIHjyDAZTzX0GVA8xGx0ofFcg6kAJEFyEl9iFC5MRBvO0SmYCN6Z2LgEF20jtShVCZMDDAOWhBs7uDjtLeAQkXjMn9nzOYlao1IrvSj0LiXkEozB2jkpqpa+lgxM8A6r3Xvs040YsTA4BI2XJCgBvXkaOn/EWM5ucLl8hYv5S0xHFwh92iX3EueVUYtkIED6MPCDSJ2OrEBCM2gBP6oiRXlAINKyiiRqwVPwR8FVK6yVJc0590kasCSuE4grSh/TnaQX9yPe83wPx8xHVacalo8l4pqkPsPR0Y+Wgt4R+/QODvvU4YguSYH4GrPwCr5PiZEBFTy0dYO/ffedBMSYxiESqoU585sfcXd/h3VXYbyY4WZ5KUZazSHD8bDHLj2ANlHjiwVmV1dIxlNU2xT79Q7bwxHR5RLzr15j/OJK1oEZqqV79nWCre+gFx2ttpv9+zl8x7Ys/679FwuYv9RYn8q4/11EPr/nMQXYPr/Ufo9T/wvPLF/nK6ykZNi8sMZTWDK1WhQ1V9OB+jZKjbdv3uLN375HgB7fvHyFF7/7A8LxBChr9Js9jncblIcMHSUVglAUwI1DgFJqFMCpI3hBhNgPETu+TC01hxLZ3RbZ3QbJqysEL64wns0wWy4xWk2wWb1De6zR0RgopiQyUpAkc+99+OEEYTxDPJpjNr6QoAMMgj6Jl0iCKegO4UP9FsmIWS6yfePQYFTOVF8asBRRY0AoSmSCroZop+YxJiNWbBcCKsDYJDoIoWpS1Z5i6MPABO0RVbfDsbzHZv8Bq+0HbA9r5EUm/YSBBCjWt1Q1dgwqMEI0usDl4iUu5y8wm2hABbs8l4T1Ozn9E6wfVivpW7pf0J+WMiaBj9IfjX5YR1VFinRJ1SeLLwtYEuFPFkp67HCujy1PyjHcHlXsM4xj0oePOfC45JkbIj2uJHgEAyjQ/Md1e3m/2CI5lYTc25V0ozkiiCsEoxL+qMF41MPzx6hqYLfd4bs//x8Engv35hLRZIKmyLF//x7f/fnPeFsc8errbzD7o4tZskSz2mD/9h1+ePcGWdfg6utX8P6jRfzSQ3s84nB/hx9+fItwd4HXgQt/OtIBIasqriykzQk+DX20JT+Lb9d2qn/z/osFzH8znc6v+59GAfLHAQ4McYF4YDR1mobp6gaoKsD30R1z7N6+x5//9F9Y3a/x9csbLF+8gPfihUpsux26uw2K3QF5USJvGplzY6QebzICBDQDIGjghhGiKEYcRigYXjyrsL/fIHm/Qvz6BvPlAn4UI5ktMJkv4K48dDQgOtSoggaR6yN0J/CiGF2YIEoWGE8vMZ1fYTa9kmADIQMNuCOZ86OKkkAhAYko+Qlc0orSgJsBDoMWD/WX9h8STRDa0NBct2D5E8JCgsjzcte1Im0RNOByfk8B81husD3cYrVlyLsdypKO/lyqyxMfS4IgAZNB3SfJFRaTr3AhYHmJUTRTi1az5qesUSk2n9ppbalFepT5OV5R3JN2N8eWBFopccLU+UupDwcEJ9FYn5eHCZh0IaFPaIzIJ8hxUWpP5oW5NigjIqVHBpNgbN89wDQMbRdouEO6m1RljWNVYJ/1iA41/KSCP2sRJRc4pAX+6//+Bbdvf8TVYg7/ZonpbIx8dYfN93/D2//8E35IDwg7B/XN1+iDObq8Qs6AGX/5DpvsgCY9YhYnuFheIeAAommQH/ZYF0fpj+4oxvzrrxBGCRw3lIGCGxIedIBjKvzsd88GMHUEqe39nEdIz77HWwIIcx9IDVYYMupEhRKbmHsyS08MJlbvb/HdX7/D99//IEYolzcvcfPNt3AvLoD9EWWWYbtaicP6sWuQeQ4qr8PlbApvOUdLa9QghBP16OMYXRDBIaMKI3RFizyvcTzkyLIKc/hwpwuMXja4Kvb4sHmD/f4OecpZuhLLyMN8doHx8gX80QzR9AIJAXN6BT9IxDHel4g8DwY7Mi9nBEVq3Fh1ypkcJRBMHyZ3VVpSKhiQ4QlpJOjCvb1u95raPiPSG7GHKlJ5jgHJc4nA43Cusc+QlWuJD3u3fovNjnOWjOTTaoAEBLKqSN/6cHuukLIUa9iXV7/HxeQGk3gOgpJIizIvSTWrSopWPhJB0RRLmplgzXlIOyoiDTg3KxazfJx1eWyNKudy3XYUW0++i/Om+jb2EokWFPoS5EF8Np2JSPd7L8Z2z+W3KvGl1VVL6M/b0SYITtOiznfI+g57DoZKF2WY4Xa1x1//809SxnFwiRlV8UGAdL3C5ocfUdzdyTCIQ6KxHwqtA8dBTAjvgahs4aSZqPmR5fCjCPGU0Zx8bA4H3N9+QLycI1kwmIIvqmQZI4hVrRlY2Oo+8/2zAExRLTwMH1XVMDh/5n3g3179z2fAYpi85YGyt9esKaeRROnK0LTI71b48fsf8OObd8iKCjcvX+Hq298huXkhTIxMOMuOeLe6x6bIcXSALPJQ+MBiOgImY9Qyz+jDiWjXMUIZBKjDEHUQimRVVw2CNEeyP2KRVYgWU0SLCyxff4PLu29RNR126R75ocP0iu4NF7he/g7x/BJBPJMtjKbqTsIQeKJ2NcLgQLDmJyAbe8BA/aYdgnSwhDE0ES5qr9tr8vDP9iGm4ryeyGaMNuPW6GWFlAItlx6r99ge34s17GZ3i7ww831cdFnmV304HecII3EfWUyohn2Ny/krjII5Ao+wQCnU1E+KRRDjAIH/2I6UklRlzL6ntSLEmWtyReckCZZaM1N37gRYbT0tTbTKkpsI2zSWYX4st4OA86Sce+VgpYslUlLoR+KORMOmtMskrCF9ZWmpHbouEt9FWLdwqgJ1sUNah2iaNW7XKbLNGr/7/e9xc3WJURLDSVPkH+5Q3a8QVQ2SgPOavgCe05owfo6DkevhyCAIaYbiboXq7h7R69dIphNcXSyxKjIU6QGb21tcv3iBqUiYkcZDphqCBkwmUPzPNvIzuvEsAFO6OhnCACStxDm89oza/V9S1S+OlkPpSJBjAAInJmlI1UOitKw/3OLdGzL4A/x4hFe//wOW33wDTCZoaRHZ1DiUBd4cdjh0DcrIR+W6yLwOzSRBk8QoHVWMOn6ILklQxTEKblGEogo1ik5eItimmG32WIzGiJIxxlevcPHy99gfS+wrF1XFmLITRPEF5ovXGM+vJWA4GNy7D9VIklUyPN7Wjvgpn4K98NHe8BgYNIl5wNBGrF1tHsYVQi1gFahU5qLBlCr2GCmJUXDgcUHrVGLEHrJbCU6wObxHmm0kUg7XtHTpB8o5QkqWXYTQn2I+ucHl7CtcTF9iEl/Ax0gClLM4dI/VcYFCpdqkmlILmlKEY4xaO39qgNSI28oaWGett1rY8nkzquCh1JV/BrQxtxkIoxWjKFoC8e0EeYJgAKo7GVowCSKETo9dfo8uX6EsO3RtB7/vJYgFIzONKpoz9XCrEunhDtt9hfWhklnnb169ws3NC1lCrX3zDtWHO/SHIyYM9+B4CD0PvllEkxI951Aj1xMVbHM4Ivtwj/zde/gXS8RJjBcvrvEh3eP+eMT+7g6HD7dYThdwwpHWsaEFLsMmiv5BifnM/z4LwLTgaNv6i2PstuDn/T+PAtaz26rfrDrOyBdkio8wtGnR5CV2uyPyqoUfJ5gtF7j++lsxymFw84ySQV1hgxYrtGjGEbpJhM530ToNmvEIhefhQAmgbpA4ARBG6JczNLsDavphcqmu0BX7on6fwnt3hzIeYXl9IRJWtHyN0XWOMeOnFg3i2UuE4ysE8RxOMAYcgowuEsx5Mlqknti7xTsT6EXkKxGkuWyYwQNJrE+oLEbpzP44X2dhUJXWmtJIZeZFml7vy9yorM9IH1a6WKgbRN2nEslntf0e6y2XzVrJItYESwYBcBGh63wJfRfTJSa+wcvL3+Nm+RVmo2uJ7+p0oXEX4SIxNOxhmxFs6XfJdykoMgawLJks7iB2bpJ1MiUV0BsaOQ0BgpUyCnpFVfMcr9uaasVpRSzLdFGik0ABNAbyEPuc20yQ0LjLdRFnIyAN0aQuGBuX4MhgA17bSwDChAOGtsf9hzvc3R1QuRFefPN70WZMZgu0hxS7735AvdrCKxoENRcGoHq7U1/LcQKvmMBNYomBXOW5hOg7hAGy9QbJdoM4usLi6hJXuw222RH7+zvcffc9XsyvgHgKJHThMQ1qm/+8lxVenw0ZhsBpQfOpuvbZEONfUFFL01/LetgOv5b2X3WfrE7YoAFMMldV0OkbhVUYRqrI6cIPQ1xcX+MPf/wP7LaXGrdzNMK2LLHdNCi7Gm1ZIYsCjL5+CTDSjueiplqrKeFMJygcF/tCV7KIexddnqGj7+aLWpaR8opr9IGPfhLBm06Rtw7WxwJ1lCIMA5TeCMnFV3iRLHEFD1evXmN6+QIIErQ2sAClC6N6PAnRrJDhf5YP0m2P0h8hUGih/P8JyS3TVIoxDwsTQyFcYsuaJ2023DN/5sAZVy70zIDqZb/HsVphf3yPbUrV9kpcSxiphjOANjqR02l4vkl8jYv5V7hefoP5+BqxPxE1LcHIVkrBkjyeLiNcGouh3timjHZE8VPXEpXocBwwdLyn1rEyMLJtLbO5jOpjNbGmAlI31uRR7eSq9Ge65IivpierhZgbUndRDjuU/nr44xZ+6MPhUm1RhLUXoORqKukRbV6jzXv0RY8uA7LNVgZFs4slfvfVNxhNZnDaHt3ugOPdGk5eI6h6NMcSwWUsc5PME6MIaKfw5tQ+hIgCHxXXXi1L5PsD2jSFc7OETzeUm2vcrzdIdynWb95hvXyDcTTG6AWN0uxoi3W2/cA08jPdPQsJ82NtOwTK4fHH0p6v/XMpQGD9LEDTSpeyhLICh7JDShtGKUc+QY7qe/BHYyxfvxaT/gMDp+83aH1fVFrFsQEjpXBdzCb0Mfn2K2FuXAi6opFJXQKTEXIadOQFujqFV9NFpUIV+mgXM4SjBBFfF/ioPRdN6KF2fey4RNjmIMYYQe/Bn9/g8ipEMh5jspjr+ppBJGsfEhAIhGKF2phoL5bPsx608jFVIg+0t6zc+NDSmk5S2EQCq5Z5GglSc5O/Fkp4wmM5p8sGpWZ04FJYVZsKWG4P78XQ55Ddo2wO6Licl/hFqtEOTUg9Z4RRconl/BUuF19jMX2JOJqCRkyUomXFEcPIxXhJkE/bUYtshkHSzipZ8jqTiepYEJ8gzWtaXym3WA+rfH2qmN6WU/1ja2iRVad8rEJYpVsdXVDypIqUi2F7QQs3cNGHgcx5+56DtHdQV4B3TNEVNaq0Rb9vUacZxsEU15c3ePX6GzFu6vNSAlvkmwP6rIbLQVnZIo4SAUwGH/A5jogDOAndlnxZCactStTUkKzXWBz2SJoabhJicXWBy+UC69sV8s0Oqx/fYByPETC/i4VZjYZ1/QkBBrR4PofPBjAtg1ZmrR/N82nmc01/jgJGBhHpUiQOYyoijNVKSDzxfbiTAKPxFKObaySbDfofv8M63WOVHpG2BbxxJNGAAt/D+NWNAGZL7Z7TCYNqul5cTNyiQLrdozrmwuzCzoUXegjiCHGoVo70BWR5WsdFXtSoixJNT0vbhazGMb26xOXVlS4q7amqlExaJCiWVyb2uFKHkZtpuMGbIkENVY5khTzn01prAboBweT8hDLmWYIKk3/sZzJQ6VXBknFVqzZHmm8lKMFq+wbb9D2ycocOXNKLAOXC7RgJSZceYySi5fwlbi6+wRVV0fECLi2lzGocwwJoUYzV7snIx4CkVkt5vhzzz8DC14AlhwCkAdelET/9IU4wOesqf3jDWtpSglUZXQynRC3MASHppIEexOiKUZQY74lhCl0P04iRdzx4gYOx46JguL8cQLNDtj+iXpfoqhbX15f46utvsHj5lUTmaQ5bVOsdil2KLi1EAvV7VwZPbhSi6htEdSHlZGAE9j/Xp79tjzw74vbDeyx3v8O4KjDqO4znU1zdXGN7u8a73Rus3r5D7EcYjyeYUbUbB7bSH2npIYE+cvt/4KXPCjA/9gGeVEoD4n/smnRgHdOalOar1a4tDJHWXvq568hPuvlQ4yJPyhdhTMs1q4ec9C161Ywezdv0KfYtpuYnx7190tyVChqGMxix2VSnt50yM296lGBw89F1U5DhbpB0ePnjx08z4/nTaz99kq+wjPand/85Vz7WL2zO6mT+6+W06bmXMks76XM8H26nNIaB8p64ANBqkKb2jMsZRkCYoHYy5K2LrHYQtb7MYdVdh1Yi21Ah6KBzHXR+iKIsJXSd1/Q4ZCWOhwxVXspyTBL1lHNXjitxU+lWQek0okN5FEjg9oqh9PwEkwUBPISfJCKVKb9XF3pWRBaJZpxRqoJFaqMUZDs666xSlTRv58g6n1btrHVnGqk1Tx9+pBlvfaxBlJSaVj8NCcvWoULdHtG7GcpmizS/x2rzBuvtexzLLeVOWdpMgJzB1L0JujaB704wiha4nL+UAAXT8VKWKVOLVfpwuugYL9XohVlnCVjOgQavSRkIwZwTpeWqBhjQvspiMgGVpcO2V9W0frsfqf8DJQZHOtdNQNLNkIBWvvJPgVNppiuscHDgo0PidOCCKNOLAGWfIKsibO86bMojDgeiZ4TJ4grz61fAZC4BMaqiwmGfYss57/0BYIzdyQhukogkyehC0j9dxnhwUfYtCm5dg7qt0ZUFtukB0+0e4fYAbzLDZDLH5fIK6x9WSPcp7m/vsXyxxujrr+HJeOtjtLANbvcDkvzk0PK8n9z44i58FoBpSc69PT41Eb9ze9HuSWbzUViK6+hQE1gGYpOzzbvTB2PcwU6jSv1gZERpMuNz+mGJYsWwFz22eUpSjiY1sX54wlD4NjpktxIDRLPkp0M9iRjXW683ucWIXJLnsMLKyfQV+uXLZy3pTAEkueWB+pKf/jVpTzfII4z5PatvSKDvH2Ru6Xd67mcObJFtWX4m2T90mbz5cTUen4nl46NLj05+8u5TmYXubGXLdHmsd9WSkgYbyvKkCehuQI2mxOuk03mALhwjrTfonBHiaCSWkTRq4Vxd3lcIglBUkW3fKyj4hCoXWVHj/WqD2/e3OB6OEnKOLIXsm1tZMlwcVx1xEY9G8BjwIFQV7HKxRCOLWbNqWkYpNjFE+oMG5xaphw3JiyTJCTCHJDHUkL5gKSOJB18i36J9n3nwn0ji7ObSiYb58VWUuITLqkUsjoDD1UfUGvZ+/T22+3coylSXHaPfIL+UzkffhKgaH+NoicX0K9wsfydgOYqnajVrK2oMtthOw4AL4hLCkHOU+KS+BEmGYdetZ2QjGmMxVCExla5CHAMxag+rz+D6XMZLpEP7rSp/MF3DwKutM1uNGQ25hfYnwXEhKWln+xjVsjTKYmNxpZWxrFxDf8gscVD4OdL2A+5K4Ng4eHn1AqOvf4f48ga0laLFapaXuLtfY53q2psOgyAEDmajGGHgwyNDkcpQte9J32l8FxXV+4w13HW42+4xWe+xfNUCYwaOn+Li8gZXr1KxAN9sU7z54T0Wv/s9/MkEbhicplBUda3ty56ivYZ/n353ekcpJZ3llNpS70vc/2bAPOn6zciOlebHaX/2Pvd21GXv/dJeGSM7tv5Ibh3pGTp3gwj+TCJt9PBe7bQP5/x4tBmZi6pZuGcKM+aTF9mxjwklqR1gwKRZHlsmVdnZrqHsVcBFB7QC4jSd51I7YkJ/is7It/imzA8diWTjxvxZLsnLgKBICaYc5k3C9CypT7yK6Uk88zsNLuyFJ11Z6vmUCNKGfMCa3LMsD7QcZPXTQyk4Lz+U4aeJ/rErj0vy+EwoNyirtrCm+WiJhFZ6Rx5j0l5Ytn7yQn+dv2Qqc1viflJadBihRaRGD00QI2egTneMJI5R1g2crkHfl7JgBI2EyIQ7Mc9nsHDGNe2QFhXe3a7w3fc/YrPeCHHoXkCw5EoYtLTlt0NpkxKDFwaYLxZ4/dVXaL5mpJwOLUO8kdt7CrLsFypDaUswSg7HZ9J3pLqmY8nbWCvzFYgK8cmgVNKbcHGGttoHSSrxEXk8XmXW0lfZoRkGkNydLiQlehzQdnfYZ3/D/fZvuF+/xTHboO9rMOQdg5mj89C1IbomQlfGGM+u8eLiW7y++QNG8RyBGymPIVCy2DLqa6UtVHKkOMUuyDLTYpRLMbOdlCJcfqtjHDr6a/Z8V2tC4zkCXlQAM70AptuCkYIsfU6kkwPbj3lC/mY5g9JWrkoZ9LtWqCRNWBbtU3ADdAyvSIlYBjwMeuCg6HOUdYx9HWDdBqiCMf73t/8Lo29+B2+2BLISvefjmBa43+yw46Qn4xNHDtzYx2IUwac2gX2NnYGDAN9HMBmjH8foqhHqioZXwN1B3ZVelw1GLRCECabLS9x802BzLLHb/si94gAAIABJREFUHPD+bo2v77aILy8RT0YSS9bydP3m+DXo96E839KCNFL6KLUsM+U1/uyex/qd6vUv4+9vBsx/VbVIOgscSkp2MENeHcQ9ebUlvEWrh9sEy0c/KykMmlKaVJjM4+aV58x1MgemU5dkMiaW8SFvyYMPyEds8hGgthBNKZOpLFTrkX0H+7XkZhmO4Wl6jX9NJ+RiwHzI0EFBU5mBfBvqgCbZsvPa6ms6edIMXhw4vqNTWcxOb8lzdEFQCZgX7Sa3fvpn8Nyjm7zObP4Fv4dXkqIP5bPXf/W1NqEtm5yT4IFIGmzjE+H4jYtqj0G5yfghC/RStep4vvg3VhwS0ZAjpHtHKz51acp4oK0E1/aiEI3M86kfGwGubnq0TYeqbLA75NjsU6x2OzBQQV1VUg4GTpeBE9/PlUfqEn4QIs8rjEcTNB19L8mDdQDJesvG4kv/kZuS1wNNTMeSuvP44c5jsgzPtM8Or7CjiwELBVfry2kKoOlUQvNANw66dRSihl1lP2CT/og0v0Mpa0WSeqSxhrtjYAKnixH7U8ymr3F98TXm0xtZWJlh5biepQK/LY1yCnHdYJ2kyjKcsa1r9gY0zSBJOYp5QHM8Nbm9qn2f+bPdbSUf7pqMzc5U/nSR5VMVrfmy9buj/6fcYnqq3RVEuSA5f5xyZIS6vPRQuQn6ZI7Ad3D1v/6I+OIaBFkUOer8gGx3QNr2qKMIXqhz3/44QTdKULsumrZDVNQa3J/z7rMZwqsLtRrOGCiixa6pcZsecLfd4dVsKaEX3fEI8cUck5srVC5D/Xm43+8wyXPEzsUDkzvVdXhgObdtHzJE/rR+5uR/xO6zAczHXY8fqwKUdDTbDobkejpgAk/bZShxSRfVUbg0ocFXeeQxj9TcB+8aBrjgmFNu8eO05TDHPFdmxS6idxXsydz5Jh3dMti1SINkpExmyiJJ+G3KBd4w69yd5kL5QnW8llErR7GnUqhKSd+jDIIfulDPAKmsKs+XyH8dPUsOnHcxZbfMxJafU3BSpwFzNdX+yO5pA3wkyT90ibVTujIbfZt9pwKonmmaocR9eu3D45qDlTTZyKcfE6mUpJJSp0s5Cd9UQxAa7qRZie3+iDQ7yKLGdVPikOb44fs3qJoabV+hcSqEsY+L5QUuLy7EvD8IInEt4Fs4z1lUtWz0eijr2nQsV4KpExW5nmJWlAg7iCrNCwjuuoCytvep4I8PPqnNHj9yOjMfHL9A+Vk6CWUszfWWvEYETuO6YTQrsrxWX6LqDjgcV7i9f4ddusIxPcj8rLYgg6Lrqh8efAR+gmmyxKubr7GYvcR0skAUcEHrQCQ0aX6WheWTYpiy2J101kG55Aux7UnJk+TVTiAaseFo0XwD7PDCKZiXJtUM/8G/KoGx2JSE+Q6jbWK+fKcbI4gmmC2u8fLrFmG0EBVsMFuikGD/OdqyRJYekbkewpsbzCJK53RRceElMdzLa1SjMVcVEzW/z5VSqgblaITwBQPUTxBWFUr2T8dBPYqxaku4+R5B34hqukxorHYJbz6Wed/R9RxuEqhWQehh6M9yC2+xbfEPEugLevyzAUzpO4NeKoBj+rvS8+FjtW13+qglAe9rL7cpLZNlFA6btfADxY7TtUftpVnoN0nQeHTzxK3lBpNykMjxFd9FxS/P+IxCNFOwJlxCiaS2JvPmu+ftU1k4H2OBUvccpVNi6fpGt45hxbjpNc4XkRNQdSeb6OAYBJohuchcuWmIMWG0fL+ALUur/6QAUmItDP/yJ0yFEoXlivaGJaRJp4mHJ//8Y20D/tVCPAULBUjz8Q7a+qMlOdVDhzQirtmcyURlfkwlJLA9GM7NUYtVzv+UZYPVeofVei9Bsdue1p8ltrt7/Pkvf8LxSOOWEnVfIB4n+N//8UdMxvSHi+FxAWSCZV2jbXXtSok+Rg0CB1Edl6bqGZtbfuxJ7AnsWXTG9/0QXJFD2kQ6mVLmcT0f6PT4+i+dDRkfdSg2X0MjedRee8hHcYWFJb0oNdYyf0+VNF1FjsU9NrsPWK9vkRU7FFUp9ZbAAjJo1LnLIEhkVZXF7BqXl1zYmquPTOB5nDsz34y0va2bYdx8tayqojTS/vG4nBYoT2Bp+tCpG5w+afYq8zEObz5U91eP2C763RAHH475oLQZmYXkTboaH0dGfQoSJOMFLq4dWW3m4ipHXdCv1xf1qQ8GNnCQMpB/GCJ++RLOYsIF3XTtzcgH5gvkYYK+6VEXB/iOg6YokPkRvOUlxvMFIhr+dC2KtoEbJ9hxPve4g1cVaszWOwivppgElxgnY0ymczE6kzHTqU/8EhmGtOfx8JzPWcI+vf5LeX5e9z4rwCRpLCmtZCl7QzPbGdmAZCY/bUhVR+og1DaOtpPDOVCbO2/xRXbP/J8e22vybiYmGPJnSkiVmFjq24+MrK3R0FtMI4VjWitdktQ8Nr+T2pdZkikzEgoXvdVoKGTRHSWVvkDdlajqDE2ToWkZg7NCRyd5AdAGHueCxMKSo85IFgX2vBiBx6WfdLUE34lVOjHQLtTh6FYkLH7AlgCmfqZzq0P6g5rXFv8nez5mH/3Jzb//wrD9Ty+wF8UIxeZtmBGjrJhLHy2OvSmDB00oTFWe4/p/tQQGV7DkfCQlxhZVXcvKI4c0w9vbD7i/36OuHQT+SMK5HdI1vv/hr1ivtwKYvddjPB3j6vJaQELZsWoWOL/IdzKqTRiEMpdX142ZWzMDK1lPMUAcJ+JjF9EvTiRM1VqQAX+0fpYcv2lvicK9PX48oHiUnUkmdGPfZZ91CJhcvqpE3aU4ZndY7d5htX6LA10hmlwi0dD4jf21b9letFqPMIrmWMxucHHxEpPxBZJgIoHLOdC0ARGkrnbwZvsqwdReM5j/U5oorbVadg7kUW1Mtxp+s0/u/4bTIVAKSNpnlVk9sBFx8WF56F4yQjILEBOkFtdoqhaH3RH/5//7M4rjEb4bSDCBY13DiWMEowRo5lxzRuYW6YlTBiE4c3usWmw3e+E0TstFrh1EyURWUAm5rBhTcZ7XAQ5di91+JzR0PV/62s3VDS6ub3B1cYkw1PVS1b7DUpZ7209YfjvYstdthW16e2771dPr9v6Xsf9sAFNBTmVCISnbwdKYTWQaRrTlRqqzzWZJzef4/fBTl5EnIZJt2lFlJBdt0hNf4DPsy2ptZ5yP5SM0SW0ZjHpTrvIaJRHhGALdqkZlNBHxe2Mqw3BOgDnoKHze3HaYD522HQIljSQqUemVTYaCW5UiL7hM1B5ldUDVHNHWDHVVoO1KkTw5YvcYEswJZJkj3x8jCiaI4zmSaCZbHE7gi4qLaQOdF5JIKSwIN87isYycG+VIQKipKGhpIJUf1MOQ6ETM0/k/9+D0xlM5zBX5Vk93zUsNcNoinJ6xFx6S8Yi3xQOEbedyEMQ+wAFMhbbLUdQpirrAPt1jtz/ISiL3m3scjiVcl6b8PhyvRudUAgoc3DAUG41ZKEXSMIcAWZY1mkb7F2l8ff1CtAJFUci8JpezYj/1PRqBMOapUefT2d3xsZjPsbxYirqWay0+ZsYEBQMMMof+5P6Tqn/sVIYZ8sHxg7E0tXtDKD7ISwZbOklPA58KLioABZo+Rd6ssT2+xWrzA7b7D6jrQsrHOulCzqyjK8tI+d4Y0/EVlouXsoX+BK4smkzpkm4YOjBQzsDWMgVQBDxVRejBW+wT/H6l6KpFEdpQo/JzfcHkqirZU5b/lIOHdmKZ7ODajL9JZ356/OYcX5VQHV2TWtRegwweDh3djlpUYY+j9A8PURSgknlkjrrUz7WoW/g5rfMbrHaZGv9w/r2ppc+wT7VtIzbc9P9k29FNqWegA99HnCSgt9KSfV8CK3ioeq6kQo3G44G+Ia5STWhOwtqNl007nfrRU1L+QkM8TfqZnX82gCl0kc5uOr3Q1BBWGCM7vHY4AU1lK8Nmkm9E+p+V5fg4nzWgKe+Q701VkjxnlsPmU0Mf+dq0qTiSPyXQ66e7or5TizfJRQBUXmA+QQNGAranp8w3z85OsKRUya1A02YST7NojljvV8gJluUBWb5HUVKiSWVppK7jaL1E11VilajMlQyWqtgYvpeAjCcK57IeIkEzCicibY7HMyTxRFZ5CNxQVbcSIZFUVeAUFsWP29BP6CRtoCQ5/T1VyaQ9nZ9S/PMOTm1gvk3L5IZvGJT3UaMO09hjgwvyiPgU0QKzEQmTjL/qUmTlFofjWuYq19sNdvu9WFvmZSaqUjL/zikljmfTcrBTi5smVcRNw1UnGlR1A0qPbauBvxkcOwpjfP3117i+uhJr16qqhUmS7r7roWYUFscF56G4riKfp8vAfDEVAyAyYYURWxm7Z23+zkaQTm61KCY/S3PS6skr1IpapUsCJvtvCwXLfcYFoN9il35Alm9FG8Jiach5LtMVwHFp1TlCEi8wm11LYHUGVA+8sUid7MuOMGt9sdaX5WP9Pq2OqmvgM2ZwaycifoKcmp/8lX7/aflbknzqnlmfii6MhxoHNaQimNKIiRGPyA1K6ps8Hw2XgXN8FH6AOk4kbCJD1mUclNEqlgZpDPLf1vA7oKsbfFjtkacHVHmGti7EdaXruKxao4tnhwYwmwZe5GM8HuPiYikSJacdZOBAzZPw2wEtHnWvwXWplG0bfp+D408lzheS7rMCTOngJzUb5R3zpcrXqhzbgpcFOjaNnXMhu7dJ5ZuwYCl+WUxl5mdMW+sI2Qyo2WFPjWY7A/dq9TY0JBH+KklMGQfzgfphK1DKxyCdiec2T76EzJlSjAJl1+fi3J1XnOfZ45jv8fb+LbIylbUByypFXWfougK9UwIOR/OcL6LPGFXBrDhBi0ZF9GsL4bl7BN4eXDyYa/IFwQi+m8gc0Wx6gSgcIwlHsrit70WAEwLQOTYFTi2vpae+Q1/10b9m8PzRe//oxYeGeUTFU7aD+4NGHHD5U8qHAxlFadi23u3gOqpO5GCkoUqxWmOX3mG9vZUFjTf7rcxPUsVNNZfnh/ACqs1L0Oinbdku9J1k3FjOU9Ih35clwRQsVboS9bnn4cXNS+mt7KdNQ8nAEemLbiUlg3G7NP4JZPSfHTNhimHowQ90+SghxLBLPdTs7zwiEYeENNkMwXKQs46nKF0qe2eM2KLd4pDfYrt/i93hPfJiLVMIaoRGxw1KjCx/KH1yFC8xn11jMXsh85aRP+X6HuLPquD6uIIcMKvEZq8/3Q8KeCq+SpmqC2VlbD2f1FXQ7KfP/z1XHqRKoxnj12+LapmUvF4Bj58uaSTTMOw+Tiszwgy76MQRevgoOCcZheh9+lM6OHBJMI9TMWpp3DMsI31460qmBe7evwfDN5b5UdxN6EpDYKWVPF2RGFKjYVSgJMbF5YXwj+vltbATDlToaiOjP6tZY3ltHYZEOV0f3rSVHCa0x6cH7IUvav9ZAaaKcoMvlCMVQURyYzNqMVoMNa3hx6CmNk9H3AKsbBsOmOQjseYTbB/l7ur4zKkUju7seFSlTz6qwKFHD8dqzsPuQRZAg3fhM2Y+RdSZ8gXwY2DHMf3MJJPEDl0DKJGUwpzLZodjvpaFgQ/ZBodsi/v9Pco6E2bMeUuuvuC4LTy/hevp/KlkTrKQ1bGY3DiKZGBpujG0lagUuSaf64YCplzx/XC4QBxPMBnPMR7NMUpUAvWdRGRMpSVrqKNN1kDwxXwTdtBy4q/Db0WL80/9+yh72xzDNzy99vTcph0W3Mwb9y5H3TSqKtB0R5T1DllBsCTjv8V2d4djTpV4Lm4hcDlvREnegefR+IqqW84p0/+tQ1PXYtovgMdoPG4A3wsQhQnCQB3A6UbC6DN0NaEvH41bmP60cfFkz4PLpaE8Rm4xRkHSyLZDSauYk49UmBz6xKUtAT62N6NK+dC0M4lbFrMk4Z9krcyd+fB7oVFaiRY5mp4WsXcyZ3m3/gGH9INMGTCmLb9VMmEbEMBzQ4yjOZbzF7i6sDFiZ3BkrQ4O+KgCfNTqotKVgARUOUvVLFNmOh3Uyhf8SPrWwqtKloNlYSY/qdQQ4DS3j9Hp77tm8z4NuIcvMPWQsa5Ul2toeqJ4ortSx3lOz0fddDime4n85NQumr7H4Zhh5vlIokAAMHJD+DToaVKk+wPu3n/A6u4O5TET7YTynQ5+5Iufak2JEy0iBmuvgeVoAZQOgtZH2IfwOfBmhCryVwrov1R96StSgUGq4TkT2Bzs8ZAQg8c+88PPBjDlQzwR1ajBbUuRxjTaEb294hCBkj/dk8XznysxID06opMP8PvgjLU4OsuJNgdHqmaajt8x08orTBvrrOQDcP7/3L0HsxtJtt/5L4cqeFxH19Mzb/SetBv7/T/JRkiKWEkzmrYkr4UHymHjd04WLnib7CZ7yBmOLgNEoUxW5snM483pu7gF0hsiI41oouN3IuOxkR0q8/51Eixn2dJUbCBeb6vmsNKuftB6e2u2ntu7n/WwuNZ6txRST4tHrNmGKncKCv0DATh+PhhxZFP6+30sBpVgG7V7ccow9W2mm/u95gvK+4w1nZxrNrvQbLLXeHwgX7Mop2eoyOAdRt45BnVr3qH4j/3/194d4GId4r7j7+4hvsMncFIHbMZxaSrVVjuX8PdzLdc3Jh3Nl9emjkUdDuNB8nCSFtRtrLrOzBM5S2sz9WZZaogHibBtVmoqGJvciCrwp06m/aHFCEkHuJc/rveI5eyIISeZz/DhOE2RNBMVBKoH9UY339bIl/gPGHbgC+0bYrdjLnQ2d9bxRmW91GpzZ+v4Yf5Wu/3cpGNiSJsKmyU1vpAugV2hIp9qOqIKyQsV2ZlJlg3JT0Pk8nEKw7sdFfgc2rXADHDm6b3+iN/rbDDH/PHdEc1wyk7TQvehD93xyT1/56HjN0dFbKeOl4EJwAzk2InMQzBh9Jp5T7Sva602K33342uRMQov6gqbeFlZIgsLWUpiY75ifDWI04VphhnDDMA/kqNYukYwF57XJHfwFIINv6qDpWfsxZkSPIjKg5pdbQkzjDl5uhTeB/QOxMCpG9xxAXUzdHrT3wnQf9Ljn5VgdtwUYzlFAKfnT8fZ3eOLmqmEADDRXmWBpet4DoD7LOFUE8GVQ6RiTw3GsjC1F6qyCBtJbMQSz1h7rKy8WkRNMmqku4Pl2aQqBBydlbFJnUv1OYY4Y4j3Dzk54MbgfJ2EsGhxpUeNhvqCNeL2iI7Gs2bMEc62qHO3MZKlSrXaqDwstdlT4uitFos3eli81mJ5o9V2bs4jWS/14PS48UDnQBJRSx3q7l1IHtjGnGBan0NAiyNdYIZDUdiOcatqV6rc43WLdFuaBFtWFPRtNB7WGhSteqhtbAt34/LkzRZHRj+69d9N5scKM939f893t+ee9uHYZncD30F6CuMPi8nGZsQSyahdalvNtd5gr7zVYnWjxfJaq+29pW8r6521g0drlCD9RGoqJHhPNtDroc6NjWCen1+obRJtt2gDUk0mU42HFDnGS62RZTww5u1ghJP1nnRrOKgI+GJN2TMgzrb136yzxCteoE4AAfIxu35AwN6Ej9/Aw4mnk/VeuPkzBjFrxEkGIGXl2COdhsQYDoilq7Cbw9aI5Xpzp8XqVqvNg8END+7UHNGo7ZkoapHKSS4Po/ZMF7OX9t3Pp0oOfSt4fTB1LS8CMv5H961LrDEz15wOgGP/GC7hsHvweMAJNCW0B5E4jsheQPtUEmFtO/zshN/OE08Kz4duhWfZh8cXHi+971x3sZMmfVqcUHI/vXLHQ4iqEz60Fg0FyVcLff/dX7Ui8UANsfO+oqXo54UG04nF90YVGguYNRyqwD+YDjjGTurEk+4aDrPsVqD/lKwcjlNqiCtmHStg2kkGDruOyAOeAGbaerq8bJyAxODd3clZOxGe7KDxr/f9yQTzfYvhQwTRwNRxyh+AzbE9FnIM4at0qGqllmiDybOV5GKPzU6DZVsJFc0t0bCn09uWe9sXaa8wRamtQMonIdUtVjos5zpsNzrsdhbbSFqpZDRQNB4qGhSKCtRiLBiXLy3Lf1ZYlg3jyEw54UkCULtafTnFyqxYrZMS6LO9Ej45MKp0vyZu0jwJSZlHqMhK6/pWN4sfdHP7ve7nP5tK1myUSa00xaMNRO1lgUA8hkRaJBQ2MVikszPQZ1+5gCe2DQwn6ZvHnDPIaxuHArsFUhDtVNpAnKu9NruNdrutLs8rtbODxsNEpp6NYBCI+wSOHKOA7mrk+YS+d8N8YK7/7tO2Fk5aYQ+e7kNDBtxEf8k6A5hAljAVMC3c4HZfpMr6sNC2vNH9ivCHt5ovbrTePshsxg3EFKJAO6hLE2VJZjZh6O9uG2lflsoSVkOifjHQn//0Z714Vmm3rc0r9uLiQs9fvNCgyE0jAfdPdzNsSDWZfWKlmAOa+jgMrvesPhNLtzUpwZIwoQCtG/UL37I4cFR1rSzDi9ERpIWrwFACopBP1KhAN0n2DcbrqJDD8oj4Dl6IGXLF49zGmuabNv33o+3dHNXajbb7B4u3nC9vtN2vjdEjLRubtrU1SwWSVHkx1Gx6pT+8+nddnH+jYXGh+EDau8QZ3RhJ+3F+bRzhvSZRd5uKmaRfdDJQIPCI388110bREviD9evZddxr2ZOxOyEGdjhWwfTA7KL+tncdCa4Tza5XT3Fd95t3dris++6esX7QVaYUFbUNkthaqBDSXxiP2bFhSNFKVKr3OzXlTtvFg37+7q/6+fpGZUXsJSaWTNPhWC/PztW/uFSRkPAfjVStYtBTlieW1ID7CN5pmkhRm5iKn/k1nBFH6mW54jhX3UQq95jAErPPoxngr5M5bA10RNOX5nGu7FpYUmFoPtgwdx0cgLXvTT9zOtfdPV/79ycTzN8zIF/A3fLvgHWyMzgFl0WOR4AMh81300i7UtrtnTsHc3Ch+wwKadA3QtfnGvYNciyCJPeNtN5Jm602f/mLtj/9rN1iriXZRtpKcS9VfzbR5OpCw4uZiulYsRV17SnOUktIEA+HivPCcjKCrMx2ZXalnm8sJNkmEmUHGR37F00b+44/5MkmxKjhSUic5aa513KHRPmTEUokzG31oLrdmhOQs3WuamWgLEYK5RIKgpoPB500KawqfcJmsArzcJyNxWc2FVIjMZsgfPekpSIE9jLaToFtkpn7U9tUqirc1Q8m1RM4jwMK944GZ8qzoYjfxP4JYnJ+mD757mfBm0QdkCqFPL7MH2ulw9rhDe8uJ18TMDVW2gkJCOi7Z6rr5vlNTCVZTUgssNHD8gfdr340KR819Xa7UEnIjmkBqH7Bu0CmiaqqVVXulcRj5b2B8nSoJJ5qNn6lps41HVeaDK/UBukf9N3v980Dke9engeC49IhLRtiNkTzZC+8F4hOxAaDXKPRUHmON3TicxHut312hFPAYO9t68lJ0xfaYO0C89sRguOdwNuaREOyVauV6nZh1UcIHbmfv9V6PVddl04IlFnlFkPAytUrJpqggp280GR4oX46URYNvOTVAeQcUNGHQHGc79AROmb3Hi8cu/p4wMKEeIZn7CswFLZj/U5r4deaeWzwo4543ynRtN8QeRJgwLgZcYds+brm25hgWucaySskDXqosyvLT7xbL1WuVyqrg9LUfRnS9qAe+5+VjePZoVScxxrNRnr28rn6w76bqKLENHBWQQdNiRHqyOqnwixMRmNdULIO4cE0WwEYgTc23iswUAZKcB0m6TBX3fcRON0cHgHbnTje8S978A8hmL4OuoX7yLEdF5VBHOzrFT6MAwLBL1Yqb++1u3tQtaHqAVUfyN+ZqBgPrWJ4MhlLpIaiDVS5mIuyXNpWau/n2n//o27/3/+q5XffaT9faLGBYDZKeqmpMvaXZ1qfTdSbDK2oq0mdg74OvVTjq2cqLi8UkyUDaSttFVl4gCd3No6JVwbfJAg52kxQjyth+R+PVne7L7XWYvtaNw/f6/b+B63WOPYsLSEBSNrylrKJWF8EdVtcZW5SDcSLWMoin5iHIWWecChBBY2kDcGsqq3K/cbiNU1KqtlgOKtszVuRPJOAyYhrWOVmL6kPWm+wnTTuem52tlKUVCp6E2UmnToHz+ZuYRQYpcUKOtE8wT+ffTMADg9jOMFqdmiACpgT5OjSpCz5t3sRH0wdi4RfqWq22pUb7fZr7eqFru/+qvvFD9rsIZYwGaXBwGIxjfBgm4Z5y0S2qMOB6vUjFb1z9dIzFfm5ZuOX0qHQ9kx6dl4aQ2Pp3HjSHHmc+LBWHEEeme8jnExSOv76AB0IUhPSZ9HvadDvm2TkRKwjHt6IS0gnDXaHzDlwC/jLoHc8tl3n6jozRYT7uD/A2iL+CKMRCTSW2pZ3eli+0e39G9093GizWxv8fPxsZxxYerJYy8GFzqfPTRU76V8oT8hUg3SZuebCiHZ4Vddfey8/Qie7894hW8vOu/n1p3cdb/cN5e3YePivuxtK4Ov5Q3A7ZR6M2HVU4/EFRwbjiNNOrtnhEYZI6KwEVpb3w7ei2xqRiCGY8aE1XGKp2ZtKzX6juK6UHiKleLvWsTJMUOCfslSc1FIWqTcudPHyygQCSscRpkT4EzHBEExT+5qTo883XFzRy3U2Bgf21WSRSkJbYmKCfc3amIxfPWWqfIABjTwd7f+xv/9hBPNDELQFyOIFIaAO5VNXalcblT//rOV3P2j+48/aPNzrgPdgGivr93T+hxcanJ8pnU4UTceuNrM43kTRcKxoV6u+fqv7//bfdftf/5vW3/+oA2nLSiSIVk2WKh4MdPi5r/Ug1yHPVKOaoWjqeKhkPNCzP/2bzv/8Zw2+TZQNhk6Qcbogd1mamds1TkNWlo8t2O1B24xwsiBtIqoo17TSqrnW/fJHI5h3Dz+qrFYm9ZgsSlkia4hti0SZq5f2jUjiyYrEN+yfWRFdkDaZfLoEBDgHUCGiqncqy5XKEm/PpSW6Jn4TyYlmxCguAAAgAElEQVTkB7tyb5IS9l6SeCe4LNnmx6N2pwaiiW0WxwOTTitpfFDUOyhDajc2gOwrPId0i8gBQXiC6D402b/7PIDlJUcAG8Jzyw/94jzfSNEQzS7cAUmzMk/Wqt1os8WTc67V+t5qMd49fKfF+o05/JgEbtl33JvTleykGcw8cxIZeZKRZqPnGg2eadC/VFGcaTK4UhQVqvBevJB5w+Kk42nuWnP4Ad4dsTStVEC4tl7w8scT9gSHB9rxHmi5bZ9YzgxvSrO9BQbUVIJBE0tbNjcBXrwovNNAZcib5gNcw5tA4s4WWQOm7bRLhsWBbSlFW7XtSmUNHK/Nyed+QejNg5lTjKG1lIyYU0iSQfjSVJPRpXnFzsbPNOjNDGaEMdnHBsy7T9bRca7DGAKRPLnDum9XgzDdDZE+s4t8mIydu1zv83g+DL+71zxxnIQFcPjQTxsNFz5ENO29T6TLri364uNj1YIbAgPF2MMQ4e3YZjD/MUSTEm8kD2grqSmVWRILGGn39QB63FftS6VFY5VL0rTQ9BkVRoauzk9SyySF2pcYS2N46aO91iHEPu5nPSXDTGVcaUNqQ2KKyeNrDPIjs+zw72Dre5/l9Yj7uhEfBxxO+Lv8+TDgk1v/VQ6/OME8XVzGqbwPMramyZKDY0Sldr1S/fMbXf9//0PX//Mvuv/b99rc3qqtmMRIvUGu+v7P6p9NFPdzK6Ca9nLlvdzqEhbPXhrOLF+/1pv//t+0/eEHRfdz9araEg2zWCKIUzVXu1poYwEeFFptVWN7GeTqzSaK5hv1qoMGKIrPL6WeE0nTu44mUpGYJsm1wb4IUK1gL3NiSTjIVgdtta/vdHP/N4Gkl8vXloiApAXEHrOIWhJRg+exIcS5+v2ZBn0Qzblm00tNx5caDM5UZBNTkxJribrQCRaNYLNEQvIMQE1LSMrKbHKr1Z1Wy3utdwvdz+9VliA9r7eYpXEIbCYpSGn2qMOc0AjaqV1qGzeKslZpbNtNDbYQc1Zx9Sz4ntH7pvn8m8Glyw7x+QJiLRlhN7VrsFMawQSxu3exFS8+kNt1Zckf5otbPcxvNV/cabW9NaQPnLD7uEMNOuVEh9bLQMUHbEXEqg41HJ1rMr7S+eyFRoML9fOZsmyiIhnpoMw487YHIfPwEBQkOK9ZnUe6DLzMESPQMqY6IJqnONlRexjnEz6ho30wOsy6EWIDPu2eIKUOg3UPeHPv/Z/Vak/a1HVtnN7q6xmbpWXzwVEKh7XVa82XqGIfVDdebYVYYMZMXG8S9VVkM40Hl5aYAJVsv5hKUW6qWJx8LFdst3aYYlPrdwNiLrlInxjtI3Gx09xv3e36DLAYS3g+fNta8YYMRkYbw28Hk2sBjAG086ewDCeefJ3iske4P970/nOMgL4aoO24Nc2F03TrlxFNvPz5tEY0Exy/yPJjGc7cDoJjELy7rYGmtQQZaEasvnneU58i50igOItRfcQ8bDHOUBLOS80dNRvGPGNmrrVt11pXC22anlKNlBgDwGKG5UAK5o3sez6MN8Deh/QIgO6I88d1eXJ/gEF327/K9xcnmACCyXq6gE4XHLNhRmiwzHan6vZOD3/7Tm//5//Uw//6m7Y/v9VhtVJsBFMi/mHRVlr2c7W9xNSnWYGreqFhMdKrb/9N/Xyow9tb7X/6SfFqoV6zV6/bQGazq9WWjaWIymKpiGINk1j7hhRntQ51o032nW7wMVqulZ6dq6G+YZ6rmEw0ePFS2fmFohEp53rgCbOZ4T1JbF8U14rNsWSubXmv++VPurn9q1ara1X7heID9jC2T+LBwnWkTCTY7htHTjD3eHShyfhCs+mFBr2pemY3w4HEiaXFfBp3DdrEOQVJhSwqfR0OQ7XpWASDF8lYRTrVYDdXHPWVpvciWw1p24zThMDbPsDWWYs0W9HGCRQxhqaqnLYa5phuh64W72DZ4aoPbZi/ayfQqNt+HAl2jdE3Z8c9UgwPMbcYuxfyXrWFOpCtZ27hDuR6hWCu1g/abBaWctDmCCRjCICkDSDw1BA+ttteNtZwcGYEEs/O2RTJcqYiHVmWGqpMIOUTDgEYzFHGkAoo5eD1GhOQccDsjs8dcpwKtOAdfBJIg+2bQB9OQdwd802zBnbatdYCsTBpE/QW/jri+eRFnLZ9aDeyALwdlyf8GigWH3E3LYTUd6hiV290v3xjtS3rdqcso5Ge2jZVXSPVYLedaTx8rouzb4RkiaQJERVqWJiSYKPvOurdDBoDK0QQWAdbnADrXUncOmwIOYzz5Isd0f1zTs4dgYwo0dUOdswTv/nvCXxOmvukQ3DdKX6z36EFXmXrDRnTN58zvTDatuVYS9gl/S48q9GsmW9HS5wv4WbEYdMSIZiJhR3V2EbbxnLEpphzoJxhfmHMbHHCsfHDxVjjt+2m2M0xGI/WZavFttVwc1Avq9XP8Jdw04QvNp8f0+4E4mlkO8D04wDlff+4e7+uu/4hBJMhnxLN08V0BAe7hdIN+73q+ULL1681//5HbX9+o+h+oUFZmQ4/wY5ZERqxNa6+yWJVCHp5boRrlfY1nK8Vn10q2uyVrpbSfqMk6P9tnZnbNipQkkaDeAkYRv2QaC9p27Tab3aqX1/roaq1XywVjyeqkDD7fY0uLnWx22vcNMpBiDDUZvfBhbU05x28YXXYqKrutVzj4POdlg8/aUc9wHqn+FArpoIJ7rgNldIT5elIZD8ZDa90df5HjUYXllhgNMCOWJh60OPZQByE1LC5IBksYpeOSKOF37CHkvSVxH2lGqiXTDToL5RmfeX9vh6Wt9ps1ubkU2MTsUr1xIjCStYq60iLFWndyAOKAwwcZaJhnim1+oSBmBnGdgT0mfDNcUk8HnQeiOFlnYrNJHnGzgekXqsKWZP2NRmTCHW4CZ9b8wrel2uTnluke8PUEAqQC1vBkztALEkrOB5e6Wz6wlSJ49GVhv2ZMTRJRHiJq6ZNwg+cPiy/EXZUah0BPcn7yrp3ogCDiGrNCd5TuHUgpXvHYwex9djOHS8EUmk4qHsgpIL7RcOBStNL74iRSCfdLmW5NMd137PA1NTawrucvLqE39x4GNTqxjJTUQiA0mXA8NBCDHtKWMv5hWbjF7qYvTKTQi8bWdq7FmIJk2HORaELNtkMCm1BUK3bvHKB846Rbdg8dxy/r5JfouBALm1du6MNdxrjDlx4/tgGYw/00mDG9eNFf8FH/H9KKE+P7b32PL1026WFyJgU6cWvmUUPsXXvd2PByEVck5c41ng0MlK72eFnQFILEmHg4epOaTgDkoDDJE+rXsT4IK7umW0Sob3Kcvx4Inxire2lqLZInddou99puS416NXqJZXi0cwqx1iKFueqbSS+lh+BSPuPi/MjgPVpN39Mg/+Qe/5hBJPRPG5SH1sH9A7/mahV12p3W5UPDypv7qT5Qv3tXmOM3Q0cFZ6wjebrhbB4R3mihknPMrTuKptI19u98hdr9dNcY1wUqlINpYUgMCEwH6IC58zCNZSJrcDcEJD0pHXTarNcal3utVws1AyG2iWJDkWh0dWVdm2jl71Ul2cjJYNUIo1VTHyo23oOBxKkL7Xb3Gh+/6Pmdz9qv701lalVdgch1SSC9LinXjzUpH+l6fiFZtNXurr8swV3Uw2DgGKXWWAQsV/4xjcJ1TxoGQEIArmGD9IFyDtThq2RLDPpRIPDTP3hQINxoV4/1c3NtVbrufY7UrvhdMTGwWsJsrnXbrfXfrexyTKP3Di3uoVJQlA+9zgisv7QQ+NGPg7RGOL6qCXuxBJHpQ7DgVwMwblMb4SSqiIkhCBZOhI9xHJOpp7lWy3WhIvcqyG1oOV7bUx1igrcMwu6TRZbZBoPDVaj4TOdzV7p6uKPurDg+rGlHDSGBc7a1ISBEYTksi6ZBpB8AIEhKU7ZvahnQ0gBTF+IvzS8cQKHRxTkzbhk7eSAa87fB9zUCa4mYXoj7KWO2HHmF3DmetfB7r1mRggyPCpCW19OcFxyd8/YPV6xG4glXt4uXeKRbfMRFzqwllHFJkNziJoAw8lzq0TSS0nNWLiTjyUo6Ih76DdjAKw2Quaaz+kfIwfAj7DornLGc0AfQe/7IRBLj1f1SfG107URGDGDn105QqaD21Oc1b2zO9/d153n9wev2XzZIM2pz7L/tBaoZR230WHTJn7STAMeckJpuG+++Uab7V7bfaOyBokVmkynStPcmLcipVoJFYxqMko7MxZRHBDG0GN44QthpMtQ6YiygTDKxIdHJElpKpW7g9ba6CHaKtHOqpukk8SLOliGK0YaC1UypJexAjnm5SksOpj8n/T9RQkmwDSAGtf2K2DzHe7qApuOSEUj9UgOXNbqV7UGh1hZXVlpmiSLLOSEivdM3BouzOKbGqtm397eqkkLxcOxhtFBu6g2I7ZxQXFsteLw20G/b9VFqDdZ1arrvWpqE0KEqFZOvyuyXvDlFpxyu6aeiNLpUONXV7qsvtVhh6xCmhx2BO7dG5WNJyZ4MGL5k9arG6ndKTZHIBZabEZ5iHQPG1nxTBfTbzWbvNKUT/+l4nQQJBk2IYjYCaGRRbNhobbhz5dskGsMWQT0Z+nGTCqPG2UqlMSNIkpYZbUh7ew+1mJ50GbbWN5TULIh/rgyByvKMEFUk/iNqdIoxxRNchWZVzwxBGcPOBL6lVn+3ZeCrBCQKfKgochALpGG3U5ZVmutttgnSZh+p8XytR3vq4WF7Sgh5AEVoyPfKCLUo6dErn7FLjnoX5hTz3BwpcnwuX2QzsnRi+eyEVizkwWJBGIIsTRtYaBWoF2T/pkzEKSTOoiZ8RQhno05Yn9YHJ4943PpGoMOnjzLnfxmbT5SR9tWnbDk9MBg7Nutez6AnT74BTvBe4/Ep5N8T6/bXcDJPYzLZq3l9l638ze6D8QSezlMIjOCdIK6L41zc4bCI/Zs9lJI5iT+N6n84FqczlZoPez6zQ/rY0csabfro10MA3n8Oh1hB4vuqq8Z1JThcwJfdkvgd+x22jFk7xxP14RfOyGA3QWHXffr47/tHebcSCIB/zBCmwqa8aVkatYszTUcjFQ3lV6+pFB0ZjHeaH4gmK16ev7sW52dXaqgSHRGVsxSdbW3ijfE97JYazQpKTU3Ix0SvPtR78bWFiFWaJMgmLEV/95bfHC1kTbtWkmz89qszcG88/v9oXqoaKPMl47NHf+h0XpkZn4BkW4af3HhX+/EFyWYnwaONmRCgVuPVSRY6ryAbo9Ew22jtGlQhClpY/WjWE2UICNqXzfqMRI4M7DSbqt2vTBOOtpv1QNn9VBZHiwOz2hPFOGFbQVYjdMLC9fWgHF5eKo6AkQtUieVp5k+NDrsttptN6p2W2m/U7usFe1IMgBrDsFcqywftN681erhJ60X1yrLpZKcOCy2KwZ5+pObRAOino6dG5+On2s4uFCWujMJTkSWNyAgYAvApl8Bb8I98wfCYEM66QyQDw4Fdh1u0J4rrO1J3Co6oxwYidpJWRZbhhbslWwANlOG51wv1m670sMCtJJYxRMSuuMlmyVdqjPeQJ9884S3+9cpZjKk/87Vj/yBHdMlWvrmMOR3JfN+3d9rtX3QejfXan1rWXrWm3uRfaZs3BPZMp7g2QwJoMxRKRVxoV46VRYNzaGKOZhNXpiUX2Tn6mUTZTj11Knl9QTRG04H3s6pHJGdgdZMRD4fRhhtvLai7L02P51gZdIPBLND1o7+AVfHBvmTft6Q/Am0Tmibgf5dJA63D1INsmS42daGN2ct0b59unO+rMIssZbd25i4S+C43t1bQnoquMCkYBJDPd82sdoSNXOiLB9qPDg3VTZ2X2y+5DI2ZyDYu+BVfTIU7wQnrB/813WoO3n625/sbn0HDnaJMfvIgQkfy+5jVMl3R/f/sSUmk/0VGCE///g/5zv4dt+PVz/uiDb8L6iTw77ozh5bsa5Eyno9PXv+XPkw12A80sXVlWUeIzVjRfo68vFiTy/Gdi9+GFW5s1hh9qUnvyDUrDQcB8Fs41qbfab5qtZ6v1WJk+WhUpJANKnUs9eBGO6q1uawVHTYmVMizPpouBfpJM2hMSV+1hCuMXGsWIfp41QedebHAR4PjkP9Vzz4pxHMdxde4MwN+R/MY7Hfy1RkqfbmGIPawIkC26EhOB3pEP292daQNOGeYvVIhlqXanYr8whrtmsjmFEaqyRcxXVwRmhxlCV7C4vZXg0RPkRqKNtk7mYk2KbAKypX3nHQgfZ7qcVxptgvq1K75Z3aaqeoxVOwVNWgyn3QYnuj5eZnkVz9kJIsoRByHnGMngZsoDw/12gEN/7CKjcMhzOrJILkaR504F/MrAlelqi8jmjOpE7nTh21snBt8bI2TfXmCN6wIojaMgblSjVWSrWN4cDsm0hYbABS8212C7fxHRplSaMoqdXsCEepFa1jZQ+Fer2h2ftGg1x52rfXurRkbr5P9kG3mboNEyj9k7tsBEfiyi9Xu5pkFZCNSdkR2S8JfdmrajYO59W1pWUjcT3lpDyEZqX9fmObHNhFJJ8HlZqNjcDZWL3sSqP8SkU6Cc5VqGGfm+0yiQYmVbYNTj3wAkbZnFEJQ7FudfMREPJRdOmGexxnWMA2MpcqkSxpkFCM7vYjCMJzfgc/PG1E4I9cWOQhm2dX9bocip7BCSbwMrjSegD78T082kmngXAa0Tcp2IklBQJIrF41C23KWy02b7Xc3JrDlKn+2Bu2TilJlqkXDzTMZpoOnpmTD6FQVMqB0bJ5hFj6UI5Q8f5b92yM3Rr2G7rR+7ruHurG0H0/3sv9vmECtDyBRdjz/q4ApZNYYhJTwGC8S0i7tyEBOhQfz3z6kS0fG30Hg9B7vk4HwjwlFH3u6bK4Un/U167cOd6KwAmUjSb5AGFOucw8glOOJf7fW/J/Yi8zy7TUeiWcNBQeUa1tyTOV4hXq3b3VxMTfAidEGCNpI7Jglc1BUb1XtHa1bomaDcKagJ89M5Irk7H/J5bRyYZha4pFGZKGhMEx/67qZ/xhMX46GP/pT3xRgvnIVT2O83TxPR4DQFhr97unhNFgWFiKp31KLuBKNdJMjOrnoF1Vak/18ALCRWaeWOs9BKvSMEstPILAfWKJ6v3KUj1hPyp3pSCccS+zCiXLzVZ5ivNGkFIpn4PUar8PivO+stFQyaivCiedplZW9DR6caXzl881Ojsza6F58l7/bFJteth7bs16oXmz0DzdqJnlyi7GituxZQXawyGqp35vpsHoG52ff6vLq2816p9ZHUs2MKIHxDEB2XN792d713cY1lfUykc4GvLsVDxhJ4YvI6TKlMczESiDvS9J90qGE6Ux9rm+OWxUlKaqG1GVY1uujVun4GyUEKSx0O3iBw+joFJ8MjB7X2c3NcebA04iqCIdaYOITFX8jju6Mx+nCMqIB2ODKcG+DNcPl0SQtZEA7DKgwUYlRYqre7OnzRdvLLRhucJOObcsPs0BW07jzljm0BNrv4N5gDgRfkSKtommxXNN+s806Z9rOjkTtULznNyvpGhj5+Om7wjCwe+5XwMVsi8r59UhBfNeBLnbQLoZe0SIYe7M3kYhCpNSfS67my3PQveDb7aGPedbxMKBThyJuG4JuaHq5BHFOMD1BOQqy1jlwepOiowoWlwo1w62D4xUMF/mrARqw/WND/P/oPX+te6W3+n64TutyjvVEYHyqKdJ65cqqQtlGmhcPNP56KUuJy9FcgJMDWaqsLlnLMxlIBDdmIJ6+jhk84QFJuEGu+CSqa/hd+HFZVsxpATE3GDqRRgFELb/NgCGx6CdMMoeHkGMraeZIwFIsCYeu2JtB2J53GMnV9+H304u2+Hpc4zICPPJEMK2sOG6bkJKSbKf5Ra+VRAj3vXBwOL7webUHP0cpnWLMICNmNSgtrBOumIcnzlTDUl8P4w1Xma6W8R6mO+03c61r5dW01TJVnFaSqTaSyot6512y4Ul+jjEe5NW87yvPBlYvmRCiEjRDX5lPUOniQk3GzQe6Gnk6xCNvflXhso8xtSdAOKkt+877GDwvmv/yHNflGD+roFQHmm70XazVR2qPOBCzRao2XA43kQ91VQMh8iCYDNCKYg0qCw4F/pCSqmybtSWO2VcxCsxOF1AeA9pqqbXqMpzkza3qlVCbFtyv0ZKi4HGV1caPbtScXmuiyzWKjqoyjMNri706ptXmo3HOizX2r250eJv36u8v1ZMSS6cfQ5brdO9tkPSzk2svfgMaQX7SU8pIQvj55pQC3CECnZogcIdp4v61KSaDwLxdLHZTnpy5+n1cMl2ZxaSWKP4Sw02VCkZDypLbIDNBFUnoSUURSYDEYH4UQKRQ3remGruYXmtjPqFSBX52LKCeAo6EC7Ekm3LpDAbbGD602FHJ5WcC8JjcBjq8CT3dmo1PJmJHitlib7btRNKwhrmP2uxfKPN7kFltVQDl2wEG2YD1/rsMYShSS3FH2E24/6ZpWebDZ5rUlxqmONBjLNPsM8EhGMoG04Z9bXJp8CRvnWf7ncH30fO2dH9KdIPj4VbvY3uuePJXxx0xJILDkH+B+lDJvwk+6NHTlnWOKcsVA8k6f1xxB7mBfYDJsSeR2VJOA4OSb4/Ihy/YhJueEzvvnFHH6vegorb6rLWoiIQ+UlVxUoOaBomVtNyPLwwVSFMSZpQoJwYQPpOb0/gYcN4hJcNqoOrmSs4w/0+Xr9+co7TJ835dX+HMWzGyvpvv9HbAgouWtsqdY1M997Hl3zRo6MWgTk4Di/MZ3gzpy2hxUlP3h2uP2hzhwnpgAoe5hSIvUsw7ZwtJPYUquehongixVvF0UbLbKfNbmdzi8c8ew2CZwyHFcNoFe1jzVc4dPUsrG06zJRnnkUopRZn63vZsmSFQbkHLsvQq0PZrv+A2vtkmF/14ddBMJl7iBosCrlMN1utVxvVJV5coNnYij2w6VDFKsN+2apEuopjy2qRk/0C79rFwmIqKbFUNVQpIfG4Iw82uTnboN6i8CoFegd9y9pzgEBAPFtWX6Z8OtP0D9/q7JtXGrx4prqfq0wiNVmibDzSZDZTHscqbx9ULZbaXN9p8/a1DrulmnatMim1Kw6qqkwROR33rQ61B8QnvYH6/TNNp881nT3TaHimLA1J4yFqRkVY5r78P7yCut32W/fRggE5OKG4yIpkwQLIUxKu16oPEEhXwzWrvaqWBAfumWsFTPC6a0ttdwurExlHAyP0ePUN4r57ijKPYdMeVTYnhJJrzjC76OSjNJbfUaMNyR2cCGlg89aEirQb7auVEUfLXfrwWveL11YarW5IDoHU40TWJRGYJBy3eoqTQr2kUJqONBxgLyaQ/lKzASrZmXpJ34s1m4oRxGO9PLFp0cvuj+NTkb87f/p9Oi+n5//+Y2DNEgVR4o4DLE2qJIl4oD9I64RMccIcbMyT0YmWrQJDnqBO4GzUVRFhHjZMj2kF7qQSJGZ1uXzQaknGKJJh4DTFixKzXVoVkqRQ0Z9qND7XaHym/mBseY9hTB8pQgdDvk/h0x13sDn9fXrcXef7tI3T8w4Xv26kJNzbvZt7afP0c/r8h953es9nPOZ1vhm8S91x6KZpWT7iddAniKRpDGDtMPmEoTCnx2M3Slh+7CgaK4pLJdFeaVoqSSut13tT/4IDjaEylX5lqlQyhy1XPant6dBQwCHVZBRpUETGGJl2kL6a4NIRfzrhqm5bh+aIxLnQuY8Y29d2y9dBMAEgRAKnDNK2bUttVjvVJFCvI6vVdqjddxAbIg48TdSoQr3azzW4vFSWRtrd32v7sMAXVG1dq9k3SmuSjfuiSdC1HxILNKduSJ1l6lMaZzgyfpSkBD1qDxYDTS+vdPWHP2ryzTfKnl1JJHqHoDPplATr5ZbYXYd7tWWlcrPRZrFSu12IqiN1VqtqIzX9xMJhiLckMTeJz7PeUNPxmS7OsZldapRPLSYTAmPqS5cTvsxaMdzh6lJQLR5vUdRXYm7DXiOybikjxIcE7sRewJU6QsXrEFVtW99KB7xlh+rnPSsJlqTYCUHfEE02in/bLupkDDYwTJA5yCALQOQ8btS3Eh2kBBvkoLS4ym19r235oNXmXvP5re4frs3eSqhI3WzMOYVqLC5JQShDZRXLs1soJyMPHrCDM8uPS/JvEhJMizP1s6FJ2p3M26FWb8ulkI/e3h994++fWuDGH/0ELaGi7ZzWOonSHKPM+xFWM0j7AJ2HwKCGYHnOtRiogc1bnP6b16sn8t/tV1pQsACGcL1VvQ95hE2XnJrdCq/YrBhoOJlpfHahIXmXBwMjqEhzMB+/xV78fmh8+EmbRyQ4W2/drH74/q/tCusP/4zf+rMpNX2Ma0G4n6c62suUMge+NPk/Ug9Hv3ykxLJ34Q3viVaidm/ZwlSSNYwHfc3gH9JWe7XVQk2VqK5c8GC94UyX9qamnuXNEFozzdsbuS/Yh7n36CvyW6P6eq9/JQQTALGL3d4FwMumtUrjGByQCm3xBGJ1SBNB8DQsNHh2pRf/+T8s3OQmTvT2+x/VJqmlmYOrKcjOEyTLnIr3Wax9FGvbSmWWqbi60vibV9JwqAOVSagsMRxpND1T//JK6exMGo+8DAkL2Ndcp5BXlKQiRwz5d4o41SHxrD8QzD1VjUDa5COleG6daDAYajS50OX5c51NLjTsjZVFhWfpQa1BAL3ZMLsX/fbiceT+2/cZEQu4AwLIn6l+Leor1yCbqBm4aoa8tBb0vMEhihJfznVamMGhtDy4my3p0YYaDSFKibL43LxnvaA2m4cxOIfZ9c45V365PRIVqsWDxdgt2doQ0MZiJskgg21lvn2txYryW9e6uycBAQnrCWlozAZtKnY2NY4KpgKmnl+mJOmrn00tpd1s+lKT0YV5bRLmkIHoE5JBQOBNd2EEyImKE3sn+E/moWPXuwH94vvTkXOH3H7R1DnmKZsAACAASURBVPtO0J1ALiGHeA9bVR/MFzCdFCeI8bKEwaEvEEXjQcwR45igHts4sxNsl47lTJ0jtaX2m6Xm9zAnd0YsMUsBM8KMI9ZpnFq9S2A5GJ5pcnZle4YSXiTP8KjZwP7RL6fT7xvRlz8HHD59Wr58v37lDUZ4Og+vX7mPSbRZDnPNvjJnL4O5LRZ/2hZBZ8uEeCXK41yHYuSx4YfSnBbZ36DZ/T4S1YxYPIZfKGjf7C2lJ8474GPs96TFjMfsw+HR9m/gNnjTFwi/f+hI1yMud8e/Nryv7dpXRDAdnFGSSVlPUa+nNk5NL09CgoZZTGKLk9xHkXZpqt50ouE3rzSGYO73Wq5RhWZoYdHAG+GhEHNVYpeBE8oVkRmIZAYQ5V6m/Pkznf3n/1CK2zZVT/JcSdFXNhwpHlDupjgmWjcJ0wgND2Pn2Uh1o7hulTQHZSASAl9wNsDmSiYNBDRyVtexelGu/vBcs9lzXc6ea0jx3Ji8mh5mAoI2KTMQms+/pFiiDhfDokhiqF2MyJDBp1A/m1hKPqsFiYfE4WBepxSZJjG79ZGMItqpahda797qYdFTnvbUz8bmVOPqGXfUMELLW8OrbQNYTkxQKhuYhBHuJIBalRJFVbvTzpLFL7UhreDqR8suQ07c5RovXryRZfFmnZ2H7DHojqjtR4B8hto774glwfMvzLZGthkS2zOOOCJIybniTokEfIJcFrb002399PdvbenT+0+PT57rTn8EUif9mVW7CIjStgW+UUiLZK6C54CvIy7U+A/CtcigVROoZ2uzzrA6wCgknlSnbnWgLB7IcYTKba3d/F53b9/o9uGtdi1SfKQ8wgHFc+QqTi371KCYaTy51HhKMvqJeW16ShDiH1nZHjvaDfFk1F/s0Ofy8X+O/NcXe+U/r+GwZlgHzp4wVWAfhzj/O+1ybQn3cJVFgn05z0ijObEAvgRsS2henGjVxtrsl2oPla0nC2dLarUtebEPWqyxsWIPd1vnaHCuPBtbSkQrHxZSH5Ijmzc/Srku/Ro++OdB7Xe/+eshmB1G7eVKBiPlo7Hi/kB1r6dqV2nHIogpPSNtI6nsF+pfnGvwh2+U/+lPSpYLJT+9VlsMtFvv1YeppqxNnKHVFUkOIMR1Gok6qbv4oKroq3d5peGf/qTsD9+42hW1MK5eqFwh3khWED4WIAmN0e+y4Azf05FKEWn7qkZJTYwoNqZYDdXLyUAEHqpwOstMmsR+djF9ptnoUnk8NImS8BHUxS4dOaFxCvO75/XDD3YEP2wo1KGeRYf346o+sKooYFur+N5QuQRb7EKHlsE0FvZD/FartbbVje4XkYp0oOngueKsUGxOWEGC7YgAdJqP9Qz0hUTkeUr5Rv3qCR/WWpfYzW4t+cBqe6P55mdty4XKcmM2VorwAis8Bd2JA2Lpru5kTIJQ4nFMHCAJ090R5cySqKdGLKkHin3PO+fItEMwLl0+BaDf6fc8vfbu7yOKOjn9Mc+d3P6hQ3PU8fnCXkU8aoaqC8GQedoTAlKR5MzqzOVJppj0atud2sVGh2pvWbGqUaZekctyju5bNVvMHxtFWaTiMFV72BjBfLi51sPdjQ5Zq6wPw9lTgmnEPCIz5f2xRkPyHV9pNDoXWanIZQxscUp6HyQ+NLTPd56ZcgJp/we17Odr/+trCWLJ5nKIG6YKRNL32+MWRIPHfZyBMcQRLldEYgmi5ZJQTBvTUI0s0Kqs16ZhIoMBMZgwtRQv3+4qcwoSiUASsAj1YA9KcqIZSAgSh3zBQT18QjH9/U7Yvz5o/nqPvg6CGSZcVJof9E0NOr56ruHlT7bR6+qgFYWRHV1qR6X62VT5s2cqXjyXzs5sIcSTidLpmTbbG2XEEbJ1SDpgsoyrFFeHSJsoVkmmA4jybKb4/Fy6vJL6FIYORDEGNB7fSZJyHIaMoEFwYLNjREcIYnkkmhHJ4XGzpTek7YPzr2MjlkXa14zKIzicDC40TKdW2gjfDOPCzKsTYhw83T4Bx368SrZbDC6e0H0IDXKASS1IHFFuydqTASoZsh9RZJrcvaVnAuq8Rs2TstWuLIXDFAWBL0bfKh6QTYiQE1d1uj6Q9/qAPI60tpRdXrwUjzxiwHYqDwutqzs9LG50/0D6tWvziN3Vd5bQHhVQUWCDltBAVlVlGZhIdJHiqJX1NSzONBs908XZS0v6zW/SslndxRaJkmQLqBO7/mA/fYQLaOTpH+ox7//xxqe3PPnNfR2aenLpPT+9/XDhgypfUF1radMotN7gEZ6iJk3N+5tkGvvbW813C63rvWAqnp9dKKta7a7vtH9zq6os1fRT6dlYw8lYORvjYa3VzZ02u6WyYaZv2m/UFJEqihWvV9o8LHXIDiqqnpJBX0lD0jaqsgw0yvE2vjRVdz+fmPckEgy8pEkwqO2A58eD4j3Q+fRTTJeB0dY32/Qf3IFP7/IvnmBPf4wN8/FBxzuGe07WsPGEYdn6MQSVNW6yv+1KHMnSXixMVhZ3juNh7akcl5uDdoScWBAlTK7r1vGg3xjRJPEBMEY6TS1GOyNEh5zWoBnTSPh311cnmMzJP8O63fXi931/HQSzU0FCpIh9nE01+eaVrhZLK266eXOt3WppEg/u871xX5P/9Edd/ac/afTilatOq1b9Zy919R//oZvqoDImNV3t6tgssZCU8tBqi/Q3GmtwOVP+7SsVz14oHk+96HSS6ZCQ1QVVMKsM4uX1Lz1GLawAc7QIWHtfKqKAa90oa8iOB1qL1bSpqIieRT1TXRG6cHX+Qv3BmfKUgmEUzuXDe9x2ia2WjfKIwL/QRmcR4xxpawbJjJi8jvPMFKuvXhRpVNSqp9TZrFVX7ghAWAE2Ri+h5Y3s24PVRry9/1lRk4mEDqTjsooJZpPkRWxUxspbPWyh0U5NQxgO+V+J9/OyW/MFCdNJDv+gXblUTU5Liz10Zsb3rG98K4WWT00qJvPJqDjTdHQlqr1M+pfKiBejioYli/C8vWxmBm1ZSwybd0TS5+JxKwGTR3zP1V/+nc7R0zuetnf69OlzJ8dPmwiPmIMOx/BqpKBrQ9WK+qB2tVP15lbX33+n+/1SZXpQfzRUk/XULDe6+cvfdP+X7602J/HAk+JPlkS/3dZW3OD1//qL5ss79Wd9jXNp+OpCgyTVtDdQfkjMY323b5RViUmZOU4+xVRn5IodXWlUzJSqUCs3obBvUrx2Ufq6A7TN/Onov8xxJ7t46/x698yXeevX0CpMAauI5fPI4IW1G5YXX3aPhXZwJwQLTJeZuyGM54Ec+mO0atgoE0upt1gfRGrEBqcgsFuCts8zKG0rab7CyQ4XFAhuoX6vVW5lAyHK3ilb1kHD5N35wEL/GoD5K334Oghm10EIJ679w5Hyly903rYqxiOtn11ocX+nksz7g1zFxUzTP32r0cvnGlxeSP2heXL2X73Sy//r/9b6YWWq2HKz03a9MZ08xVNXdaWaDELnZxp/+wdN//xvKl68UjSeES1MnjxPt2fZNHxCjYCB6sHS5lVoK9KWHjYj7XY6kDQBtSx2zAh1FLFpFvtr0mVKkoJsqPPpMynk1YQ4ElkPITDnGH4H6QKC6YuqA8zn/TZiSUQB4wpB8Cgi8VglYwjqWJBdP23V9hvtxyRh36qq92rb0jYOMZluAENFGGmzu9Pd/WvlyUjFoFDeJxAchqDLQgPI2DGodSCYxMySgGBuidKX62stN0iUrool8QQ1OQ8EydvwY5PETUXe4NCSKkty9XsTSys4HV+JeovDfGZS5iCfqpeMQuA8jleuwgWZw2Ebt23wpk8dweRFPu+n8DcJPszNp83ExyKF07d1b+ie5VpYi6yKloLCrVKTmiIlSJurlTZv3uruhx+0POyVzoYanU2V1rV2VP758Wdd/4+/2FyMm+ea/fsrV+U2rdr50qoC3dy91uBsoM3LSw2uphrmfV2OpvohKbTZrVRtKtWHXMPZWJNkqmlxqfPhlWbUBu1NrGwBq8bWlFlH2QMuy3Qj6Ub2Zb87WIbvJz+/7Ls/X+tGAME3j9zzrzTug3Qnr8DUG9CfIBKWegcPdhWJK0zDBBPrubOpvqQCXJR4HGiMNmivdo0qlmQWrWJyecM2N4SetVpucajF2YzQraGaQSz18b7nA3PareDH718ZzFd96esgmN0ck4IDxFQUiq4uNCx6Ki6mGn5zpd7dner4oB4xkCQTeHalmJI3OWrUxOyT/YP0vJZuru+06uU6zBfaP8xFqqiK0jW7raLhUAXE+M9/1uW//7soNq3R1FWxSJ+g8gMaCa8+gTOFuUMf0ZazzBBQHCUodt1ANFHHUrcOAmScNVJjpLghIBwHib5Gw3OV2YBsuKZWROUCV0e8nEVvsJgDF/YlVw2vwS7r7/JYPdtH1Ck0myZqylg5Y8kO2g932m5W2u3XIsF5U1LyCwcgvOhwmduLcloPi9cm6Y3GAw2GqaKkH1S9IY+tbzOzX7btXvtyLggl8ZRk7Flsro3wltVKEcmgLXMIanHSCSZqqlg1G/OA1N43W+V08lwXsxdWFWM6vLIC21k8UGysMqEP7tyCmtjojg3eHUb5bVl3ngDbeHUDiE8G82k2Ijv35Oa/8+cv1YVPX9L9Zm8QFNtYoXUIJnlciVver1ZavX2rxdu3aoeZppcTPT+bqbdvtFmttbu50er1G0s+MTwfm/RY5H0l21a7qlXzMBdanHbf147CBfWfNZhOdDU909lgqvvrey93F1Uqxrlm2UwXgVhSpxW7N1menRnx9U+UEib8R1YEDN6N5e8E2tPH32nWyTOnjtKlMRePD50S8M5b/PHq13HUEcpfro/398/pYzey7ps93h0/Pgc4gA/sjMWlG/OOlxjK9tjy0EbDVGmGG5CnoKwqGGb8DHDyIfsVNvRGbdVoT6afA7bLQjF7vsU2Sh1NnCwJ2+JdtousE96jdybtsXNf+dFnIZink3p63E36KQxOz3XHpm5CLwgk2WXYMrEnpiPF456Kl+e6IgMNOTfTVEmem0MQEqH/RZbfNZrGyv6U6r8cpIfvvtPtDz+offNGZO4v4lijJFUxnWj24pXO//CtJn/8o9LRzBwVUE80VWsOLaQWa+raFgwE0AK8G4zceIXxRjJfrFUtiPu8M+9EesLYKUqd9FL14kQ9HJRISB33LCm1hpTjwfs3V2MxoUiuECyPS7SxBKbwcY/7wupgxT2nx/w+hbm18cH/fNEaqMlE4HTA7japiyotQiXLhvLamCx8VG7l5Eo1m6bcCGJXtRBLPOhIyICtc6NNda/7+U/KCWbOa531LpTGZBbCR4rECHjXklBip9XmQffzt7qbv9F89ValVRShlBg2ES8GjbcdPW5Ift7QTm6pzAbFVJPRuUmW57MXlrUHyZIsPjgu6UBqO+4n4Mf/mSbYsaiPl7UGMnkPQjEovXOemz9mg3/MPb+cnNP587ntOuohAnbOsYzN2cHsxnvFUa52sdT2+kb3P/1kRQFml2NdTSfK00TNLYTwrZY/XyvFSzaNlTUHnQ1Hllg/yhqR5iytDlYNKN6Wev0//qqL//zvRjD74zP928s/6v7NnZbXSy3XS0XTg2bZRC/PXikpSKzelywZOGsHFRwf/o+Ml2K0Zva3/neDeITB6dgfz37k0UlztMM6A1ZHGIbpII0fjgzcY/cZg+rGkH6/b7ZCu3b0M+Ve+vA4n97m+/vFsx/6+7XneOb0+unxh9r7LOdxZIR5tW5jBgJ7kcLOjTSs/wxmPo/VTPaW+alXpLq5T62sG/maD7Hjx4xQveQgNELV/DUKN6uHSrhRkQ+VGo52YkwaTzABNnhgdppW8rfG9RQ2pzA/PX4K099q91OvdxTnU5/7qPsZyNOBvvdBkBOSpREjVj1+71KboybEUSNIQ0ZZErV4SFJhA5tfCC2yMkrkYJzEGv7pj4qHfWVXZxo8/MGaJfwgyTLlg5GK6bmK80tl55dSgT8tVuvQFuEnR3UqXDyLmh54qIgVWm5KNduFys1c5XalQ10pop5m2LSG5i2+DaTB2LCdAWpKYmU6WN5KG+wjOJxKnWzRx0uf9Sjs7Xe0kOEFpkCzfvoJ5o6pyZNao+Jc+9Fau/1SxEfiHVyby3mtOCX9HxVA1tqW2CF7GmwTFXWsYUpuVjjZSruaTDE7bfdrLZb3unsgJAVV7J0UlYoSpEovL8beRQomGb6aQlk0Vq831qA/NmI5GV1qMr60yhg4nPQS3lM4kYTbRdXEnPKPMfM5QbCPMOXk+y4+vbm77/HJz3vke4W1xl+HsJ1u+7kjAodxxGFnvdXi9Rvd/vCjFrc3ZjeaDQaaDkmzGGu7XGn/sFC72apnhItScjhm9CyOEunKnHKqVjlSRnPQ9m6u/fWdmhfPlZ5P9OzsuX3m1yttl1QBahRVVMMgNnkkEctH4WiTUmiNQshoVkLsJ2B7stQ/L9x8+k6R5uPMAbcAuw6ET+Y6gZge7fehZ8d7P3tPv54GGaMBCvzkMDiNScLBEXRb5FONySuctKoa1LJec3Nfr8xb2rkignNrNc1Ou3Kuxfqt+ouROeJFo4OKbGChXL4QPEkJMO+8Jj6wMb8eWJ305IsSzJP3/PahbSwmLjGOhfm06DzKFBnBgqCCwLE/4VCA9ymxRE7ojOCyM3Mpms1U9HvKnp1rVO5CkVSCbDOlWa4oH0j50D8WJkLaGciFf4OtnGgiUeLCg3XPi60eKL6KanL9oN1m7hIXtaJa7vNEQMbpmgYNTzMSVHueg66PJs1xtzEKxy39CKPjYn489bmOoD+PCOXdVj1jDKPAGcDV43QxjVoVvanGg42VANujlm03aqqtIXbLTUqy5nivktjMfablJlZ/GyntI1WnKpvKkqOvNgut1gstV4SO3Gm9edC+XCtJnDXyHmFDYS7oC+rXifr5lUbDS82mF5qOLyxsBEKZsxnjvqWOgCkxxsSIZSCU7w7RB98hRIBhsAYi3efpA93vLzcpThR9OXRvcyYt/LL+BpVs7ekiYSaq+Vw33/2omx9/NLXsxUtyE49U9AtT3W4eHrR9mKvdlzajKUk2qGNK6BTr3tTUiTF1aZtYTdjdYqPl6xsNv1lqNDvXeHSmZxcvtThb6e36jZp1o2pVeWyx1bcMsayYU1g2rC/6C8E89vtXFl034C/wzevtY/14/wuMKbRLH9oV73/u6zv7e/vPc+y3Tn3LMZIm+Km1UKxBcaZDTOFqL2qAF4I21OXcWB1Uc3O02Cb8GdAeXYc8wqTNi5QlF5YcDTspM2J+EywU4wp/b7//OTPwVRDMbj2bNGoFnFPzaiXZOiZnovRcgeKkxry5LATCCabpfCwrBuIm9utY8Qh9OhIiyQNwMsGggh2L2EqkD5IF8GHiwqQFAsaGJyTFpEZsRnFNiVxTFzbNVnvKSC1vVC7vVe7Wagj6JkMG5kgThoMLKt6nltfTXbSPBNO4N8iwe2Eepz50A24ZTv3z/wFpf6ch6Q7wJ9+mjjTvYKuIbIuaQH+Ckgf9vSY1ydfn2uzmOuznVogWO6fFnKallTJbbhulq1K9JdLnVlmUqSxL3S1uLVPPkuoH+632exLsw9BQ1dSLM7NXUVeTpcmSEKRT9dNXGg9fWgm0i3OKOp+psMwinvTB0m8dpfhABLsxdUA8BWeQ4nyxcAMXu0/3wN/73b3waUe6doP6q7stzLftAcs44D1iLZiGBeQC57VZU/hQ9Xqt+U9vdP237zR/ey1yKV9enmt0fmbVeMT1t2/1cH2t/XqjlOQaMJyYOyCWxBoH5jHJILCxqn2l7X6r19+/VfHHe43++EdF/ZEuLl9qdbnW5u1azbbW/n6l6o4wlDNFeFUmB4vZIxEEApsJlAybsSGm/DP/gho2gPfdnrAJggr3n9zLd/v1e351OOwXz35o/QW8F9aaPWZtcH8goHGrNBp46HkflS3wQruHlk9qVjemVYK5s+T/YMG61Gp77SFobaO8l6jIY1Eh0dT3xlWxQnjPh/r2i0G8c+JUm8AF9szTc+888Bl/fBUEsxuPIwcT9izMwWU73FCwGvIHsgfYrmrjumWpsR0KEWTZe3ZS3J65FelnR3aUltJHzuMc1XQQWYgnj3UfCB4Eywx9vLW2/IrUuRTVO8qFtusbbZbXqjYPaqutKCdlk29rEDuJ+Zu6OpE1YdSJi2GBhI3KiLol4xvWn/VzfqaDzef7dkjagI1wWAcDAEDKdAoIeZUJOxGnSqLCbITD/oVGQy/YTO1McwQgPAuVdUoO0o12Ta3Ftla6RC5fu4RZ7nV3e6/5w4M2G8pG+XuRPnFHh9lo8Nps3FMXKWnQJ1zkmcb9P2k0eG4S5ngws9JCVvWdTEWWNJz1QAypw8z+/6BQYwP0lIC8NDzjC+DXoEyrPPv5/7zf3q+niL0bk3H9JgUcVG+3Wr59q5/++jc9vHlrhdfPLs41fPlc6WjogeV3d5rf3Wu9WltYEM5NaZrokPVCCFVPyiNFw5F6g7GipKdmRxL7WPPFRqv5Su2mVFwMNBrPdH5xpevhW+3XO81v73X902s9n8yU9nOBDVEBmwMN8AxD+fyQek+LYcmeXuleb/jEfvzyJmbTP27zBM62bk4b+hc6PqWXR34w9N/oHHDwre3z0+0VU0dzxccfbgtsNYp8rhC93GjQO+gwotoSYXOt7VeLiSZ1JvuNrD8QzXKvbXnQfBVpMM/Uz2GAD5bZjCxchHlZq4YPHRPYi/6O/4775O9o42Me/WoIpk0U69r22+lyNkXpcSw+rW6wxtHTnD2D+7phXaRGDHQ4o1BdA2M2cZWcsyKx7u7uCyRgVV4H0bV3U3KHxAP0BckWybIURVbbZqN6N9d2eaPd5k7NfqmoIejeEmxaXJ/LwhBMz6phCNnei7gZliPvsdqO/tvYANutgWDCFVPU9rNvYd5nHIEPNrAhDtyO6wuwt0QN3EbvTP5TFo/Uz0vLnLMKhZqxa5DODi7TnXXIM1NrVzdW2b1sliYtlmWl1WKlNRUv8CiOKQ1EWbaeJTrAZmJ2VZIQxKkmw6mmE4Licer5o4reuXrZ2JITQBxxNDEPP0B/LAB8XCbvPzBM0nnsAovHdfb+Bz71bNfm6XO8w+f59Owvjm3+Oev3dj/5ZdyzSUqt1XPdbNe6efNGP/3v77RdrHQ2HOjy5XP1ri4U5Zmq9UL3t3dazqkwslON2E6O46KniOo8eUj3mOH+P/Q45qyvKCbeNdVqU+r+YanFfKnJZKJ8NNH08rnOL97qzeYnO//mp9caXj3TaDY2f4GY/M2WC5r1EtSyj8P5xXA/y4lf0sFfNOtEs4P/KVRZNyfE0ghId/0XzfzLnegIqIeaOF49DsKG6TDpNHfHa3bADTaLxuMbTkOKJBohB7+mVnqxrIjRbrTeL8xhiDqYlOLDIYiMU5tSul+k6vcyizQAwwyJ3jNnPsSXbrW/+/av+ddXQzABErbKQLUsJMNCLgxd+ybsEBzTya2uvgub0zxNIYDEE8G1tO72DOmyKhq8gew1bgclj6LlPLTGwmstxynu0l442EIszHaJU89eTbUydex2daNqt5DqjeVBtdyx5n3E0mIMJvKart4JZlgYEMwTKdPuNXtBVxfPifyjbj9Q8c+2gjpiSR/5dNImLwiwN1B0QGFzhPOYqKJWeTLWaEB5rKWHmdQ7bUoqtFSKEy8eTRKEqm203lFXk5R6B9VsrrL2lGnWrBNoVNYxoSIJydBz9TKC4kdWxWU6JbbymYbFcyWWRhDOlJRbzH2oweduPQ5mGJHHYZwOyUbnDgqMmZu+xF/XLvA7/et+d9dPr4G4WQlcg2EyHsUXpN0WmCi0JFaYV7pfLvTTTz/pzY8/aZymms5muvjmpdKzidpmp+1qqZubW81XK+1KvJ0jRWS2GgwUjYYWtmWhWHi0EcLVH5gkmez2auNai12l6/uFzm/vVTx/rnw20eDZM7148VIPN/daLjd6/fMbjV9dK35+ocFs7LmfLZbXx2ae75+d4XsXbr/+y2HK/23Yc0dlwgmhNXuaScc+R8xCN1u/3v7XdrXDkQygwydhTYUBGc60Y1+HNlZz+Ak7wuDCDf4A2oaO4aCMIlqd3OzfqapxY2trTxawxuvkHsjxjLdXSg7q2GI0SXrAM4RAZUnPKqX0MAUYXvnaYPjb/fl6CKaJ9K4iA5hoRJHccO7x6WVSw2SCYC27NDdRTcMnHK4KG4o5BwVvPZv8GMchXwQgXEMg/A6neA40it8CfiasoaOjj7BfUq1jp/1+rtXqVuvVjZJ6rVilSaCmNEYFHJo07s4clNxRyZYtWN6QXoccO+LqlsxOIWIp6kJbx4H/9jx+wh3Wm0A0To874uycXwctcA2p+6yX5ijSM2/V4fBcoz3J1xfakaP00DiXyYbBvhGhBq90IJdp3dg3uoIs71kpMwohNGSpQQ2LuqbINe5faDa90tmU3KRnInykl47Vi0lAkFv8KhOFLQUbZ5TC/DB07+1xigM0Hn8zN+8SSiT8L/PXrdZPbN+QVUcw333WVPxtbaquu59/1v/+33/V9z98Z44+3377rS5evlT/1XPF/ULLh4Vu5w96fXut+4cH7XYbSyCA2rQdQByp/0r8pidlx6YZDYY6ZIVV1inbVvPN3kJSRm9udfZvO80uCMea6cUfvtXb19darr7Xzd2N+j/9KD0/1/kZjka5+fngOJZRgJ2N2C2vLwPod7aHqeROwGazYPwp/gMdY/h4A9Pvath39Tisd559vPMLdf4zN9utOprtpMsPHoe1b2MM//l434UFv8hGhsd53OLBjmkmVS+KNepX2k222tVb7auNVttKZb3Todm7p3sGEjhYzv/l6lp5jEmnb74HSTxQlBZe+CEIF58Cjg+pX7vzppH5lAY/4d6vhmDaJAc7gk2eCUMchaUQFnI3NjhDkF5H7GyhBxUtGXcggWaLYe52BgAAIABJREFUhNtConHaanjTiEDXLOeJE4wovenqWG7yvDdU0oBDL4WzDza71fpO2829hsRl4o7Ucp37cJf2ZAdGsKH4FPslIKVtLK7TqkVQHSQ4cphUASI/rnY2tjsucc0XcTfiz/nNCx1Gjy/n3RBN+mM643CJY85DSLH3ZiIxQL+YWiKG1fre8pDWraumHRY+WU5sGS9tAhtUsO7QdGgi89aMs4FJrRR0Pp+90vnspc4mV+r1Rlb5gFhDEhWQ7AHFMH9GLI05eWR6OuicwszAapzsEcDvx4RcPn2wa+wf/A28ALp9d0Oz9UIaPMrdVbq+vdEtWa/KUpPRSM8uLzU7nymmjF1bqSx3Wu02VrkHKZLalMbdT8ZKJyOpn2vf1Kr2tVJ81UjePhwqHYyUFBtl6ilJS5WHSHNspdudhruder3CJM3Z5aXu7ufaPTxouVnrYblQtlkpaqcWZ8u7zL7MVB09Zf/BgAyvM9b0dK+9pxtHwhmIyHtu+Zc55ev9Q9092QPHW1j0Jwu/Owy3+lUWIgIKSU3wiHaHvB6hZpQCbLcqm5UOyU7abq1AQhTVQd1NBZ1YZU0M750ojFCkU6XxUAO0HeY1e+zMRx+APzvi2D309Hd3/nN/f1aCCZy7aTHYdxPwi16//4ItXhfUTHJ0XBdatC/+6541cmNE0/AolwK9sV7w2wAbgEsydIuNDOrcsJ87YllB2EytCqHiQ2PYL/HgrC0d3Ha/0mYz136z0OhAgHZrBZYp4ss7zSEwOBp1KecgFrUF9lcmYbrLtr/DO2zbOhAr+urExhQs4djHbAAI4++OfwHY3zjhahuHoAHoZMZ49P3twmki0RP4EQv1Sq5+NtJoMNNwMLXNQAag6kABWgo/+9zEFoMa2jRPNgcBBI8sIBDFonemUf9SZ2Pqg77UdPzcQkaiEFNp8X3wEME5gW/bHNZsx0V11OV0+N1COhmnLajTe76WY+bF4eTcsfP2xrcEAorqumkPwm6E2+JwPNGz/rnOLp+p1x9oTxGAqNZuX2nfYnGPNSD5+uDMpIJoPFJ2fq62X2hd11qvtsrrRAUEhaTqs6mKplEvbjVOStWjgaoo0cpsz0sl/VZZr6fBbKbZ1ZVKvG3TRGVbq6ypadoes1fZFjWCeTI//xBQs7K7T1jOdCEswccuBCYQ34Lg18BzPGluBr5BHm//Fzr6xVDf6fvp1V8ZJNvp5FYgY34DjuWsxTQaadA7VzPaqSI5e0SO6Y3aZm0lwVxLSEL2Vk2103r7oKjF5DJRXkyU5WNlKYwwE+Swf+zqad9OOvJ4wztH/yhiyUs/mWB6rJ7397ihw/gYGqSDP07Z6afAN2kl3HT6hVMrm8wa6SQcAhg5F4BmDfoboFHuKIL6JzzH83b/iTrINoWnt+ucQ2yOLP2dM8GU/wK386EBCCE1GiGUhJMkaiyOcF9tLei+LLeKTE2IOthDRqyLRix9HOZeT11MkmSTUirEapptx7jeQLhPhhYOw2o93elcsc6FgXbHHQCf/u7O8/302m/95pEAf+YONTePWDktSjdBDklHOLByZcP+VIN8rN1+rrpaUB7GbEbAGscegtjpg8nsTayqRkrtqd8ba9R/pvPpS11MX5mtcpCfWfiKuZ8T42dxlT4ntGEb4ygJmK7YBoqziV/nJ7Ay9YSN3GHqDMoRvvbUyX9PQXJy6dMPfbzej49t2O8zzQNdB/yGpJA23cGNbzjys/MrtX/YqySZPykXZ+fatol2d0sdikzrKlHTmygaXunibKQBksEhUtmLlUzHaoZjrRrpdr1Vr4mM8dv0M8XPzzWaDBWnsZq01m6QKhmPtGukN/cLbTe1ng8mlmHr7JtvlF1catVUKgYTZVlfvSQ3FbwVpO6GbZsCqLua/9Nh+WtP0G73ou4+1kHQhASnu1/MuSEt0F73IYCMvEQ8y9/72g2X/kW+GEk3biAESnSi53ozJ0/OPHf3cj+WINuuHWQ5GRqiHTu0G9Ai5OrHY8XZudrJUjqQHnSjartUibr/0FiR6jRL3Wt7v1JVx8r6Iw12MxXNVHFvYNorZ4A9btrpi2sOO3BjpvrFVHd97G46/bb983jilPh3Z+3c0+XTXfyV708mmB0Aj20Gzt+TC/jkdP8zGXQM5x0WJP079jFMhLXXTYzTwmPTFjeJ3cy8VUHUQZ1pRAgnk9RSr7leltnmUUJNTG9nqgRyyJKSCULV1qRdswhLf0eoOg9BoK/muEL+Ut5T75QfGkty3VSV7u7udLdYaF83GhQjxTviIHgooYa0FZBOTZvKbHmmAqqaZ2SuwSZrOT+XyiaUQXL9vvnBmocniYxr0/0DsCO/ZccBHCez7qA7QjJA9R3oPkK6g7M149sGFQtv8VE/3mBIw4pJB4CEV4P3TPINkjfzgKw5SApNBzNthlPtdjfa7UJQssWZktUo16GJ1UIkm0R5MlTRm1i+WatVObiwyiJk7elbTtLCJNhDEzyEbUihn3zxZ05S4Tic875xrRvLI7Ph9NXXRtdEeDos5e6Z7uzf880bTt/ya213qMrvR9KxRPzd61mvYRhWNonqD/1UFxcvNO5N1L7YK9nWurt/0GqxV0Xps0muTRlp0ZypePn/qMlylVZ556DFfqNs2Neu7en6bz9rTzKDw0E5psxpoTS7VFp7rVNyb4M9myzWcnfQYrPRfVxpOZL2xNj2pxpfjXQ5Gqo4n3rt2n2kAflDI3QQIS0eGyvgB4DdSdGnEsHpMUN3CbsDwoe+gSvwQfUXK8LjWokxamgkYsKU1LMKO/v93hgQbOW0DSxJCn5ocSDLFauwDFzYxbHDkwjFehoYl64HXT8/rn/dU/+4byd/vvoeiYETIdN80RUbE9jnZI2GcfrKZZLCeuR2pi8MAYhz7E8HRw8SacZ9TXtXKs5iZQgh20rz9Y32VrsWCTNRm8amids3S91Wr5WsCrX9nl4UQxWaCk1UW7dWqo4yCdZVUlSnxH4eVJmfA3HEiVLzsAVX4yOBsILfCmFNFJKwIbq/Rdjd1v+j0HaSzOTXtmYY8/u+fj/B7CBp8+AKTJM+bLZCbywU8lENeCqdGvR93ftEOhtkx3baZidSBFGzGXekh4cPCQVAktxyqFq1JUVM8XrFtZ2+xJZo2p1/mOJWUdMoooiixYvwGkJHyKYfVKmob/H0tKTWpP+qlJF4vWqsAO/qAfvlxjy/BlQ2QdbC8EnZqOCxyeRZn1z8tX6jyGRWeX+z3wuianexIGAjzEsJG9Xj9NAGUDPI8eO9fzzQXey+u3Pd7/c9GFbVcZ66Z4CJ9cjbDU1Ag7xroT+hX9xJQoJB1tegN1CRFcoojWZqbK8mEjWpDk2muO0pjQcaF5caW/3EK51NnmlQzERJrkE+UZqQrYfsPoDLvfx8/Ce71nrivbGRvTNMznfXTo67UzzAsT3TPdhd7H6/D16fcu5T2+nuB4Xh8ObdM0mTzhrwWZ+I+ZbbylTggwxJsdZ2udNiudNdTcqyRKMq07aUNhpJo5G2SaIygYE8aB2nynu5yijRZkVoz84TbjS1MYVFLpEvlLJcOMiVTWtrvV7vtd9XFupT4XjVSrPxUMXlC80uZsoHuWKSdBviwq2L1HgBzuxbGyK7rYP1p8Dz1+6lxZCu0rii1PehMedu76ZPDfueZtDqWBe6pCVoMCDtvZAdyj1CbRrsvv+fvTftkuPIrgSv7x57bkgQZEmqbqnV0zNn/v+/mA9zpo/UpSoWQQCJ3GKP8PDd59z7zCMjAYIFkKhFaiUZCA9fzZ89e/vSv8Snx9Azz56ZfvrMv8wRB2o97Em+PmESbhhHOvw0PccBPlFrh4vHI/abzxAlkMWDFddipP4YTO+thjl2oy3Yv7ip6bvM0TBgkB2cgkbm+209h79PEKRjpKOXOE8SJN5QsjtXgXC/sUIYpCecBUU5i663aooheY4oxsGYRGxLhbSDJFkapo30OHy+q+b1uOcXbXw5w/zkY2xJUA/Ue3CJcMPQ9eOrOPjTF+jfz9GJhm9HRUdMl/5HMrRG3Rmo0qnaD9MUigL5PkMynSFMGXnFFHqaAq2lU8TQ+bJR7VO2Quo6tqdqNDYu9KN2Qne2ihvUCLoGcdXKnEoK1K53OKw2yA+00TPXyDrKmyxqM0QkPEpuei++CO/hTIdMyFc3Fr63QUjnn2z35ggiwfFeH0PuZA8fJCCfALP/fbLr5ArbFEY5DHLny1Ruy0W3dHMj5CPsRfLMBGCj8zQHzJkkYjN0PI1jma4pl7SycVMLNyl0kFzgfPYtzqffYDphMQI2dh4jjligmcnMrLpEumZBQhwVMeppfj56iZMdp4h0svunNvtT9dqn8Pupk/+S+07mzT2WhFgBU/0cq9Evo1kbVK2PgqbTMEQeRNZSjvsQopR7gX5MYodRiiKKJSBGFMODCLvNGvv9BnQvtDSthgFSNjYgy2NP14ZWj05+JjLMKE6UehLHCWZJimgyQTQcIUyoGZtRxdEuQ0muXwXmkVH1QP+68DSCyXv39ycM+ektKDz0AVw15dzX13fuTbj9iuvv9XXH+rdytyOzJKQ++ar9AYMdp6+f2yM0Re9cf1nE8L1YnYK4vvOykK+9Jg7RGqi0KabMNSjqPbaHOeLNDJPBPQZnE8QpfZsxAmqaVYe6ZgGUFhGLkrD5hWIe2EmKaWksJNNrleyIZAoACyhQQOJ0S9N0Az2O9ytNwJczzH4E/NY2gWsElUSVTMT+DAElfWnBWDL/6YTpenc/nUKCyffngtdCt64VaCoEVQWQEtM+ThvoZocy22N3yLAuc7z4x3/EZMJC6qwTzLYzFeoCiJhsy/N5fWGVevZFjjoKMIm/URk9TQqAAWlJ0+pZ1DAZ9dWsljg8vMfy4QabcoGASbkKwac6aUKB0EvSGokNwWEIR2mck0itiVISpV079sGs8l1ZccgA6r6PAHbw/MTXT/qE7flHLHc/j7f/xK1+creYWE/0uHJOb+arQztrlLK4vbRlmqlP/hgsFMcDTCYzXF1eg91FJsMrJPR/eLG6iyiggLd1jJnP6BeoVBqZyXjTn4PJh2NziHUylo83f+5+H5/959zzKabCJG8d41CZTpOwNBlzUBvUASPAPXQRf7PERo2WEd6BpWMR9bgyuS5pymKB/DJvwFZND7fv8fBwh91ui7LI5KfmOVQKqTfwWURjBmZUVY3RaKwG7heXV3hxfYWQPlFXkpZTx3QsPkdQpzbHcRhH+3OCzd3b5tpwpmd8RKceb3maEEzfPaw5Pou47v3jdp7B7C8w7H8nj+hXSb/0JTwL5KRjps1T4GVj8bPzKxzqnRotlA3b/h0E45DnBR5q1kDeH7Crl1gFc0zDK4z8IcLEIugV+0GLBcubqkxqp3q0FJyJj5wzPto4jgMghyH6Cxd49inAntKuT53z8/t/AcM0LcNoVz8AWyxklr0OIvwkQlJiJaR16ilR6wfGfdx2wQ0eo1XpHqRhlR1AaplKUebANgeyQt0XFj+8xmazwpZFvSMPk5cXmFxOVYxA9my2n8rZ04clYGsxv3qzwcN8jkWWAaMU8ShGPBnCD0NpsuxEQi3QY4O3zY6NNZHfv8Xj7R8xX73BOjhgMApQTj01mvZle+ID+NFLuJdyZhARHXt3SezKR6QYxNPd+ZLUeDWnwkicFrqMW6f37OH1Jd980AdDO71c4hh3uPNOj32wbfYDcU8xTRsZ/7UPkVk5lbItE9mpvbOaT4wkHmA0mmI6OQeDhBJqlSqPxS4XFjh1ZJZcCrylJK9+XFopf2KYXMans9D/cvfQu/b7+pezt+h//bW+ewJ++nxjNqd7DCZGKAJ0lYea1axoQVFbTAqJB1RVo+or9Otp9dH3ycZbNM12FWrWoa1KLB/neP/2HVbLBbJ8LxWRcOdYKOSQLPH6MIwk7V+cnWN6NkU6Gqi1G03vFgBmubD0a2veBFLiCXH5SXw+nZkP3upX/rQ5JP65mRYWEF9tHdHm1R97OkN7JJgZsxQh7tfkrxzRf5zLn0QHMUs3t0/wdIK/C6Bi+cxBMlFzhEOZoawL1JtKwpzVMfZVc7jKW9RNhmy1RDZYoQjHGPoRQj+2aFzfrFdizHTBMQeZvIBdepyZn1YRtgtkI46I1hPHSDmFHGY/xtMZ70k0rZW/FB9/AcN0KoTh6QluGOfXvxqltfmxsG3HZPkavZjSo7f7rZeUZkk7dWM5XWhlHvWp7e336B4WaB+WyB+XuP2Xf8Fit8Yh9lFfjFHu/glorpUnyP5u9EeiyIG8QrPeoGIN08dHvH37FvPigOTFBb79h1dIYg9hF8OTTt+BDd269Rr1zQ2at2+wef8aj49/xLq4RTZmgfUR6nGKjlWnHQIRCJoE996nr0iGIGZCDYAMUyqnTRj3Gxj5r5EoFUEQbEhs7OgJkH9iUw892f/h75ND2jy9pyjkE/P+8FSOgKfzlu62IkT8IauuJYWrwHzLRWCmFEXIKkqW/stQPUDZGy9Nx4jDgQX2qFat81kqb9Z8yXqeXt0BR881ds3BELbkffw73bbxGawNx3juU7QdodtD5nT/T7zy39wuMU/Bm9PAUo8e2oBCW4eWhc/9Fnmdo8hZfakSnnEOIprJ0wGGw1QMk03KZfJoOxz2B6wXK8wfH7HPdrDay/QdMT7AzLIMgGGtX1lK0GF7YOqQEa+aREwpRKaVKsGZ8yPk53z1a56T1X++LmiNyZ3e0yGGjPk2BjNpPyGwYZL7Lc2ERf6dhvlnGufpCP+9bR/pGkHbLyCt/1NmGSnyXc4wP8VkdAZmFJTFAfluZ6UwPQ+xb1H2OWttlxXK9Rr5cKWI7zZmuUZCh8IaAz1DBVUqXoW0vGVAFi1Z1u6xZm47aXYXKJCTc8i/J5nnONiPQM4jPaZ8dPBP7PgFDLNfCBreEYZuuEojIJPguukXOiXNfiEZMXMIe1SsnxZYg1L5fEVdWPwa+fOhApZLdKyd+YfXmL9+i/vvv8e6LtCcU1u5RpdtgJINiBPAjwCmceQHFjPE4Q/fY/32HR4fHvD67RvsvA6X//QPCLMtgmYMr2K7mhxqHb7eoLm9xe7ffo/9H3/A4uEdlod75MkKNeNnJ2xmzGo2jmnoVcxcQIgwrF5y2fEVaS7jfLM8HKUtp2FqYtzUHWePGzSHCXh/Yuo+dfh0fj51zul+R4lPd51uO6JyZJCK3qR/yir7EGkb53Pgu9E/zKg1a/7Meq/2TtQ0WfqOxQta+Y8MLoSN4Yphex+kayHI3OfKc0lbMfGRUNOfG7rA12+7HwpFJ5PUb579fPtk9bub/fW+qAlprfzEEE738705u3QPNz5bbTeoPTLLAqvtGo+PCxVbZ91erjmaUS/OL+B7lxiN2XXCA9t4+R1rezJYrUNdsohBhZCpJWSOvD/xj9YWfVk0onKUAyBIQlVYMrZJl4kVvVcjIF1to/RU/IOo/LmC30+8/Gftsgk+Cp/6aaleSvmSpkuo9dDj+rToPImoirL9T4b5U6Dm/PdWL4FP3IgAtg/nnoyN1YDMJljJ8jZIZjifEK8K7JZr7Iu1BDU2paa5n0GYNPo1TDUZrlGNtmhHE8MVuaYYwMmgLGdPYZ1qNUqgGYuR0RSuXYwMlSxZtThYZ9k7vgzn/dTK4Q4YyhzP+pKNL2aYp+SYQxRMNVDGx5EIOkle/OTDF+iHZpV0jpMhj6XlP8Zo1H9xwLnIcnSLNbKbBxy+f4f8X19j/8e32L2/R71eIUoDpJMI0zRByv4xXAg0L2Ul2vs1qrcP2L55j8X3P2B1e4v1ZgX2CAymIwyLbxA3NXy2CK8zdI8LVJstsptbbH/8Ecs/fI/6/S2y/RJ1sEdwXiJpR2THQg+/ZRCSc1Jywji5pM79h68qwYGGLe631BHTMEX2emCIwfIUt9Ydkzke/vSGLuhn32bi2cmG8cdZ0hPEQT51TX8PO871wT1GtLnPhIH+2/yyFhxCgtWb8sgAWMyByexd2SpqjpKgj4SxtUJimaBZQUTSvZMMj+Xr+NSeyHH7Cen7EfI9++3++3QfYa/9jmN+tG3Y+gxcf60fp0yRY/jwd/9efAe6KhhEQehQG6ybGodDhsf5A/74w2sslyyHxwISHs5mM/zmu98gjgME7ObFkni8R9tJ66cAwwL4AWst8wRGmgtexGdLB2P/TG5HSarKTJpzzqvu5NDdbfPL4GzVrTiHnGdqrH+OvyOc+sEcH0JcteAx4qJGJdw6nmAbEgZNWOG9eNWR8X5w6v+WPyUxOfgRAMSNXoUTYyNkybjcOQrIqZXqN4obnI8P2I1XaLMaxWGPuqxUwH3QRUj9CB2DMbM9mt0WzWQvnPV81pl1bInKEp2ajEPhM6pavns+M4yIt9RsLViwTzMgPemN8EbFns+cXoHo3dPb54f/5K8vZpjk+f2fbUtOE/mR6Ou0S4JQaEthzl2i7z6wQ0ue2hYDYfip4TUlgrbWpysPyB/myF7fYP/7N9j97jWqP75HfbtAvdmClSuZPBuVJc58IC4LYLVCt99hf7dA8eYBh9e3mH//Iw6Pjzis1ygPGaKqUo+2cZ4jXG3ks6yzA/KbW2TzBTZv32H95i32N+8RrNZo2gP8QYVoZMwx7YCk7RD0wUfM7xLjdDRekDAGafyKLy9RXcSNlXCkcqqqEI+Y+auHKb8Ju8/664Gsk91zjhc6JNbvfpvnnH5On/TsZnaaO1tnCcGe5trIi6XUSGlW1Qczidqx3hRNIkQLg1UJsgAfElArscXhES8MRzi2XpjoGSZPMIHkOKjjO/7vtmEGRZsFhyjMfatr7HY73N/fqej6IS+EROxqMhgO8Orbb8Ai2QyiIChpyUoGI4ynZ5hkB8TjMcDAoQAK/ScCcj6Y95bGTCVpMT07RzIYuLQtyjDU2E2A4kzxGrFFRUS6ijkSok4CuL7qdBke81/D4h6XDfv6aGt9H4UvklJGFfJc014M9041zOMNv+po/33ezODUQ9jgxjc5LlhHIQwjyaoCQbhBEnSYpCVezDJU6xyLTYl8v0MQx5gMmI89RtfECLMDivkcGz9EPZ5hkE4QxYwrqVEfSiOVYYCAGQ2ONjRUPsJAXahoTQwCdjyi8Gc1UImHT9Sjx4unGSDeGm1+2ve5W7+KYRoBs0XoqWq5PbaX0vjN4QopVdCcV3APGaVjlnSs8MOQ1nwHBve02V4+x/Xrt1j//jW2//YjDj/cIHrcItrliJsGURqrJqaX50gPOfzHRyWzlo9z3P3+B2RvHpC/e8Ti9VskzKdkM9OqxNTzkDLqb5uhe/cejX+PbLXG8t0NNg+P2N7do3icA7sd0qpC4NUoQ6aZMI+zRdoCgxaIKO1UVqBAUmz/sgKBLVpuakELDq0KI1jHCWsH5qDjTnKw45eAZr9//b+8Wf/haE7/nsiNMSUeezqHV/V/eiNFFZLgWKs0I5E0IdNsSjpEzZKdXkiALOiHBIqap1p5KQeW5z4tOD7t6Yl8Gm/kmKYOuLELw09HxFOfX9mP9d/b91FT+sTATUsyQBEMtFhQ/GDOZMRqSqxJVVfY73aKes2VrM8OMD4O+UESN+MCaEClX7Jh8ezZOa5efQsvTpWaLF8oTbxydJKZeDKDpUkik/tkNMJ4MjNtlHOrQvzWLIFzL6sYp1U+ewqMloD+4ex+4hV/0W7abgxfHA/k87VHeo/yNJ9Ip+0jbkkj4qAJUppkpV3amv0Aw37RuP5DXuSWIRf6E74SdsQ+fgIw/syYUaHEnlF0Bpw1ODzusGvW2K5XiNMAo3SAq8G5XADL+R677BbFdi+cPL+4xmR6jihMsLtfoMoOIk3jyUiFN7wkll62yVn4vUUXRJhMzzAenSNMR4aIjtdY5bafnlHTML+cfnwxw6SRhY85/kuNsjWOzaH1dE20zKUgMppUzmNXbMCQ3LRK0B/Y1ABrYW72aO/eY/f2Ld7/8BqrH29Q3S7gzzcYbHMMKuZImpTth4EKmtPEunl3g+n/mqEeDvF4e4u3v/sBWGaIdiUiTsSQ0geUn8bameEhR/AwR/2/vkdWlVgtlpi/v8NusUSbHxDWNQYdMItiND7z2RoELI5QNkjqDmkNRDVL3jXwmV9JaiFfHFGHi9jC1bUl0zSZgHtfJvZ7FctYmDNKqpUxEEns/fzayv/Ta09APz2NROxJvnpiljyH+3tCxt89wvQP7e9zclPHCDVMLQwuEstdoz9CZlj5GanpNIqUZY4CKyqxXmzdxKBZT42imXzM+aM525QUPVCvKjiZIEWDI4u0m9r5M4Agsv0qpvmp9+/h8Nf/PjJLrS1PuWoEnlLuWYwgYv4b2y6xCgrNrsxBZEPuQJVSgjhAkqbwowge+xIyb9YPcPXqFeLhGNffZBiMBtIwmd+pHOWWVhOy1w5xGCE/HBBHIV5+8w1GwwGSdKDoWQZg9OZWElHDfM4bS1E+wc782E+/v/5Wj7/87nGf245JPntgf+7TTg31ZLxPR/5z6wkCvZDc+2nsCJcg/eHGEVLRf7oJmDIW+mNMRgGm6SNSjNDt6XAMMMII18MLpG2E/VsGnt0h64DR+QWq73K0lwWSKMWP//p70eUqL/Dq1St891/+HrPrK3Shj7s3P+J+vUbjR/jtb/8J0bcJ4jAVudNwglNHztNb/NqtL2aYNOdwwVK67cEk7YL2Zkfj6J/t6Zjqw5LaUrJj0j/bxDhzpBSfn

Cuando en una ruta un nudo tiene un número de ramas impares, obligatoriamente tendrá que repetir el camión alguno de los tramos de la ruta.

500

¿Qué significa I+D+I?

Investigación+Desarrollo+Innovación
500

¿En qué consiste el secreto industrial?

Se trata de una promesa de confidencialidad por la que los empleados de una empresa se comprometen a no desvelar datos sobre procesos, maquinaria o productos de la compañía

500

Unas gafas graduadas suponen un producto que se fabrica a demanda. ¿Verdadero o falso?

Falso, se vende a demanda, pero sus componentes se fabrican en masa

500

¿Qué es la normalización? Di al menos 2 productos que estén normalizados

Es el conjunto de normas y prescripciones con el que las empresas fabrican una serie de productos con el fin de unificar sus materiales, dimensiones, características, etc.

500

¿A qué fase de la creación del Chupa Chups pertenece la siguiente tarea?

  • Los primeros productos tenían el palo de madera y el caramelo era esférico. Se llamaban “Gol”.

4ª. Construcción del prototipo