INCOSE LatAm: Model-Based Safety Analysis for the aerospace industry
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aFDpF7ceJ9W0y213xJbJpptGub243JfKfmaKLKgnHPPvx1FYmmarbabcaQngPxNq11cTXMUcvh67DTpFGT84O5cxBR3z260Aem6n438jW7nR9H0S/1q8tFVrv7KUVINwyFLOwBYjnaKiuPiRotv4PbxK0d0LaK5W1uIGj2zW8m8KyuueCuckDPHTNcFJBp/h3xt4mj8S+Idb0JL28N5Zz2s7RwXMbAcZCnLqeMfSob6ytf+FX6he2VtqqwX+u28yyanJvluR5qDzsbQQGA788UAeg2nxAD65Yadqfh/VdKTUmKWVxdqm2VgM7WCsSjEdAayvDHi7U7nx94ut9Ts76HTrRoirTPH5dkixFjkBv4+WyM8YzjFXfiIpOr+CCATjXos4HT5HrFg1t9C+IHxBtoY2fWbuGG60y2aNiLox2xJ2kDB5GMZ9qANWX4oiLTBrjeF9ZHh44b+0cR/cJwH8vdv29846VDrvivVbf4paDp1nY31xp0trLIVheMJcZC/vOWBwmeQfwBrz3XNVtdc+HF1LL4t13WNdltN8+l24McNu3VxJGiDCJg/eODgV2ep6rZ6R4z8BatfSmLT5NLlgW42My73WPapIBxmgDc0zxPoejWPi3VJp79Lex1WRLk3L+ZmXCDbCB0UkgBfUmprb4g7dQsbfWvD2qaLDqEgitLm7CFHc/dR9rEox7A1wV3pt7eaF4yns7WS6ex8X/bmto1y00cfllgo78c49q2fF/inSvH2n6boHhmZ7++uL+CWTZEw+yRo4ZnkJA24xjHXmgDo7v4hBNf1PQtM0DU9T1HTmTzkgCKgVkDBi7MAOuAOpIPFbXhfxLZ+K9GGo2cc8O2R4ZoJ12yQyKcMjD1H9a57wchHxI8fsVxuuLPBx1/cUfDBSsHizIIz4mviMjtuWgDo4vEVu/i+fw20Msd1HZreo7Y2SRltpxznIPB+tZOi/EXRtb0bXdUgE0dvo0kqz78ZdUXdvXB6MAcZ9KwfizPd+Hn0vxbp8TyXFulxYSLGOSJoz5ZPssiqfxrktZ8M3WgatpXg+zif7N4l0+ztLuROz27gzN+MZP50Ad7ba7Zap4rSZItTt7+58M/bFhkkHkpC0nGVB/1uT19OK5XQdQvZND+FTPeXDNcXMomJlYmUbH+9zz+NdFex7PjPcBE2xr4RZRgcD/SDxXLeH0caD8JAVb5bmbPHT5HoA9nu7qCxs57u6lWK3gjaWWRuiqoySfoBXkfj/wCIVxf/AA31G5ttD1rT7O7jT7FqbBVDfOpBIVt6BgDgkYOR616J420u51vwRrWm2fNzcWkiRDONzY4X8en415f4w8daNqXwduNEt0nOsfZIoZtPNu4e2ZCu4uCPlA28Hvx60Aej6z4wj0e9s9ItNOu9W1i4g89bS12grGON7sxAVc8ZPU1Fa+PbKbRdbvJ7G8tLzRImlvtPnVRMgClgRglWDAHBBwa4nxRaQaT8Szq2t6rq2k6Tf6bFFFqFhKURJUPMchCnAI5GeKrwwaZeeHvHuraTLrV/CdIktl1PUJ96XWI2OIwVBIU8Z6c8UAdQ/wAWbKC2s9Su9C1e20O8YJFqTxKULEZHyAl9pxwcc9q1NK8dC88SQaJqGhalpNxdxPNZNdhMTqvLD5WO1gDnBrmfFMZ/4VL4QQJ0n0sbcdB8tbXilSfix4AYA4C6jk46fuVoAfN8RlkmvX0jw7q2rafYyNFc3tqqBNy/eEYZgZMewqfUviPothpeialDHdX1rrLmO1NrHuZm2khdvBySNuOx64rlfBHi3SfAXhP/AIRnxFJLaatps0y+QYWLXYaRmV4sD5924D/CszSNHvtK034bQahbNbzvq9xctbsOYQ4d1UjsQCOOxoA9C0TxuNS8QtoOo6Lf6RqJgNzDHdbGWaMHBKshIyO4rIl+J8Mln/a8Ph3VpfD4kKf2oixlWAbaXEe7eUz3x+FTa0G/4XL4adVJxpt5+fy8Zrzm41DSNKsLm48Ma1rXh3xAsj48MsGnQzbj8giKkYbrkHAB9qAO91LxTq8Pxf03SYLC/m01rBm2xPGEkLMn77lgSqZIOeeuAa0NP+IsWq+IJ9K0/QdVuFtb6Syu7pUXyoGViu4nPI4J45Ax64rF1HVf7J+J/hXUteH2M3ejNaswRmQXLOhMeRnv61e+HPmwaf40khh3zf8ACR6g6IeN5yuBn36UAPk+JwfT59YsPDGr3ugwby+oxeWFZUJDOiFgzKMHnA6GqXivxpqMPifwYdGs7+706/V7nbbsii8UxEqg3MDlQQxBwOR1Iri5dbTX/BV9JqvirXbnxHNbzq2g2KGFYpMMAjRqm7YOCSzYIzmtibUrXSNF+E2tXztFp1nb7LicIzCIm2CAHAJ+8CPwoA7vU/G/2fW7jR9I0S/1q9tFV7sWpRUt9wyFZ3YDcRztFa3h3xFZeJtLN9ZCWPZI0M8E6bJYJV4ZHXswryeSLTdA8beJP+Ej8Ra1ocOoXQvbK5tJ2jguY2UcZCn516YNdr8MbW0TStS1Cyh1VYL69eVZtTk3SXIAAEwG0EBsd+eKAJPiTqFyNJsNA0+Z4tQ1y8SzjeNsNHHndK4x6ID/AN9VR8Fq2seG9Y8G61c3T3ej3TWksqzMkskO7fDJuByMrx/wGs+50y78dfFHULm31W80218OxLZ289sFLNPICZcbgRwMKfoKibS7vwB8TNJ1S41a81Oz14HTrye6VMpKADCTtAHYjnoM0AUrnwTYR/Fey0BdQ1r+z5dJe6dP7Sm3eYJNoOd2cY7Vs+K7AeGX8D6dp13eiBtfjVzLcu7OrBiVZickexq7eK3/AAvrTWwdv9gSjOOP9dSfEpWbV/A2ATjxBCTgdPlagCleC58cfELVdBlvru10LRYohcRWkpia7mkG4BnHOwAdB3q/a+C7nw34h0+88LX00Oms5TUdPvLqSWN4yOHj3biHB9wD7c5zLu9TwB8R9X1jVIZxoGuxws15FE0i208YK4cKCQGBzn1/HF8ePP8AhJvEGmab4Kxe24nEmp37wP5EMIHKAnGXPGMZxj64AIfiJJea9quj+DtOvJbWa+Ml1czwuVaKGNTjkc4Zyo/Ctj4da/LrnhC2lvMjUbUtZ3qk8rNGdrZ9zw341yGiaLfeNfFGu+LIdbv9Lh886dZNaqn7yCLGW+dTwz5PHvVnwxZT+CfihcaLdXtxe2fiG3N3FczhQxuUzvB2gDJXnp6UAepeaPSvO/E/ifV9O+J3hvTrTT7+ezlS4eSKF4wLk7Bg8sPuZJIOOoxk12eg61pviTTBqOmSNJbF2jDMhQ7lODweeorivG2o2uhfEjwbq2ou0GnxLewyT7GZUd0QKDgHGT0oAp6H4tv7DxZ4ysrbR9V1qePUt4jgZQkEexeNzsACSDhRycGuqT4h6I/gyPxOftK20j+Stt5WZzNu2+UEzy+RjGffpVDwChXxN45YrjdrHXHUeWtefS6Vd3fw9hvYkvTDpniua7uRZ5EywiRgXj/2l3Aj8TQB6fp3jgzaza6XrGhahotxehvsbXRRkmIGSu5GO18c7TW9reqR6JoOoarKpdLO2knKg/e2qTj8cV5VZHw3rvirQYNJ1zxJ4klgulu2Ml2TDZ7BkPJuQdeRt4JyRxXqmvaWut+HtS0p22LeW0kG7+7uUjP4ZoA4Hw34Ij8X6BaeIPFt9qF7qGoxC5SOO7khitUcZRY0RhjCkdc81uaMl/4F0PWJPEWr/bNGsmMtlcyuz3Cw45STj5iDwOSTntwKwfC/xF0nwx4dtNA8XyS6Rq2mQravHNC5WZUG1XjZQQwIA/Glu/GHi278FeKPEWn6WYrZdg0aGW3PntHkCSZlPUYJZQR25yKANYfEd7eSxm1Twvq+m6bfSpDBez+UQGf7u9VYsgPvVnUvHq2vii68N2GiahqWqwRJMI4NioUYEli7MAoHA56lhjNeV+K77S73QrK4svF2ueI7hLy2luSWItrdN65Z0VQq8kABiSM+1dgfFOleGfjJ4lbV5DbW89laAXTITGjAN8rEA7d2TjPXbQB1dj4+0e58Palq92J9PXS3aO/t7pMSwOMfKQM5zkYIznNUYviF++shqvh3VdJsr+RYrW8ugmwu33Q4ViYye2RXC6xo+oeL/D/j3XtKtLlrXUrmzksothR7mO2ADuoIz83JXjJ2im3s/hfxBDY6dY+IPFevXd1cR7tNa7IMGCCXl3JhQpHf8PWgDV1XULuO++LSrdTqLfT7VoAJCPKJtnJK/wB0554rpE8ZLpOh+HNPisrzVNXvrCOSO2t9u4qqLud2YgKMnqTya5bV4y198YTtPOm2u3jr/oz0mra3c2MvhXTL7W7jw/oMuiRytqEEa7pZwAPK3spCYX5unNAHb+HfFya5qN7pdzpt5pmqWSo8ttc7TlG6MrKSGHFamv8AiSw8M6Q+oX/mGNWWNI4l3SSuxwqIvdia818AvbH4qau1rdapd20ulxtBd6kzM9wBJgspYD5MnAwAOOK3/i1pNxe+H9JvYEvHi03U4bu6Fkf3yxAMGdP9pdwP50AaNj44NxrNppur6FqGjT3ufsbXRRkmIGSu5GO1sc7TUp+ImkW0OvnUkmsJ9EbFxBNjfIp+40eD8wfoPcjOK4S2PhrW/FGg2+ka54j8Ryw3S3bGS7Jhs9nIeTcg+m3gnJHFM8TWl7408Tz+LtE0+C4tPDDLHEskeTqjo4eRQe6qM7Tg5bp14ANzxJ401yHxL4LFromqxwXolnls1eJXn/dtiM5bhl4YgkDkdSOOk1Pxv9n1u40fR9Ev9avLRVa7FqUVINwyFLOwBYjnaK5bxT4p0ubU/h/4vMrpoqzXJlnMbN5JeEqFYAEg7sj8DWM8Om6B418SjxH4i1vQ4r+7+22VxaTtHBcxso4yFOXXpj6UAd7cfEjRrfwe/iVo7oW0NytrcwNHtmt5N4Vldc8Fc5IGeOmabafEENrlhp2peH9V0qPUmKWVzdqm2VgM7WCsSjEdAea8+v7K1/4VdqV7Y2+rCC/1y3lWXU5N8lyBKg87G0EBsd+eK7n4iqTqvgkgE41+HOB0+R6AJ734gmO91KPS/Dmqara6XK0N7dW3lhUdQCyqGYFyAeQBS3mu6TqOu+CrpH1DOomeSz8ptkZ/dZImU8njoOxriNbn8N2vibW531vWPBmuLcMSsLs8V+MDbMI9pV93oOc9eTV+2vNa1PVPhXe69AYtTka9adTHsP8AqSFJX+EldpI9TQB09z8Qt99fQ6N4d1XWbfT5DFd3VoECK6/eVNzAyMO4FPv/AIk6HZ+H9H1uJbm7s9VnFvB9nj3OHIb5SvXOVK49a5nwf4p0nwDpV/4e8SzPY6ha3s8iB4WJvEdyyvGQDuznGOvFY1npd7ZaB4JkvrSS2kvPFhvRbSLhoUfzCoI7HGDjtmgD0PSPHIvvEcehanoeoaPezwtPai62Ms6L97BRiAwHJFdRD941xPiVSfi54FYA4EWo5OP+mSV20P3jQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEL/wCtFTVl/wBs2EmvzaOk+dQggW4kh2N8sbEgHOMdR0zmr/ne1AEtFRed7Ued7UAS0Y5z3qLzvaqNnr1hf6jf2FtN5l1p7Ilymxh5ZZdy8kYOR6ZoA06wPBvhs+FPDselNdC6KTSy+aI9n33Z8Yyem7FbXm+1Hne1AEtFRed7Ued7UASH7p+lRwjljQZcjGKo6RrFhqz3yWM/mtZXLWtwNjLslUAleQM9RyMigDTxnrRRRQAUVXsr601K2FzZXMVxAWZBJEwZSVYqwBHoQR+FM1TVLLRdMuNS1GcQWdsheWQgnaPoMk/QUAW8UVT0rVbHXNLt9T024FxZ3C74pQCNw6dCAR9DVygAooooAKKKKACiiq95fWmnxpJeXMUCSSLEhkYDc7HCqPUk9qALFFFFABRWZr3iDTPDOltqOrXIgtgwQHaWLMeiqoBJJ9qn0rU7bWdMg1C083yJgSnmxNG3BI5VgCOlAFwjIwaKKKACisGXxn4fh0++vpL/ABbWF79guX8mT5J8qNmNuTyy8jI561eTW9Ok1m50hbkfbraFZ5oijDZG2QDuIx2PegDQoqCzvbXUbSO7s547i3kGUljbcrDOMg9xU9ABUMw5U96bb31pdz3ENvcRSyWziOZUYExtjO1vQ4IOPenzA8GgCUdBRUXm+1Z1x4k0u2sNQvpLyI22nFlu3jy/klVDMCFycgEcdeaANbHOaKq219Fd2sNzAd8MyCRGwRlSMg4PtUvne1AEuM9aKi872o872oAloqLzvaorq/isrSa6uDsggjaSRsE7VUZJwOegoAtUVR0/VbbVdOttQsn821uY1lik2ldysMg4IBHHrVnzvagBI/8AWGpQABgAAegqOIZcmmT31pbXVtbT3MUc90zLBGzANIVUsdo74AJNAE5AIwaYiFXPpiqllrWn6jqGoWFrceZc6e6x3SbGHlsy7gMkYPHpmr9AFPS9Mt9Jsvs1uXZTI8rvI25nd2LMxPqSTUyf60/jU1QZKSE4oAnoqLzvajzvagCXGKK5zS/G+i61rd1pOnTyXFza7hKywv5YKkBhvxtJBI6GpNd8ZaH4aubC31e9FrLfuY7YGN2DsCoPKghfvLycdaAN4gHGQDjmlqvNeR28Ek8xCRRqXdj0UAZJrnY/iL4Zl8MSeJE1HOkRyeU1x5EvDZAxt27upHagDqsY6VgWPhs2fjTV/EBug66hbwQ+R5eNnl553Z5zn0rItfiz4Lu7yK1TWVjllYKnn28sKkn/AGnQD9a39c8S6V4bsPt2r3cdrb7gis2SWY9AqjJY+wFAGvTJB8hrl9F+IvhvXtRGnWd6y3rKWS3uIHhdx6qHA3evFM1v4j+F9C1OTS9S1F4byNVd41tZpMAjIOUQj9aAOrj+4KeRnrXL+H/H3hrxFfDT9Lv5ZrrYX2NaTRjaOvLoB39a2tY1iw0DSbjVNTn8iytwGlk2M20EgDhQSeSOgoAtPHnkdaePuihWDKGHIIyKWgCGUYcVNUUoOQaPO9qAJaMZ61F53tWJ4h8Z6P4XFsNUndJLpisEUUTyvJjk4VQTgZHNAHQUVXiulmiSVFO11DDIIOD7HpUV5qdrp8KzXk8UEbOsatIwALMcKo9STwBQBdxRUXne1Hne1AEtFRed7Ued7UAS1FD940ed7URA5JoAloqhb61p91rN5pENxuvrNEkni2MNivnackYOcHoav0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXFeI9X1q98a2XhLQr6PTZGsm1C7vTCsrpEH2KqK3y5LZyTniu1rjvEeg6xH4rsfFfh5bWe9htWsrmzuZDGs8BbeNrgHawbnkY5/MA5XTLrUvDfxH8VXviC6S/NhoKTi4jiETTRKzNyo4DZDDjjgHFY4+JF//wAI/wD8JCfHej/b/L+0/wDCP/Zk8vb18nf/AKzfjjOevGO9dfp/hHXtV8Sa9qXiYWcVtq+lCwFvaSlzAuWBXcQNxwSd3qenFVLXQfHlh4fi8NW1noWYYxbxa4XO5YhwGMJQ5kC++M0Aa1j4supvGeipI4/sTxDpQubFWQBo51AdkJHXKNnnuDWLqHxE1Cw0XxV4hUwSWEN+um6RFIoCF1wrysw5K7iT16KR710fjPwtqOr+GLGLSbtF1vTJop7O5mAQF1+Vt20cBlLcAYziq138PEm+F9p4Ut7lYLm1SOSK527gLhW3lyO4Lbs+zUAcmvxCk0S+0ydvHeneI4ri5jt7yyS2jiaIOceZEU5IU44bOR6VPN4h/wCEU1n4na0IRM9tNZ+XGejO0SqoPtlhmt+Kw8b6neafBd2Oi6NbW8yyXl1aSCd7kL/BGrJ8gb1JJFV9Q8AT6vP44t72aOK2117draRCWaNo0GCw46OoOM8igCLWrnxt4N0FfE2o69BqkVuUe/0wWUcaKjMA3lOPmyueNxOcfhVi41HxPrnxE1LQ9K1iPTtLtrO3uTcLapLKpcHCruGPm6kkHG3jrUWq6L458W6KnhvWoNKsrJ2QX+oW9y0j3CKQSI4yo2FiBnJ9apvJr9n8ZNek0C0s7tI9NtVmtLiYw71+baVcA4I54I5BNAD5viDqnhjQfFsGtGC/1XQHhSKdU8pblZwPKZlHAI53AcccVjy/EWbQVs9Rk8e6Xr4aaNL3TYraOPajEBmhZfmJXP8AFnIHauib4dX2t6B4mOu3UEWs6/JFKWtstHbeTjyVBOC2McnjOT9alXTvHepGysbmy0TSY4pUa71G1cTNOq9RHGyYTd/tZxQBI9/4i8U+L9a03R9ZTRtO0YxwtKtok8lxMy7jnfwFXgccn19IfhMt8g8XLqRiN6NfmEzQghGbZHkqD0B6496t3Gi+JPD3izVdX8O2tjqFpq/lvcWlzcGBoZlXbvVgrAqR1HXPSrXgDw9rOgw62+uTWst3qOpPe7rYnZhlQYAIyMEED2AoAm8aX2q2i2K2esafolhI7fbNTu2QtEAPlWNXO0ljnk9MdDXMeFPFWo6r4u1Twzb+LLfWoTppu7fVIrWNWgk3hCpCgI+NwPStbxn4Y1S/8U6Nr9jYWOrxWEUsT6bey+WpL4xIhKsAwx3HYUzQvDniNPiMfE+qx6dBbSaUbFLS0kZvs48xXUZKjf8AxZOB16UAVvgnb3kXw9tpZ78zwSSzeTB5Sr5OJpA3zDltx556dqb8T9WsJdU8OeF76/trO0vbsXd9JcTLGgt4fm2ksQPnYAD6VrfDrQ9c8MaPNoeqRWZtLaV2s7iCUs0qvI7ncpA2kbhRY+D3u/HGueIPEFtZ3STJFa6dE6iQRQJkkkMOCzHPtQBjfDTWdOt/EniTwrYaha3lnDcHUNPe2mWRPJlOXQFSR8jnH/Aqg0a88c+K7HWru28SQaalhqFzbWyLYRyGbYxxvLdFxheBngkmtzWvBkkXizw9r/hu2srWWylaK9iVREJrdxhvujlh1APc1d8GeHb3QNI1W1vDEZLrUrm6j8tiRskbK5460AZ2kanrnjDwHo2v2+uxaG727yXjC0SVGIOCfnPygbWP4+1ZHhnxP4iXTNe8U6nqjah4asreQ2W+zSCS8ZOTIMfdXIKjPXOeMVTn8C+ME8AeHfC0C2EtnbBjqkP2tovtHzlljDhCdhzzxk9K6mHT/EmtaZdaBruj6RYaRcWb226xumdowV2qFUoBgf0FAHBN8SdQg0BfEB8eaRPf7BcPoAt0Ee08mISff3gd8nnjFdXfeIfEGueONN0fQNSisLC+0NdSaaS2WV4gZMZUHgsQVHOQMk4NQQaJ49t9Cg8Ow2mhRNCiwLrofc3lLgBvJKf6zaO5xmujh8N3sPxJt9eMkb2UWh/2eWJxI0nnB87QMYwO3ftQBU8GatrZ8SeIvDeuX0eoy6WYJIb1YFiaRJVJwyrwCMdutZ3xetryez8NtbagbZf7ctU2iFX+dm+V+f7uDx0Oea6DSNAvLHx/4k1uUxfZNRitUgCsSwMasGyMcdRio/H+gajr+iWa6Sbc3tjqEF9ElwxVJDG2dpIBxnNAGVPqPiTWfF0vhbS9ZWxTSbOGTUNR+ypJLPLIPlVUb5FBALHg+gq94S1vV/8AhItY8L69PFd3mnpHPDexxCP7RC+cFkHAYEYOOD/OnNovinTfEn/CU6VZ2FxdahZxQ6ppktyYx5iD5Xjl2npkjkdP00PCnh3VLbXNW8Sa+9sNT1IRxrb2rFo7aFAdqhiAWJzknGM9KAMP4tWl/PJ4Ta31I28ba/aRLH5CvtlJbbJk9cf3ehq14iv9a0+/gtb7xnp2gafFap/psqQm4vZv4iEf5VUegB6/ls+M9AvNfHh/7GYh9g1q2vpvMYj93Hu3Y45PI4rB1Dwzrlj8QdT8Q2ej6XrkOoQwxxC9uPKeyKLghSUb5W6nHOf1AMnSviZe2vgjxTqM93b61Lo9ysFpeRxeUt15m0RllHA+ZucY46etdJbaf4/066027m1y21aOSVVv7FrWOBIUP3micfMSvo2c+1Y1t8OdY1DSvGVhrt3aCTXJormGe03bYpFAIG084VlUDnJA7VrJb+P9Xm06z1EWGlW1tMkt5e2V0zvdhf4ETaNgY9ck8UAcj4n1q91n4f8AiwXrq/2LxSLODagXESTQ7QcdTyeTzXValqmq33i7xPoUN6ttBBo8U8LiBWZGYtu69cgY56Vn3ngDWZ/C3ibTUa18/UvER1ODMh2iEyRt8xxw2EPH610SeGbw+PNb1d3iFnfabFaR4YlwylskjHTn1oA5Pwc/iDTfgzpM9hqtkrTCPFxfKkcdhASQzdRvI7ZPel0nxndW3j/RdGh8a2nie01HzY5wlvEjWzKhZWVohggkEYOagHgPxXL4G0bRru20qZ9CvY5o7dp2MN/Eu7IfK/KeeMgj1rWPhvxRqfivw1rFxp+k6XY6VPIf7PtpzI2HQqzlwiqT0woHrzQBi+Gb6+8Kt8QtcvdTa9hsLyUyQeQiefLsTa2R93suBxzmqEvxIvtP0SPXm8eaRf3gCzT6CluioVON0aOPn3KCeSTkjpXWL4J1WbUfF+l3a2raD4gZ51ukkPnQyFFUDYRg4Iz17D1qGPR/HzaRb6CLTQrR4gkT65G/mMY1x8ywlPvkDucZJ6UAeiW86XtjFcQNhJ4w6MR2YZBx+NeJWFlqEPgT4oyXOqm5iS9v4niNuib5QkZMuRyMjjaOK9yjTy40TJbaAMnHP5V5o3g7xIln440aOOwew1yS5u7W5MzB1llCgIy7eAADyM/rQBnTXvjLwr4I0fxNNrlvPaItos2kiyQIInKoAJPv7wGHOcZzxVvxR48YeN7vw8nia08NWunwxvNdSwpJLPI43BED5UKFIJOCea3/ABT4V1DWfhnD4ftWgF6iWqku5CZjdC3OPRTjiq2r+GdZ03xneeJNCs7DUo9RhjjvbG7l8pt8Y2o6PtYfd4II/wDrAEXw98XyeIZ9Y0u41C11OXTJI9moWyhEuY3BKkqOAwIIOOK2PGWoapaWdmNO1LT9Jt5JcXmpXpTFugGRtViAzE8c9PSmeFNP1y2+33euy2izXUoaKztFHl2qAYCh8AsT1JPGelUvHHhbUdV1jQNY0+zstSXS3lMum3smyObeoAYHBAZcZGQaAMbwv41m/wCE5l0V/FNt4k01rB7r7UlvHG8DoRlcxgKwIOfX+tc3HjPxT8PtQ8Tx6xb21vdWs8kGj/Y0ZDBhhhpPv7yozkHGccVsWHhjxFdePbLxBqttplrYLYTWRsLWUv5KsQRltoDknIOAAMDrVO38N+N9H8LXPg7Tk0ubTzHLDa6pNOyyRQvn5WiC8uMkAg46UAVtI1rV28O+BPC2gzxWd3f6UlxPeyRCXyIURfuoeCxJxzwK3dN1TXdB8cW/hrXNRTVbfUbaSeyvDbrDKrx43xuqfKRg5BAFUx4K13TNO8JajpT2b63odiLOe3mciK5jKgMocDIIIyDj61oaXoWvap4xi8T+I4rSz+xWz29jYW0xmKF/vu7lQCSBjAH/ANcA5vw5f/EDxB8P4/FI8Q20FwIXlhsRYxmOcIT/AKxvvAtgj5cYGOvNV9Vvb/xX4q+GusWOpmw/tCC5eJBAkn2dxBmTr97P3eemMiq3w9Txvd/Cex0zTINLazvIZUhv5rhle1Qu6sDGFO8g5KkEDpmup1XwXqulxeDZfDKWtzL4cWSLyruQxiZXi2FsgHB6n8aAK2oePb/RD49upUjuV0me2hsYdgXLSooAYjkjc2fpS63d+NPBOip4l1LX4dVt4HjOoaf9iSJVRmCkxOvzZUt/FnP6VPe/D251geN7e8njgi1yW3ltJYyWaNo0XBYcfxKOh5FR6tonjfxhpMXh3XbbSrHT2eP7fe21y0jXKIwbEabRsyQOp4oAkn1LxTrfxE1rw/petRabp9pbW84nFok0il1PyqG456knONvHWtPwDrWq6jHrWm63PFdXukag1obqOIR+em0MrFRwDz24qzpXh+8sviDr+tyGL7HfW1tFCFb5gYwwbIxwORil8K6BeaNq/ia6ujEY9S1H7TBsYkhNij5uODkUAU/FmtasfEmkeFtBnis7y/SSee9kiEn2eFMfdQ8FiTjngVRgv/EmkeLY/Cup60l6uq2csun6l9kRJYZY8blZF+RgAQQcD0rT8V+HtVuNd0nxJoDWzanpyyRNbXLFY7mFwMruAJUgjIOMZ61X0vQte1XxnB4n8RxWlkLG2eCxsLaYzFS+N7u5UAnAwAB/9cAy/gzZ30Xhi4nn1Ez273lyqweQq7XErbn3Dk59O1UfizoSeJPF/g/RzgNdQaosZP8ADILdSh/BgD+Fdj4C0C88N+G2sL4xGY3c837piw2vIWHYc4NN13w9e6j488J61AYha6V9s+0BmIY+bEEXaMc8jnpQBzF94hm8T/CrRbSN2TUtfkj0ubH3kbJFwxHsqSfmK4u6hjtPgR4ght4gEh8QMsca9gLhAAK9E0PwJe6Z8Rb7Vpp4W0ZZJrnT4ATujnnCCUkYwB8rAf7xrLvPh7rkvw11jQYmtDfXervexbpSE2GZXGTjg4HpQBR8f+I/EGr+Db6w1HwNeafYzBRcX00qTraoGBMmxMk4Az2xXReJdD1DVLfwp4h8Lva6lJpAMsMF0+Eu45Iwu7d2cAAgnuaj1W2+JWv6XdaTJa+HdPgvImgmuVuJZWRGGG2rtAJwTjNTal4H1TTbbw7c+E76FL/Q7b7KIr3d5N3EVAIfb0ORkEdzQBmXPiew1bXNDtPGnhbUtBv4b1JLC5dg8Bn7IJk659MYPGarSavqOkfGjxK+naBc6u0ljah0t5UQxgA8ncR19q1L7RfGfjOawtPEFnpWlaTbXUd1MLedp5pyhyqrwAqk9T1p99onjDTfiFq2v6FaaVdW9/bQQ7bu4eNl2D0VT3NAHQ+H9f1fVrySHUPC17pMSx7lmnnjcMcgbQFJOeSfwqD4j6xeaB8P9X1TT3VLu3jVo2ZA4BLqOh4PBNLot143l1ONNa0zRoLEg75LW6keQHHGAVA64p/xA0K88TeBtU0awMQurpFWMyttXIdW5OD2BoAwtW1XxPf/ABIj8M6RqkOn2j6Ml9LO1ssrxt5rKdgPGT8o5yAAeM1e8E6vrUmu+JPDuuXseoXGjywGO9WERGVJULgMq8AjGOKtQeHr2P4mHxCxi+xf2IthgMd/mCYv0x0weuafoegXmneOvFWszmL7Lqn2T7OFYlh5UZVtwxxyeKAM/wCJPiO/8O2WmG2uv7Os7m68q81T7N5/2RNpIOzpycDJBApPCGp6teDUXi8RaZ4msFhD2lxFsimEvP7uRUG0Dpg4B9q1/FNt4jkFjdeHp7Zmt5GNzYXXyx3cZXG0vglSOo7etcjaeAtV1DVdc1aaz0/w5Jf6TJp0Vtp0nmfOxz50jBVBI4AwM470AYWu+M9a0LRH1Sb4g6PLrMWJJNDt7eGSLOeYty5kBA7k9vxrW1611TUfi14WuLbWDai5sJ5YF+zI/kLsTcvP3t3qenaq8ngvxbdeAJPCdvougaTi1EMt9FOXN0Vx0UICpYgZZiep4rrf+Ea1GTxb4W1Z/IWHTdPmt7ld5J3uqgbeORkHnigDjZfiC+s6xq//ABXOn+GbayuntbW2e2jlkn2cGSQv0UnOAuDj9aXiDxDfeNfh5oGpJexW08OuxWlyLeIPHJKJAFlQtzgD5gO+7B6V1Nv4c8S+FL/VYtE0vSdX02/unu4Ptc5hktXfllPynemeRjB61Jq/g7xHe+ALSxe/s7zXba+ivyzJ5ULMj7vLG1cgAcAkZOOcdgCxa6tqul/EGHQNVvRdWl9pwls5jCsZM8fEq8eoIf27Vf8ABWtX3iNtZ1OWRTpZvmt9NQIBmOP5Wkz1O5w3XpiuX+Jy3z+ENJ1AGG08TW93ELWKKTfull/dtGp4JBDE/wDAa9B8OaND4e8OadpFvjy7SBYsj+Igct+JyfxoAw/Gd/qlpc2UcGu6d4f0tldrnUboxmTcMbUjWT5eeSSc/wCPN+F/Gt9dX/ifTF1+216GwsPtdpqMdusZ3YbKMFG1sEDkD/62r4r8MatP45sPEtjpun61DBZNaHT72byxGxfd5qEqw3djx0H5V9P8JeJW8S67q2pf2ci6npH2SKC1dttu4JCpkgbhg5LYHJIxigDEOs+Ox8NYPHLeILVWjtkuW00WCGOVAQDuf7wYj5vlwBnHvXSahrut6/4stPD2g36aTGNNXUby88hZpAHbCRoG+XPUkkGnyeEdSb4NDwoGg/tH+zha53ny94A74zj8Kbe+G9d0rXdP8RaDHaXV0mnJp99Y3ExiWZVOVZHAOGBz1GCKAM/wPBqtt8U/F0OsXMV3dJa2YFzHH5YlTD7WK9AexxxkcV6ZXEeEtB8RWvjDXdf182SnUoYEjhtZGYQ7Nw25IGeCOe5J4rt6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiq731pG6o91Ars/lhWkAJb+79fagCxRVea+s7eeOCe6gimk+5G8gVm+gPWsXX/Ec2j6/4d06O3SRNVuXgd2JBjCoWyPXpQB0VFZmk3l/dS6iL6C3iWG7aO3MMocvEAMM391uTxVq31Gxu5nitry3mkT7yRyqxX6gHigCzRXMaX4uS68ReI9Ovfs1pBpU8MMczybfM8yPfznjNamuXt9aaWLjS4ba4nMkYCzzCNCpYAnd64yR60AadQSf6w1zg8UXk3ijxHosFpAX0yyiuIHeTaJHdWIVj0Ayo5qG68YLp174asNShgS91dCZvLnUx25WLexz/ABAngHv60AdhVSLS7KHVJ9SjtkW9uEWOWYfedV+6D9MmrEc0cwYxSI4VirbWBwR1B96I5Y5d3lyK+1irbTnBHUH3oAfRUF1e2tlGJLu5ht0JwGlkCDP1NO+02/2cXHnxeQRnzd4249c9KAJaKgW9tHumtUuoWuEGWhEgLge460XV9aWKB7u6gt1Y4DSyBAT+NAE9Fc3418TP4Y8G3Wu2kUV0YjEEUt8rB5FTOR7NmuhSaOR3RJEZ04dQwJX6+lAD6KiNxAPNzNGPKGZPmHycZ59OKba3trfRmS0uYbhAcFopA4B+ooAno6Vk6JqN3ceH4b7WUtLS4O8zCGcPEgDEDD9OgH41fgure8t/OtZ4p4jnDxOGU/iKAHeaT0FHmN/doi71yHizxTrmmeKtI0DQtPsbq51CGaXddytGq+Xg9VB7GgDr/Mb+7R5jf3a5rR7rxzLqkKazpeiQWB3ebJbXUjyD5TjAKgHnH4Vq6LqF3c6Wk2rR2ltcvM8YSGcOhAYhcHuSBnFAGh5jf3aPMb+7UX9o2JtGu/tlv9mU4M3mrsB+ucVBqGs2dhoV1q/mxzWtvC826NwQ4UE4BzjJxigC55jf3aPMb+7VHw7rMXiHw9YatEqoLu3jmMYcP5ZZQ20n1Ga0iQASSAB1JoAj8xv7tHmN/dri5/iLDJ4V8UavY28bSaJcT26xPKD53l7Rv46KSTj6V1Wn6ra3sVupuIBdywpK0AkBZcqD0645oAteaQeRUtVL67trONZLq4igjzjdK4UZ+pqzG6yRI6MGRgCGU5BFADqKZ5sfneT5iebt3bNw3Y9celVNUvJbXT7s2fkSX0du8sMM0oQMQOMnsueCaAL1FUYtQWHSre71KW2tXeNDKTKPLVyMkBjwRnOKh1m/uoNAuL3R0tbq4CBoVlmCRPyOr9AMZoA1Ka77B71FLdw2tqJ7uaKBABueRwqg/U0yS4geBbhZo2h2lvMDArj1z0xQBL5jelHmN/dqNb+zNwtsLuA3DLuEQkG8jGc464qwSFUsxAAGST2oAj8xv7tHmN6Vxvhzxbq3iXxXqcNrFpUeh6fdyWbFpma6lZFHzqB8u3LD8K6+K/s57l7aK7gknj+/EkgLL9R1FACYPoak3tjpTJr60tt3n3UEW0gNvkC4z0zn1qxQBF5jf3aPMb+7XDQ/EYyfEZvD5skGlGd7GO/3Hm7WNXMZHToSPqKteK9a8Z6KNSv9P0rR59Js4GnDz3LrKyqm5/lC4zkNjn0oA6/zG/u0eY392uN8J674z12PTNRvdJ0eDSL2FZy8V07SqjJuX5SuM5Izz60/RPH0Fz4O1XxHq8aWlvp91PC4jJbcsbbRjP8AESQMepoA6bSdPstI0+LTtPtktrWEERxR/dXJJOPxJq9XndtrvxE1G1Gq2Hh3R4bR18yKyu7txdOnUchdisRjg9O9dV4U8SW/ivw/BqkEMtuWLRywSj5oZFOGU/Q96ANqiuB8KfEY+I/Fl3pclkkFlIssml3Qcn7UkUhjc/XIyMdq7x3WNGd2CooyzMcAD1oAdRUbXECRLK00axtja5YAHPTBptxOsSFQ8fnMreWjsBuIGaAJqK45/FmpWlz4StL2ytVuNZlljuBDNvWIohb5GHDdKv8AhTxHN4ibXRLbpD/ZurT6emwk71jC4Y+53UAdFRXOar4mfTfGmiaIYovs+oQXM0k7tgx+UoP0wc1vW9zb3cImtp4poj0eNwyn8RQBLRVc31mt2LQ3UAuSMiEyDeR/u9asUAFFVptRsbZS095bxKH2EvKq4b05PX2qZ5Y4wpeRFDkKpLAZJ6AUAPoqCO9tZoHniuYXhQkNIsgKrjrk9sUttd217F5trcRTx5xvicMM/UUATUVX/tCy+2fZPtcH2n/nj5g3/wDfOc0+4ube0hM1zPFDEOryuFUfiaAJaKjW4ga3+0LNGYNu7zAw249c9MVGL+za6FqLuA3BXcIhIN5HXOOuKALFFc+fFloPHQ8L7VE32D7YZjIAM+YEEYH97qfy9eNia+s7eeOCa6gimk+5G8gVm+gPWgCxRTZJEhjaSV1RFGWZjgAe5rm5PFYbxxpmh2ywT2t7ZS3X2lJN2CjAYGOCOaAOmoorn/EPiy08P6no9jMqtJqdwYQxkCiIBSSxz24xQA6fw1o114gh12fToZNTgTy4rhhlkHPQdM8nnrzW6Puj6VyNh4rW48V+I9Lu/s9va6SLUpcNJjf5yFjnPAxjiupt5kmiVkdXVhlWU5BHsaAJqKrwX1ndSSR291BNJGcOscgYr9QOlE9/Z2yO893BEqEK5kkChSegOTxQBYopEdZEV0YMrDIZTkEVgat4stNJ8U6LoUqqZdTEzeaZAohEaBuR6sSAPxoA6CiuX0bxdHfap4gtr421nDpd6LWOR5dvmZQNk578104ZWQOGBUjIIPBFAC0VXtr60vd/2W6gn2HDeVIG2n3x0qxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXlfhTwto+tePfGOoanZpdzWmrL9mEuSsLBFYso6ZJC5P+yK9UrL0rQLPR77VLu1Mpl1K4+0T72BAfaF+XjgYFAHjPhLTrzxR4du9V1DwJZa7dalcTGe/utRRJUIcrsQMhMQUAAYI9a1rL+0lj+F8erXMVzdx31xGZ4p1mV1VHCnevDHaACfUGuxvPhrpVxd3stpqWsaZDfOZLu1sLzy4ZmP3iVwcE99pGa1P+EN0ZP7CW3he3i0Ry9nFE2FBKlTuzknqT1znmgDzhbnTIPDPxCTVpb9La48SywbNPIE8zN5eI1z/AHuh9s1T1iyfTNd8G3dv4Hs/DA/ty2t1niuYzPKj5DIyxjkEdSWJ7dzXpNz8P9Du9M1ewnW4aLVL438rCXDxzHGGjIHy42jHWqj/AA00u5uLO61DVNa1C7sp457a4u7ve0TIQwAAULgkDPGTjrQBgaF4X0PXfih45udWsbe/eGe2jjhuUEiRhoRltp4ycYz144rmb8G08BeJtHgdn07TPE8NvZhmLeWnmxsYwT2Uk/nXpN78OdMutbv9Zt9S1jT9QvmUzz2N35ZKhQu3GCMfKDzyD0Iqy3gHQj4Vj8OxxTRWKTJcEpJmR5FcPuZjnJJHNAHI6n/yN/xM/wCwBF/6KkrE/sXS9Rm+EovdPtbgXGnmKbzYlbzEW1DKrZ6gEkgepr1Obwlps+oa1eu0/m6xaLaXOHGAgVlG3jg4Y+tZmqeAtKv9K0fThc6hanR0VLO6tbjy5kAQJ94DuAM8UAc5eaxH8OfF3itpQBY6jZHWLRDwpuV+SRB7sSh/Guu8BaHL4f8ABthaXWTfSKbm8ZurTyHe+foTj8K5bxRp7eNPGmh6S2j34t9GujdXV/cQlInUKCI0bo+5tucdNtej5k96APNddXS9U+IWopbeFp/FWpWlvFFPHeSQrZ2QYFgF8wfebqeCfTuK47Elt8K/iVYtaxWUdtqACWcM3mR25JjLIrYHGfYV6nqHgW1vNdudYttR1bTLu7VVujYXPlrcbRhSwIPIHGRg1Xj+GmhwaLrOkQi8jstXZGuE87cQy4+ZWYE5OMkknJoA5zxh4V0bw5pPhfU9Lso7fUodXs1a9Qfvpd7YfzH6vuzznNTatHperePtYNn4Sm8V39ukUFwb6WFbSy+XISPeDyc5bAJz+NdxrXh6216ytLS8MwjtbiK5j8tsHfGcrnjpWVe+A7S41u71W11LV9Mnvdv2tLC68tJyowCwwcHHGVINAHljCSH4MeObJ4I7ZLXxCIo7WKUyJbjzoCY1YgZUEnsK9A1e4i8HfFKPWZm8rTNdsXiun7LPbqXRj9Y9yj6VdT4aaFD4f1PQoVu4tP1G4S4ljWXJV1KkFSQTyUXOc1l/Ee1l8XSWfg+PSL+QyXUNxLfmEiCCIZ3kSdC23cu3/aoAw18N32ufDqHUXls49U1zV01eSzvpdkd2mT5dsT1I2BCB6j8av+EZrDTPHsVvd+EpfDGsXdo8ccNrIjWd0qEMSNgA3jr06fr3Ou+GdP8AEGkRabeRSJDA6SW7wOY3gdPusjD7pFUNH8F2WlasNVmv9S1S/SMxRT6jceaYUPUIAABnucZ96APN9C0a51v4SeDI7M6fdTW97cz/ANk38uyO/AllyuO5XOcEY9a6nwNNplp4y1Cxfwxc+GNZuLJZZLBJEa0lRWx5kezC7gTg8Dj8a1x8OtFHhvT9Eie9iTTpWms7qKfZcQuzMxKuB/tHjGOnpV7Q/B9pomozam13qGo6jLEIDd6hP5sixg52LgABc88DrQB0cPevNPHNnqF/8WPCdvpmqtpd0bO7K3SwJMVAAyNr8HI4ruvDmjQ6BpEenQXF1cRxFiJLqXzJDkk8t360Xfh2yvPEun69KZftlhFJFCFYBMOMNkY5/OgCnoGi+ItNvZJdX8WSaxA0e1YWsIYNjZHzZQZPAIx715CLNNQ+F3hWxlZ1iufF/kyFGKna0synBHTgmvoCuWh8AaNBpOm6ajXXkadqQ1OEmQbvODM3JxyuWPH60Act4s8DW1pd6JH4c0nRrmG0knuJPD91II0uyyqvmAHILLtxlgRzWbZR6FNoPjjSX8NT6JqBsDeXGkzlJLZSsbbJIdvy/eAJIA5A9OPRvEXhKw8SSWdxPNd2l9Zsxtryym8qaPcMMAcEEHuCDUOk+CdL0uPUfMlvNQuNSj8m7ur6cySyx4ICZGABgngAUAQ/Daws7D4d6D9jtYYPtFjBPN5SBfMkaNdztjqxwMmuodFkjaN1DIwIZSMgg9q4ifwE1h4XtNE0fUtTeOLUIJ0e4vCTBGpG5AQMlNoOE9T9a7mgDwm30jTbL4Z/Eye1sLaGaPU7+1SSOIKywqy7YwR/COw6VpeKfCmi+Hvh7omr6bYxQarbXNlKL5R++dmdQxZ+rZyeDxXayfDjR3fXQLvUkttbDm7tFuf3IdyC0iqRw5x1rW1fwxYa3oMOjXZmFrE0TKUYBsxkFecewzQB5lqaXuu/FjxGk/hi18QxaXFbw21veXSRx26um9mCMrBix744xium+GljqOl3XiCxuLW2sbBbiOW00+K9W4NoXUl0OPugkBgMD7xxWx4g8FafrOqx6tHd6hpupCPyWu9Pn8p5EzkK2QQw+oqz4c8M2PhizlgsFmd7iQzXFxcSGSWdz/E7HqaAMLx8n9i614d8YR8JYXX2S+Pb7NPhCT7K+0/jXM35/t3S/iP4qb5oTYz6VYMf+eMKNvYezSEn/gNem6zpdvrej3el36M1rdRNFIAcHBHUehHUe9Z0HhTTLbwc3haISrpzWz2xw3zlWB3HOPvHJOcdTQBwV3od7qEXhLULTTtK8Qi10SNX0K+nVThlT98gbK5425YY/pnancaSvwq8d6dYaTe6Nd27xS3ml3DApbtIykGLHGxgueP5Yr0O+8B6depprwXWo2F3p1sLWC9sp/Lm8oADYxwQw4zyOtNHw80k6BqukyyX0/8AapVr27mn33ExXG3LEdsYAAwKAMSPTrPxR8V7qy12CO8tNL0qB7OzuFDRFpM75Nh4Y8BcmsLWLWDQb34iaBpSiLSToJvfsqf6u3mZGBCj+HcMHFeha34Mstau7W+8++sNRtY/JivbGbypfL/uE4IZc84INQ2vgTSbPRdV07N3K2rIyX15PMXuJsqVyXPoCcDGB6UAcD4l8K6No/wWsNfsrKOPWreOxul1AD9+ZXeMMS/U/ePHQcY6V7XJGk0TxSorxupVlYZDA9QaxNT8J6dq/hBfDNy04sBFDECjgPiMqV5x6oM8Vu0AeB/Zrfw94A+I2qaPZwWd/BrlxYxXMEQV4LdnhUqpHIUBiQB0610nj7wj4e8J/DttY0Gzt7DUtKMMtpfQqBK7b1X53HL7gSCDnrXeWfhLSbOx1myMTXFtq91LdXcc53BmkADAcDA4GO/vWPbfDHR4ZbQXOoaxf2Vm4ktrC8vDJbxMv3cLgE47BiaAOdTw1pfij4w6+NbsluYotNtGFvITsDsGG4juQMgHtuNd94m1uDwv4V1DV5Aojs7cuidAzdEX8WIH41JbaBZ2niO+12My/bL2GOGUFhs2pnbgY4PNM8ReHLHxRYQ2OotN9mjuI7ho42AEhQ5CtwcrnqPagDxiXTfFMXwvisl8H6guqW9yNX/tI3MBP2gP5hkKbt33SVx16V6ZqWtweJPg7qWs22PLu9Fnk2g52t5Tbl/A5H4V2Vc5pvgrStK8L6h4dtXuRp175wZGcExLKCGVDjgckjr1oAPAH/JOvDX/AGDLf/0WteRzwSTfAvxA6I0kcGvSTToBndGs6lv8fwr3PSdNg0bR7LTLUubezgSCMucttUADJ9cCqOi+F9N0LSrrTLdHmtbqaWaZLghwxk+8OnT2oAv2dxDdRR3NvIskEqB43U5DKeQR7YriPFPj60uPh3qWoeH3kmuJ7htKsyFKmS4Y7AUJ6gZLA9OKVPhRpCrJaWuseILTTHzu0631Flgweq4IJAPpmt9/BGiE6EkUDQW2iSGW0tYmxHvxgMwIySOSDnqSTmgDyrWDrvhzw54YvYfBl9Yjws6vJdNcwOHhI2zAqrE/PnPtXthFprWkEZWeyvYOo6PG6/1BqS9s4NRsLiyukD29xE0UqH+JWGCPyNVNA0W38O6HaaRaSzy29qnlxtOwZ9ueASAOnQewFAHh93DfeJPBul+AVlc3+kPfi5Kdf9FUrB+DGSL8q6rRNWXx14jj1rIeDSPD65H927uU3Pj6IuPxrurDwhpWneLNS8S28cg1DUI1jmJb5ABjoMcZ2jP0pnhvwXo/hXTL7T9MjkSG9meaXewJywAwDjgADgUAeZeHf+QX8If+ulz/AOi2rsvhl9/xn/2NF5/KOtaz8C6RYweH4Ymudugl2tN0gJO4EHfxzwfatHRNAs9BOpGzMp/tC+kvpvMYH94+N2OOB8o4oA4rxvo9hrvxU8G2Wpostsbe8cwMfllKhCFI7jjOO+Ko6jFH4K+IGpx+GraO1iuPDlxfS2UCBYhNEcRyBBwCfu8da7XxH4K0vxPqFjf3st5DdWKuLaW1n8toy2PmBHORtGO3XINP0Dwfp2gXF3drNeX9/dgJPeX83myug6JnAAUegAoA8i0zw9d6l8OI7n/hCrGW6urU3Z8QS6tGtwJSN3nFyu5cHnbuwMYNe1eHJLyXwzpcmoyRyXrWsZnkicOrvtGWBHBBPOR61zL/AAq0RopLOO/1mHSJHLvpMV6VtTk5I243BSewYCu2hhitoI4II1jijUIiKMBVAwAB6YoA8v8ACfhbQ9b8YeN7rVbG3v5U1QwpFcoJFiUopLKp4Bbpnr8orlbyFrjwAdD8+Y2Nl41GnWcm87lgD/KA3XjcQD7V1Wi+BpNS8U+L764udc0iSbUiI5rOZoPtEOxfUEMAc4YcjJ5rr28C6H/YOm6LDDJBZafdR3cKxvyZEYsCxOSckkn1oA4Lxvodpo+teFPDGh6DBJpd/cXF1cacs/kR3ckUa7Q7HPA64PXFXNF0vUdL+Iun3UHh7TfDNlcW00d7bW+oRMLgKu5HWJQvKt1IB4bmu98ReGdO8UWUVvfrKrwSCa3uIJDHLBIOjIw6GqOi+B9O0fVn1aW81HVNRaLyVutSn81o4+6qAAAD9M/maAPJ20JPD/ht/wC3/Cdvq+nRytcHxTo1yjXRG/d5hJ+fI7kHAxW1rE9x4l+KLRpoMHiOws9KhntLS7uliixLyZtrKQ5PC8jiurPwr0UQvZJqOtR6O7lm0lL0i1IJyV243Bc9g2K1db8E6XrV1aXiS3mm39pF5MN3p03kyLH/AHOhBX2INAHnLafqOleHfiFbSadaaVpsumNNHpkF8k/2aUxsGIVcbFYYOMY44pPE3hXRtG+D2na9ZWUcWtW4sbldQA/ftIzxhiz9TnceDwK9Cs/AGjWmi6vp2+8nfV0KX15cTb7iYFSvLkdgTgYwPSruqeFNO1fwonhy5acWKpCgKOA+IypXnHqozxQByLaJpcn7QJlfTrVpBoC3YYxKT54uNok6fewAM9cCuO8JadeeKPDd1quoeBLLXbrUp5mnv7nUUSVCHK7EDIWi2gAAAjpmvW9T8IWOpeJ7HxD9qvrXULRBFutZ9izRB9/lyDHzLntxWZefDTSri6vZbTUtY0yC+cyXdpYXnlwzMfvErg4J77SM0AcTbQXurJ8OfDnia4ivbSY3j3Pl3AmjumgH7lWdTh8DqO5HNbUfh7SdB+OGlf2Taw2aXGlXDyW0ChI1IZRuCjgZHHHXbXWX/gfQr7QLLRlt3tLewKtZSWshjltmHRkfrnrnOc981X0jwBpmk+II9dN7qd7qiRNCbi9ufMZ0bHB4AAGOAMdT60AdWeBXmXxG0jTtS8Y+C2vdPtrgzXzwSebEG3xiNmCnPUZ5x6113hXR7rR49W+1TSuLvUprqFZZjIY42CgDPYZUsAOgbFO8T+FLHxVb2sd3PeW0tpN59vc2c3lSxPgjIbnsaAOC0zwzo+t/F3xk+p2EF3HaRWKxQzoHjG6E87TwSAuAccZPrXM3dxdaL8PvFmlaW0kVrH4mawjVZdnkwOUJRWP3QckZ/wBo17Bpvh2z0vWdS1SGSd7rUVgWdpXDA+UpVSOOuCc+tNj8FaL/AGdrVhPA9za6zcvdXcczZBdgM7cYIxtBHcHvQB51eaBqWn3GiXel+CtK8NXFneRAXkeqRAzRk4aJxtUybh6knitXQ/DOj6/8T/HM2r2EN+sE9ssUVwu+NN0A3MFPG44XnrxXQ2Xw40y2v7K6u9S1jVFsHElpb6hd+bFAw6MFwMkdi2cVuadoFnpesatqluZTcao8clwHYFQUXaNoxxxQBy3wmjFroeuadGW+y2Gu3lrbIWJ8uJWGFGe3J/OqfjHRNLvvi54KN3p1rObiK+87zIlbzNkalN2RztJJHpmu10PQLPw+l+tmZSL69lvpfMYH95IQWxxwOOlVPEnhCx8TT6fcz3V9Z3enu7W1zYz+VIm8AMM4PBAGaAOK8L+FNE13xz44utX06C/aPURFGlygdIwYwSQp4BPHPXgVyktze2/wwsdDtRJLaTeKX0swm4Me+3DuRD5h+6GIAz6V7ZpWgWej3+qXlsZTLqdwLifewIDBQvy8cDArNHgPQj4dvdDmhlnsry5e6cSP8yyM27crDBGD0oA4YaJqWn+KfDt9p/hDSvDBju1gnkg1KIC6gYYeMoFXe38Q6n5a9frk9N+H+nWOr22p3epavq1zZgi1/tK681YCRglQABnHc5NdZQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFczrfjW00jV10e30/UdV1Mxec9rp8QcxR5wGcsQqg9uc0AdNRXJL8RtBPhxtZP2tQt19iNkYD9pFzn/U+X/f8AbOPel03x3b32vW+iX2j6tpF7do72ovoVCzhRlgrKzDIHJBoA6yoJP9Ya4l/iZZyXmo2un6Nreoy6bcSQXn2W2VhEUYqTksM5wcAc4HQVfufHeiQ+G7LXY5Zrq3v3WK0it4y8s8hyNir/AHsg5BxjBoA66iuP0jxxDqOvR6Jd6Vqmk380bSwJfRKBMq/e2srMCR3Fcp4P8fy2FhrUNxp2vay9pqt0Z5raLzVt4952rlmGcAZ2rnAoA9borjtS1/RtSl8JX0Oo6j5N/d5szZOFjmbYflmB5K8HjqCK5U6ukfhj4hT61qesR2drrrRrLYT4uIU3RbVjLHCjJ5HoTQB63RXn9x4t1GL4yxaELLUX07+zM+WkSbTI0yjzyc52AfKT2OeO9WdH8UaFo/hfV9Wk1DU5LS31KeKRr5hJJ5u/HlxBeq54UUAdvRXKaZ48tbzVrbTL/SNW0e4vATaf2jAqLPgZKgqxAbHO04NVr74kWVrcagLbRda1C006Rory8s7dWiidfvjlgW298A4oA7Q9KrqpY8Umn39tqmnW1/ZyiW1uYllicfxKwyDXO6p45s9O1mbR7HS9U1i+tkV7mPToVcQAjK72ZlAJHIHJoA6lVCjilb7p+leaeN/H6XHwq1HV/D324Stm2aRI9kllIGAYSgkFCM44yckY9a6jwRp8Nh4ajSCHVoRK5dk1WUvNuwAT95sA4yADjn3oA34e9S15fpvi/VLzxd4102W01JLe2hjW23Rqq2uIWYliDkFzyp54x0ql4R+KEWn+AtJudR07Xbu2hhVLvVvILxK+cEszNubB4JAP40Aeu0VzOueNLLRZLK3W3utQvr4Fra0sYxJJIoGS/JACjPUkVJ4f8XWviCW7tUtruy1CzKi4sryPZLGG+62ASCp7EE0AdFRXB/E7xPqXh3QbSTT4rrzZ7yGNpYI1bam9cqcngsDgY9+RV/UvHltpz2NqNM1O51S9i85NNghVp0ToWf5tqgHjJbr60AdbRXMaP440zVrXUZXWfT5tMGb62vk8uS3GN25hkjaQCQQSDWTH8U9O8qC8uNI1i00edwkWqXFqFtzk4Vj825VORhioHNAHe0VwttqF23xmvrQ3ExtRocUiwbz5YYzMNwXpnHGa6LXvEVn4b0mTUdRZlhVlRVjQs8jscKqqOpJ7UAac3apF+6PpXG2fj6G61uy0nUNE1fSZ73cLR76FVSUgZKgqzYbHY4ps/wASbFb/AFDT7DRdb1O706ZobmKztg2zAB3ZLAYPIA6naeKAO0IBGDULxleR0rnj8QNB/wCEOg8TrNM1lOwiiiWImZ5SxXygnd8gjHtnOOa5W/8AGNxqnxE8G6eLLWNIdprhp7W8TyxPH5J2n5WKsAR0JyD2oA9Oi+6frUlZfiGSC18L6vNcS3MNvHZzPLJasFmRQhJMZPRgOR74rgb7xld6drXgCz02DWrvTLuzeaTciPNeL9nymWLDLrnc/Qc55oA9SqKbqK5TUfiFaWl/f21nous6omnNsvJ7G3Vo4WxkrlmBYgEEgA4roNO1O01zSbTVNPl860uYxJG+MZB9ux9qANAdBRXJ6v46ttM1ltHtdM1LVb+KISzw6fCH8hD0LlmABPYZya53wP4ygfT/ABjruoX066bb6rIytdbswx7E+QKeV5ONo7mgD06iuKs/iNaz3tlBfaNrGlxX7iO0ub63CRyufurkMSpPYMBmtrSPEttrN7qlnBHNHcaZcfZ545lAOcAqwwTlWB4P6UAbdFccfiPo40E6wI7toHvHsrWNIt0l5IrFf3Sg/MCQcE46HOKn0bxvBqmrf2TdabqGlaiYjNFb38QQzIOpQqSDjuM5HpQB1VFeZeDvF8ej/D641bXLy4mC6lcQpuLSyyN5rBI0HUnsB/St7TPH1ve6xb6VfaTqmj3l0pa1XUIVQT4GSFZWI3AckHBoA6+iuFb4m2kl9qNnp+ia1qU+nTvDdraWysI9pxnJYA5wcAcnB4FWr34kaFZeG9N8QGSaXT9QnW3ieGIswchjhl68bGBAyc9qAOqj/wBYamrgovidYR6g1hd6HrtrqTxiS1spbQebdKTj92AxHGCTuIwAfQ1r6J450vV7PVZ5orrTJNJP+nQX8YjeAbdwY4JGCASCD2oA6aiuJt/ibpshtZ7nSNZstLu3WODU7q2CwMW4Uk7iyq3GCwA5q3q/j6w0rxBLoKadqd/qiQpOtvZwBy6NnkEsAAMck46jrmgDq6K8/wBV+IaXfw91/VtHtdQg1GwSSCS3lgUTWkoUkM6k42jg55+nauk8HapPrHhTTry5t7uGZoIw/wBqUBpDtGXGCeD1BoA3KKwbfxdps8evOwmh/sOR0vBKoBwqb964JypXkE46VSi+IWjTeB4vFkSXT2MriNIQi+czmTywu3djO736c0AdXRXm2ueJF0jT/Ht3pE2sz6lZhQ6y7JIrVzDlWiUnhB1bOeexrL1XxldW9t8PdTul1a3SWVkuYdp8y7PkDGEQneGYjGe57UAeu0Vy+heN7TWdbl0afTNT0rUkh+0Jb6hCEMsWcblKsQcHrz/I1jaV420Dw94G07U5LrWbqwur+S0jmvAJp/MLyE7sHlQUYDGTjaMUAeg0Vyek+PbTUtfi0W60nVtJvbiNpbZdQtwgnVeW2kMeQOSDitjxHrMfh7w3qOsSpvWzt3m2ZxuIHA/E4H40AalFebaH4Iu/E2iWuteJvEGstqV9EtwI7O8a3itQwyqoi8ZAIyTnJFbOkXWp+DvDOpzeMNSS4s9PlY29+TmWWDjb5gA5fJxx1yPxAOworjIfiNa/b7C31HQdc0uLUJlgtbm9t1WN5G+6p2sSpPYECpL/AOIVja+Ir7w/aaTq2o6pZhGkhtIFYbWQNu3FgABuA5wcngGgDr6K5q18d6Fc+FrrxC9xJbWdmzR3SXEZWWCRSAY2TruyQMDOcjFVbD4g2lzqNlZ3+jaxpH29tlnNqFuqRzP1CZDHaxHQNjNAHX0V4/rmralFpvxUaPULtGtHgFsVmYGHMak7Ofl59K7W88Y22jR6Xp32S/1PVbq1WZbSyjDybAAC7FiAq54yT1oA6uiuf8NeLrPxLNfWqWl7Y39gyrc2d7EEkj3AlTwSCCAcEGrWo+IbPTNc0nSblJhNqjSLBIFHlhkXcVY5yCR045xQBrUVgWPjDStQ8Yaj4XgaU6jp8SyzZUbCCF+6c5JG5c8d6xJfFWj65qXh64iuNYgWTU7i1tRCypFcvGpDGQZO6Pg475HSgDse9WB90fSvENT1fU08CeOZ01G7Wa38UGGGQTsGjj82EbFOchcE8Djk17ePuj6UALRXkfgz4gyWOi6kl1p2vaubTULk3NzbxeatunmHALMwJwvOFzgV3OoeONEsNBsdXSWW8h1EqtlDaRl5blmGQqLxz65xjvQB0dFc3ofjO11fVX0m40/UNK1NYvOW1v4gjSx5wWQqSrAHrzkV0lABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmsGq2PhD4reJ5vEFzHY2+sQ2stjdTnbG4ijKOm48Ag84969KqOaCG4j8ueJJUzna6hh+RoA8p8QeO5LnRYL/SLWLSdMutaFt/bk1uJFEeObgIQAMngM2Rway0u7KX4q+DGtvFV94hCTXKzXUjIbeN2hO1EKKF3HnIyTwK9saON4zGyK0ZGCpGQR6YpscEMSKkcSIi/dVVAA+lAHk3g3xn4c0C58Z2ur38VhOniC9nBlBHnKXA+T+8RjGBk9PWsa3v8AVfDngrQ9zLotvq+rzzPe3NuJDp8TsWT5W4UsO54Ga9S8MeFRoQ1j7TJDdG+1e41KM+X/AKoSEYXnuMda2540l3RyIro3BVhkH8KAPG9OubOX4v8AhM2viW+19RHeLJdzMpgVzFkJGUULnAyQM9VrQ8B+OfDnh3StfttWvY7KeLVryYJICGuFMhwY/wC+cjbgc8V60kMUaIiRoqp91VUAL9Ka9tBIyM8MbFDuUlQdp9R6UAeLaTpt3peifDWG9ga3lk1qacW7jBiWTzHVSO3BHHbNVvEH/JOfin/2MH/tSCvdioJBIBI6Z7UhRCCCi4PJGOtAHnmqalZ6R8dtOl1CdbeO90I2du7g4kmNypCA+tcLeWNzdfD+4u4Wulg07xnNd3T2gzLHErsGdRg5K7geh6Z7V768cchUuisVOV3DOD6ilChfugDvxQB4yg0DWPE/hy2tPGWv+JbhL1LyOKKWF47fZz5kpCDaOcEZBOai1G70Ox1bxDd6b4tv/CGrRXUr3GnXRWSG5fr5qwtndv8AVSfpXs8NtBbljDDHGXOW2KBk++KJLaCWVJZII3kT7rMgJX6HtQBkeDtQ1LVfB+lX+r2wtr+eBXmiC7cHscdsjBx2zXGaDrmmeDPGPi2y8R3cenyX199vtbi5O1LiFlAwrHglSCMdea9PqOa3huFCzQxygHIDqGwfXmgDw3Vg978MfiNr0UMkWnarerLZ70K+aitGpkAPZj/Kvc4f9RH/ALo/lTiqsu0gEehFLQB5ZbalZ2XxJ+IenXM6xXd/bW0lrEwIMypancV9cYP5VFbKo/ZlYAAD+xXP44Jr1UxRtIJGjUuBgMRyB9adsXbt2jb0xjigDxLWLYWPi/w3q2pa3qGiaZdeHobOPUbUqqpMDvMbsysFDA5zxyPY10HgKHS7vx3qepabrOs64YLJbSTUbp42t2y4cIhVVLMMZzyBk+1elvFHLGY5EV4yMFWGQR9KWOKOGMRxIqIvRVGAPwoA4P4vuIfBMVy+RDb6jayysBnYglGSayYfEGlaP8T5PEF9eRpo2taXFHY6i3+pDIxLRlui5Hzc4r1GZQ0TKwBUjBBHBqFLeF4DC8MbRdNhUFfyoA8d1q2m8d6l421Lw2rz2TaKlhFPGpC3c6v5jBD/ABYA259x61f8R+N/D+ufC6TRtMmW51e+tVs4dKjUmdJcAbSnVdpBOTx8tetoixoERQqgYAAwBTFt4VmaZYYxKwwzhRuP1NAHnmgW0tn8XntZm3Sw+F7aN2z1YSkE/pWn8TtbvdC8OWk9mYoBNfwwTX0sHmrZRsTmbaeDggdfWuz2jduwN2MZoZVdSrqGUjBBGQRQB4bfXllL468HNB4vvvEbLqQE0xMZtoWZCFUeWoUO3PGScA123w8Uf2945bAydccE/wDAFruY7eGGNY4oY0RTkKqgAH6U8KBnAAzycd6APCLBHtfBGha00UkthpPiie5vFjUsY4vMdfMwOoUkGuk1nxVoniL4m+BotHu4r7yJ7l5J4PmSPdAcLu6bjjOOoxzXqYVVGAAB6AUyK3ghULFDHGoJICKAM+tAGL44/wCRA8R/9gu5/wDRTV51cajaaKfhDqupTrbWEFhIktw4O1C9mgUE+5r2MgEEEZB7Ux4o5E2PGjJ/dYZFAHjurT6BbeKNfuLXxZf+DNYjnLTwzsrQXnyjbMsTcPu9jnjpzXoXgLVNU1rwRpeoazbiC+mjJdQmzcAxCtt7blAbHvW9LbQTsjSwRyMnKl0BK/T0qWgDzSw1nT/B3xH8Vr4huo7FNUaC6s7q4O2OZFj2sobplTxjrzXGTxS+KPAXj250i3uGjfxAt2Io02ySxL5bEhSOpHzgEV71LBFOoWaJJFByA6ggH15p4UDOABnk470AeH3z+HddXSrK38ceI/EM15dRNFYQSws8ZB3b5B5Y2BcZOcVsfEa5v/CPiWXVtKhd5PEdidL2x9rwHELn32sw/wCA16pHbQRSPJHDGkj/AHmVQC31PepCobGQDg5GaAPH/G/hpfDemeBSl3eWekaK7wXl7ZKDJCXQATcg4G4HJx/F71LosWi6l8RdFNj4p1zxJcWEc0/n+bFJb2oZNuHZUHLdMA54Ga9bIBBBGQeoNMht4bZCkEMcSk52ooUZ/CgDwqySS28E6FrbQyTWOk+KJ7m8WNSxSPzHHmYHXaSDXU+JNe0vxp4k8I6d4bu49RntNUj1G5mtjuSCBFbIdhwC2QMdeK9PCqowAAPQCmQ28NuCIYY4gTkhFC5P4UAeU+DfGnh7w9qfjW11e+hsJRr11OHmyBKvyjCn+Jhj7o55HrWNHZTw+FPCNxc27wJqHjeO9hglXDRxO0hQEduOfxr0/wANeFRob601zJDdf2hq82pR/u/9VvCgLz3G3r710ZUNjIBwcjPagDhNXAPxs8NkgZGl3WPzWuV8RaXeazqnxbsNPRnupLXTSiJ1fbGzFR6kgEfjXsu0bg2Bkd6AoBJAAJ6n1oA8Ev5/Dmr+FLey/wCE18S6rLe+XANDhkhM+/I+QoYxt2kdTgfL1rvNIiEfxq1hSSzJolsu5uT99up/Cu7W2gSdp1hjErcNIEAY/U1JtG7dgZ9aAPIbmJ5YfjDHEhZ2jGFUZJP2Wu88CatYax4K0qbT7lLiOK2igkKfwyKi7lPuK6IKASQACep9aSOOOJdsaKgznCjHNAHj3xFtrmy8Zy6Zao4h8Z29vZSOv8MkUqq5Pt5LkfhUNlp8v/C0j4KWAjTLTVn8Q5AwoQxqUUewmY8e1e0FQSCQCR0JHSjau7dgbsYzjmgDyG7jeaP4wxxoXcxLhVGSf9FoTVNP1qb4WS2FzHcxxTNC5X+GRbYZU+4OK9eCgEkAAnqfWmpDFGAEiRQDkbVA5oA4bVP+S2eH/wDsE3X/AKEtcHpihvh14BDAEf8ACZLwf+u09e77RuDYGR3pNiYA2rgHIGOhoA4XxZ/yVb4e/wC9qP8A6Tiuj8W6K3iLwjq2kIwWS7tnjjY9A+Plz7ZxWwVBIJAJHQ+lLQB5v4Z+Jvh+w8O22n+Ir0aRq+nwLBd2l2jK4ZBglePmBxkYz1qnqnjjxBc/D7XvEUekxRWP2hE003FuzP8AZ9wDTyIScjnIGB05yOvp0tpbTurzW8Ujr91nQEj6ZqYgEYIyDQB4J4n1Cynm8OPH44vfEk66xaSziMRi1gTf95hGoCnJAAJzya6jT/FGi+Hvi/43i1e7isvtC2RjuJjtQ7YOVLdAecgd+fSvTora3hjMcUEUaE5KqgAz64rA03wsLTxb4k1i4kiuIdXNqVgaPPl+TGV5zwc5zQB5Vq+nXuv+EvFfiHTobv8As661yC9gWFMSTW8QCvKikdzlhkfw9Kt3J8Pa3e6HZ2vjfxD4jnnvYporSGWFjDtOfNkHlgoF75wea9uAwMDpUUdtBC7vFDGjucsyoAW+vrQB4x4g/wCQX8X/APrpB/6KWtTXPENxB4q0vR7jX4fDOnHR0mGoNDGXuWyAY1kkBVQODjr+derFEOcqPm68dabNbwXChZoY5FByA6ggH8aAPKfhnPby/EfxWbbUb7UYZLW1aG8vvv3CjcC6/KoKZyAQMcV03xPt5F8Kx61boWudDu4tSQDqVjb5x9Nhb8q7MKoOQozjGcdqUgEEEZB7UAfP97d3nh7w9pXxCt4ZDeatcX/mKo+Y/aVJt/wUxR/nXWXuiL4cufhfpC4za3Lo5Hd/JJc/ixJ/GvUiilQpUYHQY6UpUEgkAkdPagDwTVv+Se/ED/sbW/8ARsFe9j7o+lVSicjauCckY6mrQ+6PpQB5D4B8deHPD3hvVrbVbxLS5h1G7l8p1Ia4UyNgxj+PkbeO4rnX0G/0Twx8PdQ1a41DSbKzkvPtU9qB5lj9oJaMkFTgYO05HGcda98a3gdkZoY2ZDlCVBKn1HpUhAZSrAEEYIPegDybw9Fo2o/EnS5bDxNrfiSfT4JpDctLE9tbh127WZUGS3UAHqo969aqOGCG3TZBFHEmc7UUKP0qSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqnPqtjbapa6ZNcol7dq7wQnOXCAFiPpkVz/jPxBqWm3GjaNoggGq6xcNDFLcKWSFEXdI+0Y3EDoPeuWa28QWfxi8KQa3f22oRi1vDb3cVv5DNlF3KyAkcfLgjru9qAPVaK8gtviDf+Io7vVLPxp4a0OBJnSy069MbSTKpIDSlnDJuI7DgEde9nUPiddXnhTwtqdrPb6NBrEkkV3qM8Jnjs2jyNoAIB3MCAScYGaAPVqgk/wBYa4rTPE2qaXoOuarqup6ZrmlWNv8AaLXULAqjTYUlo2VSwBzgAg96pW03xFk02x19bjTrxrny5ZNFS3Ee2J8ZCzM/3wpzzxwevcA9JrHbxVoaWVxeNqMQt7e7NlLJg4ScMF2HjrkgVyEOr+Mtd8d6/pOl39hZafpFxBuklt/MeVXjDbByMfxEnryPeua8T6xfat8PPED+RA09r4rNtAkUYjDhJk27sdSe5oA9sorz271bxb4S1LR7jXdSsNS07U7xLKeOC0MJtJJM7CjbjuTIwd3NZt147udX8Q6xaWvi/QvDdnpdy1ogvhG81zKv32Ku67UB4BHXBoA9Uqnd6rY2F3Z2l1crFPeuY7dDnMjAZIH4V51B8Tb+/wDB1vJYxWEuv3Gr/wBiq0bl7UzdTMpByY9uGHPfvVfWrTxLZfEHwPFrWp2up2zXsrR3EVr5Do/lHKFQxBGOQevBz2oA9ZoorD8V3es2mkK2hpaC4eZUkuLtwsVtEfvSsCRux6A96ANyivMNJ8YahaeP9J0CXxVpPiS31JZg7WkKRyWrohcZ2OwIOCOef6u0nU/HXiyXxB/Z+radpsOmarc2cBez81p9jcK3zAKoBUZAJJJ9KAPTapz6rY22p2mmzXKJeXiu1vEc5kCAFsfQEV57B8QtX1nwf4UfTYLWHXPEMrwBpFLRQCIsJZNucnG3IXPfrxzBLbeIbP4w+EYNcv7bUYxb3rW93Fb+QzExruVkBI4wuCOu72oA9SlljgheWV1SNFLO7HAUDkkn0rndL+IPhbWpo4tP1eOZ5ZhBH+6dQ74JwCVAPCnp6U34iRXk3w+137FdpbMtjM8jND5m+MRtuQcjBI43c49DXHaHe6touhfDq1uLq0vI9ReJU/0MIYIfs4KoDk5YEff4znpQB6xRXmunan418U6r4jtdP1aw0y20vUpLaGV7PznlwAQhG4AAd25J3e1WdL8W+I9d+HFnqllbWEWqyXDW13NM+2C2VHZHmwSCQAuduep74oA7+T/VmsRPFOhx2NzePqMQt7a7+xTSYOEmDBdh465IFcVp3jDULPx3pOgS+KtJ8SW+pLMJDaQpHJauiFxnY7Ag4I55rl7r/kn3ir/sdH/9KI6APeqK5PT9fvo/iJq/h3Unj8g2sd9pzhdpMX3ZFJ7kNj8DUngbXL7xLpV3rFyUFncXko05VTB+zqdqsfUkhj+VAHUUVHcPLHbSyQxedKqEpFuC72A4GTwM9M15Dr3jLxN4e0R9ZvvFvh1dSjw8nh5YkY9eYw4kLlgO+MZoA9ioqK2nFzawzqCBKiuAe2RmuBsNW8X+LbjVdR0PUdP0/TrG7ktbS3ntTKbsxnDM77gUUngbRkfzAOrj8VaHLYWV9HqMTWt9dCztpADiSYsVCDjrlSPwrYrxXwpq93pPww8FFIYfMu/EgtZlmjD7Feebdtz0YY4NdZHqvijxV4h1qHQdSstL07SLj7GHmtPPa5nCguG+YbVGQOOaAOy07VbHVo53sLlJ1gne3lK5+WRThl57irleTeBrvxBa+AvEU1hZ2ja0deuhIk0u2CFi672JJBKrycdTipYvGOp6R4v0TTpfF+jeIodSuPs89vbQpHJbEqSGGx24yMfN/wDqAPVKhnu7a1aJbieOJpn8uIOwBduuB6ng8VwkOq+KvF+sa2ug6nZ6TpulXbWKPLaee9zMgG/dlgFUEgDHNc74rXxZqOqeA5dQmttJ1JruSNoVgE6RyhX/AHoIflWXHynp60Aeq2+safd6leadBcq93ZCM3EQBzHvBK5+oBq55i+teczeL30TWfH015DDLDolrZSR+XGEeV3iY4Zu+WwB6A1Pax/EOG307VpLnTtQFw8ZutJjtxD5MbdSkrPyyg9+vNAHf+YvrR5i+tUtXvrfRtGvtUuAxhs4HncL1IVSxA9+K8l/4WBqq+Hv+EmPi/wALmby/tJ8PB03+X18vzN+/zdvbb97jFAHs/mL60eYvrXAa54xuNCbRvE0n73whqFun2grFmW1dwGjk46qchSOxPuBU2nap4uvPBl9rosLb7ddt5mm6fMRGtvCT8rSsSMnb8xHsBx2AO58xfWjzF9a8nk8W6lofiTQrWXxhomvrqN9HZ3FlbQpHJBv4DqVdjgHj5vX8tFNQ8XeIPGfibRdL1Ky02z0qWEJcSWnnOxeMMEA3AYzuJJyeQBQB6P5i+tHmL615Ba+JPHOreArvxXFe6XZDTElL2gtTILsw58xixYbAdpwAO3XnjY1HxJ4h1LX/AAxp2gta2qazpjXk0k8XmfZxhTuAyNxAOAOmSM0AeiTXEVvby3ErhIokLux/hUDJNMsL611OwgvrKZZrWdBJFIvRlPQ157/bOs2d74g8Ka9cwXsv9jS31pexQ+UZI8FGV0BIDA46dRWRZ+MZdC8C+BdFs77T9OutSsVZ7/UGAhtokQZbBIDMScAZ60Aew0V514Y8aTN4xj8N3fiHSfEEd1bNPbX2n7FZGT70ciIzAccg8dD+HReN/Ekvhfw417a263F9NNHa2kLnCtLI21dx9ByfwoA6OsPUPGGgaVrtrol5qKJqV0VEVuqM7Hcdq52ghcn1xXLajqni/wAFnT9S1vVbHVtMuLmO2vI4rPyGtTIcB0bcdyg9cjP9KPhqw1ofGjxRJJrMDpFFamdRYgGWNlfYgO/5NvGTzu9BQB6Pqeq2OjWf2vUblbeDese9s43McKOPUkVN9qt/tn2Tz4/tOzzPJ3DfszjdjrjPGa5j4javcaJ4T+2WyQPJ9rt48TRh1w0qg8Hvg1ztraax/wAL71B11aERDS4pGj+yDLQ+a2Is7uCDzv8A0oA9Porx3R/G/iXX4mu7LxHokOrrOyHwzdwCJ1AfbsMjMGLY5yBjPGK9hUkqCwwSORnpQAtFct4H16+1621uS+ZC1nrF1ZxbF24jjYBc+p561xa/EXWj8NfC+r3F1a2U2rXLw3epyWxeK1UM4B2A9TtAGTjrQB67RXCaH4h1Sz0/V9R1LWdM17RLO0N1FqNgFRyVBLxsisRnA4P+Ryf/AAsTV/8AhHv+EmPjDwt5vl/af+Ee3x7/AC+vl+Zv3+bt7bfvcYoA9noqppmoQ6tpNnqNvnybuBJ489drqGH6GvO38c65D4C1I4hl8UW2rHSIlEeFkmMgCHb6FGz+FAHp9Y//AAlWhmzW7/tGL7O139hD4ODPnbs6dc8Vytp42vtYs/Aqae0S3WtHzr0lMhIokzMAO2XwoNczqmr3Gs+DbKe5SBGi8ZRwKIYwgKrMQCQOp9T3oA9ct9VsbvUr3ToLlXu7Hy/tMQzmPeNyZ+oBNF9qtjpstpFeXKQveTC3tw2f3khBIUe/Brj/AAr/AMlZ+IH003/0Q1Vfit9v87wf/ZiRNff25H5ImzsDbHwWxzgdTj0oA9FJA60nmL61wKar4k8OeL9J0jX9RtdVstXEiQ3MVr9neCZF3bSAxBUjoeuf15638eXniFLzU7Pxn4a0KCOZ0stPvTG0k6qcBpSzgpuI7DgY69wD1/zF9aPMX1rn/BfiCLxd4RsNbWIRNcKRJGGyFdWKsAe4yDj2xXJeIfFd8vju90A+I9P8MwW0MT20t7aiT7aXGWIZmVVVT8uOpOaAPQdQ1jT9LFsb25WH7VcJbQ7gfnlf7qjHc4q55i+teS+OJ9em8G+ELi8gsG1r/hIbTYIJC1vKwL7GyOQrfKT6ZNbUWoeJ/D3jfQ9K1vU7PVLPWhOoaK08hraSNN+B8x3KenPP9QDuO9Th1wOa860zUPF3jVL/AFXRNUsdK02G5kgsoZbTz2udh2l5G3DaCQfujI/nFpfjzUL+bwrd3EEVtbX15caXqUIGfKu1B2bW9CVPHuKAPS/MX1o8xfWvOdC8dXF78Qde02+8qLRoI5WspduCTAVWbJ78kn6CsyPxd4turHwa1t9jS78RTXTbZ4jtihA3RHg5OE+b36UAes+YvrSgg9K4PRNS8Qab4/bwvrt/banFPp5vre7itvIZSrhWRlBIxzkGu4h6mgCWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOT8aaBqWo3Gja1onkvqujXDSxQzttSeN12yR7v4SR0PtWTBp3i3WfiHoWv6ppVtp2n2ENzF9nW7WaRWdQNxIAByQAAM4289a9CooA8p03wx4h8IWdzoun+FdJ1u0Esj2F9NMkbRI5LBZVZSW2kn7p5HpW3caR4u03w/osVt/ZurvAHGq2DRRwR3e7kbDswu0+w3d67uigDyzSfh5cahe+Irm60m18N2Wrab9hGnWkok+fJPnttAQEcAAe/wCM8cPxCfRrTw4LO0sJIRHBJrkV2HBjTALJEVzvIGMHjk/h6RI+BgdahoA57w1oV9pni7xZqNyii21KeB7Zg4JYJFtOR25rk73wN4hl8Ha9p9qkEd9d+JX1K2ZpAVERlVgx98DOOtepRP8Awn8KloA8+u9M8V+L9T0e31vSbTStN028S9neO7E5upI87FQADamTk7uaqf8ACNaz4Z17WpdP8Nad4g0/VLpr2PzZkhlt5X++pLqQUJGRjpzxXplFAHnFx4M8Q3fhKykln01PEVlqS6pbxwwiO3UjgQkqASNpxuIznv3oubHxl4j8W+GtSv8ARbXS7DS7l5JYRerNI5aMruyABgcADrySa9HooAwtI1q9v/EuvabcW0KW+ntCIJY33GTepJDehGBx6EHvWP8AEfw5qPiCy0prG2gv47G+W5uNNnk8tLtACNpJ4yM5weK7NURCxVQCxyxA6nGMn8hTqAPMYvDfiC68a+GdZXw9pujaZpkk4azt5kMn7yMqXbaAuPugAZPWuk8D6HfaFFr63yIhvdbur2HawbMUhBUnHQ8dK6qigDynTPAev6Z4H8KtbpbDxD4fuZ51gkl/dzJI77494zglWGD2NacOneLda+IWga9qmk22nafp8VzH9nW7WaRWdANxIABBIAAGcbTnrXodFAGV4nsZ9U8J6zp9qoa4urGeCIE4BZkKjntya5WTwrqrWnw9jEUe7RDF9t/eD5dsGw49fm9K7+igDlfBuh32jXviaW9RFXUNXlu4NrA5jZVAJ9DweK4uTwBr48C6TYNZ215JY6xLe3GmSzhY7uIyOQpbkZ+YHB49a9eooA8uHhvX7vxf4a1hfDum6LpmmSzBrO3mQyfvIypdtoC4HAAGT1qGXwPrk3hHXtPSGI3F54lbUYR5owYTKjZJ7HCnivVZP9WaiR9uaAPOfjBYXTwaJe6TMsWsSXL6ZDnrIlyjI44/u8NntgmukeeXwteeE/Dmm2kMmnzh7V3Z8SRrHFuVgvcHacnsSPWrZ8M6G3iceI309X1YJsW4Z2O0Y28KTtBxxkDNbBZC4coC6ggNjkA9f5D8qAKmv2Nzqfh3UrCzuTbXVzbSRRTZI8tmUgHjngntXlEvgrxHP8P5fDVj4O0bSrv7KIptR+0I7XJUDO3au7LkdXIxk9a9k80elHmj0oAh0yOWHSbOKdNkyQIrrnO1goyMj3rhtP0zxb4PudU0/RdKs9T069u5Lu0nlu/J+yNIcssi4JZQeRt5I/Tv/NHpR5o9KAPLtP8AA2vweCPCOmXCRPe6b4hTULsiQY8oSyMWHqcODj3rUj0/xL4S8R63LomlW2rabq9z9sCPdiB7acqA+7IO5TgHjkeld75o9KiY7mJoA8pfwD4on8A3lhdLaT6hJ4gbVJ7YTFYb6ItuMZP8IY84PoM1bufDPiDUdX8N3dr4W0vQtP0zUY55bWGaMyuMEF/kUKAo7ZJOe2K9NSQrx1FP80elAHBW+m+KPB2sa3/Ymj2+sabqt49/GGvBA9vM4G8NuB3KSARjkVT1jw54uGl+Gb95INZ1rTL57u4hMohRg4YbEYjgKCACRz19q9J80elMd92KAOBm8D3utaj46GoKttba/a2cdu6uHKPHEwOQPRiPrUkY+Id9Y2OiSWNppZiaNbrWIbxZPMjQjPlx7chmx/FwMmvQR0FFAFHWdMi1rRL/AEudisV5bvA7DqAykZHvzXm1toXjKy0CHw9D4X0I3cKLbx660kbR7BwJDEULF8djkZ59q9XooA4XW/CeoeJtV0zSNTVP+EWsIVknCsEa+nAwqlV+6i9ccc8Y6GsS+8G+K7jwFfeFGkiuYbK6jawlln2/bbVW3eRJjlSBxnocD616rRQB5Rf+GPEGqT+H3svCWlaDZaZqtveS20M8Zlm2HkgooUAAt1OSSOmK63w5od9pvjHxZqVyiLbalPbvbEMCWCRbWyO3NdVRQB59pHhPVrP4S6z4emijGoXUd8sSCQFSZS+znoPvCsG/h13RvGvga3061gudQtNCeKe1km2CUKEDKHwQDkZB6cV6/VGXR7CfWbfV5LcNf20TQxTbj8qNjcMZxzgdqAOItPD2u6zrGteINYtILK6n0p9NsbGOcSmNSSxZ3AAyWx06CqT+BNYtdD8HX1tZ2V3quh2htrnT7lx5dwjKAyh8EBgRkHpXpattcmn+aPSgDjvDun6/P4kOpX+jaboWnRQGOOyh8qaaWQnl2kVRtAHGAee9aPjjw3P4o8ONaWc6W9/BPHdWksgyqyxtld2Ox5H410Hmj0o80elAHnup6d4u8bf2fpmsaNaaPpsF1Hc3sq3ona48s5CRqB8oJA5bp/Pc0fQ76z+IniXWZkUWd/BaJAwYEkxqwbI7dRXTeaPSjzR6UAcz8QtDvvEXhb7BpyK8/wBrt5cMwUbUkVm5PsDVO80jXbT4pLrljZQ3OnXunpY3En2gRvbFZC28KQd4wRx/k9l5o9KPNHpQB5NrvhfxV4h0efRtY8LaNqGpNujj8RGdI9oz8smwLvBAx8o4yK9U0+2ey021tZJmneGFI2lfrIQACx9zjNS+aPSjzR6UAed6dpfjLwzfa9p2l6VY3dnqeoTXttqEl35YtjLjIePBZtp9OtM0bw54t8OfDzw/ptlDZ3M9i8ov9NnZdl3EzuQBIQdpGQfT16YPo/nD0o84elAHmWkeALi/1zWb+70O08N2GoaU+nPYWcyyGVnPMrbAEBA4GOahtdC8ZWPh+Hw9B4X0JruGMW8eutJGUCDgSGIoWL47cjPPtXqfmj0o84elADLOA2tjb27OHaKNULhAgYgYztHA+g4FcFdeCNRk+LUOtIY/7BcpfToWGftaRvEpC/7rA59RXoHnD0pDL7UAeeeCvBGo6B4w1nUL0p9gj8yHSEVgdkUszSvkdjkqKoJ4K1v/AIRaGwMMX2hfE41MjzRjyPN3Zz647V6gXBBGKZQBz2g6JfWHj/xbq9wii01IWf2ZgwJby4mVsjtyRVf4gaJresf2BPoC27XWnakt232h9qbVRhg98EkDjnmusWQjg80vmD0oA4ZNM8ReJfGGk6trumQaTZaQJHgtluhO88zrt3EqAAoGcd8/pk6b4Y8Q+EbS60bT/Cuk63aedI9hezTpG0SuSwWVWUltpJ5U8j0r0523EGp6AMnw1p97pfh6zs9RngnvUTM8kEKxIXJJO1VAGBnHQZxmua8R2XiOTWbtJfDuneKNDuFQ29tcSRRPaOBhgS6kMCec5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Meeting Title: Model-Based Safety Analysis for the aerospace industry
Speakers: Eng. Daniel Villafañe
Primary Language: Spanish
Date: Monday, 8 April 2024
Time: 11:00 CDMX / 12:00 COL / 12:00 PER / 13:00 CHI / 14:00 ARG
Location: Zoom
Link para reunión en Zoom: https://incose-org.zoom.us/j/82361332001?pwd=EH6JFnye9ZBNwaptqkpSe0F5wk3j8h.1
Meeting ID: 823 6133 2001
Passcode: 019925
Abstract:
Model-Based Safety Analysis for the aerospace industry This presentation will demonstrate ATICA, the Capella extension developed at Anzen to facilitate the adoption of MBSE in safety and reliability analysis. First, the vision for ATICA will be presented, then the capabilities of the tool and its development within Capella will be described, and finally, a didactic example of its use will be shown.
Speaker:
Eng. Daniel Villafañe, Systems engineer at Anzen Engineering with 7 years of experience in the aeronautical sector, specifically in aeronautical certification and avionics systems. He studied aerospace engineering at the Polytechnic University of Catalonia and has a master's degree in systems engineering from the European University of Madrid. Currently, his role at Anzen is to coordinate the participation in the CORSARIO project and also the development of the ATICA tool.
For more information, please visit:
https://www.incose.org/communities/chapters/americas-sector/latin-america