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About this document
This is a prototype of an automatic report that documents how the user specified the operating model and their various justifications.
Introduction
Lobster fishery in the southern coast of Yogyakarta and Pacitan was utilizing using gillnet and trap (local: krendet) and mostly using and mostly of them are small-scale fishery. Describe the history and current status of the fishery, including fleets, sectors, vessel types and practices/gear by vessel type, landing ports, economics/markets, whether targeted/bycatch, other stocks caught in the fishery.
Describe the stock’s ecosystem functions, dependencies, and habitat types.
Provide all relevant reference materials, such as assessments, research, and other analysis.
Fishery Characteristics
Longevity
Answered
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Very short-lived (5 < maximum age < 7)
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Short-lived (7 < maximum age < 10)
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Moderate life span (10 < maximum age < 20)
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Moderately long-lived (20 < maximum age < 40)
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Long-lived (40 < maximum age < 80)
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Very long-lived (80 < maximum age < 160)
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Justification
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No justification was provided
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)
Stock depletion
Answered
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Crashed (D < 0.05)
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Very depleted (0.05 < D < 0.1)
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Depleted (0.1 < D < 0.15)
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Moderately depleted (0.15 < D < 0.3)
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Healthy (0.3 < D < 0.5)
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Underexploited (0.5 < D)
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Justification
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No justification was provided
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)
Resilence
Answered
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Not resilient (steepness < 0.3)
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Low resilience (0.3 < steepness < 0.5)
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Moderate resilence (0.5 < steepness < 0.7)
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Resilient (0.7 < steepness < 0.9)
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Very Resilient (0.9 < steepness)
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Justification
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Low vulnerability (SealifeBase)
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)
Historical effort pattern
Answered
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Stable
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Two-phase
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Boom-bust
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Gradual increases
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Stable, recent increases
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Stable, recent declines
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Justification
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According to DGCF statistic data 2001-2015.
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)
Inter-annual variability in historical effort
Answered
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Not variable (less than 20% inter-annual change (IAC))
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Variable (maximum IAC between 20% to 50%)
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Highly variable (maximum IAC between 50% and 100%)
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Justification
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Based on DGCF statistical data 2001-2015
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)
Historical fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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No justification was provided
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)
Future fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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we assume that the fishing efficiency stable
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Tbnf0T+SPp+1tiAvtTW1pbqCWchYftqKfLlN8mpQd0NTWhctYm6PllaS9fY7QoAYVEYxxol3w2hWPjQBUmVN5ZaCXNTXu9JwGFZOqAUs8GcSygk+cD3e74l8ovBvwT9u0pP/eDgEIyXUCpZ7MQ0JEFWu0V6Y7N6edsIqCQTBFQdt0bx7GATtyF3xjJ5fWpZw0loJAoB5R6NpBjAZ10Eik5Y31g6nnrCSgkagGlns3kWkDFdKDRBUhnWyO1zDoqOvUnJxFQSFQCSj6byrWAiq3O1tyxra2tkwsZA+kJKIo2OaDUs7mcC6jYSY+N7Jonj5EGSt2Fvzw/f5/+v57gtU8U8jC/eOht3xi588bnD8zf/t6XopuX5+96aWQZN00IKBufjeZcQP0LkMLJRDIuhV8dqaUo7nRXfNY0oDc+X8xD3/j4/GhAvTuF6BvezY8U8VzWI5/IoPz+qWY6u3MfXVxcfOBU1rfEpZ675E/62Dk69Ucn1TSgBT30jfX5jIBemL/94cFrD83fHT3X3QU8le2oJ7Ipv4XqN6Hyhr9tunhMTBnaOxmMpJ/ys4+tDqi/qTkSUO/e+/ynuP2T4uYvHgr+i3yM+UQu5XdR6eNAz/VOSXvo59aWRvbiz3ZSl3JOPW2ozQF98cB8VkB/fsDfZf/FQ8Ge+wU2QCegnhhD+X1UuyuRPP01OaHt0cROYm9AX/ugV8/3fDAroP4mpxfQ+wZsgE5CPTGe8lupjgH19M/31hYXF5d6p3Xmsys6oDde/JDXrXd/wj+tvR7uJYtYDb/yN/huvPCu4XLx7Ts+/JfhA/ukczvRXSGF6F3wlno46yRSMqBsgI7BrjsmUn43lRjQZ8XkIPd3Wu17FiMLU1/mrqTggPqbfcKdXx/4DbsvWnL4lcjizw/Iy0m3w8OTRQRUDFTKDmj0I3wkZ5gTBOoJFcpvqBIDeiV9bNNnYkr6YgPqbdVFRJe8RgWbd15Jw6/Wo2/Iy8n/TlStkIC+LjZuswKaOIm0bnAoawPF40Cpp4UcGge6mtHPOQMboAUHdN1L24e97b4vHPCDGeXLPxvuD1b3Sun9V/Tyzk+I/fZgORHYO7/m/fe1j4fLFXV4NXMcqDSM6ecH2ACVhQGlnlZyKKB9MS7J24UPRij5tow8UaEB9TYsw03D8KsL89Hhxt8OvvLuv8//h+G1P+HB0fVoazMKntGAhgPp7/wGG6BpIqDU01YOBVSY+rr2if8m67hAK/rszGgh9dtB5aTvXxDbk8Gt3/G/J3rp3fjU/K/+43f4ifSK+pvim7/ym+HjeY/xd7rdfz4///avy4//qWFA9X++gd/KX/0nI9//t//oHfO/Ii7lFBug3e4f/r35+b/197Ue37bb3aHo74Pb1tz2A2rq8Se/vyoeB6pk+oB2U7/wFLf9gMrfFxuS4a0/fIfYQ/Y2MN/+L0Uf3/4vfiPcp/du/5vfEP8bPNzP3zH/t/1eejv/v/77L0WPPwzoDD/fICugie+vi5/3U8Fh1fcW8XzNvt2Vpf4+uN382yKgxh5/8vurflcijSp1Nqb0frZXq/jkjrftKfbS/XNG/lmbdXE72IOXTxmFB0fXo5NDwTim0V14lZNI8eMOv5u5Cy89aHBA9q6vi41nxy+IT/5dwEKO7cJrubr13FTLFxzQuFbB2aJg1JJ/zY9/ODQ48y2dg48C6p92Go5jKiegwSwi4SWd626PBw3rSUBtRkCLZ3gL1B+tfllEzB926W+GRt9LefFRqaClBDSYxu5C8MNcGLeparnhticBtRkBLV6hZ+HXh/vBl4PxSV7A7nppPdxTvju8DMn7T3asXv/TR8MtUqNn4Yff+4j/Q4cDpxwNaGLXnYDajIAWr9CAXpiP94PXw+95e+5/EAxc90L1QhBYMYwoccBRylwY1zICGl7Eue70FigHPjEj5fcaAU2ZPA7U/+IfHohGMP1WGCkvtG8LRy0FV3uux49UXkCjWUQc3oWnnpid8tutjgHtrx3ac8/HhoOdKj0Ln7wSKTjMOZyS0z91FGygioOVtz/sff/1zwcHLMURzveK8+8//GCwzHCo/WzGBDSaRSQ4ieQt6NpJJPKJIii/4WoY0Gc7qWnsyg6oRIQqdS28sC5dxRnvucv/8r5oKfkfBifqZx9YlB/QeBo7R4cxUU8UQ/ktV7+Abox84lzFAU3NxhQtFGynyh+vcTk5aim6ulL8w08Ob8++F58f0OE0duHP4tI1nWx8ojDK77raBVTM2TS3srV1ohPPNFJ1QOP5QOOFxIZnsG0nnWISAz+l+T+FHz56YF6aIPSGOB//Xv2fLXqavIDKs4i85v3Idzw883M1BvlEgZTfd9UE9KqYSORU5uj4jWjLc2chKiifC4/xqCeKpfzWqyKgZ3fnf9iR+Azjw8Mv/ZYSUIwx8XJN0moz98aBnpBm/Rj5YHg5ltEHwhNQ5FLY+CSgNnMuoOIkUXtfr3dyuZMxIX0ilt4N8YnGBBTZ1HbdCajNXAuoOEkUbnf2vW3R9iPJbydj6S3sLUBAkUF5piUCajPXAroqb3WujmyCSsdAhe1W65YnCChSusr1PEJA7eZYQL1AShud3hbmrtRR0I1kU72bt/x7AgrJVPU8QkDt5lhAJ34uvNjF3ycNcAo+iY6AwjdtPAUCajMCmlpiI9XLEwQUAZ16HiGgdnMsoBN34QeDs51kL73bBBT6n85BQG3mWEAnnUQS+psPJKraP9EhoG7js41QKuV3ZukB3fZ2yKMLkM62EqfcC0NA7UI9UTLl92b5A+nFWaG5Y1tbWycXMgbSF4KAWoR6onzKb8/yAypGeo7MWFcsAmoLdt1RCeV3aAXXwvfji+HbI5fCF4OAWoF6oirKb9JqprM799HFxcUHTpl6eALafNQTFVJ+n9ZuQuUiENCmo56olPI7tfRxoOd6p6T99nNrSwb24glooxVdT0psM8fGgU6+EqkABLS5DOy6E1CbEdDin4SANpPmpZqTEFCbuRPQZxc993da7XsWIwvTXqSphoA2T9dQPY8QULu5E9ArnVYGEyPpCWjDmIunQEBt5k5Aw5npkuYMbIAS0CYxG0+BgNrMoYD2e73eSW8X/lgvtmXkiQhoU5iv5xECajeHAioYOm2UREAboayx8gTUZo4FNDUO1AwC2gDljZUnoDZzLKClIKB1x5VGqDXldzIBRdm4zB11p/xmJqAoUylnjYAZKb+hCShKQz3REMrvaQKKUhBPNIjy+5qAwjzqiWZRfmsTUBhGPNE4yu9uAgqT6lBP4m0zxoEWj4DWRA3qeYSA2o2AFo+A1kE96nmEgNrNyYBe7YkLOvvPGXp4Alq5Ouy6R2ryY8AIBwN6dnfLn0j5+sG5J4w8AQGtVN3OudfnJ0Hx3Ato8LHwfkBb7UdMPAMBrU7d6nmEgNrNuYBuiGmUf6/jBbR/tNXaZWJqJgJajRrGU6jdD4QCuRZQ8cEeD3obn2JWUFHQwwaeg4BWoKb1PEJA7eZaQFf9j0EKAjrY5jORrFDfeAp1/blQBMcC6m10iuOeYUC9zVET+/AEtEz1riegQfndX9FHeoQB5XPhG454wkrKfwEEFLqoJ2yl/EfALjx0EE/YTPkPoYqTSPvjgG5wEqmJqCcsp/y3UHpAt8Mx9CKg3tcMY2oY4gkHKP89lB5QMfazvSIC2v+jFgPpm4V6wg3KfxLlX4l0/WBriEs5G6O58WzizwxVjo0DHQTboCEmE2mI5tbzCAG1m3sBHQx2lsV8TO19pw09PgEtUqPjKTT4R8dELgbUNAJamMbX8wgBtZtjAe3/OxNnjVIIaCFsiKfQ/N8A+RwL6PWDrbmVQhvaylLkE7jJlnoeIaB2cy+gnr0FHv0koIWzKJ6CNb8IMjgW0MHmQjB+aZ+ZE/A+AjoDy+p5hIDazbWADgb9td1BQ5dMHQ4loJrsi6dg2+8DmXsB9Vxd6wTjQIs9HBohoDrsrCegQfmvprJhTDvLQUP3MRtTDRBPQKL8l1PlONDzy8GncxaOgE6FegJJyn88FQa0v3mIgFasSzyBUcp/QZUF1K+noTNJBFRFl3oC2ZT/iqoJqL/zLg6AmrkanoBOQDuBcZT/lCoIaHT6aG7F1DMQ0DGIJzCJ8p9T6dfChwOYzA0CHRDQfE6207Ff1zGOjQP1L+U0ehnSgIBmczKegoO/skPcC+jeFXMPHyCgI5yt5xECajfHAto/xXR2ZXM5noK7v7kLHAtoKQjokOv1PEJA7UZAi0dAA8TT5/wKsJozAb1+MPhA+NTMnVyJZAj1jLAObEZAi38q1wPKSM8E1oPN3AnooT17Pyf+N2kvAS0U4+RHsCps5kxAS+RoQGknUAzlPzoCagfiCRRH+Q+v9HGg53rySNBza8zGNDPaCRRL+Y+vgiuRpNNGyVuFcSmgxBMonPLfHwFtMOIJGKH8N1hiQJ9d9NzfabXvWYwsMIxJE8c8AXOU/xBLDOiVTivDbQaeyfKAEk/ALOU/xjJ34Vcz+jlnYAPU4oDSTg2sLJs5NA603+v1Tnq78Md6sS0jT2RlQLvEUxMrzGYOBVQwdNooybqA0s5ZsNZs5lhAU+NAzbApoLRzZqw6mzkW0FLYElDiWQhWn81cD+gWVyJlo51FYR3azL2A9k/G40D37GYcaBbiWSTWo82cC+h2cjgoAU2jngVjVdrMtYCmh9PvYxd+iGOeJrA6beZaQDdENE8ebLU/sLbQarUPm3iORgaUM0ZAXSj/2ZY+jOloq7XfvyjpsB/TXSbGNDUtoLQTqBXlv90KBtK3H/HTuT+oqYlN0AYFlOuLgPpR/gOu6Eqk7WAWkW2nJxOhnUA9Kf8RVxTQKx1/5927ZWIfvv4BpZ1AjSn/JVdwDFQENCynixMqs9MO1J3yn3PpZ+FX/WOgw446FVDaCTSB8p90FcOYxGHP4DT8tpnT8HUMKO2sDKvcZq6NA/U2OkU0vXTecvoHB504icROe7VY7TZzLaB+Oj/nj2ASxP584WoUUNpZPda9zZwL6GBzwT/8ueD388Gchfpb53q93im9uZrqEVDaWRO8ADZzL6CRzcXFpecyv3N+Wb5Y/vTUj1x5QNlprxNeBJu5G9A8OwvpD56bdje/0oDSzrrhlbAZAU0JprvbE84Yutvf0Z/yes+qAko7a4mXw2YENEmcpW+vSHdsdqaeNLSCgLLTXl+8JDZzJqCijBnSbdwYuUv8w/1TPVXJAaWd9cbrYjMCmlgqa4KmqYfblxdQ2glYSLkAJQb00J4se0c2N0f216e+4LOUgLLTDthKOQN1OwbajIDSTsBmyimoW0C9XfiRi5NqtQtPOwHrzdaaKs/Cr47UUhwWne6KeUMBZacdcMNsrTEe0Ku93qnnB/2s65DEp3buekK6Y+fo1FfMGwgo7QTcMVtrDAf07O7g7Pv1g3NPjH53wx86v3isJ5wMRtJPN4qp4IDSTsAxs7XGbEBPRMOXwg+YSzub+uT4/BlH8hQU0G6XnXYb8OLZzJlxoBGxhTn3e51wSruss0P9NTmh7aWpZ2SaNaDdLu20CK+gzVwLqDjG+aC38SkGJuV/rHH/fG9tcXFxqXdaZz67GQJKOe3DC2kz1wK66p9SDwJar481ppyW4vW0mWMBDcd5hgENP924aFMHlHbajBfVZo4FNLyqKAxoXT6Vk3bajFfWZgS0+CeZOqAmXgLUBQG1mWMB1dmFH5/ZzDmegFi3W/VPAHPm5yv+AbKapB/IiVb9YfFhQDeUTiIRUMyCgNrMtYBuh2PoRRK9r3OGMSWYn41pPsXETgGAppitNSYDKsZ+tldEQPt/1FKcZunqVvand+aZOaB0FHDZbK0xeiVSYmb6KWcJUTTrlUh0FHDabK0xey282AYNZU0mUoCCroVnsxRw02ytMT2d3c6ymGOpve+0occvdjamnP17cgrYarbWVPq58AUwOSM9OQWsN1trTAb0xNyKwUcPlPepnHQUsJByASoaSG9WyZ8LH6OjtcSVSDZz7EokQxdvJlUV0BCbpfVCQG3mWEC9LVDrAxriaGlNEFCbORbQSVdvJkaJDtXsc+E1kNPKEFCbuRZQ8ZFHc8e28r5rbUCTyGmJCKjNHAto/6OL949N486CCwFNoqNGEVCbORbQkS3MkTSKC5Wm/BjjtKYFNImOFoyA2sy1gB7ak7R3ZNsy/6PmVDU7oCE2S4tCQG3mWEBVzDzUyYqAhjhaOjMCajMCOmp7xp14mwKaNDan9BQohvJfZC0DOutgUXsDmkROASOU/wZrGdDBlcXFfzbDP3cloCnkFCiG8h9dPQM6I0cDmkROAV3Kf2YE1A10FFCn/IdFQF1ER4FxlP+UCKjD2CwFMin/DRFQ2H60lHGgNmMcaPEI6AzsyykBtRkBLR4BLYwNOSWgNnMsoP1T5h47RkANaWZOCajNHAvo9YOtvaY+zThGQEvRlJwSUJu5F1CPsU+EDxDQCtQ3pwTUZo4FdLAZTJjc3veEuecgoJWrU04JqM1cC+hg0F/bHTR06TlDz0BAa6banBJQm7kX0MGwobcuPW/i4QlorY3NqYE/BwJqMycD6rm61vEbOrdSfEMJaIOUnVNgMuW3b5XjQMOGtgvfDCWgzUVOUQPK79cKA7q5HH2wXPuRYh+ZgNqCnKISyu/QqgK6eSjcgT+/XHxBCaidyClKovyerCSg4bZnuO8uPoXztkIfn4C6gJzCGOV3YfkBPR/uuQ8Hgl7pzPgpnGkE1D3kFAVSft9VcyWSt+uevI+AokjkFDNRfqdVEdD0aXfvvl2FnognoJB0u2N7SlwbzbFxoNcPZlzDuVXwkxBQSLrdxE31mpLTBnAsoKUgoJCkAjoOOW0cxwLaP9c7Je2un1szcTEnAYVkioAmkdMGcCygya+TrjgAABnXSURBVBNGhZ8+ChBQSLQDmsTefi0R0OKfhIBCUlBAk8hpTbgT0GcXPfd3Wu17FiMLLQIK04wENIWcVsWdgF7ptDIUew1SgIBCUkZAk8ZvnhLXIrkT0MFqRj/nDGyAElDIyg9oEjk1yaGA9nu93klvF/5YL1b0CNAAAUVDkNN6Un4Bqz2JZAgBRSOR07pQfskqHgdqBgGFBdj1r47yi8SVSEATkNMyKb8sBBRoOnJaNOVVX15Ag6Of4XR2Q4wDBQpFTmenvLIJKGCzKXb9qWtMefWWGNBDe/Z+Tvxv0l4CCrOqHgdaJ/bl1KFxoKUhoJAQUEWNzCkBLR4BhYSAamnItioBLR4BhYSAFqC2OSWgxSOgkBBQwyqNqzMBHTn/zll4lIKAlqrknBLQ4p+KgEJCQGvDQFzdCWh6ABPDmFAKAlpTheTUmYCakrldG633aCFuO3zbC2itfh5uK99WIyoafRVVtZjbk39eOwM6n/qFuc1tbltwW4XUv/lUD6e+Pfnna35AM7ALDzhjuriyCz8ZAQUcVUxOlZ+OyUQAuGGKuKo+JAEF4KKmBZTZmADYhWOgAKCJgMJ2DKS3mfrethEEFLYjoDZzMqD9871e77SxhyegkBBQmzkY0M2F8Az83ifMPAEBhYSA2sy5gPaXpUFM+408BQGFhIDazLmArnrdbN/zsd4f32+soAQUEgJqM9cCuu1V853P+1/2T3gpfcTAcxBQSAiozVwLqLcBelv2jeIQUEgIqM0cC+j1g/JG55VOa9fzxT8JAYWEgNrMvYBKV78nbxWGgAIoQ9kB7R8loAAsUcUx0MPxjW2OgQJortIDKm90JjdHi0NAAZSh/HGgOwutuZX4KxP9JKAASlHBxxrvFgPovf+K/9zKfKAAGqvUGemzcBIJqMiNF941Pz//rodfiu958UPeHXd8+KUx/wgyAgrbMQ40x88PhJ9fcec3gjtufDy84/ZPVvuTTcGxcaClIKCQENBscT/n5+/yNznjfno+UvVPp4qAFo+AQkJAM/3iIW9L82Evm1/wQnqfuOeCF873fH0weM0L6du+UfXPp4iAFo+AQkJAM12IK3k52AQVRb0v+N56/FXtuR7QLa6Fh1kENIu3vx4d6Qy/vBztyvstbcomqHsB7Z9cjOzZzUkkmEZAs/z8wPzdyXsuSJud64nzSN6yUVovhwsFJ/Df/Yn4fP3rXxB33P7uT0QPcNdLL/6at8TXo2Xv+PBfmvg9nAvodoez8CgTAc1yeWQv/YJ06uhC4jSStLUalnV4Av/r8T9InJDyAvpCeD5/eLLKxGEB1wJ6JdnP1j524WEWAc3iJ/K1R7243fGwdE8odRA03jj19u1FIKUT+MGu/rCf4ZLr83f4y9ztH1o1eG7ftYBuiGiePNhqf2BtodVqH578L6ZHQCEhoFnEpmSUvWAc6OX5eKdeOp/ki/fhg+1W8e07PyH2zQ8E/0bc8V6xh/7DD4aboOtiW9TfOvWe5M6vDYJz+3cVP0LfsYD2j/qfgxTMyeTF1MR8ygQUmMQL6G8lNyNFBYcbo8n97fV4SzN5usn7N+EdYXu91PpLrseLrEcbnjc+3pgzU+oqmpF+w8+oqKmJTVACCowXDJoXoz5f//x8mD+x1Si2I197dOSA5eWggt6/ElmUTjGlD6VG5++HxwAuRJuiVqpoRvpwIlDmAwUq4Qc0TNzl8NpN6Wjlb492UTTW2768Lz4Q6kuczH/9f/6rA/NxQD8SP7r3+L/++3ZeX19RQMMPQ/Ju8ZlIQAXWpSOSUe1e+2B4KfzDI+fog334YA9ePi0UnXa/8eKHohNLYUDjjdT16AJ7M+OYqlXRR3qE5eQjPYBqyOfZ41zeeOHXvNB5u/EX0mfM/X34cA9eOgcfBVS+Kx1Q/1pRc+OYqlXBR3qIY6DDjhJQoAIXsgIaW09PyOTvwwd78PK4+uF3xVD5d/+Df/2/HhoJqOfFR20taBXDmMRhz+A0/LaZ0/AEFJhAGrSUiKkv41JOsQ9/IT5WmvruhXhE/S8yA+p5/U8fnTcyjqlaVXwmkoiml85bTv/gICeRYBzjQLNE442E4Bho8oLNu0eWv/0PPh4e7/x4agdfulLpcnoXXhq8ZOQKe8fGgfpbnd5uuxjBJIj9+cIRUEgIaCavmncHvXwhiN6wi689NHrRkPfdv/tQuKEqJnIaXsJ5nxRQ8S9TW6DDg60EtBCbC/7hzwW/nw+aeAYCCgkBzSTO+4hLhPxxoNF8oP4EodH1RUkX5u84EEYxmEr0peDfivvWg1344HSRv9C6vE06vEpp9GFn5V5AI5uLi0vPGXlkAgoJAc0mXb8e7LpLw5MythRFcKVd/MSl7/LtdEDjYUzZDzsrdwNqDgGFhIDm+B/R8KL3hF2MxoHGcyzJxB7+8Lx9amTS5+OxnuFxAHkYU/xJIXca+KglAlo8AgoJAc3z+hfEsM93fy2+44a4Yz6a0zMlcWL9xheSc3zGH+cZnn9KLPxDMemTPHlogQhopv7WuV6vd0pvvnoCCgkBLYR8AWeNOBjQ82uLQw9kJPL8sjxh6Ompn4CAQkJACzEyWLQenAvolYUJM9LvJBdoteamHepEQCEhoEV48UA9J6NzLaBiIP3YgAYf+bEn3EDd7Q92mnLOOwIKFOmynddhFqCSGen3HtuKpQcyicC2V6Q7NjtTf3ASAS3MK9/qdruPffvV6PbN73Vj363yB0OZ/LlC6ngEtHJVzEg/9urNjZFciqTun+pJCGhB4lwej2L5y6cIqIN+8cH5+ffSzwwVzUifK2uS+qmnHCGgxcjY3LzWJaBArKIJlaf6/tST3hHQYlzyNj3F3vv//Wa3+5lXo7voJhCpaELlXAS0PrwN0OPf97/ydtzDry52P/2TKn8moFaqOIk07py6F9iRXXx24avxxpnuZ8Mvow1Pr6mfeXXMPwHcUnpAJ22Cro7UcuJ5pxEEtGgXw4B6m6KfzVzAi21U1mvd7pPivzd/+qVut/vlZ+LgvvVjccfxLz8TPeZnXn3li94SL0fLPvbtvzHxwzMO1GaujQMd9Jdb7aWt3G9f6XgFfUK6Y+fo1LOGEtCCed0M9ty9OH73zW/5XUwuMdzd98Lof+UlNfD4y8H9l+KzT0FqvYD+1D/D//3hskF6C0ZAbeZMQNMj6PMG0m/4Q+cXj/WEk8FI+ulGMRHQYt388Zno1NGl7vH/EKbuK8ld+UtR/LzYikAOmxi2d9jPcMmL3cf8ZT5remwUAbUZAU0veLaTWmTqWZcJaIEu+luJ35FuJLYjI/E+fLAHL5r4+DNi3/xM19/rF3d8Veyh/yw6pS8e6zP+1qnX1sf/2vvvm99LP2ohCKjN3AnooT1Z9o4eEO2vyQltL009IxMBLZDfzMe+43dNDAz1Bza9+fTI7vbFeEtT7MFfi1MYnsG/1o2Onnqp9Ze8GC8SHWEVj2/gJD8BtZkzAZ1K/3xPTNm01DutM58dAS3Ozf/8pW+dibY3h8OZxFZjsnXXggqG5+kvxgvGJ5Ui0QHVi/H9l6JNUTMIqM0IaPEIaMHe/GY3ffZdbIwmjleGJ+i97csn4wOhPmk01GDw1v/5L2e6cUDly5uO/8mfGxogRUBtRkCLR0CLJm16Ri5l78MHe/DyaaFo8/XmK9+KTiyFAY0fMjq0etzIOCYCajMXA9r/b2LH/Pr7PqY13/xkBLRwI7kc2TMP9uHDPXjpHHwUUPmudED98/zGxjERUJu5F9CdQ8GpdzGvyPuNPAMBLdxILkfv8ffhgz14eVz98LviZNSX/+N//X9PjQTU88rTBkeCAoaUH9DtaH5Pf1yTygjP8dfCZw6OKuynRWA0oKPTioh9+GAPfjjyXl48HFH/y8yAet76q6dHRkcBtVZ6QMWVRu17/X33qyfUrjEioNWQd9uDMz7SPRlHRd84c/wvwmvlR04xSVcqXUvvwkuDl0bDC9RZ6QFNXOu+qnSVO7MxVcPbD08NWoqGcHrRuzhyXl6E8M+eCgsr/sHwEs4npYC++dTIMdDhgCYCimapYDo7aaPT2xxVmWfp6sgHf4xHQAvhD5v/jjxsPr5HXE6U3gAVqXzszHACvGDJt34ULHkx2IUPThf5C12Ut0mHVyllT1YC1FK1EypPvW2phoAW401pMFLQNflU+ujZHvFdaU6mxJLy7XRA5StE2QBFkxBQ5BMD6ANfDbv4RnTP8f80urjYQI2zei01MulH8VjP8PioPIwp/uyQx0c2a4Eaq+JD5YYTKk89VbIaAlqY4FM5vzK80PJm+DmdmSPeEyfWb/44Ocdn/AGf4WXxiYV/9rTorTR5aIEYB2oz18aBbkhn3sUZ+ZxxTP2tc71e79SWVl4JaDXkCzhrhIDazLWA+qM/961sbW2dW27lbICeX5ZGJO07PfVzENBqjF6uVAsE1GauBdTf7BzOVZcxDHRnITWoc266+egJaEVeOVPPU0AE1GbOBXSwM9y+3Jex/bntB3bPYsCfkL497mPoMhDQ8l2r73WYBNRm7gV0MOif+6jXxgdWsnbfxS5+e0W6Y7OTNW39WAS0fG/Ek4bWDgG1mYsBHWdjJJciqdN9KBIBLd8vvzkc61QzBNRmjgW0f653StrwPLe2NPoZxukddo3PhQdi3W7VPwHMmZ+v+AfICtA0tZrOpIH0WUPrNa6FB2IE1GYEdMz38+8ziSMAOVgxeVgzOdxcMWZ+6WfFWfX7O632PYuRhZEDnsnJRgKGrlfK5eaLroAVk4c1k8PNFWPml76S/rx3X3o6u9WRWorDogqT3hXHzRddASsmD2smh5srxtAvvZrRz7n0vrnI7K4npDt2jqpNu1wcN190BayYPKyZHG6uGEO/dL/X6530duGP9WJbo0ttiK62F4OFTgYj6acbxTQrN190BayYPKyZHG6umNJOImU6m97Vbz9o7ufJ4uaLroAVk4c1k8PNFVPeONDsZdYSl8svlXkCSXDzRVfAisnDmsnh5oqp/pfun++tLS4uLvVOl13PgasvugJWTB7WTA43V0yZv7TejJ9GufmiK2DF5GHN5HBzxZj9pfsn43Gge3aXO0RejZsvugJWTB7WTA43V4zRX3o7eY6IgDYHKyYPayaHmyvG5C+dHk6fNSVoxdx80RWwYvKwZnK4uWIMfyZSa9/Jg632B9YWpp8quRRuvugKWDF5WDM53Fwxhj+Vc79/UdJhP6alXuSuyM0XXQErJg9rJoebK8bsQHpxXeaGn9GsyT9rwM0XXQErJg9rJoebK8b8lUjbwfwg2yVPE6LGzRddASsmD2smh5srxnxAr3T8nXfvVg334d180RWwYvKwZnK4uWLMHgMVAQ3LWfZUyWrcfNEVsGLysGZyuLliTP7Sq/4x0GFHCWhzsGLysGZyuLliDA9jEoc9g9PwZc81DwCmmQyo+JBiL5peOm85/YODtTyJBAD6zF7K6V++KUYw+ZPVlTrXPACYZva4xeaCf/hzoYq5kgHAsHIO/G4uLi49V8ozAUBpnDxzBgBFIKAAoMlkQK9GX5xg/x2AhcwF9GwnGjgvhjPdyxhQALYxFVAxdikat+RPrDz3hKFnAoCKGAqoP/YzHvi5s1zPD/QAgFkYCuiqV8x3SnvtYiOUC5EA2MVMQEUvk9Mnb3MlEgDbmAnoxuj25qo/MT0A2MNIQLM+v4PZmADYxkhAs+b+9PbqOY0EwCqlBbSeEyoDgD4CCgCaTB0DHTnlHn62HABYw8xZ+IxT7hkn5gGg0cwEdPSUuzgxzzAmAFYxE1AxfUgylxsMpAdgG0OXcnq9TBRU3GYPHoBdTE4mMrcS7Mb3z+5uMYwegHVMTmcnJmTas2dPx/9qjjFMACxjbELl/omWpP1Otj8B2MbgR3pcPdEJ83nrEvkEYB+zHyrXP9/rndoy+hSTfoK1PaLg+6T58HeWvbC3pXtUlrGO+i99pSPNDGP/ilFbM/2zYqE9Dz4/ZhnbKK2Y8yP32L1iLP9UzrPRRnDr3vRd7fdPsYx11H9pMSTt8IRlbKK0Zq5EC8WH9u1fMyorZnjgbn/uMnaxO6Db0mHY20buOqy8jHWm+KVXpTvsXzFqaybuZzy4xP41o7RiVof37M9bxi5WB1RsPM2d9r44vxCN4/fveiK4x5/cRGUZ60zxS29Lb337V4zamhH3tB8U+7SdMBT2rxmlFSP+j0Xsq+8cdeZvyeqAbsf/XylGVflfbkTbDNG1pSrLWEf9lxZ/AHFA7V8xamtmI45BdM2y/WtGdcWEC60O77F7xVgd0NXhbkM4GZQ0T1R4j8oy1lH+pb27b/mn0cIOrBilNSPdE37pwJpResusxveEvbV/xVgdUIm3JSVevvA/wuiceyrLWGf8L+1tQBzeiP503Fox+WvGS8FtmYtKy9gs/y0zElD7V4xjAd2WLslfTR/WVlnGOmN/aS8V+wcb0uk2h1ZM/prZHtkZdWvN5L9lErvw4g77V4wrAQ1fSfm9v5Hx0csTl7HOuF/a22jw/lLkgDq0YvLXjP+//ujGWx+MF3VozeS/ZcQRc/8k0nJ46NP+FeNIQL1X1t9/kF/E9IaEyjLWGftLB3tk8becWjFj1oxYLRvh0JxgHKhTa2bcW2ZnoeXYinEjoP3V4YnDvBdUZRnrjP2lw/+6GdAxa8YL6P3x4Eb/dLxLa2b838lOMIlQa19w5NP+FeNEQMVrfsuE/0dUWcY6Y3/p6ASAkwEds2aCicbEnurVE+GgcofWzPi/k434/1jaD+YtYxcXAtqPh/Xmv6Aqy1hn/C+9mv5DcWfFjF0zfkCH19kkjnIMbF8z498yop/3Phf+P8vh7GUs40BAd+JLJ/JfUJVlrDP+lx7tpjMrZsKaWZVmB18dnlZKLGOp8StGmjbhbLCdav+KsT+gYjKDeMqHnLOCKstYZ/wvPRzs6N5Z+AlvB/kzZ4PvurJmJqyY8SO+7Fwx1gfU36uIr4DIHpemsox1JvzSw6NZ8dwQjqyYiW+HjayAurBmFFbMYWlZJ1aM7QE90UrsOGReGaGyjHUm/dIZAXVjxUx+O8hV2HBozUxcMZk79ZavGMsDmv405axrc1WWsc7EXzojoE6sGIW3g/efeGKhYLPKiTUzecWMbm/av2LsDqj3it6SnAl7dHYYlWWsM80vvSEf6rB9xSitGTESMmjB2eFAUNvXjMKKEbPZHY6Xjkbb271irA5odM1E8i5/WkN5PtCJy1hnql96GFD7V4zamhGhEPdcjXdq7V8zSitmVR7GdFv2MpaxOqDJ3dDg9U/PkK2yjHWm+qWlI1vWrxjFNSMt5cqM9EorJpg9NjAXz5hq9YqxOaDhZ9MnX/TBs4nPaFFZxjrT/dLyqQHLV4zymonuiS5ZtH7NKK6Y4WK7HFkxNgdU/v/D4Yue/JRAlWWsM90vnRi/Z/eKUV8zV9d2e/fsPT28x+41o7xizh/y73FmxdgcUAAwioACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgsM9G6gN4pE87A4pEQGEfMX/6bcOb4oMmbstfGtBGQGEh8VFmw03O9AYpUBQCChutSs1kBx7GEFDYSNqJFzvw+6v9aWAtAgorbccfHbkhfcYuUCwCCjutht30tkWjD+H1tkbP7mm1WntX4qBeXRN3tPeuRP9o1/Obu70lLP0QXhSNgMJOYide7LmvSjvw4mioby4M5Eb8SefBRqoX0LPy554D4xFQWCrYid+WduDjfkZnmIb9DCu72rrVX4ZBT1BDQGErb9vztv7R4dak2CadWxH78Z0gkeKOe5/zvji/EGZ2VWyLsvsOZQQUthJ93CPtwA83RsPjotvxpqa3bepvk65ywglTIaCw1vbw4KawOtwY3U6NbPKKGgWUEU+YAgGFvVbl00FeJOWjocPDnFfPfbTTigPKkHtMgYDCXolOij16iR/T/uahjnxaaZXz75gKAYW9EgGVzsFHAZXvIqDQQEBhr3RAUyeIgm3SW/c+cOy/HySg0EFAYa/0LnxqTqaNeET9dQIKLQQU9koEVEwqkjhDJI0R3WYXHloIKOyVCKg/LejwEs79UkB3DhJQaCGgsFcyoOKQZ/vB5weDqyeC4U2rwS58f60TXf5OQDEdAgp7JQMaDKyXLn2XbxNQ6CCgsFcqoIPtjtzPweBEFM+l8PgoAcV0CCjslQ6ot7cupv+8dem58PbmIf/m89Fl8QQU0yGgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmggoAGgioACgiYACgCYCCgCaCCgAaCKgAKCJgAKAJgIKAJoIKABoIqAAoImAAoAmAgoAmv4/H/wnFAY3oUQAAAAASUVORK5CYII=)
Length at maturity
Answered
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Very small (0.4 < LM < 0.5)
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Small (0.5 < LM < 0.6)
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Moderate (0.6 < LM < 0.7)
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Moderate to large (0.7 < LM < 0.8)
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Large (0.8 < LM < 0.9)
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Justification
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Damora et al 2018
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)
Selectivity of small fish
Answered
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Very small (0.1 < S < 0.2)
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Small (0.2 < S < 0.4)
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Half asymptotic length (0.4 < S < 0.6)
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Large (0.6 < S < 0.8)
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Very large (0.8 < S < 0.9)
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Justification
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Lc=53 mm (Damora et al 2018)
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)
Selectivity of large fish
Answered
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Asymptotic selectivity (SL = 1)
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Declining selectivity with length (0.75 < SL < 1)
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Dome-shaped selectivity (0.25 < SL < 0.75)
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Strong dome-shaped selectivity (SL < 0.25)
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Justification
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No justification was provided
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)
Discard rate
Answered
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Low (DR < 1%)
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Low - moderate (1% < DR < 10%)
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Moderate (10% < DR < 30%)
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Moderate - high (30% < DR < 50%)
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High (50% < DR < 70%)
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Justification
|
No justification was provided
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![](data:image/png;base64,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)
Post-release mortality rate
Answered
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Low (PRM < 5%)
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Low - moderate (5% < PRM < 25%)
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Moderate (25% < PRM < 50%)
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Moderate - high (50% < PRM < 75%)
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High (75% < PRM < 95%)
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Almost all die (95% < PRM < 100%)
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Justification
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No justification was provided
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)
Recruitment variability
Answered
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Very low (less than 20% inter-annual changes (IAC))
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Low (max IAC of between 20% and 60%)
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Moderate (max IAC of between 60% and 120%)
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High (max IAC of between 120% and 180%)
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Very high (max IAC greater than 180%)
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Justification
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No justification was provided
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)
Size of an existing MPA
Answered
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None
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Small (A < 5%)
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Small-moderate (5% < A < 10%)
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Moderate (10% < A < 20%)
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Large (20% < A < 30%)
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Very large (30% < A < 40%)
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Huge (40% < A < 50%)
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Justification
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No justification was provided
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)
Spatial mixing (movement) in/out of existing MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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No justification was provided
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)
Size of a future potential MPA
Answered
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None
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Small (A < 5%)
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Small-moderate (5% < A < 10%)
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Moderate (10% < A < 20%)
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Large (20% < A < 30%)
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Very large (30% < A < 40%)
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Huge (40% < A < 50%)
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Justification
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No justification was provided
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)
Spatial mixing (movement) in/out of future potential MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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No justification was provided
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pG1MX13nRPGJJD9w4GaNcSOHRbuTp0TzRARQXmdaUc9yESawzUTetg10Wq/lSLvm47QB2f2LSqT3lqdw+pT6qksTboFCG10pXiG6C3H1StTLys66RxbRUSUvWnmv9asO3uBhS/hiTHc+RhdyVDCtAljVXrCVLNrezSKE6YKN08VSGu74Euj2vGery7xmq3yHRlrnl5o3SDUu0XUpRudkY1/yI9ezx9HhFdlIdUPcFlIVWNJzhh2FT5VrCnqtcVVkmG50qk9TFhnQirzOjQpVxb6SJViTFr7gOvRKKO12XJVCEN9FGDQ2Jdm6VKGIlJp081061NULWuCPNmIsmjujUPSecqP+o5dE8YUitdhWvS0I0H6JSfmPnxupS2GCSsrjykwR5Sn1TzpSk2/TCGxB7VobsPtrMDAAAjGKAAAGAEAxQAAIxggAIAgBEMUAAAMIIBCgAARjBAAQDACAYoAAAYwQAFAAAjGKAAAGAEAxQAAIyYr4XfXjPKXSo7cVfv8sYDdU8YUitdo2t24XJ5tbFRNx5Hacf8muogXda1MMpXe8xXxRxSq+6c+HijuqhfdxoG6DCzPiasm4dV40QaHbpS11a6LzZVbr8bT6rxOEqbJZntSXG+LiJ2IWoVUoxuqy4S6RpSleDZzm5YHsuMlLWVrtB1IKznSXU4SarrLmXUpp523QY4lozN8oRLZo/3hF3UStfTECJcGyoPTEB71j1jYo3Sza2tdE+Yqi6kxDgmTNym6qpUG+AorTzJc3RRHi9zr5C4kKLiDeyiKN3CKuO4eyLlVm5l9nQdrq1CermpjhncTRM0ug1w1CdPcv/eRbWjHrNk5KoE6LZKtVUX9e5O7wAduIgSK2s8oe4JQ2qly7vmLTpuW9Sh2wB7Cdgkz7hk+nj7dqc93nN35/3e1rhrSK10T5iqYbTIQorHUILZGH0etu6iEw38vl3UuzsxQE2urXRPmCoG6BmX7EQDtFW8GKBpRF1c7033hCG97AEqytKh66iPPd5H6iL7wvG6Uo77EIk1BuqmdbDrItUbRXNyLarQbYC9BGySkUsW1UVkwAG6rVJt1UW9u9M3QG8/qFqZeFnXSePaKiSkeiN/cWdmiyrVeMhgqlkmxuI3mG2SJ+wiMt7qqsh1766LonTzVIW4vge6PK5lWo+XNRZWva7MtZXuCVOVh1To5qcq/xVoeaoNcJRWnORJloxdFYduq1RbdVHn7vRcibQ+rhp5q8XocG2re8KQonTTBp2qParVbYCjBHmWliRDlowaV/Z4T9tFtV8V7bqOhSOMMiybiWwPeX1YGJMe0LlWjJNXd6CNobovNtV0fuZ7NzhSjcdR2jRJ+tpyi26rLmLjfaQu8urWUhWA7ewAAMAIBigAABjBAAUAACMYoAAAYAQDFAAAjGCAAgCAEQxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACO2AZpfHZsb06tN7a7cUc+oe8KQUt30KuH02ulOqcbTqrTZNdZp8Xjd7DL1ou4dQjphF6mqNOXWum7L7rRvJrIclrw6f2MUX7uv0XW4NtQ9d6pjuZlD71Qb4C8tbSw3pBLralzT0sbpnr6L4nTDUpXg2c5uWB5TViIiwjgQxhPqnjAktS6x61fvVONplUe+Z9pYqR6hq3LdjTckJMeSxXXRrm59c76oVeV1Rbg2VB7mxzVjNdzFtWpMrIfo7rredarFxrO1Dj0u1Qa0Km1ePMXuxaq6HxOSfcnYgx7WncecMDKc90TiIhr4W5Cwrju6zBSU6MpcX1aq45j1aPV8OyzVeJrlwRWPd2Xr7giplS6/ZK26SJPNubrTe1M5LtzUyhpPqHvCkBy6I0nXkBrQKg998QbOM6DuzW7nqz9owM2f77g77/e2xl1DaqV77AgIuPurwzUeQ6giV8P5LXI1xNt6MPMhteqi6CoFpCoFA9Tk2kr37lrf4RqPIVSRq2NaPcAAbaWLARqWzKG6GKDueDFA8RvoQbr3NkCLo05cvJM8XpWuog523ZeVqu6EOyTVBqjySELl8yjqZh+grKuitPaQeF0ypNpB+UEn76LA7oxKVUrop/Ckkbd20a1YW+meItW8N7kWPSbVBrTKozizmeqxdZd8bi3rzjDdU3TRebpT256u74Euj8mQ5h+wrqSxsOp1Za6tdE+Y6pR2KPNFkcNSbUBwaRdj8ZtR9QRnXZfHfUOyLxl70EO6M3JVeVcZniuR1seskbdqjUNTXZPrfaSadWi1Rw9MtQGtSissHqWrrjs1G2JDsi9Zqy4K0Y1NVYbjWvjNQ9Y4FEaxa2/dE4bk0E0atNiIoktIDWiVR1k9qa7DNTOGhXTCLsp0d7M5IFUJ2M4OAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACMYIACAIARDFAAADASMkDZ60f5q0sdxhPqnjCkVrqsdeSMja+F1x3v7kr7snQbhTTaG/Asm4kMm4dKV5Gub3OOUF2kqtzUYmrKiyptnO5LTnW0N6C7Oz3b2Q3LY8pKREQYB8J4Qt0ThnSaVNXbqk0NuffS7uq+nC4KS5VowBBdEa4NlYf5MWnlwl1cq8a6VacbGBJSpXTHLZNmK9wG9C9tK90TdtFJUs36j29ARUgyQm/pUViHrVXjuqObWPW6MlekKkl1HLMJWu/fXDceRx760sqO2iqkB0qVDylvwOSPeYeuEO9N5bgypFbWeELdE4bUStfhOpKIdBtgz6NVfcqfx+jeQ6pBurwr24AOXSm4rbHJtZXu3aXq6N94DCXw1wdd1DVV/Qu4TFcKBuhRuicMKUAXAxRd1DVVDFCra9eQWuneXaoYoOiirqne2QDVLc0kj1dvtOlOYl2kKkmVHaC8bgP0SbYubStdpHrD8QrOhiQl9FN40shbu+hWrK10X3SqRecyAzTVbcDLKu0xuicMSaNL9p+sAfmQhLi+B7o8JkOaf8C6ksbhvLonDEmmK3dVppq/8G/7dyekeLqUVq97wpDuNtXiN89qA+p0hQRfiUQZKeskcz1c94QhnT7V/A+nWgOXug04RWlrulrXZksWpxsVkkM3/8t9rDSgVleG4Vr4NKDnx6V1+7DqyhpPqHvCkM6QavbGU9K/O7rx3FtpCWNpNeg+UqrZO+9sA2p0JWA7OwAAMIIBCgAARjBAAQDACAYoAAAYwQAFAAAjGKAAAGAEAxQAAIxggAIAgBEMUAAAMIIBCgAARjBAAQDASMgAZa8f5a8udRjtrjxdQho548tKte218MrjnbA7W4U0sj1mN54w1QO70zJAJXsNiHciOF53Cta1uJbbH7zYVN3bNSi50+4U778h1c03t057zG48Yao9uzN4O7spM9I12hgHwthW9wQhFVtnk9vHvIhU+ZDi6ZOH0HjkCcO2GLsDYUh3voTZIMK9oXI1osFudLjOP6gH7NONSDVoC9h7SHVgrfHwx3ug0rItlhtr0zWiO+93NsgIvaXHRBkHu2vVmFjDQmqlm7smA3RkOvT+U2WN8Ryax8GlVelSLTbSxrwBWdcuqepmA6OrchXS9KZyAmtX3T4hjRQvM1U+pHj65KFy5UaORzcxki1WG6AKY3QXtdI9sDtxW2OTq0OXb+5G8fZJlXeNxxBqQB5211a6hhE5SoxnTLWVrhQMUJOrQxcDtBmGUAPyOFT3hAO0b6qtdKVggJpcHbr31qKtdBtgCDUgD7trK138BurXlXLce6B96mDXbRZSoxY9Y6qssQFd8uiiy7s6ZiS6U0fop/BFMFy8rGtb3arVrKtxLZqTa9H7TpU1NqBPHmG6O65y3WIAcjMybUDWeMJUdbrx3ekboPMPSOv8A9aVFu6im7s2SzV/ca+/yN99qqxuPH3yCNSVu/KpFr8/1mdkZjysO09Y/URXSLsv0suMZKpO3ROGlOgWfxzVXuTvP1VeN57APO67tGyL5UbeutudnVNVGRWuMgzXwqcBZQcdOCtrdOjKXDePQ3UNqabtW7tY7kWkyobUAHse917a1JiNyHQM5g3IGsO7815mg4iI3ZjYg7Ih8fHadfdcW+maU2V3ynlZqTYeoLrjPVBpR7bH7MYTptpqVSmwHygAABjBAAUAACMYoAAAYAQDFAAAjGCAAgCAEQxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACPtByh/cZT9ur5WuicMib2U7mWlejR9uog3vqgT5mWlWmIZoNkF+Fm4hXEojJVr98+ve1BI6V4O2VXMLyvVeFrlMRarEqMrcZXpnvCEufNUBTh2YxrWh1XjRBslrhXjaj1NSG7d1JXYa+ylptoAWTD6LiJ2N2J1jy9tWKrNQ7qTVEW02w90sBsdrvMP6gH7dNunmu8WWtuO8QWkGg9/PHUJVmHVqpygtI5UY3XvN1UZobf0mHJjYtW5ttStuLp0o1Idx+xc3Z6qLyvVeJrlka/KWF8Vla7CtZXuCbto0nRRq1SFeG8qx4XL359E4FozLrVy6tLCXVMdSV5kqg1QBaMoQbEe1V9AdbqkkQ+4daqs8ZFSFdL+rpy2TOWurXT7pMoO0Oh4+6baAHuofB6qVzWFrj3eE54wrXT7hCTlsPvC00aHayvdriEZ5ue9ptqAVnlEv6rd65KxxhOG5NAVgwF6qpAwQD20yuPYVbk33ROG5NcV0/5PePzloNG9lz/hD/wjSUGrPPAn/MOlKiX0U/giGC5e1rWtbtVq1g1LtThLuXP1vlNtQKs8itG5XZTDSttKV7FkD5SqEN8AnX9AWucfsK60cBfd3LVPqsUvOfUBeu+pxtMsj3xV6i9rOl27a7NUj9I9YUiJrpB2X6RnjUumZKpO3ROGpNDlBugLSzWewDyqq7I8rroqdFuV1pGqOqQXmqqMAy7lJOKljA5dtWsrXWOqaUj5m2zJufqyUm2APY+JNRKrotXFCXNfqYqI2I2JPSgbEh/v+XT7hJScq4G6J0y1Aa3yYLfIctXnBZ0wLytVCuwHCgAARjBAAQDACAYoAAAYwQAFAAAjGKAAAGAEAxQAAIxggAIAgBEMUAAAMIIBCgAARjBAAQDACAYoAAAYMQ3Q5Pr7/PrRzJhas71oswuK7boq11a6qXU4Q0inT7UBmha7k9LWdB2pnuFE1KTa5YQR4N+NSbNZS7alDbvPUEVXsqkKa3ToalI9KCSFbkRIwak2QLZr0ovoIkeqB52Id37CSGi3H+hQGPOdLpMVH1hXldHpeqjuQ6caT77xsXPfzsnmuqsbUVpHquyJeHddZNflXWWE7Egvs475kldXfPYcRLq6kFrpWl0fONV4yBaT7ed/b6V1pKo4EU+Rap8TRoj3pnJMuEN2f5Ixg7lZxY7uUg5jSNVsnLoBIZERvcxUG6BqMW8JJlbYrsv3QkCq9hOxT6oqXW9Ik5L2d+WcjfmyLa9/Rt1BYnToOlJtFVIr3T6pNkDfYq1L20rXkeoDnIgBIUk57L7wfW7Ya9AVubbSfaRU47m30WDQDZiCL+pEbBaSFAxQk2sr3UdKNR4MUElIL+pExAA1F6nr2d9K94QhtdJtgGGq3GtpHam+qBOxWUhSnO+BXn9QS2ZKQspXjFtyja7K6HVtFdIDptqAYihwUyUsjy6ldaRqPxFP2EWtdKW0/RpTEm/xirddt4nSraQ6cSVUhdRFF6k2g2yx6nd7rHmcorSOVBUn4ilS1Z0wVt3cVUi7L9KXxmzZ6kuu1A10balLrmrfkDqnGk/eYtXZsJ/H2UvrSDWwSoekGqircJWhv5QzO2Z20MxYWbjN4whd1rWVrtC1le6LSDWebDLsX6TYecly14F2pXQdqbKuJ0y1VUi8roiA3Zj4g7LWZMkDdfdcW+laXZFqM9gWO+eSWV0dqfY6Ec9W/S4DFAAAHhMMUAAAMIIBCgAARjBAAQDACAYoAAAYwQAFAAAjGKAAAGAEAxQAAIxggAIAgBEMUAAAMIIBCgAARkwDNN0GILvgeuCsrNGhm+7sdHnIusp1D0q1XUitdINSbYCji85X2nG/sU26J0zVoeuoUuE66TAM0GFmfUxYNw+VRoOudl8abbwnSjVzbaV7UKrxnH/Jpj0j0dibhy1COkOqjuprqkTXd+M66fBsZzeUEbFGyhqiG7sJ5HlSHUS6wpBOmGoDuuSRl3ZXVxgStW/nyVKN6iKHLnv286nyriJcGyoPeS6D3CoxDjLdbZ8FbrB9xlRVIQ1G16NSbUCX0gbqWhv77lNVGxfrqK4SXd+xeB9QhPe+8ElEpLFmnfZdZbpjxv7dYWrZsPGeIVW964lTbUCfPDS6jsZm711056nadcmzX3aHJ3ZwSPEOUDbTfWOAa16G5ZXo+JBap9pKt0+qDbCH6sijlW6rxnaE1EXXUSVel62vlONuaxztypbhZd2ltWv1W+k2wBBqQB6tdKMb+8SpOlz1rzKy37ykYICaQmqle8IWbaXbAEOoAXm00sUANVdJpPvoA1RUh1YhtdI9YUitdBtwbyXgdV9UY7fSdVSpyxAMTVIAACAASURBVAAtQpq4OkxcHRKjQ5evg133hKnmxiFIt0+qDeiSh0rX0dhRHyKdMFVHSGyVeF3StdJZVXwD9PaDqpWpA+s6aVyLyZnUwR7SCVNtFVKfVOMhg6mGas3jqNKyjf2yUlW45qnmVWJeZnJd1lWI63ugy+OasV6HXWN1aUrd/DfPaglZ3f2QDk+1X0iHpNoAcWllechcB8o1QJds7Beaqko3seZF4qs0yF1leK5EWh8T1omwyox63awMtRLa4z1Pqqzr3aUaz70tWe46JNasr49p7D6pOnTtVWIHhwzzZiLJo7p1yKw6V/lR09TzOth1T5jqOXSjQoqnODHrwdxBadnGflmpOkLarVJdN3E9aIACAADAAAUAADMYoAAAYAQDFAAAjGCAAgCAEQxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACMYoAAAYMR8Lfz2glLuUtmpvN51EBoP1D1hSK10W4Q05tciy3XjaZVHvtkZs92CqrSFMaq0ebxcNhpdTbwTX0LuqGc4YfYxDNBhZn1MWDcPq8aJNDp0pa6tdB8z1WwznMrdy0ndeFrlkVtT4wlLy21RRG1gxIakjZfWZUPKdM9wwkjwbGc3lOGyRsraSlfoOhDW86Q63EWq655gy6aKQt0GxOYxyoytlmwkjirUZeMVZ8PGS3RRXAlPMBtkuDZUHpiA9qx7xsQapZtbW+meMFVdSArd7VnO3w8gT7UBjtKyeYyctdmS2UvLxqvQ1Z0w9hKe8YSRcdw9kXIrV4Y9XYdrq5AeNdUxPzHqo2U48T2R+DzG3MqMnDOUloy3lo1mydhU2SrxIbUqoV1XineAcuGmVtZ4Qt0ThtRK1+Ganxcjd16kug1olYc+yYAlc5SWdXXodilhnxNGyv3e1rhrSK107y5V9qzhXeMxlECUh2Hk9C2tfpQF3C65SwmbnTBSMEBNrq107y5Vx9kYj6EEojwMZ78opGalZeN16B5aQgzQsGTsrveme8KQeF3H2RiPowRdzv5mpbVnc28lbFZ9Kcd9iMQaA3XTOth1karEtTgl2BMj0W1AqzxIq0g3Nx5TWtbVoauKV/EhEqvb50SU4hugtx9UrUy8rOukcW0VElKV6GanheDbKYf9Cpofz5FHbmVmznRMaflU2XgVS6bqolYl1J0w8nh5VyGu74Euj2uZ1uNljYVVrytzbaV7wlTlISl1s5PmXr4HqssjHw31WVbodiktG69DVx8vPbbZo7IlDDhhZLpCPFcirY+rRt5qMTpc2+qeMKRjUk1Pi+qJQXg2wFECNg9hkiFLRo1B9qhsMo5s2peQehGylzD2hJFh2Uxke8jrw8KYvD7oXCvGyas70MZQ3QdNdRzzM0WcajyO0rJ5jKk1NZ6xtEW8ZTasrqmLlCUUZ9PnhBGA7ewAAMAIBigAABjBAAUAACMYoAAAYAQDFAAAjIgH6BtARMvFAjV6r/rd0HuhXhzSivZe+Puh6XIBkt5rfkf0XqqXhnyANg3jxYA69QBVF4JCRYMBGgvq1ANUXQgKFQ0GaCyoUw9QdSEoVDQYoLGgTj1A1YWgUNHYBmh2IXDyoLzqNrfKXafcWtfNr47tojsmdWJd8wt2p9yaPJKHdJRuWEgRpN3pKAHbnbyuvYv40jpOmFJ3U6gTdpGj+q10d7EM0HRTFXrDgO3uraV1ErrWjfT2B8P6sIvudoCy2xSwukOYa0Nd8Y4MrG4Q2cuWtQRhraBxZUvL67KNTaa6FOp8XRRXQs3p7+5O/QAdV5bHZbSbPatYI7lJoVZ3GNI6JCsTojuUurTrXCc2JF6XcBWmGqJ7ZEhRFC9bljzY7uR1HV2k1ZWeMHSqt0I5lkzYCrGp9llVEeoBOm6ZH5fRjoJdaVljYuV1hyEtRFIGuW4REqU77OgWHUqElBsTK2t06Opck1SbhRRG8YuVobSqVkhcHd3pCIk9ak33Wih7SHy8rVJ1hGTXFaIdoOnIGblFHfkby7CuO7r1ZrkUoF7BkRv4Ht0lVaJDC1eFcWCaRaQrc9Xo8jeW0aQaR/l7vzoPvjtZXUcX2UPSxLvqPhfKsWSsa6tUdSFF6QpxDtA5LsY4SowO3YHEr0sL77lSHZq56o2DxOjQ7RNSIJUBqsijQSt468OHpI93HqCOkFjXZqnaQ3LoSlEOUDYiw4oHTFdHBVmrTXd/gLLGY/tX5NpKNxLqjRNZqLPR3goOV4cu39hV3d0Byodkd3WkaggpQFcKBmjNatPFABW7BnK+ARpQHzYkvrGrui0GaOtUHSE5dKVggNasNl0MULFrIOcboPgNNCxVQ0gBulK874Fyb2ynHyLxS67SVdTBrlsIT7u6tvdAuTfiU9dWujrX5G16h24gtfdA5SUIbAW+O+Wl5UNiG7uaqv49UEd3RqVqD8mhKyX0U3jSKPvc0KFb1G5bB01IEbqCT+H1xnjXVrqaVAMRfQrP58E2oMZV00UOXVu8+5/C8yEpjHGphumqVlWI63ugy2My3vkHE2VljYWV102rwJWwvS7xx+T8mNQtrKyRD0nveqhuaQ0j+nug82NZHo4ucoTEHrWmW76+Fwd1lLBVqo6Q7LpCPFcirY+JeDePWavWOBK6aRWqJRTo1gos1B2J34UIV6FxWB9rXQW6JtfN44CQwqCuRGKDoUob0Qrq7mRLy3enMN4kVd2VSIISRnWR40RstaoyHNfCbx5OnHEsjGJXqW5ahufHIbqTUncsfxeiXZXGoTCG6/YJKQjiWnhpMBsr353qVggMafuYPeqebv76Lg1JGm+zVLusqgRsZxcL6tQDVF0IChUNBmgsqFMPUHUhKFQ0GKCxoE49QNWFoFDRYIDGgjr1AFUXgkJFgwEaC+rUA1RdCAoVDQZoLKhTD1B1IShUNBigsaBOPUDVhaBQ0WCAxoI69QBVF4JCRYMBGgvq1ANUXQgKFQ0GaCyoUw9QdSEoVDQYoLGgTj1A1YWgUNGEDNCRsU0jb7UbWSt7SWsz3ZGrE+vKG+3ZOHT3UjUflTPaYLuzVR4Nu8jquqtbL1SfVnCcEz10CVptJjJuHpZW1lWk69vpIVQ3SbXYF4h2lRgt2Th01anqjkobgxBvJnInXZR7BizZNaR8r5soXZlrlk266YcjVb8rbZTg2c5u3btrfV5mnPaM/I51Qt1hSEuYrEyI7lDq0q7K7ewoXcJVWEKHriFVRleaahTUdnaxeRzVRaM8JEuquu3sHCUUNCBrDDthHLoiXBsqj/Pj5WmZsToiF9eqsW4tjMOQFqK24tqQKF3ylNroUnfnyUPKjXVrYWTj5V1VIUlStei2HqD88Y7ookhdR2krusQNE4qQWpWQ1XWkatflXWWE3tKjsI5bq8Z1RzexDkNWpeqKz56ykDS66T2RdlwVxszKl5DyHES6plQlrqwxDtEtPTx5HNOdmpBsuvu39OCXzJFqbh3k2XTRFeK9qVyy4qRxlBgdugOJX5cW3nM13FRu3zj443WE5Kg+awykdlO5qDzsXVRKinUdpa2GpL+pXFQJ9cYAV4euFNzWuGa16Ta9rbE9XkdIfAkdqQYiuq3xHXWRt7RVXedtje2p8rrRrgG6UjBAY3XvaoAGlNCRaiDnG6ABuo7SVnVbDNCAeKNdA3SlYIDWrDbduxqg+A30pF3kLW1VF7+BSnWlNH0PNHlPnO8WvdH27lXyrjcfkl73XO+Bcp85aEKqperVDeTo90DlXeTQdZS2GpL+PdD992xtrRDVnayrIyQpoZ/Ck0bZR94O3aI82zpoQorQFXwKrzfyR5W5KoyqEtpTDUT0KfwddRHlGrJk+5/Ck8aKsLsVArpTo6tyFeL6HujyeCKMi3WirKxx1OmmVcjO0mBdupVWV+KPySKkbNmYJWezYeMtdOUhSVPV6pYhhVH9HmhUHgd3kSQkU6rl63uMriDVXHe/AWUhtdIVEnwlEmWkrJPMVaib1qje+/u61YaQ6Y7E70JESKwuZaSOqo03NypCclSf1Q1DeCXSUV1U09WGFL9k7iuRHCcMZaTGoDYkVrd5dxquhU8L+Px488TSOBbGUWLU6KY1yuoQpzul9aVci9+FyJB43dJYz0YTL6urT7XmqtENYtOdrfJo1UWEbum6fSjUpUPKX9+jdEWuhLG0WlLVuEZ3J7aziwV16gGqLgSFigYDNBbUqQeouhAUKhoM0FhQpx6g6kJQqGgwQGNBnXqAqgtBoaLBAI0FdeoBqi4EhYoGAzQW1KkHqLoQFCoaDNBYUKceoOpCUKhoMEBjQZ16gKoLQaGiwQCNBXXqAaouBIWKBgM0FtSpB6i6EBQqGgzQWFCnHqDqQlCoaEIGKHv9aHLNcGnljK10eRzxDlyd2Gx4o92Vhy8w6+nIhjPa6NKdvNHe2Hxpfbr1QnXpzlZddGB3WgaoZK8B8aYLG2Mr3cw4UUZHvEnAxb5AdDYSo8WVTVW7SURMSO7tGgQc0Z0So6Wx2dJG6+Z73bCuhngdrq10G3enfoAOK8vj9XnjmK55suKEUbgVlkN3jHNNjNRGWdTWvuvjaqp0J0mNq5VPVeUqSFWky6caRfvuVHfRauRDYuvjOGFoXct2dqbuVKeqCqmV7hEDdMgPmkQ0Zo1Wa8LSOOTCdt1ac2tDonTpgNd4LRsq1627xtr5tlPg3foqXB2phlHdUPkEXUQtmbB6Yl3xqtAbKlenYEB3Gl2rxtAThnWVoR2gQwqz4pe1HrdLPlJWMpdd3UmuqwhJpUvFO1AdWmajMiZWR/VZXVOqkpBYYxzNu9PeRfr6VFYlRHf/lh6a1Z403WnX1Z0wjK7KVYhzgA7JMUcS1lrJNEyXNTpcyXhrAzTNRm+UufKp2l0dIbHGQFp3J19aVfW4kZPVR78qrLE2QAWuk/2oXXQP7E7lAGXDNXTobOXLYNd1hGSLt+ltjR3Vt7sa4pWlGoj/tsb2VnBUzxCvY1XmQjlCsru20nWcMLyuFAxQk2s1XgxQcaqBnG+ABtQnelXmQjlC0hsxQOfnYYCK4sUAFacayPkGKH4DPUb33gao410mvgtb6eqNAe+B8kujNzpOOJFus1+iWGMgrbtTb3QOuv2Q9Lrz67sjJNa1lW6fkKSEfgpfLDbXaIoPFR26pLFqNcd7/WxgEH0KrzEuuvoqsZ/CZ7qmVPXZpMZAWncna+S7yLHaDXT3P4Xnl4yN15HqUbrx3ekboPMP5mdlbcZ1YWacWulSRsvXmHLXPN5b9akBOnFdmKda0WWqL0uVdTWlKgmJTTWO5t0p76JcV1ef/VVhdXe7iBigeyGJdL2pniOkRFdIuy/SL49ZI9kQTt39o8pCys+L6sTfxFu+G7c+lqWqMiqqxIZkSVWiy6caRovujOoix2rH6xav75PYtW5s0ditdBWuMgzXwqcBZQfNmrDSaJTRoTtpjBNpNOgOVMDF70JkNplxIo0iV7pKZKq8rj5VU7xpqlGEdGezLhLVh7SG6+btybpuHgvjdaTaSteRqoiI3ZjYgyZLrjI6dCeP0ew6DMxuTPzS7BjNrrvxtnB1xGukTXc26yL7ant1mfZ06TZw7XPCdBmgYAV16gGqLgSFigYDNBbUqQeouhAUKhoM0FhQpx6g6kJQqGgwQGNBnXqAqgtBoaLBAI0FdeoBqi4EhYoGAzQW1KkHqLoQFCoaDNBYUKceoOpCUKhoMEBjQZ16gKoLQaGiwQCNBXXqAaouBIWKBgM0FtSpB6i6EBQqmvYDlL34bGKNXXQn+6WGTyExdbLr8teXOS6NPGFIJlp1pyMPe3e2Ku0l1XqhWnURa2x1Dh/YnZYBml2An4Wb7rmQXb3L7ciQG7PyttItktlmow6puEM5rcuXkA3pIN2DQoph252OLmLzaNWdktJWjPqQ8m2ruIPGt4KkShXjabvTsRvTsD5cn0fsH0MYqQ3DcteKcbVOWlcqpEGTjUC33JmS0s2Mlf1uBsLIV1+rW3dtpWvY70bApjsdXdSlsR2lNaRa2SzsmC5ylFB20OATRkS7/UDH+bHe6HCdfzDJXPNs2GQkIRF35yl0B7F111hr7ghdo6si1TCW7nR0EV/a2O4UNiBrNKVa7vddptqqi2KW5rgTRkboLT3SRR2ntA5jbq1WcNfo1F2seTJJNjrdZIDyVVIZE6tet+Lq0nWGNMUzd6dpySR5sF3k6E5FaaeA7hTc0qNZFymqNO1UiY036oQR4r2pHLeo/F1nRq7PeONSZqdukc2wm81equQAHbhF5Y1pSHZdPlW9bkRIcVQGqKaL2FD5LmJ1WVddaROjLVXynoeHdBEZLx+wSJeM6MDubH9XTtYoqyDr6tDli2/S7XhXTruuwTVAN5DaAJV3EZ+HXZc1ekprC6nfXTntJexzwkg57L7wtFHUZ6106WQc2Uxch4oW1WDs4+rXjeTWnedqBetRW4b0VCjHkvHrGR2vo0qiEvLZSMEADcxmwgCVu0ZyvgHqOGqrkG6FciyZw9VRwi7ximn/J3zAn9qtdPkSmkJ6lD/hD/wjSQD+hBeGhD/hpalKCf0UvqgAVyXFh5XRutWPXrkll4Uk+BReY+Q/VhDoVq1mXXdIeWsFIPoUnu8iNlRWt7DKu1NX2sRoS3X/U3h+yeytwFffvjS6EsZ3p2+AThOzqvMP6CJNXBdOE1PfQF0yG1Z3LyRqgE5cF+YlzI3Mktt1c1d+VVuFFAc9QCdNF/F5tOpOe2ltqRIDNE+1VSsEVikqJFZXSLsv0i+PKeNSQbKErOu+rsKVKj7Zo1Jd5ov05KqWJeT6Qe4q09WHFKobBvlF+uUHy9NUreBs7KqxetTyoGxpTanWv0jvWO1WJSRf3JzxKlxlHHApJ1ElyphbWaPTdTVmyfDZCEKqXCuX6RJWaUhs9Q/UJbpQn2oU6ks5J8qqaYVJocuG5CitIdXASznJkFhdtkqypdF3pyNVERG7MbEHTeqgMk47xja6fAl3Q6rWidfdMTLWVrp9QjLCdae9i5ytYDN6SrsfUq1QfVrBVaU2IXUZoGAFdeoBqi4EhYoGAzQW1KkHqLoQFCoaDNBYUKceoOpCUKhoMEBjQZ16gKoLQaGiwQCNBXXqAaouBIWKBgM0FtSpB6i6EBQqGgzQWFCnHqDqQlCoaDBAY0GdeoCqC0GhosEAjQV16gGqLgSFigYDNBbUqQeouhAUKhoM0FhQpx6g6kJQqGhMAzS56j+/BDczptb00v380lO7rsq1le6UXAvPp6oxaqrk0LW7OlKNIelOTYuFdVGr0sZ2Z9GelZC6pNpKV+V6xLXwxL4pE2eUbqoi05VsPcMaHbqCVMtt/6hUM2NlvxtJldj6ZhsnBIQ0CVwVulHU9wpLj9eqi/glc5Q2urFFuzH1STVAV+Ia3Z3qATqO2dIki5pbE+MwZKluwx1ZV5XR6erSrewHmqQ65NahZi2MfEgq3WpI066rTbd0DYPcrXa/evJW0DX2bn0cq00axSdMfT9QY6on6CK7Lu8qQztAk2Ubbz/44udeXfj8F0grWYYhDzfz/P7z/59E3/r8F770bVY3NX7hL35Y7aTLj8e6K6s7MR26scbuSJ+78iHlrnJdRbwO1zzVOPj7JYi6U7XaaXcq6vPUnfLS6uPdzUawI33umuhGtUJgFwWGlOgK8Q3Qcfz+rZOeyY3XZ//9H12tQwbTLE+SnO7SFnVXkS4tXDN+m9Od+4y8J9LALOqOcVn5+lFFurSwKSSufzWpBlK75eH3L//hu2juTra0fBepSvtq18gHbOrOW0qVex6yJyL3Gr2TqqOL7LrekFR9N/kHKLuo1xW4tSifqV73tqo/o40/suvy2XC6U6VD+UXdNw7cQasDVK5rcA3QDYS9Z6xogPKlZfuEK8HPaOPcnYZ47d05tye/ZKwu68rr6o0Brg5dcetJn8fdeZufc5IBam6W996mXd/6plWXz+Y7XLyTZIA6FrV6VKOuKKRWupEQ7zyviF7e2dKyfcL9Avre23RIt+40xCvqzvoU3B2gbB2OHWWtBzOvK2496fPOOUC/W+2zt75s1OWzucpigPp1IznpAP1uretv3WmIV9SdGKB+XXHrSZ93ugF6WdWfMn32/Cpv0d0x/qd6vFOjASrqboduq3h510DsA1T0JzzbJ/XG/mnVeOtOS7yS7nT8Cc/W4Yxd1CokcetJn0e/B/qK/bCH/RApfRfZoDvdRnPuehN49dkf1XRrwhNnXEIif7VlP0Ri3zDnPjbcqRL3CWn+oWKrkOy6gVTeA732nKw72dLWWoFt7KtyLaTn7sxLy36IFNCd5Os732Lsh0gn6KJWuuLWkz6PHKCvslaiil8ZoFMWL6Vb6ZZpXtVvEcZNSO9QAe/r0sZV9/oGFpnqY3yNSa7LpxoHPUDnnhN1J19atosqJfgWYXy1zvR3qIDZePe7c9zpzjN9jWkwuk47rlbd3FWI64v0y0r+4Mnw4fe//varpPS3Z88t+irLpf7Kt+g+/fzn3/t62i7Lsyeq9//q7XXS/f7fZsLLs8mJPz+ZNG5dC901pNoX6auruvxgqlkTYx5vdYIqdcUhyXSFqYZBfpF+6TlZd/KlZbuTLC31e8Nzd95iu3YRFS/bneQElXYn80V6ssfKOpywi1S6ClcZ+ks5s2Xbfuvyw79cl3XzMfjcom+l0VbX7fLcz3xn1X2SXXU/+6Pl2d8te+npyf+r+ivoq+f2Svph2nguj2+qn/3R6vo3X9zO3neqrrVr5WrrRhh516y5a92t1o1w1etGUexAMMxjaHO8ve4k13PaPKh353LQW3de/rl057YEl+6cg3snDfjandtCxndn+fq+Vo1IlahDYBcNtKtbV+Ea0J223ZiWl+3bQi6G95af39Zx2rboN3PVJN73306dN7pb0/pB47fmH71ORK+fzF9jm3/20/mpl9fnbT8UbFt0+/PLeTLrlonMrvXtbtil4deNtY5sNnZdR0gOXSNMd26Pp+zOpLS67nw6ar07b9Oy0p17q+3pzmp7ulrsdF10ZHfaBujy6pqt49Zy/VNi2vRzZWVnlo6bP0vckJwTt599+N9o3eXnawhpi/J8tzjQjffW8+Sdqjf2C+sBulPWnWjPcEwDdG2YYsXX/phfjKUt+j7bARtroZsHsTTZesCIFl1FGBV0aA/QnbLuRHuGYxqg61qVzbTaXt9+ImzR+u8NmbnQzRtmbee5m2NadPNbyJcpzwvo0B6gOydRd6I9wzEN0G8xC357kf+DL317/omsRddfDuinlfb1J+/Unhrcomvvv655o0N7gO6cRN2J9gzHMkDXv5FeE8/87qf/9P8kiytr0XX5yZf47Yv83HjLmfJW8a5UTkyLUu9fZaBDe4DunETdifYMxzJAiT9COGQtyv3hlR319e0na9O++sPv0E6FuqtFqfevMtChPUB3JrZ6KmjPaCwDVLBQW2Qt+q090fUFdu6d7ddHXr31Z1yXBrXo/smJDu0BujM9It6iPwzLAOXeZCIQtWjZgAXlYTdfLXnmD/7i2xXfoBZd/zysfVUEHdoDdGeSSv2LTGjPaFwDtNpNCcoWfV17SvmrRfIiv7TpDwnfn5ZPTNiExrXofpTo0B6gO4VRoj2jMQxQwToliFqUf+v/mbXNlr9QNu8zbfvtS0WXYoC+aNCdwtTRntGcb4BW//yg3uKhe/TVq898I/UNatH9X2/QoT1Adz6z/8s32jMawwD9+z+aN1V4ff1BeqlssoXB8+NNiyYX/U+ba7Xfn/epGd4pjRvdtUWvx5gbatmPYX74me+Qrs9s/jnvRPLNzZO3XVgkUxgTa7GtBZHqat0+LoxV1/KgnKtcd99Ys6rinbgLq40k3Tm3wmsqmDLU7QCtlfb9t5dG2Vi3unx35v03st25bU++O4tkCmO2Kll7pkamSnwJC6tYV95F+y3GnxNi10mHYYCu+9K8nh8XASWbwKwtmu59st385KlFh9JK6F6E3tlsEfO9P3612fBmnabr1+/GreurZc+FpEPp/W6oLW02LUq4lhurlalujHSqrGsWUrr6Dt0AV0m8OztTGNl059oKr+fHmycSoa7dSa3nlfc3W+GRebDdSTUg153JMGW6k1iyTXeSq1LZLCy8FUhXwijtIj6k+sLtpervTs92duPrItyNcXm8/pE0DGk2m1zef5swUltsjc8tuj3oe5/buK4DdP5bKnXd2Q90MyKTDcPWbFgjubVvnipppLbYuv6wsuLu/UBtIZVGPlU23jCo7eyG16I81u4kQp0d33+bzWPbRWV3VhrQ3Z1UNqxxLVRIK4R2kUOXbzFWN6A7XRsq72zcPTEbKg9TWob3KeNA6z71XnLUxHWdn9RdkTQ70n9WblwLQd2dZ2KapUh1YF3Z6ueuia4+pKquwpWKt+UA1ZeW3FA5L+37+WonefDdmfXfMiLJ7mRu8DBlDUimSho3q0LcMGHaWe39EtKue7pW13xVKyeiRJddVSHe+8In4ZLG6j2RkmSG3Fqv0Th+Ock0d1139d7+ET73aL1DR/6uM+O0axzJDlWlShqrhUiqz+oWISW6jpDYVNl4A6ndF16QR+2eSPuNPVWsaXfmrmsD1rqz1mNpd5LZsMZlgLJLxpbwsC6S65JLUzsnGnSnd4CyzXI1Su7KWRQpMZK6I+d5a6V3DPFWZ+S+caI7VJMq68rWwaFrcJXpsvEGUhugglAld+W0dBFrDOhOMhnWOA9QfskMJZQYm3UnW31el62+lJDbGvO5SAaoI1PalfxDO3elrdyI5I2TZIDyqerrIGsWe0gOXb76gbC3NeZLa7+t8cRZWePo7046VXaAzoViq2QpocTVoNtsNohWVcrLHqBvkZ4YoJqQHLp89QO5zwHq6U46VQzQtISsK199Kfc7QCV/wlv+MjvhABUtuUO3S7yR2Aeo6E94Pg+Dq7876WT8f8JbSug2hg9Q0TnBV1/cetLnuT9EKtJgSyh4o/jnP/jff/0nX/w8te9W6gAAFdxJREFUXaRbJ73OXX9/P95XlfbefohU/PKQfIjkSJV1zQ96O7Rb1+HK65JVEnacBv+HSLX1FORBu966s1ytTRfR3VmbvfIPkd4ijbUB2qoVwrqI1WUXjtdlV1XcetLnkQP09/+W/xrT8//oT+Gn7CsFlLGS6pfTL3SQunOL5l8USVqU/goEPUBT4/XuyEWq9KfwqlRZVzIkWnfQ6CriVeke/TWmNJin7mRDff4f/Sn8tPP9PKaLvizvIk93knUf5u6sLRnx+p4vmX21W+lqZkO2NLwu6yrE9T3Q5YNEKqL55q/090Dn7MgiTbk10Z2vuZtb6bOU7kC16DL5yArOP1h0KeNI6S5a5B+TulTzFa8v+fJYpKsLKWlRh26lStGQ3wN9viaolsdzd17+QX4PdAldlEfSRUV3iruo6E5ytatdv/m94XV1ycrX9+UxVaWta2E8rotYV77F2JAiutNzJdLzimcHXY3XHRAu/yyvRNpkR6R63RUxMW5018vQZ9lvDpnw5V9zK6Xx5i26WjeP5xbdXGyUG79cca1dK1dLlTDyrlRIEboRrup4w6CuRLp2ZyWPW3de/lleibQJncjj2p21rie6s95Fr1PX5Q+bUnfKXZOLjdbk1u6kV6V4fd8aixISxsAuGmhXvS67cKxrQHeabiqXrOO0PehlL5yb9fXy1O12DUVJl39fNmy49cDrwnjZsGY+6nIN3Pxi/HrKdD8cNgM0Dfg68ZPUinNhTS01Pu+iMquUrskAzUNKs8mtrDG3FvEG6eriVbjmVZrCSbpzWCfJ9YLxxXLpzqTFLtZ8M5Ek7uXfl+7MG3t95l53JrofJgN0KrszKRDbnduJ87yLStKdxKqkrzSZMauhzHhYF7EhsedE0+40DdDtXrHJzlkfbnbhXnb1Et44druDd7Fp2OaAc3sQ9/ieKe9gE7Hn9+aA1U3NsF9YF9Cdsu5Ee4ZjG6DbdnrrG8tPf/bH64/XBZa26HYH7/+Ytsd7G9PSHutui5nwKrQYAlr0e39cO94WdGgP0J2y7kR7hmMcoOsOs098+ks/ePrRh9/74uZnm1WUtmiy/+x2z9mffX1jIFr/ssv3pp3eI34BcbboD77/V5/bxICX+JOB7pR1J9ozHOMAJW/48opexaSdCZbO3fwV8urS+N++9MgP/uaL5JOntKXf+rPnZ3/4/f+xDWyJYm/P71drR9a2EV/h2hwd2gN05wo7hNGe0VgH6M6ib//AELfobt+/St9Q2hPe9FJki7K/qqBDe4DuJOIVFQo4MQ9QdimTV0F5i04/3evR9M+Tvcb7sviZrxQtWr3pNl0n0B50J6EqKxTwYR+gyXvnKZ9J/opQtOhej+Zv7/Dt9Hqjy4dwQdqi3FtM6NA+oDtrMewXCrhwDNDkY80tf5h+QKhpUfbvpOU+MitcP73ehBHWoptPdcV1Aq1Bd95i+IahUMCDZ4DSL/P5PVt1LTp9+Je1523vZMhGcCV5LY5q0ewLLNI6gbagO5/Z7U60Zzi+ATp9+N7n0jUsGlTborVfHYgX+Ouzv049O+/nkBZNvo6iqxNoCrpT1p1oz3CcA3S6fMPuv3/++YX205//029Qa6ht0Uvb5a/cf/CNemjls1/94bez53hb9NOf/5P/+UNBmdChXUB3yroT7RmO+Vr47TWj3LXlU3lp7ygw/vxv/uTzbz9f9/v5L3zp23u6P//reT+Gp176ix/uHHQqrx5PrpXVuSYPizuU13SH3HVHVxrvvu7JQgpB0Z1sHmx3bvJ47s7B3J1TTVcbkjrVbNeV2kEdrcCGxKfqCMk+c7zdaRigxOYnmydyO6Pkxok0OnSlrhvjcGPzUKpLuRYbq22eXHoOlJEPSevaSpdwNaQahLg7Ras9CV2nqqumO+0hGXSZzcKkqYriNaTq6KLQ6k86PNvZEXvosUbKyhodukLXYcP8A6Eu4Ul1KKVLu1ZCottsz3Vf1xZSaXSkGoawO/lg7K5j5qroTpWu4oSp6Jbb1ZZHdXSRPVVeV1ql8qCehhDh2lB5zAMa5dY9Y2KN0s2tQ8LE9G+hW3Gl7s6T6+bGxMqHJDc6XBvqth6gbBfxeVhWm/DUdacjJFOqxA0T8oOyIbUqoaOLmlVfxgH3RKpYuRG5p+twTUIa8hLWVybTHXLXmwB1S4+Ba8Jh59YxDteBsZ5ANxBRd/J5sC3G52HvTkdINl3qll2aJWNdHanaQyIPKps5fKpCvAOUCze1ssY+unkF59VzuO7flZO2ikJqpdsnpEBE3cmGyncRm4ejO+26xlR378rpaAVHqo6QWlVfygG3NfZn2krX3g9Vz6b3hY/WFbm20o1E0p2O85DPw96ArXTrqba8rbEjVUdIbB0cIUnBAI3tBwxQsWsg5xugrXRPOEADUnWE1Kr6Uu53gIpceV22hKxr1bPJAO066FrpRmIfoAG/PtkbsJWu4094PqRWJXSE1Kr6Uo77EIk1BuomRQp8D1/xIRKvS1pFIfFLbtcNDEmhG4j/QyS+O9k8dN0ZFZJNlxqgUa3gSNURkqr6ilWV4hugE/elgdtnXpUlZ10njasjpKyA3IeKuW7uevsf9Sl8pjtRxkq3ZK4K3eEMunyqcbDdWV3tJBjTagtcD9XdTZV4fZ/CVtuRqiKkaadKSR0cIQlxfQ90eUzGO/9goqyssbDqdWWu+cqk68bqVlyJ74EWuuxR+ZAoo8P1UN3SGobhe6BFMGyLsa6O7nSEZEq1fH0vDsqGpI9XmKo9JH31ZbpCPFcirY+JeCeB1WJ0uBLGrIDVhmBdNz8grkQidIVGh2tb3aiQwhB2Z+BqVzwdDbh5HKqbBFy8vhPZOLrIniqve2T1Jx2WzUS28VwfTrkx+QWwsLKuFePk1R1p47QtYFFCVncgXLPdGpIeqB40M/IhCXQH2hiqq3StpRqDuDtDV3uqumq6ky+t44ShdLOtGrbPFacae8LUdFVdFFn9SYd/OzuwBXXqAaouBIWKBgM0FtSpB6i6EBQqGgzQWFCnHqDqQlCoaDBAY0GdeoCqC0GhosEAjQV16gGqLgSFigYDNBbUqQeouhAUKhoM0FhQpx6g6kJQqGgwQGNBnXqAqgtBoaLBAI0FdeoBqi4EhYoGAzQW1KkHqLoQFCoaDNBYUKceoOpCUKhobAM0v0w9eWpxiWtiZV3zq1in3Jo86q9bprqtU34NMes65dZUt27spKtw5asfQdqdjhKoVjvVZbtIVR+HaxpSmeqmUPfWRX1OmF3sm4lsN1zK4tnERO41UNnXg9Udw1zDdKlU881EKtsUlK51o8O1oa548wm2hEFkL1vWErCtwOryXaRxTUeiKF5Rd15ds81EztRFcbphJ4wEz3Z24/K4DGgOJIko8+R3rEt1CdcjdcWpKrezG0ojX8L2urEh8SWMonjZsuTBdhGvy3aRynW3xaSlpVPVbWfXtot2dXufMCJcGyqP82MioGsktRVfXKvGxMoao3R3XSWpEhsqD3kd2CrxJbTr6lyHrdWhyy9cGMUvVobSsq3AuvJJOupjd63FS9wwIdd1lNCue8aQZDjvicSt+MDfY4ibVrxx5KagRFfmakqVuqXHwK0bbxyYZhHpylw1uvwNa7izPC9hHOXv/eo8NKvNJjkyo2zXdRS7mrqTvGVXl+5UdVEXXSHem8pxK74EVvesTSuBcWysa0t1/66ctFVUwla6zUJiSxhIZYAq8uBbQZ/kKDmo42wyuu7elfORupM1Som8rTEfLuvK96/e6NAVuVZTxX3hN1a++oFQb5zIQp2NttV2uvL1iXadC8Xq8qnaXVvpNjthpGCAmlyrqWKAbqx89QM53wANqE+061woVpdPVW/EAJ2fhwG6NVZTxQDdWPnqB3K+AYrfQI/RvbcBWiwc94Z5+oYuv+SsLuvaSteWquE90IkzKpbcrqtzTVaV12VLGEjtPVB5CfhWYHVZ1/J4u/WxjW22OxdX/Xugju6M6qLAkOS6UkI/hS8CTeJlXfXGeFeNbi1VwafwemO8ayvdzJUtYSCiT+H5PEyrTblyX3cT1afiGhLv/qfwfKoK4wl1Va5CXN8DXR6TIc0/WDQoV9JYWFkjH1Ir3UqqxB+TRR3YKvElpIwO1+a6fIHDiP4eaBEp68onyZZW70rGW7jW4i1f3wtdRwnZVPWurUKS6QrxXIm0PiZC2jyeRK5C47g+bqCrcKVTVV6JxBoHooRxuibXbaoiV7aEYVBXIrF5UKVVrzbhSXWnuj7UGBS67qWquxJJUMKoLgrRjT1hZDiuhd883DwxCSgPaWRdlcaxMIbr6lOtXWw8pUujNA6FMVy3WUhsCYMgroWng3F0pzLJGNfMU1NaMtX89Z3W7dlFlVRbdSdrlIDt7GJBnXqAqgtBoaLBAI0FdeoBqi4EhYoGAzQW1KkHqLoQFCoaDNBYUKceoOpCUKhoMEBjQZ16gKoLQaGiwQCNBXXqAaouBIWKBgM0FtSpB6i6EBQqGgzQWFCnHqDqQlCoaDBAY0GdeoCqC0GhosEAjQV16gGqLgSFigYDNBbUqQeouhAUKpqQAcpe3cxf+8xeeurQdRgd8Y5cnVhX3uhwbaVrd218LXzB3pJZXfuU1hHvwBXq3lLl69DohCEI30wk25HBt61CXde3X4hYVxJvkmqxLxDtKjHG7PQQqjtsHkpdT7WZiGO1u5TWH29qzfe6uZtUJXUIP2EkeLazW/fuWp+XGdNMhyFNNamgQ5cw8jvhqeMdynhpV+V2dpQu4SosYYhubEh89aOgtrMTL5koj6NKuxsvv2PdXki67exOkyrfRcKQ1KmKcG2oPM6Pl6dlRn5X2iTcXHd/b+Oqa1peuysVLx3wqkvdnSdPNTfWrayx0HW48qnadflVDUO2obKjO+UlYI1KXVV3ikIibphwB6nyXdQqJBmht/QorOPWOgxZNvUK7ukmVk1I2cBnXTXxLqkKbukxKYyZVa8rc9XoDgpdflXjEN3Sw9OdqvpEldbRnTXd/Vt6nDBVvotYXUeqQrw3lePmUWodSFhXkS5rdOjSAe+5Gm4qt28cJEaHbrOQ2PoGUrup3H4wsu4MrA83chTxGkPS31ROpussIZ+qvg4BIUmJvK2xYcUHkave6JiuolOq6onbGm+sfPUDEd3WmA2mVQkcuvburHfRSW9rzKbKd1GjeMVggMbGe1cDtJUuBmizX99POEBbp8p3UauQpGCA1qy2eO9qgOI3UPwGqgrJ7srrsqnyXdQoXjFN3wNN3qY3lJA12mYk9/FT5qqKN/kQiU+11ZIXPxfr6kJK3qbnddn6BnL0e6Dy0jp0Hd1ZPar+PdATpKqvQ0BIUkI/hSeNss8NHbphru54ZZ/C643xrq10NasaiOhTeEd39iltg3j3P4U/YapsF2niVYUkxPU90OUxmer8g0UjjTZNhvwimFBXbFTqUvHSS766En9MFqlmy8YsOeuq05W7Fqk6QmKrH0f1e6BJHo7uZHX19RG6iuMVh1S+vt9DqmwX6UOSpSok+Eokykit+fqYdRXqZsZ916qx2qOyeEfidyEiVVaXMlJWr+4xIbHVD0N4JZKjO0Pqo3V1dGdF130lUm6MqhKfKttF0upr45VhuBY+TfT58eaJpXFjTXPJ4nXoZq6s0RHvlNaXci1+FyJT5XVLY921lW5YSHz1g9h0p37Jaq7HlJYwltUTxSsJKX99v5dU+S6ydyefqgRsZxcL6tQDVF0IChUNBmgsqFMPUHUhKFQ0GKCxoE49QNWFoFDRYIDGgjr1AFUXgkJFgwEaC+rUA1RdCAoVDQZoLKhTD1B1IShUNBigsaBOPUDVhaBQ0WCAxoI69QBVF4JCRYMBGgvq1ANUXQgKFQ0GaCyoUw9QdSEoVDQYoLGgTj1A1YWgUNGEDFD26mb+2meH0e7Kw14NuxcSUydWlzfaXXnsunz1W8Vbg+3OVqV11KfLCbO9Fp6wsq57uh1cOeOB3WkZoJLNOcRbdyiNAboTtRGBePOJnZCKfYFoXYnR4bp5HKOr3cxBagxi250HlVZTH3tjO3TJVPO9bgyp+kso3mpEqtuzO4O3s6N2lmONwi2rAnVT12FIFy4ZP4aQTNvZ0Z0kNTp0666Jka++I6QohNvZNSutsDuPPGHoeC3b2Zm6s231U92u3eneULm+9and6HCdfzDJXIeshEl5LalaNlSuW3eN1f4N0K0XQl5CPtUwqhsqH1NadXe2P2Eq8dIbKh/TRTG6yuo7UpURekuPiTKOtFHiWjUmVkdIycoMU1pBk67glh7FUVljYtXrVlxVuooSqlKNQ3RLD019VK6tutOhW4t3/5YezbrIrst3UXB3HjxAxyRc0shb7cYA3by+Q1JBU0jkAE119UaHqyxV1shX3xFSHKKbypHGiNKqGoWbgll36htwN9X6PQ9lqbYqod21d3ced1vjaNcAXbKCg0v35d3W2FFCPqRARLc1blQfRwPypXW4VuM96W2NHa69uxMDtFZCmy4GqDikQM43QFnjyxqgASV0uPbuTgzQWgltuhig4pACOd8AxW+gx+je2wA99uW2ta5jaWpH3R+gx85IWaqskS2wQzcQ/3ugrerj6E6HazWb3QGK7lQS+il8kQa35IoPFaN1qx/ScUsjC0nwKbzGmIWk161a5bp89e2pBiL6FD66tMvRw7pzx1WuW011/1N4PtWwEu64ynV7d6dvgE4Ts6rzD+hUM2PheohuXkFmaYQhUQN04rpwflwzMktu181dSSNdiLz6jpDioAcoW4L5BwF5BHan3JXvzlqqxABVpRpYwkOq79AV0u6L9DIj2RBOXYVrtqb1pZHqlu/Glbp5J1VXdd/ocFWEZC8hrxsG+UX68nitSntUYyt0K/EWr+/aVB2r3UpXVQdFSDIM18KnwyqNdxo5K2t06MpcN49XY1berIT6kIrfhUjdzDiRRpHrMbps9R2pRrHpTlEw0aVt1dgOXTrVvD31qQaUkLS26k5HqiIidmPahksYGStrdOjuuTJGvoS7IVXrxOvuGB2ubXTZ6jt0jXDd2aW0rRrboZsMUMLKuu7pNnBt1Z2OVCmwH2gsqFMPUHUhKFQ0GKCxoE49QNWFoFDRYIDGgjr1AFUXgkJFgwEaC+rUA1RdCAoVDQZoLKhTD1B1IShUNBigsaBOPUDVhaBQ0cgHKJDRdLkASe81vyN6L9VLAwM0mqbLBUh6r/kd0XupXhooKAAAGMEABQAAIxigAABgBAMUAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABg5P8Dfaj3fHFg9ZUAAAAASUVORK5CYII=)
Initial stock depletion
Answered
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Very low (0.1 < D1 < 0.15)
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Low (0.15 < D1 < 0.3)
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Moderate (0.3 < D < 0.5)
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High (0.5 < D1)
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Asymptotic unfished levels (D1 = 1)
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Justification
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No justification was provided
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)
Management Characteristics
Types of fishery management that are possible
Answered
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TAC (Total Allowable Catch): a catch limit
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TAE (Total Allowable Effort): an effort limit
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Size limit
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Time-area closures (a marine reserve)
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Justification
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1. TAC=776 mt per year; minimum legal size: CL= >8 cm, W= > 200 g
2. Minimum legal size start on 2015
3. Directorate General of Surveillance and Agency of Fish Quarantine had mandate to monitor the size limit of catch. This regulation quite easy to apply for the export trading since they need a certified document but for the local trading it was unmonitored.
4. Describe and reference any legal/policy requirements for management, monitoring and enforcement.
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TAC offset: consistent overages/underages
Answered
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Large underages (40% - 70% of recommended)
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Underages (70% - 90% of recommended)
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Slight underages (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slight overages (100% - 110% of recommended)
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Overages (110% - 150% of recommended)
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Large overages (150% - 200% of recommended)
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Justification
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No justification was provided
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)
TAC implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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No justification was provided
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BiQ6RTtK6m7X4f+5sOkH/1tb1pDQLaSK1W9tQB6AVlK2dw4vJ+yhvtl4rNS2tXlAO3jbcwaXlQ+Vl5K6A6GbriGZU0LKcdQEAHqyUdZg77rLoIaCOVspkxtXkxSjCRY80pS+yV5PKJ6SZ6HQ9qnXa37zv2MBbW+xWuOEY1PQmo7mjwYM/C7s59V1wEtJFq3XRTQEPpM92+mQ/gFGMaxknDgyqfVPOkkvbNJiiE1oJ3xTGqGVNAh6wjNvfuv9YioI0066cj5lbGA9Wi6hLT27R7UM2DshRQ66Zrf7SVvCuOUUOdeb6NZWj0BIavswhoI43y6Yq5WRfeVQFtPW49+jZNGSCgeukHfhCtxTBCjUVAG/FJQMWApuF75PKvUYrpvQtf+5iyB2jad9zIPppc2B/N+briGDX0JaCtFwxdQ9pKYYxicExAXfO8JvV0xlglHqhpE3SnpJbGU1FtHtTwnCwFdOmCgPazmnIa2odUutxHOT30g2jMYJxiQEAb8UpAxULQtXP7JpeKpaNH1cB3hy+bRhJt8SAtqbHtPE5XBAho6yUjVBAHSsE1AXXM93zQT2USyXwh/V60dH778q7g1XglvdmrQJo9qPkxJWct+o4bS6sL+6Mha3c8o4YeBXRiBWvq3SCgDrDyArq8Vdi+FKydN8y9RUAbL46fom3nccoi8FlAqy20MXvqp1BbC0ernghoIz7oZyqgZ7fynNAaEF1cUyV07ZxpRKZuHmQpoNbX9UdfyymnoHpdbl93Sk6M8hR6mxCzxTkBdcv5fBJQexZ3d69tb2+f233NIp5dRw8Sz9Gy8zhtETRIx6h2WFFhY78COlr96G04whIEtJF5CGi33LsKqN2jnFxAp2/8dKA3Aa27bLSHUDMagYC6gQ/66beAWi//nbwIEND6y0Z8BpU/Zbzs3RNQp9zPB/3MC+ij3d3r95YLjUhMfeXe1YN8FdDJG19dKBlpbXX1eOqYAlrKa8wSQEAb8UE/VQG9dTyefX9y2pXXGgetbGy0p3GSasP9+DklK63NrrhwY9Rn0N9Pqcfa/YdH/d0xvf/6DtQK6NSGpSxVAb0aHYoE1Dgyk6R5P1ONCSbJV4dKN3DINxroUXXKV478CArZDVI7Gzzcrpr1Rf6Hu6VNQb2ATm1XxlIRULEqfv1jm6H+iQ2ZRjvaMxBQbTwW0LLq9HWn8Z9APr9hameDh1vVst7I/3LHxMkzARX7Ms+HAij0ryrSpx69RmOa+ukMTJUjuOQcDfQnoKO0APUNGCZ3O/cfgdwvd06d/BLQnSgMSCygIqiSaXj6hEc67wJRS9Aum1WgvwXpo1Mws4vV+SmBCSYI1BzHzt0h93dxgqZGP6c2K08WD1SMeyYCGjZHLfvwprm740HjM+0McCfyhnYyuyCgHe7U2YDRK6dD7u+iPvkkoEnfOxFQi9h2lrm740HjsyoC2tFq5fJJfn9aJcevmw65v4v65IN+IqDTgYAWLp+odmQCOnbODrm/iwrlg37ShZ+Q/hakj06fI4fTtQBzBkyQu0Pu76JE+SSgYhLpVCqge9aTSKa5u+NBE7AaAtrZ6OlagKoBU9RNh9zfRY3yQT9TAT1I1tALAQ0/Wy5jMs7dHQ+agh5ns0em14HLyVqAigGT1E2H3N9FkfJKQMXaz7UrQkAXnw6sF9Ib5+6OB02BvwKaG7nUTdmYYsrKMVV0Lofc30WR8kE/s51IuZj0tls5jXN3x4MmocflQCPTp4BO1gJUDJgkd4fc30WZ8ktAozZoglYwkdJbQGJ6fi/8auOvgOqPXOoKqHaOA4CAuihTPuhnLpzd4SURj2nt5GtaVyKgPTD5MnJrdAVU60fp1Q2vno8ODrm/i0LlnYAacngGAe1Kw3IgF71FAQHtjkPu76JQ+aCfnSLSi06/2WuMS7m740ETUTud7ai/ZCT29SKgZlmuDA65v4tStfIC2iFsk8zdHQ+aiDoBddVfMvQWH/X6K1x/JKY45P4uapWLNpVQJpFuv7Kd8ZzWOqauez4d8qCpqJnOdtRdFMwEtJff4/5DMcMh93dRrBw0qUxahLc2bYYyD7p14h3yoKlIHcMz/UyXb7anWbanM8ly8EtGwyH3d7G77J5FFSg7kWwENOzEd2mCOuRBU1EpMc66i4qwUd/Obr9Ic8C18kp3H6VD7u++gE5tTQ3KXvjg5PX9FN24yA+3t/9hh9zd8aDJqOrkOusuKqYC2uU3WQuow1XPKfdHQC3Jwtl1nFC3y90dD5qMyWNpWGO2A7JLHbC/1OGq55T7lwTUgcfmljU15OOBjp67Ox40Hfbd04kx3ELeSQWtr3T5uTrk/hUCOvlzc8qYOrJ4oAjoYOhMtNS4iLueY966s/0tDlefbjjk/lUCOvVTd8iUerIx0LECiORy7+pBDj/ZlKz4a9yhaTrbZd8xNc5eQO2ucx7XBXTi5+6OJQ3IIgz78OPEUM7nPg8BzT4ZC6jTCjqObQ4/gI44L6DTPnlnDGkiLcKHm8HT4wQBVXPv6EEOP9gUDRsb57Md/o3jbENy+AF0BAHVtWlSOxrJilDEBjmyJTnhw0vlnH6yEiMBrUrsw4+sxl/Lx8F9AZ20AN2wogW1BWodVMk+964C2pMdA6Jlo3SSSl9x24GaGMBwb59FFQiopk1TWtGCLMKCfnohoE4/WEmDkZlnJE5S4ypue1A9g5jt6bOoxAMBnfJpO2FEG8pOpLVz++Y7kTrm7oaADlhCTbdWXEMKqPlNHGZqAe15I37/+CCgEz46B0xoR9mJNM6LOPO5O+FBaf95ipzlKnqjfZF+UNeeLh0wqiM22+8dfbJuuH8EAmqJ9zuROj9eRcQ6G2OVuWx7Ou4pxmhtDTCvIwjoENQL6HSPbnoLNPB/J1LH55vrR3e3xib/wodVQWtAorl+dFqUoCZ089kioHo2TWaBBrII97ztwnd7vmrxTD3nOGXu/dOwsFW7UlQm031QCKgBDQI62aObOn8tZBGGTdCjo6+j78eDujzhjUJzqLMx0I52rdAcRNW42s2S9URAp3p2XgmoUNB1vfcZ95n79ALa152gBzZ0ysOq9epk0foioBM9Ox/0M51EOru1Fa3/9GQn0kCtC6dLy2nj+iFfX7oOztR/cwQEVMemaTLXRVnG5NNCepOet0Ep9Fxa/d7OeV/qA7WsOv3ewsVOPjtvBHSah4eAtudu6UFGrYvpnMBpPXaUrKh8/LlmJiOgGjZNkrU+0xbhGAIqN0lOsUze9Rs6iccCauhlCKiGTZNkrY+XAur8U41BQGeGaYV3SUAvIqBWzE9AN9KtPzaXGlw3QNk7704SbwztE+EcvgroxRinFNQH/fRSQDsvnbcsGcPrENB5Ye5T7glovYhOYJNnArq4/cp2xnOjrKqfQkCtCyZ/UatfDVH27vtTwsCGOvkczI1yU0CrpXQCm/wS0FseBlQehppCKxRmq2O5X/bDMfhvX42H65D7VwpoFSPa5IN+pgJ64NUypkGpFdDKg+4X8QQ0PZVeKmHryjXzaybAIffXFtARtdUrAd0JRfPkdccDKo/098+k2Dwo4gGpjxdSd0VfNU1j6ZrhNf0i82r8tSsmoH3Lq08CKhbSn5ogdyMPqi+L2gdtO9lucdUMqXtQtc8vX3pdxLSxiEzNGoDo0bQpx6wEtJFKmzwTUB/igdY+7ronnTteKq664vOh4Eag1rMTah285nDxWTdXn2biLGrLr+kiW8zM3dhoT4yANuNDPXQ9oHL0IJvOxedz9alOIC+2fM/SJwVXPK9lrJa9+rfTzbsv0jw3WhtQpjpVdTPr37ixUV9+vfZHUmqLr2bAoP2HIaAt+COgy51g7eMT5N7oQelzzA7VtiizHtPFeoFsQUkf5VO6vuV7W/pK+6ps0LW/q311dxSfNpRHUJ1WtrHGF/k495Igp79vo3BAucaEtucl/9LUL9toyQ8BbcEjAQ378McmyL1dQPOHDAc7rQtADQmUfkzLteZ7EdPzVenL1+vbo/W9ZI/81RtZq77S+kw/dQW8jbbnVci+9Uyrfd3sSU83WNLsfwhoLcImn8ZAoxfDPz16SHpTD9KoNZrptTPUu0UhlX6+qbcsK/9gVCRuSWPAxcL9so8b8a5Ew5nuqvuZ2KuTXuN+zVNYDfaZ2lscgi1fjoBqU2GTXwK6PDwTBEe2XA6obLxufTT9LK+y75hxJU3O1umepaOx/cVfMUT+TRTz08tff3eY3f2Ld6ztELQzOwE1s8kH/cy1QN1eSG+xc7KHPZ9WSVd0I2NtPRjIoEqBGyQna7rV8dUR0EFs8kpAC/rppoA2n9Y5ZIRRAaryvqICWosXnt6Avf3dfriXAjqeTV64lbITae3cvuM7kUbGrPwyBR263N3zKy9cvY7pYlY45P5VUjlxLBE/vErZieTpe+HdQRb4DENpjNf87pu8PLSJRb+C4pD7V6rm5AI6Ra6G+LUTyXGq516GyscpsjrmoHH1FMWhKBht37vhkPs3qicCWo/rO5H8aMfn8FhArdZsyYMjDWA0m2F8j6qh86EEs4hbAlqvnghoPbII99zswk9WePb4Zm9GzbMuHqwpkbHGL0o5+otDAtqonghoPbIIwybo0dHX0bd6kH/y6TF1D7twuKVIphJQ3ZrukkMhoC02TZGrIWkRhgq6/trouTd6EPJpge4TK1aNhoe9UVCqlvtqGtAD+bW3mjXdIZ9CQFtsmiJXQ+Qk0tmtrWj9p0s7kQzLbYzNQM6j/cwKVaOxkhhsEhj1sVtV7fZNqqPhj4BOZNMk2ZqhLGNyfCF9OyYNpVWl1dtrTuv2yy1vPwx2dXs6RSjijYBOZdM0+RqBgK4azQ5vVxvUhmpLQou7j4wr8umPgE5m00QZm+Dje+HrGHE7+vTU/8AGl7euDfK6lX+so4KAttg0UcYmIKC+0jhmWddPn2jTN1TiiYBOZ9NUORuwSgKqPnEvHn4nmjvq1UdX/qH4BQLaYtNUORuQK8JHuyHXx4kjEuc+lIB68ew7Yvob0U/XQEBbbJoqZwOUIrx1PJlAWjs/Wu4IqD2mc2ZzeCZ+gYD6T1aEV5U5+LFe7jGUgM6i0AvLyKczBCzxQ0CnNs1t0iLcE03Pk7u7r14SoZVHesGcQx7kITq7iMBhHHJ/9NMSNSJ90u5chG3Rkd5x7JAHeUj7LiLc32kccn/00xIlIn3W6twZqwnqkAd5SLo2s2lJ6GjWgDEOuT8CakkWD1RpdIbN0XFCMznkQd7S6ORUAZdxyP3RT0sqI9KPFp/eIQ/ylrZd7NQCZ3HI/RFQSxDQVYda4CwOuT/6aUlvXfjFXYsV+A55EMDYOOT+6KclHSeR7uzuvi7+PzwTrcB/n2nuvXtQFO2x75sCDIHrAjq1UT4gi/Ag1D+5AelWoPmCpFtiyahorB5sJivwDRuuA3gQBQ++4LiATm2TF6RFGLY6g/XL+/v7r57RXUi/l6jmMRFNdG17+7jxCvxhBLT3ewIMgdsCOrVJfqC+EylDqyEp1t6vXxZ6+94gOCWO7Ok2XdPcEVCYLwio/2RFuEg3w6/pbYXfiYU2Ut5j6SGjJuggAtr7LQEGwWkBndoiT8gV4Z1Xtre3n7uud6UQzqi5eZDt/DSdvnfIgwDGxiH3Rz8tsS/CdLGosmrUdAGpQx4EMDYOuT/6aQkCCjARDrk/+mmJWoSL/y2630/+5k9r9cLTtfdhv50uPIAxDrk/AmpJVoSHZ+PWY9iK1FsQL2eMxAKoU/GhveknkQB8wSH3Rz8tSYtQrIWXApoKYiNi7f3T+/tXg2Ara4tOvowJwBcccn8E1BI1oHKyfOmRbkDlHblq9PfDi0/u7l4y3orkkAcBjI1D7o9+WqLshc+0T3M5Z7JyNBRbuSfJNIiTQx4EMDYOuT/6aUm3aEx3X9k6cU6k/GK8Gf6kYQwnhzwIYGwccn8E1JK+4oEu7ryyfdk4np1DHgQwNg65P/ppCQGVASbCIfdHQC3JuvDK/PmBcVw629zd8SCAsXHI/dFPS2QR7ikz72JGXmcdUw+5u+NBAGPjkPsjoJbIIoxWf568sr+/f8d8NZJ97u54EMDYOOT+6KclaRE+lEHlk5VJVjQPngYV2OUDsAI45P7opyXKVs5LqaqZrkZKQUABtHHI/dFPS3LBROJ4oFfsu+9EYwLQxiH3R0At6bkIH+0brQV1yIMAxsYh90dALZm2CB3yIICxccj90U9LckX4aHf3+r3lwnhDkX3u7ngQwNg45P4IqCVKEd46HkcDeXJ6/fWxcnfHgwDGxiH3R0AtyYrwqgynJCIqGyxjWuzf2Q1brvs2U08OeRDA2Djk/gioJWkRioh06x/bDAVUbOvUXUh/95KyJOnka8a5u+NBAGPjkPujn5aoAZXPh41PsQopvzG+gcMzhVWd64YL8B3yIICxccj9EVBLlIDKx5aJgIpgIjoBlQ+izUtb2zHHoy1MRm/0cMmDAMbGIfdHQC3JB1ROBFQvoLLYPr92RTlwe9M0JL1DHgQwNg65PwJqST4eaCKgehuK9kpyKSTVKIyTQx4EMDYOuT/6aYm9gFaNlJoGEnXIgwDGxiH3R0Atse/CV6kse+EBtHHI/RFQS5RJpFOpgO7pTCIhoACdcMj9EVBLZBEeJGvohf6FnzWWMeVf5JnehS48gB4OuT8CaoksQjGiuXZFCOji05oR6XdKycRNdNY/Zbm740EAY+OQ+yOglqRFGL3TwygivVh7f1TdNX/4smkse4c8CGBsHHJ/BNSSrAhF81FuKNILJrIXae325V3Bq/FKerOX0TnkQQBj45D7o5+WqEV4eElo4Jr+lvZb6nuUIjU9b5i7Ox4EMDYOuTbqaS8AACAASURBVD8Cakm3Ilxcy72K7pxpRCaHPAhgbBxyf/TTkroivKOrhYu7u9e2t7fP7b5mEc/OIQ8CGBuH3B8BtaS6CA8vme1pt87dHQ8CGBuH3B8BtSQqwkfXtra2zmVv8ri1aRgUxDp3dzwIYGwccn8E1JKwCBdXkyHM98WHFpcC06hK1rm740EAY+OQ+yOglgTRgviEaA1SNLUuxXTo3N3xIICxccj9EVBLgmjj5tq53WtJMM+rBgtBu+fujgcBjI1D7o+AWhKIBmjUXz+MgnleHa/5uXTKgwDGxiH3R0AtCbKwnntBcPTWiM3PpVMeBDA2Drk/AmpJkL3E+OFmsHY8CN5t835i29zd8SCAsXHI/RFQS4IshGcUTsTwrXBdc3fHgwDGxiH3R0AtKQioWTCl7rm740EAY4P7+09BQM2CKXXPHQ+C+YL7+09eQEdugOJBMGdwf//JC+g4+4+U3PEgmC+4v/8goAATgfv7DwIKMBG4v/8goAATgfv7T7SQPnmr0ab8FHJ9lOX0eBDMGNzff4Lc2zgzCGcHMDC4v/8goAATgfv7T7C4s1sFXXiAgcH9/WfaIsSDYMbg/v6DgAJMBO7vPwgowETg/v6DgAJMBO7vPwgowETg/v6DgAJMBO7vPwgowETg/v6DgAJMBO7vPwgowETg/v6DgAJMBO7vPwgowETg/v4TLD722oS540EwX3B//4miMZ24MkrokIrc8SCYL7i//wSLa8dF+Lq1H3h9itzxIJgvuL//iCJc3H5vFAN0/IYoHgQzBvf3H1mEhx+NGqJHxm2I4kEwY3B//1GKcHH7bNQQPTleQxQPghmD+/tPoQgPP7oZNUTPvTFO7ngQzBfc33/KRRg3RHknEsDA4P7+U12Edz/61xBQgGHB/f2HnUgAE4H7+w8CCjARuL//IKAAE4H7+w8CCjARuL//IKAAE4H7+w8CCjARuL//IKAAE4H7+w8CCjARuL//IKAAE4H7+w8CCjARuL//IKAAE4H7+0+wuLNbxfVRQtrhQTBjcH//id6JVAHRmAAGBvf3HwQUYCJwf//JuvCXgmDt5OXd3Y9uBmvn6MIDDA3u7z9pEe4FwbvvpR9PjZQ7HgTzBff3H1mEB0FwLD24EwQXDO/z6M7ua+aNVjwIZgzu7z9JES5eDtY+nh58uBkc1VLDu2ejsdLFtehNSsH6FdPc8SCYL7i//yRF+OS0Om2U/1bL4lI82RSqr+Rps1YoHgQzBvf3nw4CGulmmC76f217e1s0Q4+1XpbLHQ+C+YL7+0/WhVeGPQ8CnS58mCqadxL/R5NOi08H6kCATu54EMwX3N9/ZBHuKUs/D09rTcPvJKl2snbnjmETFA+CGYP7+48sQrGePp4DWtza1FpHH14RNTfl/wLt2SeZOx4E8wX395+0CA/iWaCt6F+djrgcKFUHTDVnn7Lc8SCYL7i//2RF+PBMOpe+/rrGlVIsFy8joAAW4P7+oxbh3UvHQ/U8cvI1rSvTeaedrMGqN/uk5I4HwXzB/f2nQxHKeaeHm3LmSGiq0SZQPAhmDO7vPx2KMJp3Ep19uXd+cZVlTADa4P7+kyvCR1Eg5cUbmtceiJXzJy7v7386VNJzr17aDEyjkOBBMGNwf/9RivDW8Xhn0ZPTWpNIy6jzXsAwihMeBDMG9/efrAivykDK6sLOFmQUETl7TzARAG1wf/9R44EG6x/bTPa268+lP3p1++xWyInnLhPODsAA3N9/ZBGK3vj5sPEpoyuZxgO1zB0PgvmC+/uPLMJ4F3ssoPnoyoPmjgfBfMH9/ScfUDkRUNMt7fa540EwX3B//8nHA00E1HRHpn3ueBDMF9zff/oV0OYLq16fbJMLwEqA+/tPv114BBRAG9zff5RJpFOpgO7ZTiIRjQlAG9zff5TXGkdr6IX+idCglsuYHu3r7gONc8eDYL7g/v4ji1Cs/Vy7IgRUvNlopEl4PAjmDO7vP2kRithKKWYxlTrkjgfBfMH9/ScrQuXt7rrBRLrnjgfBfMH9/UctwsMoIv2aZkR6yWL/zu7u7vV9m04/HgQzBvf3n45FePeS0vE3VN4lHgSzBvf3H7kO9I4IpZxy59o5nQbl4Zkgz7rh2CkeBDMG9/ef/E6kZdW3WqKI9MHWdszxaPbJbPkTHgQzBvf3nw4CKubt19QQyrc3A8MtoHgQzBjc33+C5RdF8/G9m8Hau7YlZ7SEcK+USkgqb+UE0AP395+g4sVGgvatnFVhl3kvPIA2uL//BNE2+BLrWj34UjOVvfAA2uD+/hMW4WJ3d/fVsAt/eTdlX+NKBBSgE7i//1ROImmRRMDLQRceQBvc33+q14FqsVNSSzEsahQHDw+CGYP7+0+HIhSzT0fVXfOHL5uGIcGDYMbg/v7TpQj3oqXz2/HY6avxSnqjVUx4EMwZ3N9/lCK888p2xnM6HfpbxRVQa+cNc8eDYL7g/v6TFmFhOajelNLimnrVmtYG+lzueBDMF9zff2QRFpfTa8/JL+7uXgtbrOd2X7OIZ4cHwYzB/f1HFqEYzzxxeT/F6NVG9rnjQTBfcH//yV5rbPkizm6540EwX3B//8kW0o/1HqRc7ngQzBfc33/sdyL1kjseBPMF9/efrAuPgAKMCu7vP8okklkw+X5yx4NgvuD+/iOLcJo+PB4EMwb39x91If3aOZ0wdr3mjgfBfMH9/SebRLJcSN8tdzwI5gvu7z8IKMBE4P7+IwX07FaeEwgowLDg/v4zbRHiQTBjcH//QUABJgL39x8EFGAicH//yRXho13xZqTFOJGYotzxIJgvuL//KEV463g8+/7k9Prr9Rf0mzseBPMF9/efrAivyuVLI0ZmwoNgxuD+/pMWoYiovP6xzVBARWxQo7e7d8gdD4L5gvv7j/pKj/Nh41MsoBcKOk5kETwIZgzu7z+yCHeiiPSxgC4PxgpPjwfBjMH9/SeLByrGPRMBDZuj4/Th8SCYMbi//+Qj0icCOlpsOzwIZgzu7z8IKMBE4P7+QxceYCJwf/9RJpFOpQK6xyQSwODg/v4ji/AgWUMvBDT8zDImgKHB/f1HFqFY+7l2RQjo4tMBC+kBhgf395+0CHMx6dnKCTA4uL//ZEUo2qAJBBMBGB7c33/UIjy8JOIxrZ18bbzc8SCYL7i//xBQGWAicH//QUABJgL39x8EFGAicH//USaRbr+ynfEcO5EAhgX395+0CG9tBirshQcYGNzff5SdSAgowJjg/v6j7IUPTl7fTxnnzZx4EMwY3N9/snB2IpjI6LnjQTBfcH//yccDHT13PAjmC+7vP1k80PkI6F6+tX0Qf617BEmoVEMOrxRvYvV8JyqXkXhzY+NZ5euD+Ot3fnbju/5LRerw+Nt+0TiPr/+8nW31dnztmY13ViXM/6eTNQKqQfg8N9SC/4sPh9//yle0r//6zz0TXv99f6RxKrp1gm4O2RjoWAFEcrmvqIAurhYGRBDQKoYX0O/8di4Hs2u7CahG1gioDm8KPXs2/fog/1XraiHBP9p+KixZawEN+/DjxFDO576iAnpQHFFGQKsYXkAfmNS1cn5dBFQjawRUh0jWMj27kW+QtvBmJokfaT31YMNeQMVrPJ4eJwiomrtDAloHAjoY1QJax9gCWkdJQBMKgouA9kS+D2/Wg1fblIW/hhWn3uwioMvDM0FwZEtyYoXXgSKgjoCA9mfVCpPrwz+oakzWIpqrGz+6/M6/L/f7K07dMLl1gtoCnctCegTUERDQ/qxaYaK2onzkN8ptyXqi5uqz8rJco7LilGjqGnuYLMKCfs5QQDOtOjwbPoATrz85Hb3ZJBbQW8dFpNQ00PTi1pZIc+Ve7vuRc28kN4xQ3iuV3Tx35V6WSL4JNX/nOQqoMo39Q6Fvf8/nQ18XDh4L6JfeE3r5935eXvOdL323SPPzX8l9f/uP/FFyw8Lo15vZl7BaRtXmG58TV7zte5Ip8xvh0S+/R2Sb2ZFPEgmoMO3tPxLnWjUGmmYts1lWSCoCqkXUh0+KItK93N+vGxt51JNCemNJfFDU3YpT4t7a2ixRdiKtndufx06kFgHdS/Tvr2cC+jM7yatOErlL/9wksfuzPz+nls0Cmr8y/Can7hItLdx51gIqh6S+PxPQX0iqy9sSGUwHst7x+fz36E5lAVVaj4mWZuNesc6FAvqlKIdfLNmRJBH3SPKJa2CjgCrt5hvF9g0CqsebWSGWe/BNAprJZqaX9afEoXf842eyv4w6KDuRxnkRZz53BwVUjQogBfR4vmGuNNejA+r7pC40CmjhSqVhGn8q3nnOAlqcExVS9B55IPN99YC6kO8jVQKatSqTT+q8QWTLjY23PxPXQ5m2mCTM9K/KfKKK1yig2Y9MGtIKCKgeSh++3INvEtA307+LkWd8pPmUUtDv0O7JO70TKbCm8bZ7peSKgAoxFK2/KDpVIqBh0/P8vWX0ulKRMkpyRfS2wzTH4huui/egHL6cvM+0bgy06spYZuO2aOn8ygtogWeXqRAJvxbtyi/JVSzxbOyPfiUe9xcpoyQ/L/rtz8QVJ7zhO/5T+P/XfzapHaVec9qHj9ui4g7RQuo//MHkimhELGrOKnbkkkTVWVr2zmW1gGZZp3348qAoAqpH1ofPRi5TmgQ0G/ksCWjFKfVO2mOhLu9EstfPDgK6J9/pLBqDUkCfel1eKFTtIH3tcyh4YoJpR8qg0oqtFNDSlWkffke2XfPnZyygb0oHF4IlBfS7Pi8vFPXkQToxEFYC4fI3ZCWpXYyZ9uFvyDbqO9MT0RU30nsm9yglkfZEn0SuLetAb6QjAcVaiYBqkvbhH5hoW0kln208Fcl0iukypr15deHrBTQVQymlQkATNUwmepRdW7FSipS5F5nWCWjpyvB4pJhJD6Dq/FwFNBVDKaXCwZ+NjyStOmVQMZarN2XrcZk7rBDeJKoaYa3J9wTlgRvpFaWF9EmSRDaXaeIWAX0Q/xCZswICqknahy9NpjdjJKDR/+/4heXyy89IvdZAFqGsyePi3hioMpaRyKWyjCk+kszOyyPHkkHPtXf99L3CLTPSmxeuDG2Jbh5fUD6/8gL6rPI1NwaqKFwil8p0THxEHVSMW5bRyOPb/sY/+Urhlrk85YSBcuIb/+cfPbORCmhSdfICmiXJz6u/s1VAQzPfGVtYMAUB1SYZ+qzowbdept8C/dwPvyfr81QvVSuTFmFYVdfHe5+xzN1FAZUallvGFJEKqErcJo1Zi9cxNQho8crwliJl3PQsn5+1gEqZyi1jikgFtNjpksNYb4vXMVUIaKJjaeP1O1/+ITkTlQiozCQV0EISZSY//ti2lfNGMiRR6nsioLokk+9VPfj+xkCrTrYiJ5HObm1FlXa+O5FirZLLMZf1AlpYMhuluZZbx1QnoFVXvqw0asvn5yugSjuvTkDVzXiJx3/nc7l1TBUCGvekU3kubegrC2gxSV5Aw9u0CWjUh6/owSOg2iTLP6uErb9Z+Pw9DQU03/aZ70J6jRaoorEKty8pClovoKUroz58kr58fr4CqtECVTRW4cs/pyhoxXagqCUoj8eN2Ld/z9/5p//3wzUCWkpi3AKN+vAVPXgEVJ+oD/+fy1LX5zrQ/D0R0Fq6j4FWP51Hr15K2pX1XfjSleE9L8jJo/L5WQuoxhho9caRb/zHn0tqQIWAhtd+JJXJN9Ml+H9RJ6ClJKZjoHEfvqIHj4DqE/Xh//ZGxVah3nYifemHv/uZuGCj+XjTMdCuLO7sXjeehXJPQMWce2kWPi+gSpIYReUSCawR0NKV8ZljstlbPj9fARVOXJqFzwuokiRGmfZJxK5CQMNE75TNW+WWD2q68OUkcsHTUs44tQro15552y9U9OARUH3S8W5NXVOuelZ80tgLn+13igZtntXLorcitFqK756AZutARaO8UkBFkmRhaHKrnfSGzQJavjL68NSvS90snZ+vgGbrQIWrVwqoSJIsDE1udUPtNtcIaJj0u/5DUlOyW379w60CKpN87RlZjR9s6KwDjQ59/4craiQCqo9saJpFSzKJxhTJpgiuHC1j0t0Uj4AWBFTuRLqt7EQqCKhIIrYmLR9dDaJzYhnT02L+/e6Z4lL7BOXmuSuXycxR8uhK52csoHIn0peVnUgFARVJxNak5Td+O5Yy0RtLdw3ll9pnfE2pHzfiPOK5p+jupS58KUl0/ff+UXykcSdSmvWbG29/pmL9NwKqzwNlok+fctDPtClafSrlWc0cckX4aFd0wxeagUQe7avcDQX0NdMoJA4KaOVe+LyA5pJEd9opDB7H0+kVe+FLVyZbRY9ltuTOz1hAK/fC5wU0lyS6k1IHlBn0fKtFHeFSb1AjoKUk6l74KJNqAVWzzjYv5UBA9Un68EY9+GVF2PmsL1869Rc/mB15p+5qfaUIRcS2eKpj/fX6C1JK804Ws08uCmhVNKaCgC4P8quWYhGMWP949l3JJL158cokv1RrC+fnLKBV0ZgKArp8kF+1pGzHe8cvZt/VTJL7Sk39bamMP/KzckN0cRlTMYkSjekd6qb5goCqWSubqFQQUANupH/jjCi++EgZDC29Eynznu/T3u2UFeFVqX/JNuw2VlZAZTzQZK9QlYAuF9eU+J+Cu5eE8qUBQhdiPv7pLA8l7FLxSnFX5aHlz89aQGU80GTdUJWAhv1oJf6n4A/FmxazAKHfEfPx35fPVpkFWi6//EMbcfyyB3KzYGkhfSFJHA/0B5vjgRayLkWyi0BADYh6AgbbOCWFV2+qs0nlF3b+odgyoYSbbSctQtEOWv/YZjJXrLOtU0QMWtuWvHczWHtX+P9zJlPxTnuQEqwTpqQuBLw/lCPZRTjt/qCFLEIxanc+bFUmUSq1IouI6G1pb9+jSaRGsmAiO8WpdBiTbFP6Df0hfUd5s/oXOOj+YIgswp0gjkcppzr02l5fDJud74s/rpCArl1ZxvPgK9x7dp9QNt8m3qEhZtgN515d48vPVP8CB90fDMnigcbRLOQksmZoJvEqzziS26oIqLofnQbohKjLTJ6d2pgOPKj/BQ66PxiSbeWM1ynKV1ToiqEI07523uwaJXcHPehWeZ4cpuBLz6yCfsZ/CKonP1x0fzCjq4CGTbawEXqyYYd4Y+4uetCja8cL8+QwCd/43HvyM+xeIlYX1qyKcdL9wYiOXfjoWrFr5srqCCjAOOD+/qNMIp1KBXRPdxIpQfR637WJgAKYgPv7jyzCg2QNfRIKw/AFSYcvG6+hj3PHg2C+4P7+o7wTKeqHP/XZ6O29xu9H+uImAgpgBO7vP2kR5nZm6mzlLHD4itkmpDh3PAjmC+7vP1kRZgExAq1gIr3kjgfBfMH9/UctwsNLYv3O2snxXs6JB8GMwf39Z9oixINgxuD+/tNvETYvBq2Kftdr9gA+gfv7zxwFtPTGoj45vJL7ahvQc7UDgSY8vnjxpcFu/q3ftL3yrc9c/MDvVRz/5osXX6hKmP/PIGsEVIPwsV68+P5/l37/y0+E3z/059rXf+s3Xgyv/6k/1TpVPBJlllCdZ9BHXOQU0+1IKyegi6vVb5MzvxEC2om3fsf+1h0FVD9rBFSH+0K9sif6OP9V62ohwb+mcap0JCzyUQV0+ciHdyINKKB1r+M0BgGd7tYdBVQ/awRUh0jEMvW6mW+QtnA/E8BPtZ4qH3mcHakV0LNbVZwYpfYioHUgoO7duiSgCQXBRUD7Jd+HN+vBqy3Iwh/F8qmKxIqk1gmo3Y/qCQS0DgTUvVsjoNOQ68M/rmpM1iKaqxd/bfnWfy33+8unKhLfbM0MAR321ghoAwhoH2atPFHLUD75m+W2ZD1RczUVx1wTsnyqIrFo/LYMF3QvwsX+nd3d3ev7xvs4ly4J6OL22eytmjtyL2v2gtLwUxSganFrS337ZvI9CR4q3+pe8UL4wpV7WSIZOzB/59kK6Ftf/aXQfX/iNyNnvyndN3Tu7FNUl9764x/P0qXfP/irf5rcuDDsdT/7EtbHqHZ8+wviivf/RDJlfjM8+tUfC2/5u5kg5pNEAvqtXxK5xLlWjYGmWctsan6nAAHVIurDJyUSqVzuz9jNi3nUk0J6Y795XNTd8qmKxCK3FrXOFeHibiiF+ya/7e4lZeLJfAuTMwIqXk2S7WJN33t8ECifhOKlL/xIdrs+zIWvbxLQ/JXKGz/3Ku88VwH91ieTevD87y4j2XtJpsw+CSVMx6uidOr41UvLKgFVWo+JlmbDWx9KxPpDf3wxGm1LBbSQRNwjySeuaI0CGn6VjZebNc0YBFSP+1lZlnvwTQKayWamjrWnKhKLQ8//6xezP5lllCK8LUXkhO5W+FR2JOuGQUhcEVBlKYKQrVTexLue40878kRumYK6hOFCo4AWrlQapi9X3nmmAqqsu0saBXF9uJ/WjJtpa0FJl1uv96kqAc1alckndXog6bd98MW4Asq0xSRhpn9L5hPVr0YBzdQ/NK5mAgIB1ULpw5d78E0Cej/98xg5yKcaT1UkVjzg+ZqefFqESiwR3SHCg6jSbyUvhhf76IM1sziiLR4kzbH9Xmd36QeKV3Geu7dcXNuMBFOqV/RMov51qJRHo9eWBOtXRG87TicEdl00u0U81Chd3Rho1ZXxo4rFunR+pgIa1ob3h3/s3/rCi1FNSJdWfkY6dyxGwsOf/03Rb4/TCU9//n+G/3/rM0m60q3TPnwsyuIO0XrpP/lkckU08BU1Z5NcS0mieixavDLX5mVMaR++dlAUAdUj68Nn45QpTQJ6s15Ay6cqEqv3rhkLTYtwR8jfu35691+8V1dBRaVfU/fd3DaOCdrsQUFBEE2/11FSuVDEkqHO5NNe/D38hdvxp/D4qejCJFBqMjiavkRe6l2dgJauTBu5O7Ltmj8/TwENNSfx0+TT/fh76NG/En8Kj78UXZi06ZLB0ZuydtQuxkwbszdlG/WF9ER0xc30nsk9SkmEgMZJEuta1oHeTEcC6iofAqpH2od/XK9kVRQ08aXGU+UjkXCnNC9jEr3Pp5P5i6t6AUH3SnIpJNVoftuRLrzyCpP41SaxXoYJn/qXm5FE7iV6mT6X+B578qXOtbdOhLB0ZXhcNm3rzs9QQO/nZltfknoZJvzA/3gx6VTFepnWovge92XrsfbWYWWQTdh8F1AeuJleUVpInyTJ5D1J3CKgyXCtzLkMAqpJ2ocvTaY301FAo/+f/63l8qsv5geEFJR3ImWvQdrReSeS6N8WO+wHhrHsHRHQndyc+DHZYw/18egfnE769HEPPv11cbpo0DNst9+rvXUshOUrZSP3IHkXVfH8PAX0Zm6u/IV0+PD+xQ/92SeSPn3cg09rUZwuGnl8/9/9N39ee2vZDsyf+Pb/+1cvXkwFNMk7L6BZkvy8+gutAposGEj+CFSAgOqSDH1W9OBbL+vSAv3CL/9Y2uW4WL2GLXutsdLo1HorZ9W+dz/3wievJI1Ifno0ZxQePxV+Cr/HLdLCrtc4Xcxa8hLkegEtXpk0cneSt6EWz89SQJWJa6lWUTc4PP5StMwoESN1yijxejla9f54HVOFgCY6ljZe3/rqL8mZqERAZd6pgBaSKDP58ce2rZw3k+mquk4nAqpLMvle1YMfcgy0KnmB/Hvhl1XfalgpAU2tTtqC0aql8POFuKV4IMctizIYTTspE281Alp1pdqoLZ+fq4CmTb+klRl1g8PPn4p16HFUf9Q9d4ljR9NOMS9V3brUeC3t2ysLaDFJXkDD27QJaGR8fQ8eAdUmWf5ZJWNDzsLnc2kS0Hx91dJBtd0m8bMLX9ECDZ/AKTEEGmnfhbgZWtMwv31JUdB6AS1dmShzlL58fq4CWmyBhr78khgC/T1x4FNxM1TtSyt89TcUBa2Y+U4UOD4eN2I/+BP/7N/+2SdqBLSUxLgFGvXh63vwCKg+UR/+f5WFbdh1oPlcmgRU3RoTyYDGe+F3SmophkWNXijvhoCqY6AH6Sqio/d2kjbisWQbUu3flUevXkralfVd+NKViTLL6f7C+VkKqDoG+jhdKfShP7+ZtB1fSEYVSxNBkm//999IHL1CQBMFjmvG/XQJ/l/WCWgpiekYaNyHr+/BI6D6RH34X7lYsTFowJ1If/zLP/5iXOLRfHzTGOjyyZngKTmfrFl5Rb8zNwctVkOavc/TEQEtzcJH7cOfeTkZpTx6KxbY0rSZ8qASCawR0KoJt/DYMTl5VD4/TwEtzcJH7cbf+kwyeim2CiXz2vmGiNL3T8SuQkDDRC/IHrzS1n1c04UvJ5ELnpZS6VsF9JsvCuNrp40RUG3SYe9KFWu8yn4vfLYDKhrNqd6OKz8sLgVr56NPh2c0ZXAvmj7ZvrwreDVeSW8WpcMRAS2tA40+/EC6gum9iZiJhVvJX4x4t+dOeqdmAS1fGX146telbpbOz1NAS+tAow//PF3B9MvZHssPJKuW7ssZ1KzbXCOgYdIP/LekQmTq+K1PtAqoTPLNF2X9fXxRZx1odOjvfaJ+2hgB1Uc2NLUDMWVXWUdjimRTBFeOljFVd3rkJNLZLRHKIjgS/7emFxX0Vn7uI5ASrI0jAprbiRQPS0SbkLJNmHEDNdo6cD48/yhZKhutnhXz73fPxGlKg8DKTqTclfLGiUqWzs9TQHM7kZTOUzanEwuYaCy8/9fC89/+nWz8Kt019MJSXWqf8U2lGtyM++fx3FMklKUufClJdP1P/mm6T6peQNOs71/84Iv1C78RUH0eK/N9+pRDfKZNUZ14oLnhgZrdZPF/lnHplUnoINYgMyYT0MJvLOyFF+wE2S7OtH+tXnlKplIvjKfTK/bCl65MNPpYhU2nlvMR0It5ny3shRekHq/OjT4uOvbN/H2SypBvrqgDWbmsqwW0lETdCy93mFYIqJp1tnmpCgRUn8QzjHrwy4og81lfXiMi/V9+MjvyQs1miPg/+xd7LO7uejXQVQAAC4pJREFUXtve3j63+5pFPDtXBLQQjUkmipVuR3kOB/lVS0oEgTiOSvxdad+mQli8chkPgaRaWzg/UwEtRGOSieTWyKwB8ji/aknZdff8v8u+l9bSZ5r6O1IZf/Uzct9zcRlTMYkSjel5ddN88Z1In8mbVb/wGwE14Gb6p86I4muOlMFQjXciZW71U3VL0UwN6hVnBDSNB5omEn9S0vHJbGnB4poS/1Nw99JmoAQIXYj5+KezvJSwS8UrRXNVEcn8+bkKaBoPNE0kmh6x6t1XGyBvfUGJ/yn4E/FCxSxA6FtiPv6n8vkps0DLZZSPCFP2WO4SLC2kLySJ44F+sjkeaCHrukh2EQioAZGzGGzjlBRetKnOJrW/lTN0K7GX4v0/mdsnrDJHAQUYidpIdhG4v/8goACDcb+pB4/7rwAIKMBQfPXFxmlj3N9/siJc3H5lO+M5m1ccmeeOB8Gq8liZ46oG9/eftAgLazrHmcHAg2BliSbsG2c9cH//UQMqI6AAvSEWEdYtfonB/f1HCagcnLy+n/JG41W95Y4HwXzB/f1HWUhvto29n9zxIJgvuL//VAZUHi93PAjmC+7vP5UBlcfLHQ+C+YL7+082BmoWybOn3PEgmC+4v/+kAZVPm8WS7yl3PAjmC+7vP2kRPtyU74UfM3c8COYL7u8/WRGKiG5Htrb0Qin3lTseBPMF9/cftQXKQnqAEcH9/UcWYUE/EVCAocH9/UfZibR2bp+dSACjgfv7j7ITqfje3TFyx4NgvuD+/sNOJICJwP39h51IABOB+/uPLMI9uvAA44L7+48swrAJenT0dfR4EMwZ3N9/0iIMFXT9tdFzx4NgvuD+/iMnkc5ubUXrP9mJBDASuL//KMuYWEgPMCa4v/9MLaAAM2aMSgZDMvV74QFmzKS1D3rAqyL00+Gwejz8tBr8xSuH87N6YPV4+Gk1+ItXDudn9cDq8fDTavAXrxzOz+qB1ePhp9XgL4FYAVrBOOtADfGzemD1ePhpNfhLUFrAFDNFaJFW/KweWD0efloN/oKADg5Wj4efVoO/BMtH+1WME5HeED+rB1aPh59Wg7945XB+Vg+sHg8/rQZ/8crh/KweWD0efloN/uKVw/lZPbB6PPy0GvzFK4fzs3pg9Xj4aTX4i1cO52f1wOrx8NNq8BevHM7P6oHV4+Gn1eAvXjmcn9UDq8fDT6vBX7xyOD+rB1aPh59Wg7945XB+Vg+sHg8/rQZ/8crh/KweWD0efloN/uKVw/lZPbB6PPy0GvwFhwMAsAQBBQCwBAEFALAEAQUAsAQBBQCwBAEFALAEAQUAsAQBBQCwBAEFALAEAQUAsAQBBQCwBAEFALAEAQUAsAQBBQCwBAEFALAEAQUAsAQBBQCwBAEFALAEAQUAsAQBBQCwBAEFALAEAQUAsAQBBQCwBAEFALAEAQUAsAQBBQCwBAEFALDELQFdXNsKguDIydezQ4eXNoNgTTmik2ZctCy6fVakOXevKc2o6D/Hh5vBhbY0Y6Fh9eLlIOVCTRqAfnBKQG9tSsd/unho7X0GacZFx6K0Uq9dqE0zLvrP8cnpTIh8sFrYWxDQia2G1cUlAT3IHD84Vjp0QTuNe1ZXNIo8sDphRzngg9VqopLTTGE1rDAOCahoOay/Fn64eyZsK3w8PfR6fOSpz2qmcc/q5V54SvTefz88cvSeL1bHHCi644XVe0WZnNhqWGUcEtCDtFUhGmzRxz2pN+LIKc007lkd/h9Xd1GX408eWB0Td4gTRfLC6p2iSk5sNawyDgnoTtZyeLgZuXwmPPKIThr3rA7/Syq+bB75YHVEePipf6CMRLhvdXgob9nUVsMq45CAKoTNHuHoyX8CpRYYpBkXHYsSDfDGaiH4aZ/YC6vDQ8eqkqppAHrCaQHNumy51od+mnHRsChMEvUvfbE6bLKdygYVvbA6PHThUKwZO3ElPu6Q1bByuCmgic8fKENWpakBnTTj0mrR4tpm8t0Tq+PusCqg7lu9F6y9N5lyP3lvWZ0GoCecFFA51aK6+0Fh/F8nzbi0WSSWAwVr56PPnli9E51LT3lh9Y6yiinqurtjNaweLgroYiebYq1zfZ0049JqUVSzj5y/15RmdBqtTv53T0AbrBYz7dGSscNLQcH8JQIKfeOggIrakS6frHF9nTTj0mrR4u9vnd10rVXUaLWcfXFOQJusTheKRSdFKleshlXEPQGNmhBxFah1fZ0046Jp0eGZuOnkhdU7RZXywup8ugvOWA0riXMCephuMql3fZ0046JtUdJA8sHqsm76YLXKXv53VKYB6IJrAirCPqzLjSQ186c6acbFwKK4Untgdbb6361ZeINnfeDOs4YVxTEBDR08eDrdK1K9gk8nzbiYWJRWatet3gvy+GF1DneeNawqbgno1SDXxarcQ6KTZlyMLEqnOly3ukJAPbA6R9zedMBqWFmcEtC9IO/fVbuYddKMS7tFe/nFTBe8sLpCQD2wWn3WyXjz9FbD6uKSgIaNs6fyMcPLcXR00oyLhkVhvS0srfHBavWMG9GYNJ91EoxJXSxKNCYYBocEVFnBpxyKAkCq8UBb04yLjkXRupvz6uJuH6xOyQTUA6vTZ12IGTqd1bDKOCSg+T5j7PvFWOI6adyzenmovGXCiTj6Rs9Rmbr2wOqHm9mRUy5YDauMOwKqvvYirR7LL+beZqOTxj2rl/HaxZh0BtkDqxPUtT8eWP1QPuvMximthpXGHQFV3wWWVY/8+xR10rhndUT8Vk5H3iVq9hxziyc9sHqRvAH1jexS3soJw+COgAIAeAYCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQIKAGAJAgoAYAkCCgBgCQK6yuwFwVOfVb4/3AyCC5NZA7ByIKCrzJPTQXAs+7p4OfcVADqCgK40B4Ha5Cw2SAGgGwjoarOjaCYdeICeQUBXG6UTLzrwp6a1BmDFQEBXnLATv/bx6FPYgT96b2JrAFYLBHTV2Ul0M2yLJkoasri1FQTBiSupoD66Jg6snbgiLzp67/bxMMXro9sL4BEI6KojOvGi576jdODFaGjEeiKQe4EkbqSGAnpLfMskFwDKIKArT9yJP1A68Kl+yhmmTD8Tld0JjkRpWPQE0AQCuvqEbc9ji5ez1qRok65fEf34zVgixYGn3wg/3D2TyOyOaIvSfQdoAQFdfYQ+bikd+KwxmoyLHqRNzbBtGrVJd5hwAtAAAZ0BB9ngpmAna4weFFY2hYoqBZQVTwCtIKBzYEedDgpFUh0NzYY5H915ZTNIBZQl9wCtIKBzIKeTokevEInp4vbZTXVaaYf5dwANENA5kBNQZQ5eCqh6CAEF0AYBnQNFAS1MEMVt0iMnnrv8B6cRUAB9ENA5UOzCF2Iy7aUr6p8goAAGIKBzICegIqhIboZIWSN6QBcewAAEdA7kBDQKC5pt4TylCOjhaQQUwAAEdA7kBVQMea6dv7dcProaL2/aibvwi2ubcvs7AgqgAwI6B/ICGi+sV7a+q98RUAB9ENA5UBDQ5cGmqp/L5VUpnueS8VEEFEAHBHQOFAU07K2L8J9Hzr2RfL99Nvp6T26LR0ABdEBAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACz5/6hwO9VOhurJAAAAAElFTkSuQmCC)
TAE offset: consistent overages/underages
Answered
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Large underages (40% - 70% of recommended)
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Underages (70% - 90% of recommended)
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Slight underages (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slight overages (100% - 110% of recommended)
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Overages (110% - 150% of recommended)
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Large overages (150% - 200% of recommended)
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Justification
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No justification was provided
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)
TAE implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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No justification was provided
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)
Size limit offset: consistent overages/underages
Answered
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Much smaller (40% - 70% of recommended)
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Smaller (70% - 90% of recommended)
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Slightly smaller (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slightly larger (100% - 110% of recommended)
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Larger (110% - 150% of recommended)
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Much larger (150% - 200% of recommended)
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Justification
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No justification was provided
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iB6lvjvTcBAs1boKNhqfmHUwsECmKg+tp4706AQMO2kHzGIH/f9yz5yYFArbh58UOZCvde1fcYfX/UPo5ET72ebu32vZulDX6CQP1UTao7hkAJQ+VlyyRL521QCNSCZg7TouieVexXoGX5S7t7CQL1UzWp8iwEKllD3nwINDHxd8BFsXnKZt27elzQzNlAFy0E6qsi/yQW6HTtQRvoIFBF2yHQxETfAfXTjxj9495JQKCj1xCoYdUEg4ZtYFO6eTNULYdAExN9B+z6h45wfxKAQMUF7eJj2Sp+KvJOui98VfO0QSkNPGZYvTvccfR2qNs9a4NCoOZw1qxnS67E2M5A3z4Ur5pA+fZTfio7/hoomyaUzVJ/+1kzJfPP3Rr1NCRGj3bOHdn1MH45BEqv2YdAj3t0bzo0QlxH430INC0pTuHvDqb4lAn0e/MIj6MPwnq9QP9PM1vTR/5ZHxCo75p8k1qglgOIBhwP0LwlcWhzHExubvO3+gMQaFpM4l8YoSqFGe4e9/Cmwal59RhjplP2TLk/HvPTKQ8FWhT3/zzcMO3eec/+Z4e17RpLO4WHQD3WPHUSP93A4xHqt+TFG44G0Dd5zgZdl0DN/Kkstx3GJBsHWj8evvyve6ox/wjkgUDvNutXiq17ptYj0OH38FixkpeaPJPs695V7KyjsUAbU6qWj8o3E+iE8iHQpKQI/82L+lmcm+oaJyfQ0oPsVLzvnt9y5+KCQM+bD5zX761YoMcQqFHFWiHZHIBqkZRPi0E/1ML1kDlfIFBb9leVRJkee4GW6rvb/N8ocMedww8FOjxEXb5Aj8eLugNQCNSsYqdLiob+lBm0r0Pdld81ZcqfszYoBOoC60Y/5wRaHnjWuuSefFz0A53kAuVFumiBHo8WQaC2FWuk5F+g458+TqA6gxLHXa1PoPvPl4x3ARpkTuzo83qrT9U7gV60toRAh9QCPRYX9QL11ou0XIEO61Vraap95v4c//TxAtUYtN7H0/Fal0Db63/1NcA/NWvGIXb0S2n2z4m74AW6LbhTeYkCVy9Q0aAQqH29SjGFEKiw4wb+1BuU4s9VCfTqsdBVffQqVNuIRI/+RX9QOTgC3fVPMB5ItgMCPR4u6/qQIFDzelVqmmiflT9HBh2WpmmzWXfT/DAUaK3Pzb2zl+UZ/NuzJ7VC057KRw8+N5D+I3cNtOmAr9m2kt1OdiKtSqDHg2UQqEu9cjm1MVWUYulP4adPEKjSoER/rkWg1fjHo3/m78L5xm5YLB58ka4fh/jB37Lj7nKTv73meuHbDvia8tXmVR0x1ThQrUAX9jD5XqDH3DLuDB4CtahWqqfByLAx1gId/PSJAtX2xRNYh0C/loefD8bXPG9eFGazunkmQfB/764CP+jGgW77qxosGjftpQ5OhVSBVneFLulWzmoXjb5rokC97Mk1CVRq0P6oXlaKvT8HO25cXICtmwUGAi2/4vflE6WXCu27mqOTIvbf3pwyUTbxkAm0nkxkM4gYVaCH7/9Q8LeAzp6BQI/7pRCoY7USgw4vi4h4Eai0OG9bNy+Vmgj079TdRTd/ty6BAiP0Au0WQqDGtY4NqhWoiz+nynPcPA6nkiKDgfQgPNwlUO6rNhCor4ugKxPo2KD1a7nT3PwJgUqAQEF4VAKt/4dAXWoVhcMLVJCaoz/HiqQ41uOm5ggECsIjF2gLBOpU69Cgg6P6Qahd9SnRI1W0pps6o280BArCA4GGrJQmUA/+JF8ScN7Y+XylbQS6v/rlrOen1L3FM4r2WhEEKp0C/QCB2lbKvykItA21D31GE+icvtIWAv14Mrjim3AAU82Mor1WINCgleoEeiy89GlQ6npKJp5cNwfMBboT7oWHQMEURIH62JVrFOhgFCXfh9QE1pc+fQtUveJ8TuLNBcoeCHT/t+uO5NMxzSbW6wUCDVunVqA+GVbrKFDdirMxqLFA2UyXed2oPZdQr5fhOHrxe8Mtg0At6+zeH53B+2VYK3lFKfoV5/KtthFo8pP2IXMJ9XrRCpRfBoFa1tkdsAUWqPSXb2o9KZMrzuRrbSzQ/XMIFJghnsFDoN7rzE2gUwadXm8mJ/E210BTTr0kIUWgb16wWfzaxxpT4CcSWRvZCnT/+TfzS/ix8m3cta5du+D/8ypNlRfJK46hrDgPg5oLdDjvZQbEj3P7XHiTafwgUMX3i18UR6CfLi+rObLqGQc3P/uvwQODm8JNBepPmDoxUtcbQ1txoQJlM68nnUBZRBlns51qwEXzLKirx3SDQqCKXcEviiHQehjznS+HXTue2XDiwBjfa2FaDUqV9ToRBUpeUYS63iwManMnEvvlvn3aci/1FdHoAi1/QZpZ5utHIpGAQKe+h4coAm2nbb3LhpNszs5+MJ67OvjXunNnp1CaQIvDLARKXnGpAv06lzuR6PvUjF2/zTvy5kOg8l0xXOT+lZkogSXv0cu35SHAX5vheMyoRk+gCvy15g89mz9pNXJrWoiRSl8ffc0B1PXaTcocc4EK/ly3QOt55b+e3PpQHZY/Kw/Pn/SX1eoHQN+r5qEeCrSarv720y/1O7f+9XX5tV6uWSUC7fbFcFFwgV7UZ+z8Q1MuDA9Bg36rxfkwq5fEGosigkBlP30TK/JQ1+u2KHes7kTaPL2ew51IJrvKBO6pnO2CW/+n/jV5+LH5ny3uHvLx4CAI9HvzwKSjD9U7t/4+hx+icOQjUCbO6nBz13cAlrvT6CpoyG+1oM92UbdMm8JxBUpekYe8Yr9JmWN1J1Jez9xN0YlUHle+7H852EH5/T8PN+yw5s579j+zYdPZdlP3NPECLb/Gm/Jg9Y/H1TeXRfQvX/Zpnw0dlHwE2t0Gwt0Por81pJDg2kZdZfqF+hxu20a3oQV9U6hrHiY+ot2iyZglZsl3IpnsKSPaYUztOFB2SMr+3zU9unUvU/tE+PoVL9BdMXyQXGbjwrwDgdKYLnpKNxEESp8gT9J40nqDLZoISHKWfCeSyZ4ypL66yS5m9MLs/6/F2DJ84nv5b993v2V/LO8p8ALVDlLsDGFJhFP4+rer3FXZncKT/Dll0G61YPBtIa05ub52iybDlhbza6BbnMJX7K8qiTIV9o8oFgW6v37L1hoKtH97x766Q90uENkBaCKBdj1GF0U3J842k04kwqHtVBpHuAQq23H6NafX1wZlOnBJMRdo+SOe1yPLEwmUwbrez1XPeC8PU9tzvpFA+TEMEGi/JLhA2Wy2D66vXxfFaX8smscwJkK5xDymyM0Bch3UJrkFJS0W40BLgx7l1OMRW6C88OqzcblAb5gnT398+Yd4DRQC7XeGsCS4QKtDT8adP1jP3+Ul+5EzOyAI9J2m+5M+U0cY6HVQW+QWlqSYdyI9OT2tMnC1dyKV0uyvWV6oBXpR3KpuuR51IgnGXKlAJd/Dg4fvy1QBTQdguRu23I+YzxrsoPRNETOZ5DYH6JVQW6SNCy1+qbAaxjQgeZdS9FP4i36bNUegnRd34in8wMDrFuhoSXCBHg6ffzm9V/X9/V53BN43vCAV5CtN6tsnpjLJbQ4Y1EFskDYw5BgmYckCDQU3kP6j+hpo68Vm7DY/jGnbBm274k6kZALt2X/65eyl8Y0gIfKNNjaK6Byi3Oyh10FtjzY0BnGMj8U10NyIH+Hy5O+IDQH99lrshecEysZ7lafwnx+POpHY+5tX9dnkOY5AB0uiCjSbGsz9SZ/tKAD0OqjN0cbGKJSxgUBt+L2bD+BBPQ5Udg20nTTgL9UZ++BWzpvmVs7qVH6tAh1/Dw8rFShxbD7VOkS52WNQh2lvkyw4puGMCgRqxbc3rCdtc7/qJVIOY3pSr3JRn6iPJhNpPg6BcgtWKlDSalTtUOVmD70Ks4ulLtFJhJ1A9/+PHXh9/7t/zmFAaN4BBhqBjr9FEKgSqnbIcrPHfx3O0UmFjUDLI6uqE4Rdyvs5RKPMyDvAgO0gxZdm/C1ao0BtD0AV3vHtNlm1/kt0j08aLATKHoXQCtTXM+L3158uLy9/u7Y5os06vkB5ACr5HkKgGqji8Sq2aLjHJw3mAmV9I5v6oUisF9rDDOufu1se2ag845ucso4vgEA9FUgVj0+txcM9Pu3aJiu7Yy7QC/7WN9PZvCV0PdItplOzQ6B5A4F6KY9sHn9SS8NUhPThIo5o8IaxQLsJwSpMpwIbUz8b8fSs5ofqNjuzTmkING/UApV9d1z35uoESp52czZoI1ToDVlMvO8dmzuRuHuPnKdXrp6N+IpbcHVienMTBJo3EKiX8qjC8eKwtGgi1JylqmNJfoKUJ1ILdDvSJVOqUc8UBJo3EKiP4sjC8SCw5KhiVLtTbdD6jahCsDmF58Z970znAtOWZlcmBJo3EKiP4sjCcddXBshj1JlTrtB2adSTePNOpC3X88565J3GMcmOYE2PaiHQvIFAfZRG9o27vXJAEiTemjKD9stiGtRcoNXoz/uvrq+vP5lPRispDAJdOAYC9dANv0qBkud+nw+jKAnOHCmUf521QLtJMioch4EO+/RrcAq/LFQ3Ism/NhCoFLpvnLSVD2KURkeVY6GaR9UDVrdy9gPfTSejHXExsiW7LJrFQ76AHyBQD4WRfeNkrZwQwiQJFN8jL7wf7yTeRqD1TLRnZz+9cp9LhB3O3nnPLbh5bnpYC4FmjckZPASqguwbF2flBSV4HKO3THaDPXYC9Uj1ZJrN2ctLxtt6JL1ZvxQEmh/C9SiDLw0EKoPuG3thZQc1gtKRoasR6OHjSTFk88ysAAg0PwYdphCoc1l03dj7Kj+ihNYRA4Huf9OU88n+bH7/ZtAr9dS0JAg0P+wF6ro7lyLQoUDourF0VZ64hTaKFwwE+v3R0XvJYsbNC7f7kfafL9+cnZ09vXxn4WEINDv4G+ogUPOiRgah68ZYUjkTJLh+MTkCfVEUD2TPMGS98o5TitApJESqGlCxFqj7Ofz8BSpRCF03BnaaA/6j6xuja6DsWWqj+Tqv2JN/fvbcLDUQaP4M7kiGQE2KkjuErht6pGeB5+gGwKwTqZ6788eX183r6395whYoT+0N+fbJ5hweAs0NCNS6JHlM6NGjR3oe+I6vd0x74a/a6Y83p23Xz9Er1co0Pj+pLqC2fUnGxWnDBLvGp445BMp/hDjUxlk3jgVkh+U+UsXXP+bDmD4/GZw+3zN+BMcQdmWVCZTdgNTwwOwodEKgMGhsuptD2v+MvjALFqho0VFJ7r5xLiEznPZUDINajQO9+qU6/Nyc/qQb2USi8mYp0Or/zdnZGSvY7CkhEGhe8IeeBwi0/4hoUf/+XCCxd5WnKqJZZ1dm01++1P9XNyDt/+b1Vk4INDqD/ncIVPiIpvczmITmTPR95aeGaNa5aLzJPZ3O9EF1EGhWDIfQG14CXb5Am9fwJxWHPbUCgX5/VB9utv8zTB9UpwtSEfsRKcBNoMdLFCjpE6EENHcs9pBp6ANUEFGgVRc8P4myzwmVIdDoDE5XIVDqJ0L5Z/bY7CKz0IeoILZA988h0GXAh9tKoI47bKYCDaWfBWC1k0xiH6L8WNLpHip30Z/C+5yRHgKNjThOBwKlfCKUfJaA3V6ixz5I+dGk0z7W+OtJ23PEnOrrscbdVTgQiWGwIVDaJ0K5ZxlY7idq8IMUH8057BF11Z2g23YY02uPw5gg0NhAoDYfCKWeZWC5n8jRD1F8POfs2Mj5ey+vr/9WmvTp2xcnhccZ6SHQyMjG65jpAQIFApb7iR7+AKVHdM5XcUZ60yfNQ6D5AIHafCCQeBaD7Z4ihj9E6TGdM5yR3utkIt29MCAK40hDoBCoM7Z7ihr/AIVHVs63t2dPTkvu/fTS53R2zTsQaCwgUJsPBNLOgrDeV6T4hyh8TsqBQHNBEmjTPiTnkfT5CRQHoM4I0dIH032PmWAl0Oqp8C0/xXqYhwoINBcUgTb8skCgQECMlT6WznvMBAuBCr0+RncNhWBSoDBoJCBQm/V922aJjGKljeV4D4RLCnOBir3m+Qq0ewMCjYMfgbrtLgh0iYwjpQ3leBcESwtzgW6bcZstsud0RgUCzQUI1GJ1P4ZZOpJI6SI53gmS/k2j3ajCWKDsTkuzGeNDA4HmAgRqsbqrWtaB6nmlikDKdkMhvvaSKcYC5WfuzINpgcKgcYBAzVd3scra0QRSth+4PSGd0doKG4Emv+o5BALNBC/+hECBEYo4ynZE36lc/enFoDan8DMR6OAHJ1JbVg0EarG6J40AEemuaLzZjW90TxarTqRz52p9AoFmAh/l0dA9g8RflEDhz1RId8bw1N2DQc0Fmt05PEGgMGgMuCCPxz4bJD4ECnwg3x2DHeJuULuB9Jun1471egQCzYSBQI/5v83yfkUCDaAN0ELbPY75YtOJNPtcqvgAACAASURBVI+B9MIvTZy2rJo+yIP0Nc57CBR4gbZ/3BIGAgW+GAp0fPsdNe0hUOAH2g5yyhhzgVbzznHcm4NAYdDwCP60F6jTzspMoPBnSoi7KMAP9px0oxfosXYl4A9RoKoRetNZvzyBKr7OPmUBJPjfocQPz0k3EGgedCEWstc86Rcq0NFX2o8kgJoAe5T22TnpRr4J7VIINBYjgR4PX9GTfskC5b/YbnIABPzvUdpnp0r8dnn525fDPvlMTAytQLsYwqCh6X6yhtlrkfPLEeg4JiAq/ncp7aP6Aj/+UPe+f39UPdI9MRBoHkhkIbyk5vziBOrNB8AU77uU9lFtga/b4Ut5zMwEgWaB7GBLfE3MeQgU+ML/PiV9Ulcem1H56J9OSoGyuUHvpH4kknwTuK+zZi3gD+nZqvialvMQKPCG931K+qSmPPZIj2flwScbQM8MmnxmEZ1AuRDCoJ4RAip1xWgBKeUhUOAP7zuV8kFNcRfVjPS1QA+7DKanh0DTIAxAlrti3QKFPzPA904lfVBdXHnQya57NgItD0eTn8NDoGmQCnScvRYZD4ECj/jeq5TPaW7lrGezawSaw9x2sk0YXJBTrwYcIAn0OGeBfvt0+c785x8CnRm+9yrlc3MXaAMfQQjUMzKBSrLXJuH9Dyvh+PykStn9m/r53EevvNcgrur09QfO+N6thI/N/hS+ZhBAGNQvw7lpFf60y/eAAt2/qCcQY/2fDQ/MMthYoH6iAqzxvVsJH9N3Ij3sBLrNtROpZhBAm1vwgJpZCrTyZjMCr9icnZ2xw1CzFKY3DgegmeB5vxI+pSlr14yhZwIt/850GFPNIIBmw09g0AnKAM1QoCxj//Kl/v8hW7D/W2F4NwgEOjs871fCpzRlsd/uzSsmUJZ76c/gNRs+DKDRqRcEOkU4gTr1Ik189KLx5kV/3HlheAgKgc4Qvzt2+kO6ogZz0md7KydjGD6TxC9cvsPrgAWIC9I8BNrefMzfhGx6HR8CnSNed+z0h7RFcdff851MhDGMHjk+heAGICOWQA13xKRAR6NH9CNJCgm0dhTwZ1a45o7RZyZKunnB5mPa3H9nXqF/CAI1Mmid+BDoBEOB+vSnKFCjPUETaHkMEFKggxV9RQU4MthFowWTuaPa1fLF5iUlQ7nZYuzIhw70lVfMLAXaTd5w0Z/C7wwv5E+0Z2RZX1EBrhzEfWK4aw2ygV7Q/l+yHUgvho4Unjb1IVA9ws9MMIGadudNrL1tHiP79aTtOWJOfeivhvExqq+oAHfEPWKWPAbZoC7o+38Z/FrfPNac/sTBq0C75IdA9cQTqNcBvKwHtLpwv22HMb32O4xp9K6voAAfiDvELHvo2aAR6KO7vUHZQKZZCPRYuyJf1sAIQElQgQ6vDYx2he6gdGq/7djI+Xsvr6/L1D16+vbFSWF4AAqBLgqz7CFng06gRWfQr4/ZQNBcBTqKE0mgU6WCmkgClQ6IcBFoNZ/tEDN/6msYv+krKCAMwu4z/dobC5RdMqoNyk5+jG8kDgBZoAQpiuNygArhUjH732NOTwpUuXOmd1s7i0g7Es/rZCIQ6OwQ9p9k95rt8KmPtAa9Osl8HOg4TBCoP4YC9XoAKgpU3BXVWb1q75B227e3Z09OS+799NLvdHbw5wwR9qC4D/VD1yx64SuD/js7/Nz8rFktGhBoAoS+Nr8CPRaKHwtUbdDwuw0CXRriPhRG0WnH/9oMY2rvRLqfweHnQbkJkiBBoN5ILVDl7oFAgTHiTuzTr/1b6VAbgR72F+zw85l2nXhAoAkQRisEEqhwofWgXjhuWDDMerD8BQWEY7Qfm7Oc0cEoNRsmspAZ9G7y3qMGmkCP1WvKy4JAdUQV6HBfdO+ZnFJ5BAJdHuMdSbxp11Kgh8PrfAwKgSZAIlCf+UwQqMKgKQUKf84Wyb6kZZKBQL9XHZcN1WQi1V/3PlDqCYh8E6QhmowJBEpE0k3uM52Fa5/DE6nxX7KGBQMCXSC+s0Eq0EfiCOSKWwsSqPyLCkYIPzRpBCrdRQkFKnvDY1BASDxnwwIFSjmHh0CJ1Mbs/vQuULGnXW5Ng4v6HoFAl4jnbJiTPCDQ+EQRqNSa0suh+kWeMRGox5iAsPjNhjnJQ7oJ8giZCBQG1ZCJQFUtC4qqBhyAzhq/2TAnd0Cg8WmM2f7tuRO+vggq3xkQKAiD12wwyMLr1KOZqAIlGBQCJZJMoCbjKAKh+spQ0xBkitds0H1m//as5fSHTDuRFAGCQL3QnrI3L3yfwS9GoF5jAgLjNRs0H9mdzKAXXhEgskDdnq27dGIIdBh+CBQEx2c2qD8hTkh7f4mn8McQqI7OmM2r8AIVR4bqmxYUeQ04g58//rJBJ9Atk+bbR8Xmv715XBSbc5tavWIt0NEHeX9CoBogUNpSrzEBwfGWDRMz0j9kj4Vlj4fdGj4RNgj01B0JVPhk+7peGQJVIhGo50zm9g3/NIFsBQp/LgFf2aAT6PdH1UMM64cado/ZTomJQIWh8nKBNiubfBVXJttUAiWEOROB+g0HiISnbJgQKOs22hXVc7Wb/5JiK9DxfCv163ZlM4GuyqC9MdtX/gXa1tVmNVuSrUC5ZX4DAaLiJxsOBIF+PalO3stXyc/hPQu0X9ngu7gugXJx6pYFS+Tj4/4QNFuBcvgNBIiLr2zQXgNlAm3M2eg0KV4Fyq8MgSoIL9BhuW2llCBDoMABX9mgyZGL6hpo79G5ClTyhYRAafBH6u2yUIncveD3lybPUwvUcxxAbPxkg34YE7vsWXfD7zx1w++vP11eXv5mdVuoQQeoIFDxowOBGl0EXb1Ag6Vx/4o7Y9CkOQQK3PCSDZocYdOCltIs1Xnr3R+PfHQifX7Bj8t/Z/pxCDQ2fK97syhUFnOveH+q0zyxQH3HASTAQzbocmRX3b7ZPtuYnc87cfNYmKH5yLBEI4F2a8uGxUCgNHIQqCrLIVDgjGyXmmWDNguvHleXPyvxOT/cuL6z/rSZnOSHqkyzoaXeBCoMZ4RAFQyHLdXLAqUw/4of2aTO6LQC9R0GkAjFDiVnAykLr87Onv5JWVEDuyCwecUXemI6P0kmAl2PQeML1OCQAAIFPpDvTXI2RLPBdqRLptSHJkVYCbT+z5dAiUNsDMnVyZkIVG7QpAL1HQWQGeRs0IwD/XT5G9dX/unNU5deeNm9oKY9+wYCPZ6ZQPM0qESggTJVmrjiSpLGBQUCXS/kbFDnyHDkp+s4UNnnTct0EOjws8M+JAhUhfhDcwgvUOHWJMlSvnHhN1+O9yiAzCBnw3IFOrz4qRUo/csIgQZJVeFlg7jWuHHhN1+O/yiAvCBng3Tp76yf/K8nxebH7pEejx1npC9P4UfjoMKewtMFanAIuiqBDs/gowt0tJakdeG3X4b/IIDMIGeDdKk4F32N20D6i5Et2WVRozIh0LiIAj0+QKAV/oMAMoOcDfKlFxJ/HrkcgNZSvvOeW3Dz3HRwvolAxSeOQ6DmRBOo+LpitJasdeG3X4L/GIDcIGeDfOn+8vLybXkK//Ky49o2DVu21dD5s7rIt/VIeqNRTN4EKlzaMxSo/29uGCu7M45TCHccIFCQHeRsoHYieeCjeGHA9OYmF4HyH4ZAacQSqPi6Rr502Lrw2y8hQAxAbpCzgTwO1AP7N7xCN8bjSg0FOrxrCAI1ZhSn4xgClQ/Yl7cu/PZLCBADkBvkbIj8xd1/vnxzdnb29PKdhZs9ClRYl/plHPRLeSNTgY4ugUKgkoaBRULOtwy/uA2ygQCS1TQR6D9xDIGaE0ugkj03qhgCBVEh51uGX9wGR4Ee853bEKgFEoGGQC5Q6cJx88IHQCR8QEAGkPMt0RfX6gKrtUCPpwRK/TayT65KoIHTVLXnIFCQFnK+JfriWnXxBxMoWYpBBBrmsNadlAKVLZM0L3wARiSIB4gPOd+WLdBuncGnIVASECgEulrI+Rbte/vtmudzKdB35f9G0zSbCpRfxaNAfX91MxVopEugMiBQkBhyvsX63rLZkyUYHYZ6EqjkyAoCHZNSoJJF8vaFj4BI/GiABJDzbbkCHd7SAoEaUjcoXIbqgEBBYsj5Fu17y27k3HSz47Vz5f0Uajq7Y61AR6vSvo2Vetck0GD5aYyigeFDIJI6ECAK5HybysJvl2y80d71kXKHevalo3Y6pgidSKEE6r0XqS4uM4OmPACVoWph+BgIpA4EiAI53/RZ+PGH+jT7+6Oj99oVSfxeHnb+XP8ZUaDtCz8Cpa9MpSkNAtWiamH4GAikDgSIAjnftFn4ur1OWfrObOpOOTeP2zlBowuUM2iGAvV/XcCRpjVhktMGZRPDB2FI6kCAKJDzTZeFbAbPo386KU3HJo83evqGgv3fmknsYgh0eFO1VqDHEOgQCFRVQ+pAgCiQ802ThWwO+Wel6pjpZE8ltuJreRB6/0tEgfYvdAKlfR0bgfr97uYo0Oz8CYGCqJDzTZOFF9Uji2qBsgfAuT0TqWX/ujwIfQWB8oVCoJMo2xg+CkNSBwJEgZxv6ixsnqPZCLQ8HPVxDs9gA5p+PIkkUO4F11szXhUC5Wjb4j8vrVE3MnwYBqQOBIgCOd/UWdgcJDYC9fmADzagyeYpyd4EKlk1nkDFDzdjo3IyKASqriF1IEAUyPmWQqDVgKbYAu0U5SxQx14kYVrT5oA4J4F2LfGbk05oWhk+DjypAwGiQM63BKfwjJtfzG5CqjBOaOGB464CbU/+IdD4aFoZPg48qQMBokDON30n0sNOoFtfnUgOZCBQ+sqaUjIXaI7+hEBBVMj5psnCXTOGngm0/NvPMCYXINAoQKC6GlIHAkSBnG+aLGRjP9mAo1sf2Ph3r2fwdpgLdBiSbARaDF5mJtC+Hf7S0R1dO8NHgiN1IEAUyPmmy8LBFHQ+buV0JKBASbcidQJ1+vLKBZqPQSFQbQ2pAwGiQM43bRbun3f+9DGZiCuOCa0VKOX7GEqgHgr1B9cKD3noDW1Dw4eiJ3UgQBTI+TaRhTcv2HxMm/vvzNPPP64CrQtwF6jbOfxQoO0BaIYCdc9Cj+gaGj4UHKkDAaJAzrcsvrREvAhU7s94Ai2GzzCGQGnoGho+FBypAwGiQM63LL60RJYiUP7jaQUqqTLLPngIFMSFnG+agfS/nD3tX/m9E8mOxALtP7kggY7qXKZA95/YgxWMoyNZmDoQIArkfFNnIeuDv/uFewWBhhSo/+fNkxqjFKhjAvpG1naDDY0y+xdYDuR80wu0H/y5AIEeZyrQbpfFNygEqo+OZGHqQIAokPNtQqDd8KVFCLTpwZG+ZyRQB9fNRKBO2RcAWdu1m/btmudzmb7vyv+NHo4Iga4Xcr5pBbr5oRtAv3SBEkbS+xNo//H+DD6FQIvlCnRwE0iPUQ5DoOuFnG9agd7614vWoBAo/8nlCjRTf0KgICrkfNML9AN7MKf9U+A840mg8jch0L55GWpC1njttrHnHmzOWv56Umx+LP83mkMRAl0v5HybEmj1aM6HyxGo6gCU4EQvAq0/KBNogm74ohjVWb+2zrtgSBuvhT33oLsBmZC+sgNWyWqpAwGiQM63SYE2Bl2CQI/zEOgxtyl8c6Ifggr9Wd2yHC0hb72e38vDzp/rPyFQYAQ536YFWp0M3f03CJQ7+V+4QO1yLijy1k9w87go7lQHoRjGBIwg5xtBoNUD4v+DzWM0PeMu0IODQAeug0AjI2/9FGwiW/tL+BDoeiHnG0WglUFtngLnmYwEau26oUD5S6D5CNQu5Yi7wPZz0tZP87U8CL3/Zb0C1bZ8zhsWGGI2EAV6uHkEgQ4+6SRQxTPqYwt0OB6AW2iVcdRdYPs5efOn2b+un6uwToFq2j/3TQsLMRt0At3zD878/njpAp0cx+RVoFxvvIdCrZsyimlwf0YXaH0N/0ebK1CzF6jpBusf7zCrTXeFmA06gQ7Z2zyH2DPuCZ2hQI89FGrdlIMYVHV4TKKs3iuatybLlDafws1zuytQcxeo6fZqN29uG+8IMRvoAs0BPwJVvWctUCPtVfUfFAKNa9CQAlXsF+UbtDIlzafx+8n6BGq6tRMbOLOtd4WYDSsUqPIDDgKlB7EpZAUCle4ZxWJ6maPmE7mxOYGah0A1v1WWaIsLui35QMwGuUDrK+6ju4nnfw1U+wWe+kYmEmgwp9YDlgIKdBxq6ULDMsMHRl+Da3C8I22U24Yrask1AiEgZgMEyr03KVD5ysX4fkjtJjTtaMcQDVonFWggUQQTKFec9B3XQvn2B2UWApW1ynnLFbVkHwx/ELNBIdAnp/c+sH+H3Fu1QJX9Pf4EKm3CrAUq/WI7F8q1PygzEqh2eJIFqlpyj4Y3iNmwtmug2g5iE4H2a0tHU06WkolAR1UGFahsmU2hffvDMiuBHg7DV24oK7ELR4Zxm2C8pRBoExflW0kEOtUExZQW7tQHoMJlA9HoVgyqkb3hXGi/AUGZg0BDbTu5FnITw2x/KMYbCoE2cVG+ZSXQ4X+UTWjbUYwnd5aUY3SBwASVQM3iqYhxj2y5c6H9BgRlzQKV/vJNrqhtX8gweGe8nQ4CZbdy3H8/vV5ovAhU/V4cgXb7Jw+BHnsXqFCP5A0PpR4g0IpwG0+vhNq64MHwyXgzbQR69Zj1vG+rPvjm2UgpyVigxK9zX0gWAuU3RGifPUI9kuUeSj1AoBUBt55eCbVtUSLiifFWWgh0Ww1dqqdiymAUU44C7T5jI9DxFcdROW1Xk3faA9DgAj1IlnsoFQKtCLn55DrIDYsXF2fGjTcX6Nf6/rdKo/vn1YM90uIjoY0EynfgCPeAigKlfZ/XKNDDeLmPUhcuUFpNQTefXgm1XT4DFJhx480FWprzzpcDU+fdw2FX/ZuWFALlBClZeyBY2hb0O0gysYlUoOqiHRwSTKDjqsbLvRS7aIESKwu7/fQ6qI0KEqsgjNtuLNDSnOy6JzsOPV/GQ+WqwGjeklyAVAt0dHBI+UKbClQ8zB23b7pOZUsO4yqDCPQwXu6j2CULlFhf6ADQK6G2KWjUfDJuurFA+6dyMo+uVKB8J9F47cEHzAR6rBCorMygAhVuqjIMpySKY8aLfRS7EoHSe7n9Y1AHtUExoueDccttBXpRdx+tUaD1MWbX2z5eW3a4qG2yf4FaWqQ7g48h0MNosY9iFyxQaqWhAzDecc6rxgifD8YttxRocwmUncnfmf+EyhMxk1+AbCUmrN0L9FjdvEJ0rFDbRBt6eyviMReBjha4F7tcgcraQl3PM/7riBA/H4wbbnMNtDhvL4GyA9FFdCJpgyYTaONAmUDb1Y8H6wtFqAUqa/2wFO76gSoeao1o/cLJ269A5dUpxzY5lLsugcpqDrnt4YgQQA+M223VC3/07h+rM3j2eNjKo0mJLNBeX4VWoF24x+0TzrEHhUgbf/Ai0Gb+QemH+o+OtzqYQEd4KHexAlU3iLziXAgfTFvGbTUXaDsh6MP6r+QHoOEFqugVUgq0a0G7nq4b/2ApUNn9Sdzbo6PmnolI9hsibZ9tDEl4KHepAtU2ibziXAgeTkvGLTUXaHMP0p3qqdrFg9RXQNMJtL7YKK7NHYAqD0HdBFr/pRSorIeJV6fGMAOBDn4p3GNIw73cVQr0QF5xNgQPqBXjdloI9LC/OvvpXfn/9/98/52PWDkSV6CDI0HJw+i4A9Au3pKLqEKRw10k3W+DI9/6+qHiRH1UZ6HYANlH+zq5Ct1DSMS94IUKdLJV5BVnQ+iQ2jBupY1AMyO8QGUXIOu/x24Z1i9toVag8rv1DqJAx2ObhAaqnanpYIJACaQQKKFZ9DVnQ+CgWjBuIwRKCZpCoLKT22H9ig/5EKjqHH7cxSTxtxT+DJ4TaMQzeAhU2CyTANLXnA1+o+qBcRMhUErQlDKSjjjil0o+JRHosADFjhscWh6rBCqc6R8knVjKzqf0AjW+AUK9/cEImm/ykoktM4r0LPAVVl+MWwiBkoI21pKqImGp5GM2AuUs3mlOvukj18sGAajjyNUIgcoJmG+uTVucQHMz6LiBECgpaML5s6YiceGojeNrlOKUeIpG2AlUNm5Jc+rP1ehPoJLaVDiXPGOBhm74LPERWH+M2weBkqIm6cFRVSQsHDVyJFBRUFSBys/hq46g/k/puE/5MkGg/Oz67gGk4lzybAUautlzxT2yHhk3DwKlRU1y+KeoSFwmNFLaxzP8gKoR/bl/u2i86fwRstjbrwvZYPhqU3wKgRpWRdk03wTJt9CNnjGuofXJuHUQKC1sksM/RT3iQqGVUQTa3wOludw5XDDyJydQ27gJISDhWvIsBRq6ybPGLbR+GbcOAqWFbSRQsbeIW1ka9KE4ze+UPMgEKjPh8CZSxY4UlvP3n/Y1QqBSINDIuMXWK+PGQaDEsIn2MhVo16dTf2xwUk9tRFEMu8rH2z68xKC+8X0kUEnY+hYbhErRcjquRc9RoKFbPHecguuVcdsgUGLcRgId9be3ixVR5wV6HEeg0phIgta/GFSYRKBmlY0/PkOBhm7w/DGLpcu+IBQ/BAIlxm0sUMXOUgmU79MJKtBBpZJwjILWH6gOK4RApfjOt9DtXQKjYOkj6bA3TPeVjUD3V7+c9fyUej6mOAId2et43F+kD3sv0GqZqUCPuybw5UrOxfk6ZeFo15TMcCdU2P5o0NqnabgJjkXPTqChm7sMpJFSx9F+d5juLAuBfjwZfPlufTAJRAAiCFR2+FcvNol7W8JQoGRBHdpjRX7RcOPH12hl0WhWlcwQKqznR6CGu9Ox7LkJNHRr14r1DjHcW+YC3RUFBNotN4l766pmUd+xb9AGK4FKWyNDWK8RKK15QhWU6ghtmKxHZGYCDd3YFWO7S8x2l7lAL8pv8f3frjv+9LS91kQS6Mhepp/vLjY2S0wFetwUICwRQyHUKWuyKpLiatYCHRRmuj9NKxoyL4GGbuuqsdwnZvvLWKBsGvqHvjbRCzEEKjv8M/x439JmiZVAD+YCVbVmMmbWAh0WZ7o/zWsSQxAWj/kWuqlrx26vGO0wG4EmP2kfok9oT0E8uAlUckLdC9SwjOGiYXf6QXLurG+NJGTdWk23F7V9Yum6yjTYVCXEICg2ApWvGLqlwCSXvOabOgv3z0MIdH/96fLy8rdrmx59bUIffAVxfPhn+nmhaeYClYw8HQt0VOVEa0YR47ATqFCk8f60q4uPQVgsBBq6SUCFYe56yzftNdDNr562ruHzC65PyvwxS7EEOijX9vPjQZzhBKoZVawO2GCtuuOM3L5R0fKqprCsrI9BWCDQOWGWvN7yTZOF5Tm810cZ3zwWuvWPDP2sS2j+by+hc499/zqGQKdaI7ZquJKFQEfFmu1MwxiPP5yjQEO3COgwSl9f+abLwq8nPh9mvKtGlZ42o/J/YC8250YlTArUo0FdPz+4RGksUIkRuduIRv7UXQCWh2tcuGkf0ng/GO1L0yCPPwyBAgGjBPaUb9osZMeMt09b7jldEWWd+ptX3IKrE9OhpZqEHrzwETvnAkYCNTrCG7egH10qE+hka/QBMhaoyW5T41RhhgIN3SAwgUFC+cq3iSNQfwPpt6MCjMdJTQvUSwTdCxJK8CTQ3qDWAlWuA4FKgEBnh0FGeco3TRYK/nQT6P55UYgn7LuiuGNyiUCd0MNXHoLnXMB4EKfZNcbxWM06AkUbCLPWTEUnjUCtNkKbDV4xFWjo9gASBmnsId/0dyJtnl57uhNJNqrUdKSpMqGFlx6C57WEVqBGJcjKbAxq5k8S1cEtfXWjXa/BpUYIFCgRdwk90UzzTX8nklknj45YAvVhFvdSxC50bwI9tJOCuLVvXDgESqwhfFBACOipZpZvse5EKk/hR6NKfZ3Ci6+dcS/EWaCSItsgQKDqbPAKBLos6NmW451IFyNbssuiRgNNSQL1cgjqoYxBeR4FGuQM3lCgJjtNj0OVuQk0dGuAO+R083INdOvzFL7qkrrznltwU/rT7FYnRUKPl+TGwWKcpayUcNvIBGrXEjccqoRAgTne802TheURotEZ9gTbauj82ctLxtt6JL3ZbE+zFajNQHVJIQG30UigZvtdi0OdmQk0dGOAH3znmy4LS4MeGd+wrkaY4L606TOzAuQJLVmUHQfDXm55ISE3EQIl1hAhKCAknvNN04n05PS08pyfO5FK9m94hW6emh7eUr8y5G9lNHwL1EujBmgFKt436g9y+8YfzUugodsCvOE33/TDmDzeiVSz/3z55uzs7OnlO4uLA+SvDPlrGYtKoB6KCbeBWr+Pp37yBrV9409CoMASn/kWWaAGFBKIH6V+K499jPmk1eJFoF7vWB2VTH3P6142aJ9AVgIN3RTgFY/5FjwLrXEQqNnXkrqyC54EGq7FulKFKr3uZYP2CeQk0NAtAZ7xl2/5CnSMb4EareyGN4GKNvPF1Pgc4aU3BhVp2yeSXKChqwcBmf4+iGQg0P2bJ6c//nN/8dPLrZxSpsIziBBhZWf8CVTrOpdSNfUNomSww8x2lXZXjD+YWqChawdBmfo6jEgv0N9PhN73cAI1u8gxvbIzPgUahskR4sNX3hhUI6lbWW1igYauHIRH93UYYX4r5y9nQ35yG1W/7a5ktsPzVyRQfS93DkwOcBRe+mJYjaxuRbVpBRq6bhCHUZorSd0Lz27lPHp1ff2a/f+hrSGUQI2uEtMM40akauyZHiEuvPSEUIu0amm1SQUaumqQHakFum2PPNlzQmqDphSoybo+yN2fSoEKYTLYXSY7Srov+LXGH0wp0NA1g/wwvwb6rZtK+e2LYvPMbUJlbkZ69mfl0lwEGmckaIRKXCCMEBdeekJSyahmGQkFGrpikCFunUjlCbjhjesCvCzbeexCCtSol81dP5NkL1AVQpwM9gB9R0l3xtTn0gk0dL0gRxx74beGU8+JDGTZPE5uTQL1PsdoJIQ4pEvD7gAAE/NJREFUGewA+o6S77ipzyUTaOhqQZY4CrQ8BDWa/FhkKMuytNLHQQWqF5bBqp5YgkBllyKdUUxHOPm56WwIMu4Y/lwpjgJ1fcCH8FTOXVHceh9PoCN7adadMoqtiSw/lxaTgHuDVvFkNsQcdwwWj/sRqHMv/N3hy1v/N5ZAx4ZUrzupFFsVWX4uLSYB9wat3qlsiDruGCwe52ugjtPTs3Gg97mO/AvzoVGGCT2wgF4MJkrx4aXZYBRwb5CqnciGyOOOwdJxEej++m+F4QPgxmwFX76OJdDBC7kXjIziS04zwCjekZnIhsjjjsHScR5I79YLf6ge6THIX/aIj6AJzUtgQgwmSvEoqK7UAGX6wCzecdFnQ+xxx2DpuArU9AFGEvZXw9vp969Pwgt08EIpBhOleFVUU2qAMj1gFu7I6LPBfNyxZPpZCBR0WD0TqePeU6f7kPxgI9DBC7UZjJzi11LH+V4XcNpboaELlDbuGAIFOtJPZ+eMcUKrpgyRrWmglBCi8l6mD2x3VBQMBBpl3DFYNqsU6OCFTgxGSgkhKu9lesByN0WCfA2UEWHcMVg2axToAL0ZTJwSRFS+C/WAS7TDM90LH3fcMVg2qxeofu5UI6eEEJXnMj3gFOzwEMaBxh13DBaNjUD3V7/4m5HenfQCNVrZzFSey3THKdYRoNyJFHXcMVg0FgL9eOJxQmUPLFSgQQp1xinUMZjMhujjjsGSMRfoThjTMXeB6idKM7JKCFV5LdMZt0jHgDAbU+Rxx2DJmAuUXTW6/1s3Lb3bjPQ+8CRQ7Zs0rQRxlddC3XCLcxwSzQcKVorVnUgPQ7XGCueE1tnByCtudgpRqFccwxwHCBTExEagyU/ahyxFoIq7opwK9YljlCMBgYKYGAt0/3xVAqX4y2hlTSkKW7kU6g/HGEcDAgUxsbkG6jwBk1/cE1onCCO3OApK7iuHQj3iGuNYQKAgJuYCLc/hHacA9UxqgRqtrC3Fe6HWjZEsmgkQKIiJxTjQryfFg9SD53k8JLRGEATbGK2tLUWuK/tCrdsiWzYPIFAQE5s7kdhk3rf7Ke1SXxENK9BpfRmtrC9ErivrQh0aI1k0DyBQEBO7I9BFDaQ/6J/qTdENfeWJQuS+si7Vvi2yZbMAAgUxMReo4M9FCFT3vDKKbuhrT5Qi15VtoQ5tUbQvfyBQEBOrO5E2T68XdCcSIxeByodU2Rbq0hR58/IHAgUxsboT6Vz5bgpCJzTJN8SVJwuR+8qyVJe2KNqXPRAoiAnuRJqE5JvxytOflBYi1ZXsE/TCzZBWGSy43oFAQUxwJ9IkJN+M1iZ8VFqKVFfSD5ALN0Jap/+gBgMCBTExvwa6xSm8zi3DxabWOiiGVMk+QCzbEGmVPsMZGAgUxMRcoOUh6J2cxtFnKVDqpyWFkGZ2phdtiLxGL3GMAwQKYmIxDrQ06NG7MK2xInhCSyyjcYu40ExbB9WIAMn6muIolU61RNW+vIFAQUzMO5GenJ5W4z+XdCfSBDLJKNUyWij1lFJblDboSj52Or+X12gar5RAoCAmVsOYljeQfgKpZBRuoQxCUs39SWyDuuD+XZUYIdD8awDzAQIlIXcM2S0STRkLVHajvE6CygqI/lTdmZ85ECiICZ4LT8NRJmNN2QtUVaz4trJ4oj8VN+ZnDgQKYgKB0nA9GhtrytSf0suuWgmqS6foEwJNVgOYDxAoEVeZjDxlLlDJVVe9BtVlE/R5cN/mFECgICYQKBVnl4g2shOotFBbGU98bIb+hEBBVAwEWt8Fv85OJIazSwQbmUtP0gRbf1Krg0AT1ADmAwRKx1kl8vNvtyaEFKj7UXd8IFAQExOBPmGD5tlA+gErGEgfCC/SC+lPCDRNDWA+4BpoQrxYL6A/5VND5Q0ECmICgSbEi/VCCtT9um90IFAQEwg0Jd6sF+pcGwJNUQOYDxBoSrI/Rc68eRIgUBATK4F++uWs56fUk4POOaFzF6j7yIPYQKAgJngufFJy9ycEmqIGMB/wXPi0zE5QuQOBgphYPROpuPdyYc+FTwYE6hkIFMTE5qmcxd1QrbECCQ16IFAQE5sJlTe/hmqNFUho0AOBgpjYCDT5Vc8hSGjQA4GCmNicwkOgIFsgUBATq06k80CNsQMJDXogUBATc4Fmdw6PhAY9ECiIid1A+s3T6zDNsQEJDXogUBATPNYYLAoIFMQEAgWLAgIFMTEXKGakBxkDgYKYYDo7sCggUBATCBQsCggUxAQCBYsCAgUxgUDBooBAQUzwXHiwKCBQEBMIFCwKCBTExESgT9iQJQxjAjkDgYKY4BooWBQQKIgJBAoWBQQKYgKBgkUBgYKYQKBgUUCgICYmAv12LQNP5QQZAYGCmJgNY5KBYUwgIyBQEBMIFCwKCBTExFCg985G/PQlbAsnQUKDHggUxMT0CHTzNPk1TxEkNOiBQEFMjHrhP79g5+y3n6Y+5hyChAY9ECiIiekwptqhR68ycigSGvRAoCAmFuNAr54wh957FaZB5iChQQ8ECmJiNZB+f/XYs0P3158uLy9/u7Y5sEVCgx5aNiDfgB9s70Tav/mBOfT+Ow9tqC8LNJiXiIQGPYRsQL4Bbzjcylk7dPPA8XLozWNhYOnRr2YFIKFBz2Q2IN+AR9zuhWfJ6DiQfnfCkvi0GVRaHdZuzo1KQEKDnqlsQL4BnzgfgToKlA0u3fDXUq9OTItEQoOeiWxAvgGv2Ar0W21P54H121H6shR/aFIEEhr0TGQD8g14xUqg396ceLFneRT7vCjEE6hdUdwxua6KhAY9+mxAvgG/mAvUnz0P7YPqppdxLZPg3g6wFPTZgHwDfjEUqFd7HpDQwDcQKIiJiUBv/qdfex6qU6qNOIoEp1TAnslTeOQb8IjxfKCep2O6GGUvu0x116QIJDTomcgG5BvwiqFAj/7rpchvTgPpv5YHtXfecwtuynweHSRoQUKDnolsQL4BrySfkX5bHdaevaxk/LYe2Ww0qgQJDTimsgH5BnySXKCHjydCgZtnZgUgoUHPZDYg34BHDAS6/2X8PA8fj/TYv+FTemM8XTMSGvRMZwPyDfgjj+fC7z9fvild/PTynYWNkdCgh5QNyDfgiTwE6gQSGvRgQmUQEwgULAoIFMQEAgWLAgIFMYFAwaKAQEFMIFCwKCBQEBMIFCwKCBTEBAIFiwICBTFZhEAB6EG+gZjIkyR0FnokdQBBXiDfQEzkSRI6CwMT9GsU9js649Jn3HRHIrUtVggWVk+CzMk4V0nAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoMbAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoMbAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoMbAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoMbAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoMbAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoMbAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoMbAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoMbAEylKn3HTHVmYCRZWDwRqDDyRovQZN92RhZlgYfVAoAAAMB8gUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAAS7IX6P7NaVEUt++/7xfdvDgpig23hLJOAujN+npSnE+tExVS0/cf2Uqnz75o1pkdkfKNVMTVE7bO0y+6dXzUU+GWg4R69s+LjnPFOl42J2pe5i7QjydtzB+IizY/G6yTAHqzvj/qU2o+Tf/arnT0QbnO7IiUb5QiOuFs7HMjVg5S6mE1tJzb1ZNhXmYu0F0f8+LuaNE5eZ0EGDTrglswm6Z3eVoUd74o1pkdkfKNUoTkgM04wLFykFQPv9Iokt7CFjsv8xYo+9E6elf+8flx+fvxa7fofb3k1gfiOpk2vWHH7drZNJ0t2TxjJ1Vlwj7MpemORMo3UhHb8i129v7H49YExgGOlYO0eraiv4KELXZe5i3QXfdLw36Pqz+3bTqxJQ+J6ySA3qz61KbJrdk0fdtl4655L4emOxIp3yhFlP/XjmD5Uf9lHOBYOUir50LUV4iwRc/LvAV60f9olUfmLAx9XrVLKOskgNyscvGt/8Gdt82j6dyS5s8smu5IpHyjFFH+19iiPXQzD3CsHCTVUy4alhUkbNHzMm+BcpS/kWzjm/8YXGQM1kmAvlns69Gd3cym6dz3e7gqt86siZRvlCIacTgFOFYOquspF92VrWpVTz55OTeB9ofxg18k+joJ0Dar3OMP+8tDs2n6bnQ2lFvTHYmUb4QiylWqk1KnAMfKQXU95aLzGzYu696rg3M9+eTlbATaxIEP0OiqNGWdBOiaVZ/Y8Mk7j6ZX/1bD624/61bNqumORMq3ySKqzpDzg2M10XJQXc+22Py16Qu//8W1nnzyci4Cba+k8yEQf20o6yRA26yL6r3urdk0nbV723wfjtpe45ya7kikfJsqgg0uqjqV3aqJloOaei64MUht547/sEXPy5kIdH/Rd7upwkFZJwHaZjX/ZypQTdMv+uOJptszr6Y7EinfJouorHO7vqfGIcCxclBTD+sCr4Zl3bwohAqN68kpL+chUBaxWxO/J5R1EqBtVnuBO0+Bappej/Jm98Z9e92Mas6q6Y5EyrfJIvb/cPrkxP2ILVYO6urpBmN1I41ChC1+Xs5CoNWvVx19ZTgo6yRA36wLMRHm0vQqUR92CwangIf0TXckUr4Ri7h57GiCWDlIDQlb7zxM2OLn5RwEetPdeKAOB2WdBOibNc7Z2TT9ortRru3bzKjpjkTKN3IRzcGbbYBj5SA9JNthzWb1ZJaXMxAomwqgmxdA0adGWScB+mb1Y9Yy7IWfiOgFt6R+N5+mOxIp3wyK2LoEOFYOGmyPS8Lklpf5C5T1qT3o7h/YSUd1UdZJwESz2t7ClofzaXrzne7ezanpjkTKN5MiXAIcKwcjbU92eZm9QF8Xg8Nu6X0FlHUSMNUsSfLOpemDtNxm1XRHIuWbURE7+wDHykGj7akPBIOELXpe5i7QbTHcZtmdrZR1EjDZLEnyzqXp7L9uaoj6dz2TpjsSKd+mi+APpewDHCsHjbanuaYbJGzR8zJzgZY/KLeG80hvR3OrUNZJgEmztvzJ4Tyazobi1cn4sR9wl77pjkTKN0IR5ZddGPZjEeBYOUjbnsZs/ChO72GLnpd5C5QbPMYtqiYF5OdnnFwnAUbN6pN3Nk1n89ayJd+6s6ocmu5IpHyjFFEN1nnGDzw3D3CsHDTaHmEyT89hi56XeQt0eIJRR2/XLzinrpNp0/mV2wWzaTq3VnNelEHTHYmUb6QibrgnYFhOfB8rB0n1cDPFcyM1vYctdl5mLdA991SDLmSH3wdPOKGsk2nTe/jhFbNperukmRtCus68iJRvxCLYgMeaB3YBjpWDxHq+ttszTiGfYYucl1kLlH8MVR+y4TP2KOskwKxZg/Fps2n6tzc/lEvuveuXpG66I5HyjVxE/VRO64d/xspBaj375imjf9ptT555mbVAAQAgZyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUJAr26K49YF7/fWkKM6TtQYACRAoyJXvj4ribv9y/3zwEoAMgEBBtuwK/pBTPCAFID0QKMiXC86ZOIEHGQKBgnzhTuLZCfzDtK0BYAQECjKmPInf/Fr9VZ7A3/mSuDUAiECgIGcuGm+Wx6KNSUv2H0+Lorj3qhPqtzdswebeq/ZDd75c/VCu8T56e8HKgEBBzrCTeHbmfsGdwLOroRVHjSC3RUt9kFoK9CN71SsXgDBAoCBr6pP4HXcC3/mz7WHq/dlY9qK4Xa2DQU8gNBAoyJvy2PPu/nl/NMmOSY9esfP4k1qRbMGDP8s/Pj9uNHvBjkVx+g4iAIGCvGF+POVO4PuD0ea66K471CyPTatj0gt0OIFIQKAgc3b9xU3GRX8wuhNGNpVGbQWKEU8gChAoyJ0LvjuolCR/NbS/zPnt0y8nRSdQDLkHUYBAQe4MPMnO6Dkqme6vnrQdS41A0f8O4gCBgtwZCJTrg28Fyi+CQEFUIFCQO6JAhQ6i+pj09r2fXv7bIwgUxAUCBbkjnsILczJtuxH13yFQEBkIFOTOQKBsUpFBDxE3RnSHU3gQGQgU5M5AoNW0oP0tnA85gd48gkBBZCBQkDtDgbJLnptnXw6Hb6/r4U0X9Sn8/s1Je/s7BApiAYGC3BkKtB5Yz936zr+GQEFcIFCQO4JAD7sT3p+Hw+tWnk+b66MQKIgFBApyRxRoebbOpv+8/fTP5vXVk+rll/a2eAgUxAICBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAAS/4/0shu8nMixT4AAAAASUVORK5CYII=)
Size limit implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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No justification was provided
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)
Data Characteristics
Available data types
Answered
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Historical annual catches (from unfished)
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Recent annual catches (at least 5 recent years)
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Historical relative abundance index (from unfished)
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Recent relative abundance index (at least 5 recent years)
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Fishing effort
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Size composition (length samples)
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Age composition (age samples)
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Growth (growth parameters)
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Absolute biomass survey
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Justification
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1. Provide the time series (specify years, if possible) that exist for catch, effort, and CPUE/abundance indices.
2. Describe how these data collected (e.g., log books, dealer reporting, observers).
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality.
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports.
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Catch reporting bias
Answered
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Strong under-reporting (30% - 50%)
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Under-reporting (10% - 30%)
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Slight under-reporting (0% - 10%)
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Reported accurately (+/- 5%)
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Slight over-reporting (less than 10%)
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Justification
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No justification was provided
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)
Hyperstability in indices
Answered
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Strong hyperdepletion (2 < Beta < 3)
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Hyperdepletion (1.25 < Beta < 2)
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Proportional (0.8 < Beta < 1.25)
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Hyperstability (0.5 < Beta < 0.8)
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Strong hyperstability (0.33 < Beta < 0.5)
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Justification
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No justification was provided
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)
Available data types
Answered
|
Perfect
|
Good (accurate and precise)
|
Data moderate (some what inaccurate and imprecise)
|
Data poor (inaccurate and imprecise)
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Justification
|
No justification was provided
|
Version Notes
The package is subject to ongoing testing. If you find a bug or a problem please send a report to t.carruthers@oceans.ubc.ca so that it can be fixed!
tcar_-2019-11-26-10:25:40
Open Source, GPL-2 2019