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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
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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maximum age of leopard coral grouper in Saleh bay is 14-26 years (Agustina et al, 2018; Ferreira an Russ, 1994; Russ et al, 1998)
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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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The stock of coral leopard grouper in Saleh Bay estimated at moderately depleted based on SPR estimation. The latest SPR estimation 0.24 (Agustina et al, 2018)
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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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The resilience estimated by vulnerability rate. In Great Barrier Reef, coral leopard grouper has moderate vulnerability (Currey et al, 2010)
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/TSxBQyaUzkR7Hkq9M9XbSIldvm15+3Oa2wtt+mZ0BfVyYgcneLvTIkdv2LD9uc1vhbb/MzoBaOVXD+n2/OucU08sN0MSlTXjTU2Da77+7GFDTSw3QiIC6IqyRawE1vdAAvQioG+IguRRQ04sM0I+AuiCNkisBNb3AgGEQUOtlw+REQE0vMGAwBNRuhTZZH1DTywsYFAG1WLlPVgfU9OICBkdA7VXRKHsDanphASYQUFtVZsrOgJpeVIApBNRONamyL6CmFxRgUt+A7m5WVT5JXPj9gCkFtDZXtgXU9IICzOob0NJIoIwH2ltDsKwKqOnlBBhHQG3T2Cx7Amp6MQE2ULYJf+l5s5O3q9W/z73ZGZvwsg5ky5KAml5KgCVU7URae97//JH+87TXNFWbQkAPlsuGgJpeSIA9FAV0m72s8dLzzntMUo3xB7RFvEwH1PQiAuyi6KqcF97sfXrrdu49ZBO+q1YBMxlQ0wsIsI+yq3Jmdhvlb6ky6oC2jZi5gJpeQoCNCKgNWmfMUEBNLx/AUso24TMfe249NuG76FAyEwE1vXgAeynaibTOHPp591zLbvixBrRTzAYPqOmlA1hNUUDF8fRH78S/dtdzLcfRjzSgHXs2bEBNLxzAdqqOA91GZyAdh//N7JFXZ4wB7Zy04QJqetEALlA2GtPti/Q8zqMvfaeqyvgCKpG1YQJqesEArlA4nN23yydBPR+cfO43RXVGF1CZtA0RUNPLBXAH44EaIhc37QE1vVgApxBQI2T7pjegppcK4BqVAb0PB1Lefe81QbVGFFD5xGkMqOmFAjhIXUCvn0TjgP58zk6kRn0qpy2gphcK4CRlAb1KBlL++ZzDmBr065yegJpeJoCrFI4H6h39bR4EVJzW2f9Mzqph7vvepw16pk5DQE0vEcBhigJ6O/e818HKpzgFKX9ivPR0jTGgvWunOqCmFwjgNkUBXYYDKkcBzY+urMwIAto/eGoDanp5AK5TOqByHFAGVK6kInkKA2p6cQAjoHQ80DigjAdaRUn1VAXU9MIAxoGADkNN99QE1PSyAEaDTfghKKheREFATS8LYETU7UQ6TQO6ZidSnoJyxvoG1PSSAMZF3WWNw2PoRUDF0KBc1nhPTTojvQJqekEAo6MooOLYz9k7EdDdH56WSyI5G1Bl8RTkA2p6MQBjpOpMJHFNjxSncqZU1vN3+YCaXgzAOCk7F16sgzIifZHafMoG1PRSAMZK4XB2d+GI9DNGpE+pzqdcQE0vBWC8GFBZG/X5lAmo6aUAjBkB1UVHP7sG1PQyAEaOgGqipZ/dAmp6EQCjpy6g3z4s9l5N/EwkPfnsElDTSwCYAlUBzVwWPh6ZXjWXAqqrn20Danr+gYlQFNDcYaCTD6i2frYKqOm5B6ZDUUDFFT2evt2kNFyZ05mA6stnm4CanntgSpSNxqRj/JAcVwKqs58HA2p65oFpUTYeqJbTN7PcCKjWfB4KqOmZB6ZG6YDKWjkRUM39bAyo6XkHpkfZJjwB9fX3sz6gpuccmCR1O5E0DAGa40BAtfezLqCmZxyYKHXjgepeBbU/oPr7WR1Q0/MNTJaqA+l3l97sbNN7chrYHtAB8lkZUNPzDUxY34AWj6Cf7IH0g/SzHFDTsw1MGgFVY5h+FgJqeqaBqesd0JfHVZ5OLKAD9TMXUNPzDIDh7BQYKp/ZgJqeZwAEVIXh+pkG1PQsAxAIaG8D9jMOqOk5BhBRHdDrueedaLoq5+NY8hVbbu/rNsxt0/PLbW5zO73tl8kE9OsLsed9rfG68I8LM2DN7ULftN82Pb/c5ja3Sz3NkAjoOjx06Xau7SgmSzfhJTbDe/Arny4AhijahBflDKoZZlQMDnraf8pKE2VjQIfNp09AAauoG0zk4Y9kXOWtltGVbQzowPkkoIBdlA1nJz73FOuh57pGB7UwoEPnk4ACdlE6oPI62n80lYAO308CClhFaUCX0e6jaQTUQD4JKGAXlQFNLi0XbMk//NF/0ooTZVdATeSTgAJ2UXdVzvPkI1CxIjr6nUhG8klAAbuo2wt/9Plfwy343R+elut7WBVQM/kkoIBdFAU0GRb0NPqXjmvE2xRQQ/kkoIBdVJ0LH52D9PBHGNBn6j8BtSqgpvJJQAG7KBtMZPd18epz8P+f/+vk88GfvVl96txYewJqLJ8EFLCLkeHspI5zsiag5vJJQAG7ENCuDOaTgAJ2GSig95usb0FAPwf//97lLiwJqMF6+gQUsIuCq3IGK5Ola3MWVjBVXLvTioBqz+eB0eYJKGATAtqJ2XwSUMAuCi5r/PQf5YsbFy9rLK70MVskfpt7s1+D/7/qsivehoAazicBBezS+zPQXbsfu7vwvKPkWkmu7kQynU8CCtilb0B3F21b+Gew2vnX6J+OBtR4PgkoYBdln4EeLuLdC897+GX/Sx0ZD6j5fBJQwC4DBjQcZmT22nc0oDb0k4ACVlEQUO+8dRFvg5XQkx9OBtSGfBJQwC69dyItPc978ET8p2kvfGJ3FayEvnMwoFbkk4ACdukd0G3HIzzFAU2/zl0LqB35JKCAXfqfyvn1SbdD5MUBTR2Poa+f0oFYkk8CCthF6UXlWvpz7lhAbcknAQXsYiKg/t2bbichhcwF1J5+ElDAKoouKidTxI5GFlC5SSGggE2MjAcqxVhALeonAQWsQkAPsSifBBSwi7qA3rxZ7LXYoG/+3LTq2CiZqerNqn4SUMAqaq/K2WWkTzcCalU+CShgF0UBLfSzf0ArJspEQO3KJwEF7KIooOsgmk/f7q961OZqR/cOXBPJsn4SUMAqig5juvC8RwqmpomJgFqWTwIK2EXZgfSz9/0nppGBgNqWTwIK2MXImUhShg+odfkkoIBdlG3CtwrobnOzWq0+bWTOWho8oPblk4ACdlG3E+n80M98u8zspj/53PUhhg6ohfkkoIBdFAX08Da8uCJSztH7bg8xcECt7CcBBayi8ED62dmm/vvb8EDR4/hEpXAI0dnBddb8RLkaUJVTRUABmyjbidR8IL34gdm7zBe+dh4TdNiA2tlPAgpYZaCArktfEr9y2ntKdbEznwQUsIuigL48zitcVE4caF/cYN963sMue+OHDKit/SSggFWGGc6uah+TzefCW5pPAgrYhYBWsDWfBBSwyzABDTbhS6d62rsJb28/CShglYFGpF+Watl5/JHBAmpxPwkoYBVlF5XLK45IL8YLffgl8wVxdfhu448MFVCL80lAAbsMdBhTOGCoN1u8XQkfoyPpOx3F5FRAtU0cAQVsMlRA/evCmPXe7LWCKVXP6n4SUMAqij4DvU/Hov94GaSxaqz53YdsQmdnXUdkGiagVueTgAJ20bAT6Xbu1axc7r6tPiwWi7PVZ4nx7AYJqOX9JKCAVXTshV9rGZ5+iIBank8CCthFR0CDVVANF0hyIqC6J5CAAjbREVA9F/gYIKC255OAAnbRtAbqZEDt7ycBBayi5zPQbidptmN7QHVPXYiAAjZRHtDd5g9Py0XitQfUgX4SUMAqeg6kd3EvvAP5JKCAXbQEtOtJRq1YHFC9E5ZFQAGbaBiR/ulZxXlI/WkOqBP9JKCAVQYazk4BvQF1o58EFLAKAY04kU8CCtiFgIYc6ScBBaxCQAVX+klAAasQUMGRfBJQwC4E1HeonwQUsAoBle2nrqlpREABmxBQl/pJQAGrEFC5gGqalkMIKGCT3gHdqZqSQ3QF1KV+ElDAKn0DurvQMfZnFZsCqmdKWiCggE36BjQafV7PGPR5mgLqUj4JKGAXAupSPwkoYBUFAfXOHQ6oW/0koIBVeu9EWnqe9+CJ+M9xdkg7R66J5Fg/CShgld4B3XpVXLmonFv5JKCAXfofB/r1ibsBda2fBBSwirJLejj5Gahr/SSggFUmHVDn+klAAauoCejuzeKV+ivB5xkPqPKHl0BAAZtM+Vx45/JJQAG7qAzo/SrwScslOX0NAXWwnwQUsIq6gF4ne+O1XBXecEAVP7Q0AgrYRFlArzIHMT3T8Xmo6oC62E8CClhFVUDXYtXzZLX6eDkP/vWo93SVmQuo2sfthYACNlEU0Nt5ut65C9ZFZ+/7TVUVxQF1sp8EFLCKooAus2udSy2roGoD6mY/CShgFUXHgV5kVzqD1dGH6j8FNRRQlQ/aHwEFbKLjTCQ95yUpDaij/SSggFUIqEP5JKCAXaa5Ce9qPwkoYJVp7kRytZ8EFLCKooCKYZWTE5CuPXGVD+UUBtTZfhJQwCqqDqQXV/Y4ervZbD6+UHIgfdUw973vNOFqPgkoYBdVAd1dZEqn4BNQnQF1t58EFLCKsnPhd+nJ8DMtp8Ir3IR3t58EFLCKyuHsbt4sFotXn3pNTz1lAXW4nwQUsMoEB1R2uJ8EFLDK9ALqcj8JKGAVAupSPwkoYJXJBdTpfhJQwCoE1KV+ElDAKlMLqNv9JKCAVQioQ/kkoIBdJhZQx/tJQAGrEFCX+klAAatMK6Cu95OAAlaZVECd7ycBBaxCQF3qJwEFrKIuoOFQIolXVl7Sw/l+ElDAKqoCejvPDd1p5UXl3O8nAQWsoiighX66FlAV0zcIAgrYRFFA10E0n4oresS+95+y0kT1DegI+klAAasou6yxjgtx5mgLqJKpGwgBBWyiJqA/n2evC69H34COoZ8EFLCKsoBq+NQzT1NA1UzcUAgoYBNlm/COBlTNtA2GgAI2UbcT6bz/xDTqGdBR9JOAAlZRFNABtuF1BFTRpA2HgAI2UXgg/exs03tyGvQL6Dj6SUABqyjbiWT5gfTj6CcBBawykYCOpJ8EFLCKooC+PM57an9AlU3YkAgoYJNpDGc3ln4SUMAqUw2ouukaFAEFbDLRgKqbrGERUMAmKgN6vwp80jAQU6hHQEfTTwIKWEVdQK+fxHvgZ697TlM1hQFVOFUDI6CATZQF9CpzENMz9Rf06BPQ8fSTgAJWURVQMaLy7GS1+ngpxqbXMTaosoCqnKihEVDAJgov6RGvd+6CdVEdg4NKB3RE/SSggFUUBXSZXetcalkFVRRQpdM0OAIK2ETZeKCZlc5gdfShPZc1HlM/CShgFR0j0usZ205JQNVO0vAIKGCTaQVU7RQZQEABm4x+E35U/SSggFVGvxOJgALQRVFAt57nJScgXXtaLpDUP6CKJ8gEAgrYRNWB9MFap3f0drPZfHxh1YH04+onAQWsoiqgu4vMqZy1n4DuNjdivJGNzCekfQMq89vWIaCATZSdC79LT4af1ZwK/+0y09iTz10fQCqgI+snAQWsonI4u5s3i8Xi1afqb969KFw26eh9t3vvF1CJ37URAQVsMtSAylsxxoh3vIiEI9/Nuu1p6hVQiV+1EgEFbDJQQMVlO2fvMl/4Ou966U6ZgI6tnwQUsMpAAV2XcimSetrlLnoEtPsv2oqAAjbpG9DotM1D14UX++iLG+zbhr31rae02ej6SUABqwwT0Kqz47ueMS8d0M6/ZjECCtikd0BfHj/9h/hv3lN7Atr5t2xGQAGbDPMZaH6wkYj+TfjxrYASUMAqA+1EWpZqKT4W7XTGp2RAu/6S3QgoYBNFw9ndrD5l+njz4aywbimumfTwS+YLdxddr5zUOaAj7CcBBawy1IDK6/DQ+cXblfAxOpK+01FMcgHt+CvWI6CATQYbkf56XthRP3td/BGJKW0ywn4SUMAqvQP6pzg187e5N/t1kXhReZLR7kM2obPiRr7clDYYYz8JKGCV3gG9La5Zhqp3D+2+rT4EgT1bfZYYz46A+gQUsEv/TfhlRT+P1F9TrmtAR9lPAgpYpX9Ad2KvULAJH+0fCm0UTVx+oroGVMdEmEZAAZvo2ImkR9eAapoMswgoYBMtx4Fq0S2g4+wnAQWsMtSAymXNa61Ve6aGmCrLEVDAJgoDuvtPsRL685//3m5dlIBKIKCATZQF9O5l1MOgi7O/tvmFAUZjGh8CCthEVUC3ySU6wqFBW52keb/53uURCKhPQAG7KAqoOJw+vpzx/VXXYULaIaA+AQXsoiigueHqlh0HqmuHgPoEFLCLosOYcgMmB6ujnYZKboeA+gQUsMtgozGFdpub1Wr1aSOTVwLqE1DALgMG9Ntl5pCkk89dH4OA+gQUsIuyTfjMZYsrr3Z096I44Mj7bo9BQH0CCthF0U6kdWbPu9gjXzqOaRuOenccjxgaDkg/K14pXmJKp4aAAjZRFNDw6M+Td5vN5kZsqJdWQMX3Z+8yX/g6rxx1ueuUTg0BBWyi6kD63LjK5cNA16VciqR2uigSAfUJKGAXdady7ncRnZQ+AM1/Rhrpfl14eI8fm54CAFlVreqUzrSSN28Wi8WrdxVVrNov3/1ceBBQwDJVrcZ7bjEAABWiSURBVOrQtVZUBLSL0W7uj3bGxjtno52x8c5Z7xlTvmDyZypFum7Cd8FT65zRztloZ2y8c2ZBQIvnGi1LtRQfi2o4Yz7CU+uc0c7ZaGdsvHNmJKC7j+l14Y+flDbOxU76h18yX7i70DNmU4Sn1jmjnbPRzth458xEQLf5y8OXPt1ci6/OFtGlOz9GR9J3OoqpE55a54x2zkY7Y+OdMwMBvc33s+JIpuvCT3iz1z2nsgFPrXNGO2ejnbHxzpmBgIoVzJOPz73Zv3x4UXOS5u5D7lj7M51X8eSpdc5o52y0MzbeORs+oGKP0Gm4q+g8jGnN7vXdt9WHxWJxtvqs+RrIPLXOGe2cjXbGxjtnwwdUXEnufZjO0+rTjgbGU+uc0c7ZaGdsvHNmJKBit9E2OjJpq/EApXZ4ap0z2jkb7YyNd86MBTS+lkdwS9sh8u3w1DpntHM22hkb75wZ+QxUBDQup86TNNvhqXXOaOdstDM23jkzsBd+GX4Guu8oAdVjtDM23jkb7YyNd87MHMYkPvaMdsPrPMu9HZ5a54x2zkY7Y+OdMwMBFcMjB9EM0vnL5/96zk4kXUY7Y+Ods9HO2HjnzMipnOHpm+IIpvAw+fc9p6AnnlrnjHbORjtj450zI4OJfH0Rfvz5QvdZmq3w1DpntHM22hkb75wZHc7u62Jx9r3n4/fGU+uc0c7ZaGdsvHNmwXighvHUOme0czbaGRvvnBkI6NXRu8M/BADjJ3Mgven9RgBgBdlTOQFg8mRP5QSAyZM+EwkApk5iJ9T13Dt6u1E/KQDglu6b8G8WvzVfVA4ApkFmJ5JHQAFAJqAvj/OeElAA0zTWMwwAQDsCCgCSCCgASCKgACCpQ0A5iRMAsuQCer8xPg4oAJgmFVDWRQGAgAKANAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgKRuAZ29XQkf58m/Ap9+6Js6ALBYt4BWYV0UwES5FtC7y7nnzU6+dPuWA+qnfvfhOFjMD1ydsYPPy+3cOx9yepRpmLHdtXjOjl87unXWMGffnH6XCT+fVyZLMh8dArq7WVUZdBP+eh5Ve/bXLt9yQP3UJ9/xvGcmJqy3Q8+L+LvsZEAbZuw2ec6OnNw8q5+z3VXyYjw1MWEq7C4q1/lk8+HWgMrb/Ypv8T3X8C0H1E995jveIzMT18vB52Xp5jPWNGNpPz3voYProA1zttx/y9GC7paVG83S+XAqoGJl5ShYx/72orQQGr7lgPqpD7/z2Y++NXtvZvJ6OPi8bB39k3fgtTh7LT57mbvYmYY5E38ZxEbu3YWTL0Y/XP+seiHK58OpgK6Tv+hiMZy2/ZYD6qd+m653im+5twp66HmJPlh3MKDNr8X4Tbh1cRW0ec7il+DSwXdZ4Gu4bVBOpHw+XApoMHPJn73gT2HuldnwLQc0TP1yXxcHZ+zg8yI+kPo3FwPa7rWY+aczmp6yZfqtrYt/ze+C9Uvv5EU5oD3y4VJAg7WVZN6Kr8yGbzmg3dRnfsoZh+Ys+Mt/vnYxoA0zFrwF3WvLXtNT5nhA1+KjlaqdSD3y4VJAs0/aMv+ua/iWA9pNvYsBPTBnQWtOfScD2vxadHHrNtH0lOU24d170tazZz8q98L3yIdjAU1fmev6F617b8h2U+/iH/3mOQtey8GfBPeeL79xxsKb4VGFD14bmLK+mp4y8Yl1uBPp0sUPd/17Mck1AZXNh0sBzc5a4c98w7cc0GrqxZm074eaIlWa5yzaInQyoA0zJuZq7e5xoI1PWfgpoqtzFqkKaI98EFALtJl6cfyacyugzXMWf2GEAf0tPajQvUPqml+M4gAm4cS99c8YAQ1NLaA1x//armnOks90RxbQ8EjDcEP3/srFkx8aX4zr9C/DzMWPJwQCGppYQHeOHrncNGfL+IU8xoCept9x7llrespEP599j/80uPekhQhoaFoBvXPzNKR2T9nIAip246Y7WBzcWd0wZ5lhC66d3CASJhzQye6FFwMduPmhff2c7Y+WdO/58hufsuxJOu79MT/wLnP4YMHYhPfCT/U40HDDyc0P7evnbP9pmpNjUzQ8ZWvnA9owZ+eZf7s2Z5EJHwc60TORrtzLS6p+zhwPaMNTln03OpiZhjlz+4Oy2ITPRJriufDR+WfvB58kRernzPGANjxlwe30Here1lDTnLm9nRerCuhEzoWf4mhM4kX7i8PDf7d4Xpz8DLRpxsQRu9F70MldLfVzJkazi58qF48viFQOqDyN0ZjSwTHrxgOt/pYD6qfeyfOPMlo8L24GtGHGRGfEt+7d/PClYc6W2cOYnDvCNVIZUPl8OBXQ8rjR+76MbET6ZMbyW7oOtrThKYu5GdCmGcs8aa59miTUz1n2smhuHhaSD6iCfLgVUP/PwpVLMu/G4rfcUjNjuwvXA9r0lEUcDWib16KjZzzWz9n+9ejiX4ZQdUCl8+FYQIvXzsu+G0d1Vc54xgpXQnUxoE1PWcjVgDbN2P2HJ8G3nn42NGV9NczZt5fht1yds9qADnBVTgBAFgEFAEkEFAAkEVAAkERAAUASAQUASQQUACQRUACQREABQBIBBQBJBBQAJBFQAJBEQAFAEgEFAEkEFAAkEVAAkERAddt9FUPQeg9eZYZqvXvX6lczV1vt8SPxZFRdCiY7NQ0/0Gyt+eo4EhN2Oy9Mk/TMqabjaWj5ajpkFw4C/axmAjpd7jd+VQa/4+ZQ2R0QUM2u5+l48g/jhO6uWl5qbJCAJlMj25jbueY0TSOg0k9D61fT4SkTHikMqP7XhnkEVK9t9ooc8atp2/ZajYMENJkaycboX8uYRkCln4bWr6bD9yOcqgxosHXi7LWTWiKgWoWXS30nXkObD/PkSlx2BlSSlW+RUkCtof5pUBXQdfOF4uQCGvzDves6d0JAtcq+KsXlwsOVtTEFNJgpCz/mIqDdHbi2n1xAg3u1Y81fGwKq1TL7qgteouHbekwBXdq4AkpAJegJ6OhXQQmoVrmARm/r5FPR8NW6+/oy+OfTd2mEdtdP9hdXTV+H4gP+R/lQ3V2KXaY/9i/V3fVx5q7Cx7p7KX7mux/fRfzOzf3gfmoyP5CbqPDr0R7a8jVfg4dJ3h/R3T44+179+L641q/4idnTd7kls7+0bPCvRxUPF09Y5XTchVP6pfhnJH30B2c/svdRmrnwF8NlfiSmaic+Z3nwunKCS7NYvp0Qf1W+PhETVnpe9hOSu/Pi05CpWTAv4bzl7yfR/Gryk8dMXoXxnZWWZXr57NP9FObnLrqT6/ziL01T6VU5+lVQAqrVurx6kH3J372IbxzFr8nb+Auz8A2RvA4r+rmOd+z/d/JSvZ3n7kokJP5S9OZJ3xf5H6wIaGGixNf/7zz9seL8Zd6a6Xuw6vHTSfaiTzXSJbP1Mv86r3i4TECL05Hc5T9VBLR67gszJ5bw/7tIpjv55qOqCS7NYul2KgjodfLYheclnZD8nRefhswqdNzSwv20ejXFqgOaW5YVAS3MnbiT/1hGX5idF57z5AFLr8rcn9hRIqBaiZfYs/wKSuYln75skx30+y+Er/j94XQ1/fS8v6QHjOTvKrj9Py6y91V+X4S3ywEtTtTuwtsrbMXlNtVS51WPnylG+JZMEyG+Hv1rKR6w/HD7gBanI3uIQzGgf3lecR+lmRMz8K/JD/5H+gjnFRNcmsXi7b2l9yBcyo/Kz0syIYU7Lz4NmTXm6F/F+2nzakpUBjS/LMsBLc6duJMn+fsvTVPpVel3+IzJUQRUr/A1Nfv1bTai6adWwR/0WbCNGW44Pkq+8DpalRC3oxdfRT/Dnftf4oNMxesz2tsvtqniuwpf3MmPiC9k3he5HywdP1OcqPDNNnv9QxxwWFzX2q9eBPN59Dn4/91FNEGlxxcPHP4p+fbCi+dq3+fwLbaf2/zDZQOa+0ZpKWSnq3LuSzMXZkJM+F3YC/ErX2smuDSLxdt7YkXtYbppnFvcmachd+fFpyHdho/+0JSfthavpkRNQAvP6Tq/wl+cu/2v/JFd/Nlpqn4+lh0+O3UQAdUsPZB+/0nRdr+ZG7+24n+lHwfG/4g+oVuW+rnfuX87TzcB96uCyZZj+iPiC/H7ovSDxXduaaLEOydeo1kX37z7j+qWyb8ya0y5x9+mvxt8IXqHJmvZi+hfUY3LD5cJaP4bpaWQqpv7qiW+P7Zs/694keYnuDiLxdt7y3RySot7/zTk77ziaUhWy8WjlJ+2VO2rKVUd0OJzWghoce7CX/mS/ZXSNFU/Hwd2TrmOgOq2+5p8NDU7S99V4Us+06NlsiG3//jtPA5oRT8z74j4RZv5M79NtpCTr0T3nb4vCj9YseqTnyjxzolXM5P9Gallbjqyn7yVHn8vmKs4EdHDi0/jzv2kqOWHy7yD899YZj8LLQa0cu5LMycCep5M1X5fVr6H8ReKs1i8nV0syZSWFncptsmjFZ6G4H/Jann105aqfTWlqgNafE7La6C5uata/PlpKr8qK6d3ZAjoEL59eBkmNH8g/T4A8QpH8Y91/AndL8W3aeYtHr2Ysx80RXeVaV2U5eh9Uf7B4ju3NFHlt18qU4Nt9FHF3zN3nn/82P3Nm7mXbMVGG8Jil8OjNBk1u4wrvlFaCns1c1+euf19VP0rP8HFWSze3ltmqlxY3PmA7u+89EnKOrt9UPG0pWpfTanKRVp6TgsBLc5d1eLPT1PN82HvIWVKENChiCM8opf6Nv1sL/0THr3iih8XJR/kF1+AP4uf0Wc/8Y86nXnZZt+55R8svHPLE9UuoP4yXc3+vn9QP/vPeFSVdJ9Dss/oNDqYNF4j7RTQuj0VNXNfnrnGgJYnODeLpdup7CFahcW9P0iocOfFgMaLY5nfx7N/2lK1r6bs09Q9oMW5q1r8+WmqeT4IKBQpfNyVzU/0iqsM6F+elz5EyrxBol/M7A+tDGj6zi3/YDmghYlqGdBw30Xk1C8mLN2tVEjGuXiM82hta5vuL28Z0NJSyC2gqrkvz1xTQEsTXJjF0u1U+jyWF3fFwRDVAY1WyOMZq3jaUrWvpuzTJBHQwtxVLf78NNU8H6XPfcaFgOq0zLcvvtlpDfTRj23xsJTyulf5RVqzDlbxala0Bhr4erl/w5UeP1phefD01dv/fp4eQnQqPgINp+o8OafJmjXQ8gQXZrHqdiQb0MLizh0klL3z0mAi8V+V5M9RbYR0rYEW5q7p75efLDfWQKFUYbf1OhfQbF6jT+qqPgONdpbkX4JVn4EWGlv/GWjhBxs+A01/sWVAA/cfL9M14Pzjr9PDrZNpCNexlvHkPwpPQ/KH+ww0+npDQMsTXJjFmtt+fhO+sIAyBwnl77wU0PivSnKoQvFpS9W+mrKPKRfQ7Nw1LX6/OLN8Bgolko32SPIabLEXPl1rSzbgcmEVe0Rz+58zXyg/cvTOStfBip8HtNgLXxfQfSky77rofVR8/My9bPfHXYtj16NP+sSpO8n7t2VAS0vh4NxX7oWvCWhpgouzWJrl6sVSWNylVeFtzSa8+Mej7KlodccCHd4LXzhYolVAS3PXtPjTWat6PtgLD2niNbU/r25deK+UjtzbfyF9e4evw9JIY+kXkuMY1/t99etkEzp+P8Ux2Sck/4NtjgOtDWjuOND4bZIGNPf4+3sRh6yn61j/Oz2C6bd9N1oGtLwUUvtH33qHjgM9GNBkgouzWLy9lwtWfnEXA5oujfJ4oGvvl/+TLN/y05Y6fBzofhPm7nnbgJbmrnLx56ep+vngOFDICz9pP/n8IzkcNNkLH728sueOhF+Jz0QS54f8sj/SJ+xw8VDK8DyRr9kzkcRpIv79VeYU7JMvlafA5H4wnZrM3tfcRDUF9DY9E0kc9ZKeWvOo4vGX0Z+SaNdEdIditjK7VKL3eIeAJme+pEuhsNi/506nqpy5hk340gQXZ7F4e28f0NLi3uepsDSKT0M8E/tpKjxtqfpXU0qcDvfsR/RctA1oce6qF39umkqvysLCGCUCqtd1bldluk7mHToXPjlZLnodltYp0rPAk2E0sqeFx7sdHuQOk0nemMUfTKcm+YHiRDUFNLOzYOnlfq30+Lmh+ffr2dHvh4+ZnvjSNqDtzoXPzX1x5hoCWp7gwiyWbqfyh5jnFncmT/k7Lz4N8d+XRzX3k5tXr/lc+Mx3/uV524AW5+7A4k/WDCL/VL9/b2wIqGbJ+ErijfLX6EvhOyN8yZXGz0m/EL4g9y++0kZ8fIboftybbXk0pPj1fJRsGkdvq8IPplOT/kB5NKbagGZGY9ql41Mcva96fP8qWQpn6Wdl+4GYll4mG60D2mY0psIgSOXRmOoCWp7gwiyWbqeyK12FxZ1MSM2dZ56GaO7Oa+5nr+HV5Bd/+fRn+4AW5q7qV0rTVHpVjv4jUAKq37fLaODH/SkrO7Fn81n4r3gEx/SHw7Epo4EkswEV6xD51+Hd5bwwHuiH0nicIt7J6JaZNZsPhVEto6nJ/EBuohoDepsZrOzb5dxLT/kvPX6wZffSiwboTPeV/Xye+YzvUd3DNQQ0GQ+0uKc3vC16Uj8eqJ9MQW1AKyY4N4sVt2O5rdb84k4npHTnpaehuAvyQ/Xgo02vptT91Tz8RoeAFuaucvGXpqn0qoxOlxgxAjpOQx08Ujci/bAHr4z8UBmH/WREerhoqKTc1lwTaYjHX1YcAwC7jH1AegI6UoOtk9VclXOggM7E5ur9VWm3Ceww+hVQAjpSgwU0PJndzONnz8Ye+dvUVVZe9FopAjpOw30qeDuvWvsb5PGv6/ZMww6381EfAyoQ0HEacLfKuuqRhnn8e3Fhyao907DB7mLUJyGFCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASPr/+oPfFNYeO2kAAAAASUVORK5CYII=)
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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Based on MMAF effort data for FMA 713 (2001-2011).
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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 MMAF effort data for FMA 713 (2001-2011). The IAC estimated based on standard deviation of effort relative to mean effort.
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luBXROH6iA7ROhFwSaoSnQ1/WfD9K2e/v0SN6Ez/737VnP7yACnYJuBVRrFJ7tE2ECcjEj0BkCzTpBD1KdNPu0Noi0rz7tv1LZoYpAG7gTKNsngjJDJY5Au5Dqm/lIgyzCXKbSNKab3u1PGESago4/9QTK9omgDAJVFaiw5qvsR/EL1y3QfK6omI3dWwGVv5eufilmHiJQCe0KqIZA2T4RVEGgqgJNW3ZP/hCrNze9Ar07nudLObMK6M3zzebeq8aFGhPpizmjCFTGqUDZPhEUQaDKAhVV0JzTXoGW7PNhJsGT+oUuO/yJQBvoCLSvHNkPFAwzWOAItBuxVDpV3qvDqEDTXUSEFD80xozuagK99+hdNbcUgUpoV0ARKHgGgfZw/Pgg0WfSjC+nMTVG4asz32QnpNXLfWM+aMuoAgRaQ78CikDBMwh0jGwifXseaEm2jd1l5sTLxoAEAh0HgUJgTC9jBDpCvk6lvRKpIN/Gbp99fkCgyiBQCAwEWqEj0Hy5uyCverbXwhfkizj31EB10fcnAgUrINAKHYFWS6Zvn22K3ZYauzHlFLuI0ITXBoFCWCgU8foFqsWlGH/Pt/DM+j7T/UDfS/uBlmdmn2eDSIldGURSRKMFP/CHEIHCbBDoXKR5oIUtWzvS5ydKczu7pzEh0GFmVEARKNhg4kYiAx8vKUasBHQxDzTdhT7j98Y7kVKqbewO2ceNNZ0IdBQECmFRK2EEqsfx/EGiw0fvpEPNt3Le1XcRuX3RvZQTgQ4zowWPQMECCBSWw5wuUAQK5qkXMAKFoJnjTwQKlhkrbQQKfkGgEDAIFMIGgULAIFAImzn+RKBgGQQKQTOrAopAwS6jhY1AwSvKAq2d1b4eAgWXIFDwCgKFoFAsXgQKXpnlTwQKpkGgsCDmVUARKJgGgcKCQKAQFggUFsQ8fyJQMIxq6SJQ8AkChaBAoLAkFAXaPK99QQQKc1DaSaT/DFMxcvx08Zu0cdun85fmt3EjoJdLjz8RKHgiMIHm77Ts/JcpCOjlMrMFj0DBLI3CXYxAj9efLi4ufrvWqZ9aCWjx6rjmGzyaGyofz3ab7ZMyy4euXZIvq8tsH778IzvIhsoFMyugCBSs4lOgv58m/ClRzA+nBY33sRV8fltZZvP4vWpCIzfZ+Zs4elHppUiFQD82XumRO7a4o/z98A0kgVZfRaAFCBQCZkJR2xPozW7Twf3WeeXbhwpOflFLyIpApVfI5V5svVTuUry48/ZZcUuHjntrCjT/KgItmOlPBAo28SrQu32HP09aFdDsXWwP8zrqg7Se1lGTG8CKQFvvMkpfa/xBeq1xUuMUL5DLXmcsvZ6z9zrpO5LTryLQnLkVUAQKNvEr0OPFxcWvSRP+54uS69ZJwktb+c1tV7vudn4/VgS6b2YiMWEmPdFyF+ZMativsxt4nX3eVQGti1hUyvPvIFABAoWQ8StQwei4+2VLl0KpT3vO7sSGQBNL1hWXHChqmIkGxWc3u/RAkt2nd70V0EZNdp/1YSDQHDWBdpzZviQCBVNMKWm380Dbn79pv/b3sFHTiw2BfnvWqFBKzstdWhdoTwW0IdBLBFpjbgUUgYJnbK9EOjt5N/RxVw1VdbaoDYEmEn8t3vNevhj+II1/7VMp5k347H/fnvVkGYEOMLsCikDBJBpFa7sGWrV8OwlVoJeb7Z+KeVWp6g5Sv0Imxdog0r6v16HVhM/a+whUgEAhKMIT6JgMuwQbQhNenkGQZkYWYS5TaRrTza7vLhlEGkBJoJ2ntq857XcguIUbEALhCTQR5HBtct+ypegW7e5P7MGCQEUetmLZ/q2Y45/ZsiXQfCK9mJnVWwGVv3d9tstvFoFmzK6A6gnU7sINWC7hCbTo9etFVMq+/yAduBXuUppKb0GgieGKPOTTBDoEenc8z5dyZhXQm+ebzb1XjSs1JtIXc0YRqMCLQG0v3IDFolOy1rez+7jbnPzcnv9Zkhpme5pNFv01m0mvNIvJzjzQknyeQJdAS/bis3yl0pP61y87/IlAM+a34DUEan3hBiyWAAV6/On0TzWFtBv0H5tLPrfNWtwIdgUqFPh0WKDpLiJCih/aC5gkgd579C63JgJNmV8BVReo/YUbsFhUt7IbOMvgIFKdjlgVLWFJn8o7hloWaKbL9ih8lf83WQU0rV7uGz0WLaMKEGjK/AqoukDtL9yAxRKiQF88rPOo84/98fPFedKgennxXsMrrgTamAcqnSBseFmM1td/PxFoPx4E6mDhBiwV5b1AB85aUozYb8K/7lqJVJBvY7fPPj8g0Kn0ONGqQB3MO4aVgEAzdAR6WbXq8gH59lr46ty0arqnBqqIAX8iULDFxGJev0B1SByZ/04d8/0/2rsx5RS7iNCEV8VKBXS8CW974Qasg5AE+lVMUfrtD6PXrLAQ0OlE+ldfst0/y7mbm5P30n6gOcUuIoeiosog0kQUBDq9AjoWDfYXbsA6CEegHx+ozU8ablJtOjCV0wp5O/28utnakT7PrDS3s3saEwLtxkoLfizu7S/cgHUQjEDPJNM9maKNEASaLivKrP/n4tDvu+aRO3kbu2yGdnNGDALtw04FdDTurS/cgFUwtZStC1QE7PZxEqvilZaT2kphdOofr8RudvdeSh0Pzbdy3tV3ERHb33Ut5USgnXgSqPWFGxAVtgUqmkx5vfN4NrGx9PVaqbuUgF4k8wXaednxaLC8cAOWiWax2hboXq517hW766dBQC+S6f40LNA7uws3YJmEKdD6tJHGDEpDENBLxFILng2VQY8wBVrvz1Tt3ZwGAb1ELLXgESjogUBhSVhqwSNQ0EK3VANowh/PXzz84a/V8TBG4cEullrwCBS0CFSgEwaR8umV1WgoAo0BSy14jWgIYt4xeEZrK6b+E43FiFi/U8yz+7jpmBRZ7ThcVE4RaAR0SxGBgidCFWj6fsuTn6+vr3993jWRXswTPXl3nb5w7SQLYwQaAbb8aVygJlKA4GkWajgCzd9dWa9kVpSbHIl3fWUGJaAjICCBsnADWoQj0HQBUr7oo70UXtohXPxYvPQXga6dkASqCPG2fqaXsT2BHqsfP/10enr6428dJ8myLPYVQ6ARYMufCBQMEIBAEx1O0GBNlvnrvRDo+rFWAUWgYIAABJppcEyG9c9vdmLWKAJdPwgUQmYxAm28JfGw2Xz3AYGuH2v+nLQbEws3YBCFIrYp0ESNo8F5WZ/aJF7b/V8E9OrxKFAWboBB7A0iiQmg98SG3/eG3gsv5oE+/qP+rQ0BvXLmtuAHLj1pR3oWboDMjCK1J1DpHUISrVC9bBw8Q6Drx14FdMo7kVi4AXWCFOjd1YMpAhWvWKgdFK9cIKDXjT+BsnAD2oQpUMGU4Dxe/VibYH882xHQ62aqP9Vb8CPRwMIN6CBIgaYT6e3sAFqHgF4c9iqgI9HAwg1oM6dELU+kP/50+qPt908S0EvDYgteQaAs3ICMIAU6bR6oCQjopWGxBa8iUBZuQIruVnYDJyNQsIfFCuj0PlABCzfgLlyBTplIbwACemlYrIBOGIVn4QbU0N4LdOBkZxPpDUBALwybLfgp80BZuAFDBCLQiRPp50NALwybLfhJK5FYuAH9qJWv/4n0syGgF4bNCuh4NLBwAwYJRqAC+kChhV+BsnADBkGgEDaz/DlfoHMh3laNYvFaFigT6aGJ1QooAgWn2H+pnHUI6GWBQGE9OBHo14uL377cHZVeHjsdAnpZWPUnAgU1ZhanA4F+fJCNvn97dvLB4GVLCOhlgUAhIIIX6FkxfenbM7Hy2DwE9KKY6E8ECk4IXaBi4vLJv4uJIuUGjIYhoBeF3QooAgU1AheoWDr3Kql8islMjZ0cTEFAL4m2FBEo+GNuadoW6D7dvCETqFjdeX/0G8oQ0EvCcgsegYISc3ZiGviCsXmgb9J+z1ygSXXUQhuegF4QUyug3QKdkAACBRUCF2i+EikXqJ11SQT0grBdAUWgoAQCJaAXhPUKKAIFFWbtBTrwBZrwYAMEClYwVCjql3EwiPS0FOglg0hxM8+fCBR6MVMq4Qn0kM+hFwIVWywzjSlm7FdAEWiMJEWyVoGKuZ/bd0Kgx79tmEgfN5P9iUBBBVEkRoolPIGmL5crYSlnzHQ40XgLHoHGiCmBalzD/lp4UQfNYTORqJkp0GmJINAIMVYD1Uu667DJNG7fiv2Yto/fm7xoBQG9DKb7E4GCEmmR+CkXNlQGRzipgCLQGNEVqIGiRKDghi4pIlAwAQKdAwG9CNy04BFojOgWCQIVENBLwFEFFIFGiHaJIFABAb0EHFVAEShMxuLMpyXFCAG9ABQqoAgU3FAvSb1yRaDggE4n2vAnAoXJINAUAjp8nFVAEShMBoGmENDBo1IB7RTo9KQQKExk7l7KQ99aUowQ0MHjrgKKQGNmTtFofheBgnVmV0ARKExiRtkgUAgVhy14BBodcnmsTqDHTxcNrg1duYKADhyXFVAEGh218tAvnDAFWtsNNOex4U3tCOjAcVkBRaDRoSxQIaHhq+imLh3Wu1qLLoGa3laZgA4bJX8iUFBEUaCZg+ykLh02dPnjp7+lW4H+fHHx0y754eWvb3e9L/ZI2vu//aGeBgEdNJ3+tNaCR6DRoTKb07A9+9Mzloaogv5L7svL/AVz8qvlvl4Xyrx6nlVPn6i+NomADhoEClZRFajN1KvDpq5fe5PxPn3H8UE6lNg0feHx3fGsauErvrmTgA4ZNX/ObsEj0OgwsZ7IVOrVYUOXP76RezxvdqL1nv03oxToXpjzh9PTFxvldx8T0CHjuAKqEg10Ga2C0fIwX+0cT93gIFImSOlf8rHiZ/HK+KztfvtmI39lAgR0wBiogBoVKF1Ga2OsOMx3e05J3rVA91WzXrzF86lKGgR0wLhuwY9EA11GsWHVnncumvBSg/ywyZvwTYHWTjv0DtN3Q0CHS7c/LbbgpwqULqNImFZaxuffmxxEkm0p6paX7UGkWkW1Xmsdh4AOF+ct+IkCpcsoFpYuUCHN7av0x4+7NFTF/55KHyPQ9aJYATXQgp8oULqMImFiYYUr0LvDLu1oelh0NwmjtmW5lwbr5Sb+FAjoUDHhTysCpcsIagQs0Lub52V3/cmHNISliU0ioMW/DlItgIBeC8EKlBbPmlEvIPObOBmNkc9vHyT2vPf4vfjH8ae/SnbM1srf+9f3fym1mveUToeADpQef1ptwSNQUC+hwAU6gLzZSBrFx993dOqvBB8V0Ml9oHQZrYOu0ohIoIkxP5+/2FUCTQed1HZrIqDDxEgF1IJA6TJaE52loVpESxZoSmrRQqAnivuFEtBh4sWf4wKly2hVmBDonBJ1INBPP51W/Djyt/74d+XtlgnoIPFTAZ0kULqM1oORGqjp9E0K9GZX20xZLVYnQUAHiRF/mhYoXUYro89fm6FPXWTA1PUb/kSgsaDqT0MV0GnRQJfRWli9QC8TaT76+bpEY/uwMQjoADHTgLcl0Aq6jJbN2gUqlnzcHz9tFgR0eCj705dANSDeAmJsA3pfGTC4nZ3yK+SGJzZ3vKSOgA4Nf/5EoFHh3Z9u9wM18R0EGj59/kSg4JIVCDRpwhsWaBsCOjCM+ROBwhwmldTM4nQwiKS44bf82oVJENBh4dWfGtFAi2etrEGgOm14RQjooNDwJwIFC9jeS3no60Yn0m9fXhu7XAcEdEj0+lO9AhqEQE2kAAETtkDlpXNMpI8AHX+arIDqRANdRmvE+l70g99HoKCDSX86E2hwKYAJnLTgrQv0xcM6jxDoiun3JwIF8wwWxSoE6gICOhQC8CcCjQkD8+gRKAEdCnr+RKCgy3yBzi5MBAqGGPCnTgUUgcIY/ldy+hZoa5BJY6iJgA6CMPyJQGNioCjER4teypnNrhsbhUega0HTnwgU9EGgd7fPEegaMO5PBAqjrFqgL8SUpfFpTGLHUKV3erUgoP0z5E+nFVCFdyLxB3vxjAjUYxYcxogwqPJ+IzIEtHfM+xOBwigB+DMAgc7eb4SA9o22P50LlC6jSIhJoHeHeY14Atozg/50XAEdjQa6jKLAzTKk/ks4jRGdXZclCGi/6PvTh0DpMoqCNQn08/lpxY9fOs64OT39D/3rE9BeseJPiwKlyygCHG3F1H8JczFy81y/t2kaBLRPhv2p2YDX9+eUaKDLCDIWINDmsCcCXRcz/OlNoHQZxYOB/Zq0EjAWI5eJNB/9fF2itHXtNAhof1jyp12B0mUUEUOltQCBih77+4au1QcB7Y8Z/rRTAWUlUjTMHydagECTFvz2F0PX6oOA9kZ4FVAEGg1TBZoy4wpauTAoUNsv5SSg/WGpAopAYZzJI9JCkpcAACAASURBVO19AjVSkPab8Ah0tQToTwQaDTrlUA5m286FyUGkWbOWJ0BAe2LYnwgUrNJfDkOfLE2gDqqgBLQnbPkTgcIEdATqLBfmcnB8u9m+vDZ2uQ4IaD8E6U8EGg0rF6iJjcOmQUB7YY4/ESjMprccnBYQAgU9rPkTgcIEwqiAWt2RvovWjvTzIaB9MMefFiugCBTWIVB3ENAesOdPBAqzcFs+CBR0mONPBAoWQaCKENDuCdafCDR2HBePM4F+3G02jz8Yv+wdAe2BWf5EoLAe7Av06rkYeb9Mx+CtbCxCQDvHoj8RKCwJ6wK9TKcu3eyszWIioJ0TsD8RKDjFtkCFORNrphqd/0LETghox8zyJwIFE4RSCg42E/n+S7Gv8sHK7sqhPMposOlPBAqTCKUU7G9nJ/o9RT30ta3dQUN5lLEwy5+2K6AINBJCKQU3GypfZuNHCHQFWPUnAoVphFIKbgS6z4aPEOgKmOVPBApjTHq+fSc5LxwnAi1eLZe05L//YujKFQS0SwL3JwJdOtN2O45FoEKdr4suUFERZRBp4Vj1JwKNnam7xcciUNH7efL+L2kL/vi3jZX3exDQDpnlTwQKw0x+20Y0Ai22BX2a/WTjHfEEtDuC9ycCXTKTX1YUjD/tr0TK1iB9/yUV6BPzPaAEtEtm+ROBwiCVP3Wf8QoFene8Ov3xffL/b//z8XtzV5UgoJ1h2Z8ING6kJ6v5kNcoUOsQ0K5YgD8R6DpAoO4goF0xy58IFBTQesoeigaBwlRs+xOBQslSnrLNt3J+94/2uzlZibRY5vnTUQUUga6EpTxlBAoTmaVPV/5EoGthIY/Z5muNH/2j/XJjXmu8VBZR/0SgS6TziQ495oCKwF4f6HH+JaYR0NNcMfP86WARfA4CXRzd0+djF+jxjZX3d3QQ0NNcMQvxJwJdHJOXH8lfsZERLez3gVrXaEBPc73M86f1bZQrEOjC0PBnSEWAQGECVv1pNKcIdFno+LOnCLwUjE2Bbl4j0JWwGH8i0GWh5c8oBCo2/9zceyD+wyj80pnnz2GBGs7qtGg4Xn+6uLj47VpncxvizSB6DzMKgR42XTAPdIF0ec+QP43ndUI0fH4rBaT6DjfEm3eUh+3tYXEp59UDBLoCusVnqAJqPruj0XD7vBGSJ78YTgEsE1AF1PZa+Kl9oDSpXKEkrl7xmfGnjfsbi4ZDuj/tw9OM9G/8Vu01CcSbK9SedLwCpUnljun6Gqg3KvmzX6BWbnAkGsTY5vaddOBqp9osIt6cofKoPRWLZYEefzr9caRWSZPKIVMdNmTPoP05Fg2XLV0KpT41mAKYA4GOQ5PKIZNENixPU/60dYvD0ZC9JbbOYaP2sm3izQTTnuL0Z+2rVHwLlCaVQ/qdOH6Gpj/7BGrtHoejoatLSXWuMvFmAtMC9YVvgdKkcscUOy7dnwh0IUx8isE/bM8CpUnlDjP+NCFQm3c52oTfNrvYiTcfIFAjUCNwRhz+HIuGfcuW4m/4fYMpwBQmP8T2iWE9fwQaCcH40/J9jkTDzS4x6AfpwG3iz1aldE4KMAUEagaaVI7w4s8ABSo63RNjnv58Ifg1m/ah1OVOvJlgxkMM6/n7HkSiSeWEaPw5Hg0fd415x9tXhlOAcRCoIWhSOcCQPlX9GaZA747nskK3L1WXDxNv85nzDLu+669MfAuUJpV9YvLntGg4fr44Pz09fXnxXmPzBeLNLx3PX29XUSM4EejXi4vfvtwd/+j8kCaVZUz5cwkNeDZUXj9dw0r+isSBQD8+yLax+/bs5EPX5zSprOLLnwgUrNB6/j796UCgZ8U+oN+e9XZu0qSyRmT+RKBrJyx/2heo6OM8+fddIlAxvK40P2kiBPQA3vzZJVAXN4xAV8fIA/dbHrYFKkbZXyWVTzE1vmvdpgEI6H6C8megAh1euNHxVgXizTEhP3HbAt2nkzozgYop8kozPKcR8uP1THz+RKArJOQnbntD5WylUS7QpDpqoQ0f8uO1gIKYwvLnMgVqIgWoof4AA37kbl7pkQt0WqhSI2gyxXGaX1ubP3V+175ed0+wM5cCyCDQ6axaoI7koGA63e8NsyR/MogUPhoPMNxnHmATfhlNqikK6zvXQDoDaH+xByP6RKBQYEigYZSDg0Gkp6VAL6cNIoXfpJotJVfpzMdM9dOZPxFo8Gg9v/JL0g9BlINtgR7yOfRCoMnPa5jGZMhMzhKaxdL8iUCDx4hAgxn6sC1QMfdz+04I9Pi3zRom0huUk7OE9DHlTwQKBfOeX/btYPxpfyWSeEdctdBd8ZXvk3D4KI0LyllCWhjTpzt/ItDgMSDQYPTpYi28qIPmdG8mMhdXD9OOpNylpMwS/YlAQ2dd/nSynd3tW7Ef0/bxe5MXrXDyNG2KymFSKpjzJwJdEkHfXy5Q39mo8L6h8nzsP07rrnKY1FSU9RmGP0eiodahVLGAaXPuCPr+gsuc7Xmgf7cwatTA+jN1Iix3KU3CoD4R6LII+v6Cy5z9lUgn7yw71PIzdaWskDBZ/XTrz7FouH2OQIcpbi/I2wwvU/YFmvCot/cz/BqBK2eFxIL9ORoNYkxT7Z1bqiksnEqggd1naPnJsN0HepX9xd8+7h6AD12grpQVFGb9GZhA5+9KG+YvsjFCW+pTEVp+UhxMYzp/kDm082VHYTepHBnLIePGM6xPx/6cEA2qey2op7BkpLvbhKXQTWD5yXAyCv81f21cV3dowE0qo+YKggneW7g/p0TDYV7EBfhbbBD57swbS/d6ZdXKbHYM4Goa0+3bzKGPWwoNtkll3l+emSI/0/4MUaBJxM2pggb4W2yOxs2ZVtYsgQb55B3OA/38trtxHmaTyo7DPDLFgOr6DM2fk6Lh5vT0P+ymsBpqNztfpzMvEOCjdyfQ49WLnt7NEJtUNlXmg0kaNK5P9/5cwUqkAC2RYqAJrfT9jvQCfDSuBJras2ckKbwmlW2dOUajYmnGnwg0wOvrYaQHcvIVevo8A3w0TgSaNt5FB2jPfNDQmlQOnOYQf/r04M/lCzRASbT12XLbtEyrCXTiuX6xL9Bi+Ojknblr1jD9pBXNNENtLvCoTwQ66/IhGaTly7rhJuoupDsyhe218PkEpu5JoGYwXCwaZtLXm22s6TNUfy5eoNXVA6+EyQ6dWGEcPmc5tU4ZF0s5+5YhGcLoU9c1k77jLOJXn178uSKBOjfoQGqdHzUqofOuH+o8zzHsC/SRraZ7gcmnPkdMM0xnBc/6RKDzL+5WKcOCm/HtKUkvUZ4C203435a0nd18MWnbzjT27Dn5Hk2VihprEKinSmg7qSr1dj4avaDhLZ13g8OJ9LYwVXCGzKSrvPlYlKbG/ZkpFGUWLtAsgdpySsup9adUU2Rr0Kj1KQKVDzvOxhxcCtSsY+Zj15Wzbs1MoSizfIH6UlHXQHvj332faRl0Hc61JtBsgWZru7pZiza7cSZQO6KZgC0bKqOQZzNlos4aBGr3+pPS7bLbsO+UFLrcQaMmCLTAosUWL84MlawbKRIdFi/QIPzZLcuxrCkKdOK5YWNPoC8ePvqH+G+dRwsVqEsNmUvLKEvQ5/IFqimW+XlaidBcQx9owfKM5pRF2PNuDQLVSXV+fc7B0JjlBPyAQHPw5xALsefdkgU6Q5GGWsTm2tUdF1pJn2cT2/NAP13IM0E/nVtY0mlboL7l5Z/F2PNuvQIdtNvGxDRMI4bLL9BxKQSqQ32z5LlbJ3djWaC+7eWdJelzwQLtGPRu/ntsFHxW6qYqsfIFjV8+PBBoBv7sYVH2vFuzQMcUOlugM77elQvZmWvVp02B/n6a8KfdZvvDacHzcKcx4c9OFmbPu+UKtOOqQ0srg6VR75R+9pEb+9gT6M1u08H9+RduYlOgvgXml8XZ827JAnWrS2sz2buvuVZ/2mzC7zv8eWK+AmqkbPBnmwXa826xAu10mUWDWlwKhEDvzAj0eHFx8WvShP/5ouTawGVb2BOob4V5ZImVz5TlClQpKVX3DQrT8B1N6o1YC04HkexgoHDwZ53F6nPBAlVLK7ehmcXn9gW6XtzOA7WCLYH6tpg3FqzPpQpUZ/3RaBN8chM9KuMZhpVIAvxZsWh9LlSgmn2RPR2nxUdTBYo/Z+BaoNchrkRCnyUL1+cyBao7ltPTb7q5U1vciUBnYF+gx1/LeaAPH4Q5DxR/5ixen0sV6OyvSTVOZR0j0BlYF+ihPh10GQL1LTIvTLJn4PpcpkD12PQIVNWgodzPMrEt0OZ0+scBNuGj9+c0dS5Bn0sUqHb9c2iOk/30IcW2QC+FNH99ttn+r/Pnm832tanrShgXqG+fOWS6Opehz6gEOvTZ9GvaemARLOMU2J7G9GazeZouSnqdyvR7C3OaTAvUt9TcoKbOpehzgQKdcDn1FANQFgI1wbek7vlLqs6nmU0tVEHnFk9k/lQ354L0iUDDocr1MvM/DTcrkQ7ZLiKHIDcTicqfK9fn8gS63pmaZT/CInM/FTcCvdmljffkXxba8DPLJyJ/atpzQfpcmECnLsa0ui+TNYpcLzLzU7HfByoEmpszyA2Vo/Gnrj4X5c9FCXT6bPelGlT+3zqxPQq/T/tAK4+GLVDfjrOHtj2Xpc9FCVRlN5BlSiifluo7GzZxMI1JdHtmw/AHK8Pw8wooBn/q23Nx/lyQQHVna5rtQrAKAp1NUukU0kzU+d37//sswEEkl/r0o+qY9LkggequFzI5x9OF29btTwdLOdPlm2IGk0C0501jX6BjmtGzmDFDKqa7Zn0qRYPYa/EPqylYuIySd8dOXrncXGB/M5Gr52n35/PUn6/MXbdkVhRMEdpE3eh8fa4Fbepzkf4ci4av14Uyr55nf9KfqHYqmbGO7lVU661Dp+PP+dgXaMHV6elLjb/34xgSqCkLKX/VmP+M2nOZ+hyLhnIY83hWbs+gur7Yq0DVd1oaXPGplQeQcCdQa1gW6EwPTcN9iiMYKx3XTBToXpjzh9PTF0Khagb1qR316UxDU6UQ6HwiF2hlDK/+DA5zpeOaaQI9JFbJ2u63b1T3WDQ3Cq/xFa3v9HwJfxoAgebgzwpzZeOeaQLdV/NB8v1uTKWgcBkdGc5NUr4CAjWANYGK+UsdhDWRvnIG/qwwWDbumSTQ2rY2qrOT/Y7Cz0tSflES/jQBAs3AnwUGS8YHkwRaWxKnuj7O7yj8/HSXuSw0VOwJ9MXDLh6FKVD8mWOwXPyAQMElUfeBVt7Anxkmy8UPU/tAqyUdNzvHAhUXwJ8rISSBOl8ZUnoDf6boPseQGBeoMOdBGjhy3geKQFeEb4F6XRlSmgN//ts69DlBoAn3/vX9X8oqqDjkdBQef64JJwL9enHx25e7Y0ft0uvKkFIdcetT8+kFyhSBSuOZx993rueBIs814UCgHx9k0frt2cmH5mdeV4aUConTn5pPLXDGouH4+fzFrhKoMKriDjezJ2PO+jqEhX2BnhXRmr9grobXlSGlSqLyp+bDWgqToiG1aCHQ9p91AylY+zqEhXWBihfDn/z7Lt/Srtlb73NlSKmUxfqzcR+Tv7FmFKPh+HdFfc41IP5cF7YFepM0l14lnmyt/8jwuTKktMpC/dl5LxPPXy+hb6iMQNeFbYFmVctMoB2vNfY5sbkQy6g/u7/mmd7bmXb2agldoLAuLAs0qVqKfs9coPnbjSU8CrSUi5o/u6+hYz3VL0/Ik9LJ6wSBgkssC7QUZNFj31Cjx5UhhV5m+LNxJS3n6YhUITPKj2XphC9QBLwmAhCon5UhpWJm+7NxPUXhTbuC2tViladAPRqGWzxdO+LMyiACXRX+m/CeVoYY9mf9oiYvMOt68RG8QPHnqnAwiPS0FOhl1yCSp5UhnQI1oqu5skOfczAtUBMpmPw6hIVtgR7yOfQiRA9di4w8rQyx508joE9dNKKh2o/BVgrSF/HnurAtUDHDc/tOCPT4t01v56b7lSEdAg1MWGHlZjEEPIiEQFeI9ZVItZ3px+uWrlaGdFRAAzRWUJlZBuEKFH+uEftr4UUdNEe1bjkNnZicUgE1n1MtQsrLAkCg4BIX29ndvhX7MW0fvzd50YoZAh2qgJrPKDhgWjQcrz9dXFz8dq269+z0FLq/hj/Xhu8NlQ1gRqDocx1MiIbPb6VeJfU/63MECmvDtUA/6fzNH0YjMkdb8MYzCY4YjYbb541ZnSdqkz40TYg/14lbgd6+nTDjzsHEZvy5Wsai4ZDOmXt4mvEgHdp0sYE3Al0nVgX69fzhw4cvq0l2Hyetcrcv0HYFFH+uhZFoSOcZv5MOXDl/pQesCYsCLV5ztP1z/u+3m0mxan9lyEgFVPVyEBAj0XDZCkHnL5WDNWFRoPuyhpjG58edJNNBrK8MGa6Aql4NQmI4Gjr29Hb/WmNYEfYEKhZubl9enOdNpDNrE0GVA3q4Amohh+CO8ffCN1s3rtbCI941Yk+g+7yxdJs2kc6mVj/VmS9Q/LkeECi4xJpAq8bSZdJE+mhtHZK2QLsroFZyCO4YbcK3lhM7asLjz1ViTaDVS4xvdpvtg83mX4aC1OXKkKEKqEbyEBQj0bBv2VL8pb/fc7ZOCn1fQKCrxKZA84ZRup3I0Fw7xytD8OeaGYkG8ZbY7+Wm0O0b1f0T9QSKP9eJI4EOhKjzlSH9AlW7DoTIWDRcpjPrTn++EPyazaRXmsWkHG9UQNeMI4H2h6jzlSG9/lS6CgTKaDR83DX+YG9fGU6h63z8uVLcCLS/Aup+ZQgCXTXj0XA8lxW6fana764Yb1RAV40bgfYb0fnKkOYQEv5cF5Oi4fj54jxp77y8eK8xaqkjUPy5VjwL1P3KkL4KqMo1IFxC21AZda4bzwJ1PrG5rwKqcAkIGQQKLolToDTgV0toAoV1Y3UifT5XZFf8JObKt2YxO10ZQgV07SBQcIlNgXbRrFs6XhmCP9cOAgWX+Bao25UhPRVQldQgbBAouMTeZiKfLrr4rdk4d7oyhAro6kGg4BL/b+V0uDKkUQHFnyskIIHmJyLcNeNfoA5XhtCAXz8IFFwSgEDvXK0M6a6AqicIAROOQPFnDIQh0FkoCpQK6KpBoOCSiARKBTQGghEo/oyC6ATaqIDazRo4JzCBbhDouolHoJ0VUMtZA+eEIlD8GQexCRR/rpzQBGo3L+CbaARKBTQOQhEoxEFkAsWfaweBgktiEWjXCJL1nIF7ECi4JE6B4s/VgkDBJZEIlApoLCBQcEmUAsWf6wWBgkviECj+jIYABCpOwLKREJFAaw14B/kCHyBQcEkUAqUCGg/+BYo/YyIegVIBjYIgBMoKzmiIQaDtCqiTfIEPvAsUf0ZFNALFn3EQhkBt5wFCIQKB0oCPCd8CxZ9xEZtA8efKQaDgkvULFH9GhW+BQlzEJVD8uXoQKLhk9QJtVkBd5Qr8gEDBJVEIlAZ8PCBQcMnaBUoDPjIQKLgkBoHiz4hAoOCSlQsUf8aGP4FuWIAUIVEJ1F2ewBfTJHa8/nRxcfHb9ReDKSDQGFm3QPFndEyQ2Oe3m4rH7w2lgD+jJBaB0oCPhFGL3T7f1Dn5xUgK+DNKVi1Q/BkfYxo77IQ0H55mPBD/2L42kAL+jJO1C5QGfGSMeOzbs0SY76QDV4lQv/vH/BQQaJysWaC1CqjTLIE3Rjx22dKlUOrT2Sngz0hZuUDxZ2wMi+z4ZrNpNtgPm833KqPxPQJVuAKshxULtKyA4s+IGDZZUt1stde7jumnAHGxboEygBQdCBRcsl6B0oCPktEm/LY5a8lIEx4iZf0CxZ9RMaK3fcuWolv0vsEUICpWK1D8GScjervZJQb9IB24TfzZqpTOSQGiYu0CxZ+RMaa3y3Tq/OnPF4Jfs5n0SrOYEChIrFWgVQXUeX7AJ6N6+7hrLOXcvjKcAkTEegVKAz5KxvV2PJcVun2puiMTAoWKdQsUf0bHJL0dP1+cn56evrx4r7GfHQKFikAEanx/RvwZKexIDy4JQaA29mfEn5GCQMEl/gVqZ39GBpAiBYGCS7wL1NL+jPgzUhAouMS3QG3tz0gDPlLU9Ta8Fn7TwawMwqrwLVBb+zPiz0hBoOASzwK1tj8j/owU0wI1kQKsF88Ctba9GP6MFA29fb3+w3IKsFpWK9AZmYIFwyASuMR/E579GcEgCBRc4nsQif0ZwSgIFFziW6DszwhGmRYNxpcOQ6T4Fij7M4JRJkSDjaXDECneBcr+jGCS0Wiws3QYIsW/QNmfEQwyFg2Wlg5DpAQg0Dv2ZwRjjESDraXDEClhCHQWBDRUjESDraXDECkIFFbF6Hvh7SwdhkhBoLAqhqPB2so3iBQECqsCgYJLAhSo+vZiABVDsWVm6TBARXeQKASUaRAozGEwuIwsHQao6A4SlYgyjGqTSgnv7S/fGYg8fQNLh5Xw/bi9ZyDS9L3eteL+jEr4Lk/vGYg9/flLh5XwfbveMxBp+r6L3Rq+y9N7BmJPf/7SYSW8367vDESavu9it4bv8vSegdjTn790WAnvt+s7A5Gm77vYreG7PL1nIPb0U2YtHVbC++36zkCk6btOdc7+jEr4Lk/vGYg9fcd4v13fGYg0faepztyfUQnf5ek9A7Gn7xjvt+s7A5Gm7zDV2fszKuG7PL1nIPb0HeP9dn1nINL03aU6f39GJXyXp/cMxJ6+Y7zfru8MRJq+s1QN7M+ohO/y9J6B2NN3jPfb9Z2BSNN3lqqB/RmV8F2e3jMQe/qO8X67vjMQafquUjWxP6MSvsvTewZiT98x3m/XdwYiTd9Vqia2F1PCd3l6z0Ds6TvG++36zkCk6SPQtWYg9vQd4/12fWcg0vQdNuFn78+ohO/y9J6B2NN3jPfb9Z2BSNN3lqqB/RmV8F2e3jMQe/qO8X67vjMQafrOUmV/RtJfM95v13cGIk3fXarsz0j6K8b77frOQKTpO0yV/RlJf714v13fGYg0fZepOt2fEQDANo617W5/RgAA2/hueAAALBYECgCgCQIFANAEgQIAaIJAAQA0QaAAAJogUAAATRAoAIAmCBQAQBMECgCgCQIFANAEgQIAaIJAAQA0QaAAAJogUAAATRAoAIAmCBQAQBMECgCgCQIFANAEgQIAaIJAAQA0QaAAAJogUAAATRAoAIAmCBQAQJPlCvR4/nCz2dx7/KE6dPt2t9lsVY84zcDxzabktYP0Bd+effePsXNcpW/w/h1DvBFvHSxWoB93xXN50jy0/bPKEbcZ+PbMVIFOSl+QxJAU0MYegF765u7fMcQb8dbFUgV6qJ7L5n7r0OvpR/xlYF4OJqUvOO43UkAZewDz01+UQIk34q2ThQpU/GE5eZ/88Pl58gfol/LQh+xI9gCnHHGcgbtLQ+U4KX1B2oYp/2nsAWimb+z+HUO8EW/dLFSgh/LPkHhg6Y/Jo/r+S3Hk6dQjjjNwt5/5i6SUfsJV2sop0zT2ADTTN3b/jiHeiLduFirQffWH5WaXPsfkKWZ/mJSOOM6AODQrWaX07+5ukz/Om8fPyyAy9wD00jd3/44h3oi3bhYqUImkJi+eUf4/Qf5opxxxnAFx6L6ZVCekn/6R3r6SOtWtPACF9K3cv2OIN+JNYjUCrer4xZ+rKUccZ0Acen37Ivkz+eidmcSH0k8CavvkizwqaeUBKKRv5f4dQ7wRbxLLF2j+IA9SH8tlEU+jRxxnIPnf9k/5mOBjU02L3vTv7r7mzTgpoM0/AIX0rdy/Y4g34k1i8QJN/h6l1Xe5fLJnO+WI4wyIP5Ulhjpn+tPPkQLKxgNQSd/G/TuGeCPeZJYuUDHrqxiT8xLQShkQ44Xbl1/EEoqN/fSLM6wGtFL6Fu7fMcQb8VZj4QKtZs16Cmi1DBR/PbPTTUywGEq/OMVmQKulb/7+HUO8EW91li3Q9C9M9oT8BLRiBhrfnN8nNJh+dY61gFZMv/HNxU2pJ96ItwaLFuhtuSrBU0CrZkDm0kAGhtPPsRjQqunLmLh/xxBvxFuTJQtU7CVwIk1YcD4qqpwBGQMBNZJ+jr1RUeX0ZYyNqjiDeCPeWixYoMlT2zwpR9ba08KmHHGcAZn5BTqWfo61eXnq6cssTqDEG/HWZrkCPauPq7lfGaKRAZnZf5FH078r/2VlZYhG+jLmJka6gXgj3jpYrEAvN/UCcbw2WS8DUj+MNEBoK/3qA/Nrk/XSN3n/jiHeiLculirQpEL+XX0j6kunu+PoZSAp6bxsy+lsNtPPqK/MMLg9kHr6Bu/fMcQb8dbJQgXa8fek2DGwsT3iyBG3GUhnYbz6Iu9qaDP9jMbmCmYegF765u7fMcQb8dbNQgV6uZHJHs2htff0lCNuM3Czq47M+oM8Lf2UWp+QqQegmb6x+3cM8Ua8dbNMgR7fdDzPu99br0iZcsRtBm6eb0xkYGr6+bnSH2gzD0A7fUP37xjijXjrYZkClV8VVT1Ph29J1M/A8UrsrnXv5R9u0r9rjUoaeQD66Zu5f8cQb8RbD8sUKABAACBQAABNECgAgCYIFABAEwQKAKAJAgUA0ASBAgBogkABADRBoAAAmiBQAABNECgAgCYIFABAEwQKAKAJAgUA0ASBgiUaL+LO34rY88qvhNt3Y1fs/67eeQBzQaBgCTWBHs/GtwxHoBAaCBQsoSbQKa/tRqAQGggULNEt0D6mCHQqCBRcgUDBEggU1g8CBUsgUFg/CBQsMdIHevz4sHrbV/GG2vT1tNl7wB69+5J9cb/5/svVg+TAh0qMx48Pam8T+3ouLrZ9lA3kNwR6s0uuUMtEnniZRPMCUprmngesEQQKlhgWaPXG7qd3dYHeFm+iPcnslcjsY/YqxlKMxctqt6/LpHJSUzYEmvyzeI3jPvupTDxPonkBKU1bTwfWAQIFSwwKVH5P7euaQKVPMgvuN/dS390vxVidkgmu0l/3SH+Zk+SLQpCVvPPzmheQ0gQYAoGCnv5sqQAAA31JREFUJWQrteSWfHjyPvnn7Zu80lf2ge4TLb78cnc83+X+2ot6YVpTLMQoTnmVVVXFGcKnT0RPwOfn2cWaAi3b8Fki4vyTd6Idv+u5gJQmwBAIFCwxKNB93t9Zyq4QaCK7vN1c/LQv2tVS7TU7Jf/hUNYUk6+IE1qDSPuyppmfn1+w7wJSmgBDIFCwxFgNtF7DKwR6WbWb99mhfdkVkH+38t1loeGcRIidAj1k5yXHhRb3Vddmc+w/v4CUJsAQCBQsMdgHmnZ6bn/465fGx1XVNK0O3q8dqeRb02bO108/7TbdAk28eD+74NOyI1ROonkBORcAAyBQsMTwKPy+GAbK5jFJH5fVw7zrsqowls3/5uD48epFMS7UKdC8DZ+14OXxq2LYvXGBjiQAukCgYIlhgaaDRNK4d8dS+byqOC5QaVS9R6BpGz5vwctn5wJtXgCBwkQQKFhidDORq7eSQWfUQLMq5b1HP/783z19oFkbPmvBy/Pq+y6AQGEiCBQsMWU3pq+/vs0rgR19oPlgUUugzT7Qy3JCfN8gUtaGz1rw5UDRwAUQKEwEgYIlhgQqKS531tAofEOgtVlH9+VK66GvCZ+cuf3PN+U6pbqA2xdAoDARBAqWGKyBVvOEGgLtmgfaEGh1SnqVyn+3z3oFmhz652d5kknGvquWcHZdAIHCRBAoWGJ0GlO5+Of+nTS7XV6JlK8Kagi0WIl0PNsUMhYt8GxYSpzbtRvT5ebeLr+O6PLcvkou/fUsO791AQQKE0GgYIlp05iKce9sILx7LXxToNIp8k4k2bSoHoHe7DbynkzDF0CgMBEECpYYmcb0pjDWSaqq7N/ijPZuTE2BVqdkCZwV7nuZdW92CVRcv8zOoT6FqnUBBAoTQaBgibFR+M9vhcbKPTmPYjz+SfpTvh9o/sUOgWb7gVa7daZfuJc0/LPxpc4NlWtOPJ5Lm5G2L4BAYSIIFKJAXsAJYAoEClHQqA8DGAGBQgxc7XhNElgAgcLqOUjjRQAmQaCwetIpUvSAggUQKKyeb883myf4EyyAQAEANEGgAACaIFAAAE0QKACAJggUAEATBAoAoAkCBQDQBIECAGiCQAEANEGgAACaIFAAAE0QKACAJggUAEATBAoAoAkCBQDQBIECAGiCQAEANEGgAACaIFAAAE0QKACAJggUAEATBAoAoMn/B3W2HszCXoDeAAAAAElFTkSuQmCC)
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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CPUE increasing with the equation : y = 0.0355x + 0.5336.
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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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With the assumption that the existing grouper fisheries management plan in Saleh Bay will improve the SPR with expected to increase catch.
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)
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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Lm = 31.56-47.78 cm; Linf = 71.9 cm. (Agustina et al, 2018; Ferreira an Russ, 1994; Russ etbal, 1998; Khasanah et al, 2019)
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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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SL50 = 28.5 - 29.82 cm ; Linf = 71.9 cm. (Halim et al, 2018; Agustina et al, 2019)
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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
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Coral leopard grouper dominated catch by speargun (50%)
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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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![](data:image/png;base64,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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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As a reef-associated species, mixing should be low
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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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The change of the MPA have been discussed
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![](data:image/png;base64,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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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As a reef assosiated, mixing should be quite low
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)
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. Describe what, if any, current management measures are used to constrain catch/effort. -Size limit - Minimum catch size = 500 gr in Saleh Bay (Governor Decree No. 32/2018; DKP (2018) Collectors and traders are prohibited from buying fish < 500gr size, catch and effort limits, temporal closures, gear and vessel restrictions, and limited-entry licensing -Prohibition to catch in MPA’s no-take zones Governor Decree No. 32/2018; DKP (2018) Marine Protected Areas (MPAs), seasonal protection from fishing during spawning, or, ideally, the combination of those management approaches (Sadovy et al, 2013) -
2. Describe historical management measures, if any. Sustainable grouper and snapper fisheries management action plan listed in Governor Decree No. 32/2018. The regulations, designed to rebuild declining fish stocks, include: size limit, control of fishing gear (gillnet mesh size > 4 inch, hook size for line fishing > number 4), prohibition to catch in MPA no take-zones, prohibition to use coral in trap fishing, prohibition to use of destructive fishing practice (dynamite, cyanide, hookah compressor).
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity. - there are Grouper and Snapper fisheries management committee, WNT to monitoring and evaluate the regulation
4. Describe and reference any legal/policy requirements for management, monitoring and enforcement. Governor Decree No. 32/2018
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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 TAC regulation
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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 TAC regulation
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)
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 TAE regulation
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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 TAE regulation
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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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)
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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change minimal catch length of the species from 20 cm to 22 cm with size limit 500 gram (31 cm), so the variability (V) in size limit implementation is 29%
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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
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Good (accurate and precise)
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Data moderate (some what inaccurate and imprecise)
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Data poor (inaccurate and imprecise)
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Justification
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No justification was provided
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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