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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. This species is only targeted by the recreational fishery; the commercial fishery was closed in 1953. The species is targeted by individual anglers and commercial passenger fishing vessels. It is one of the most marine recreational fisheries in southern California and has enjoyed high catches for decades.
Describe the stock’s ecosystem functions, dependencies, and habitat types. The species is most abundant in “small groups over inshore, low-relief areas and ecotone habitats adjacent to reefs. Adults form large spawning aggregations of several thousand fish over offshore sand flats from June through August.” (Erisman et al. 2011). Substrate, particularly in spawning season, is primarily sandy habitat, although aggregations do occur over small hard-bottom reef habitat (https://www.wildlife.ca.gov/Conservation/Marine/SCFRMP/Barred-Sand-Bass-Spawning).
Provide all relevant reference materials, such as assessments, research, and other analysis. Jarvis et al. 2010 Jarvis et al. 2014 Erisman et al. 2011 Miller and Erisman 2014
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 reported age (according to FishBase): 31 years. (Shanks, A.L. and G.L. Eckert, 2005. Population persistence of California Current fishes and benthic crustaceans: a marine drift paradox. Ecol. Monogr. 75:505-524.)
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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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Estimated biomass has declined 90% since 1980; therefore I assume depletion is at least 10% (see Figure 4a Erisman et al 2011.png).
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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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No estimate of steepness is available.
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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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Catch has been increasing while CPUE is relatively stable; both have crashed recently. Therefore, effort has been increasing until the last few years of the time series (see Figure 2 Erisman et al. 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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Intermediate variance (see Spotted sand bass CPUE.xlsx).
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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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Efficiency has likely increased with increasing technology (fish finders, GPS).
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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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I assume efficiency will increase at the same rate as in the past.
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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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Love et al. 1996 found LM of 21.9 and 23.9 cm for males and females, respectively. This relates to Linf of approximately 75 cm (Love et al. 1996).
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NWMBPQe7H/89M3VU9PQD1CQGExEwG9epJezO5UzQsQUI/UBpR+wg4GAnqRG8X0TMn+UALqEQIKi+kP6CK6kt18/vH1VNE4egLqEwIKi2kPqDgfKVnvXF0ouiQ9AfUc/YQlTNyV83H9X4ZDQD1HQGEJQ/eFT3BfeEign7AFl7ODcwgobEFA4RwCCluwCQ/X0E9Yg4NIcA0BhTW0B3QZBEF6AtJV+OczBa9BQD1SGQdKP2EP/QPpxWWV997e3Nx8PGYgPbYioLCY/oCuznOncqrYA0pAvUJAYTED58KvspPhJ2pOhSegPikHlH7CImYuZ/flzcnJyc+fVD09AfUIAYXFuKAy7FYKKP2ETQgo7EZAYTEzAV19VXZHToGAeoSAwmImAnp9nBxEevpZzQsQUI8UA0o/YRXDw5iOlLwEAfUWAYVVzAykn/z06/zvL4cpaFDnD3hJYz9NzyocUdeknavWbBkMfEV6+jkiBBS2qWvSrlFrwcVEIE9jQE3PKpxg4HqgXM4OkugnLMMFleEOAgrLGLigMgGFHPoJ22g/Cr/IXwJ0yT5QbJEbB0pAYRvtAf1xHDxIx88XV0eHQ0A9sgko/YR1DAykfx1M4kvS3x0PMIqpDgH1CAGFxbQfRHpxcCBGaj6M/zc5iD0ddEWUgHqEgMJiBo7C1xl2S56AeiQLKP2EfQgo7EZAYTGuBwq7EVBYjIDCbmlA6ScsREBhNwIKixFQuIGAwkIEFE6gn7ARAYUTCChsREDhBAIKGxFQuIB+wkoEFC4goLASAYUD6CfsREBht2gcKAGFnQgo7EZAYTECCruJgNJPWIqAwm4EFBYzG1BuKodtCCgsRkBhtzCg9BO2IqCwGwGFxQzvA72/+abgWQmoRwgoLMZBJNhtf59+wloEFLYjoLAWAYXtCCisRUBhOfoJe5kI6Jc3Jxs/fx/+BYJgH97QGFDTswoH1QVo+KZt3E4V3hE+Rj89Qj9htboADd+0TKmfjANFO40BNT2rcI/2TfhFGM2nb28yjANFKwIKi+kO6Oo8CB6re/oYAfWHxn7WbYwBrXQH9MfzYPJe3dPHCKg/CChsZiCgKvZ6FhFQfxBQ2MzAJjwBRWc6+0lA0ZuJg0hnCp8+QkC9QUBhNe0B1bENT0B9obGfawKK/vSfiXQ7DSavblS+AgH1BgGF3QwcRGIgPboioLAbAYW9dPaTgEKC9oC+OCh6SkDRRGtAgf64nB3sRUBhOcsDuvoy/9T/encE1A/0E7bTvwn/qk8Q5QY9EVA/EFDYzsRBpMlfPvd4OAEdK/oJ6xk6Cj85vGx4wP1N3tcwoJe9L3pHQL1AQGE9/ftA7/6WXFL56buar1aGOckMdiKgXiCgsJ6Rg0irjy/iLu79Wt4hSkCR0N1PxoGiP2NH4b++jldEH5XSeBX+8yS75dzLaTD5qfet5wioDwgo7GdyGNPd67p1y7vzcM00PcrEQaTxIqCwn7GA3v/9RdPG+Z/haudf4z8S0NHS3U8CCglGAprGUxyNrzuSdHccbtpHK6EEdLQIKBygPaCFeDbt2Vz9Fn75dE1Ax0t7PwkoJJgaB/pTYzxjt+FK6OF3AjpaBBQuMHIm0mGHcfGri/CB7wjoWBFQuMDYmUhb1kDX8YCmn6YEdJT095OAQoKBM5E+HMf7QB/+3HQ6Z/rIc8krLhNQ5xkIKNCfmWFMX//2JInoX1oj+ueUgI4S/YQbzA2kTyLa3se7Nz1PQooQUNcRULjB5JlIqw9yK5hbEVDXEVC4wVhAvyTnwhNQVNBPOMJIQO/SXaCT9l2gsgio4wgoHKE9oKvsTKTqtewatA8Grb383R9wmcaAmp5VuK6uSXJt7BjDSO058M3f0zOgpt9T7MRMP/f3jc0wHFbXpP5h7BHDPvdESr+HCyqPicaA5l6VgfToT/uZSP/SdcM95557Io0KAYUrLL8vvBwC6jQz/SSgkGA8oDf9V0i3IqBOI6BwhoGArj5mtzw6eMI4UJQY6icBhQT9AV1Ou9xvc3XzZT6ff5JbPyWgLiOgcIf2gN4W+ymumlzx9XX+Af3H2hNQlxFQuEN7QBeiiR+fB5NfxGXtJmfVR9wdl0Z17r3v+RoE1GGm+klAIUF3QFfnQXC0Xs+C4CyK6aPKCmi8iX+Q7CWNzvmsy2wbAuowYwEF+jNwRfrJ+yidR3FNy22MRtrnT1O67n/JJgLqMAIKhxgIqKjhMgger7P/5S0quRRJPer1IgTUXfQTLjEU0NtptPEe/q20DV+3Urqs29JvQ0DdRUDhEgP7QEVAk3JWz3KvO++dc+HHg37CKdqPws+ifaCbjhJQ5BBQOMXEMCax2zM+DF/dOA/LOimPWmITfjwIKJyiPaDikFCYwzCKDy7/8bx6EGlW19TKo9oRUFeZ7CfjQNGfgVM5o8Psq/Pkph7l1U1xptKj/PVCxd3hK49qR0BdRUDhFgMXE7k+jnZ/RucbTU4rX15E/37ydi58jEfS9xvFRECdRUDhFoOXs7s+OXlVd6Hkq9LZ8nWVbUdAHWWynwQUEoxfD7RGdL/4TT5f9b4iEwF1FAGFY2wMaGj1df7hJFxDnV/KXM+OgLrJaD8JKCSYCWjYx/n8RtnTE1A3EVC4xkRAr9Pr1T3td3fOzgiomwgoXKM/oOkApkDi8HpHBNRJZvtJQCFBf0Bn4sDQT7/O//5SWUEJqJMMBxToT3tAl2E1n8VHhlYXvYfId0NAXUQ/4R4DFxPJnZc563uSZjcE1EUEFO4xdEX6RHJZ0KERUAfRTzjI0AWVa/82GALqIAIKBxm6oHKCgCJFQOEgE9cD3dyyo+aeSEMgoO6hn3CR/uuBHgcP0vHzxdXR4RBQ95gPKONA0Z+BgfSv08sr3R2rGcVEQN1jvp8EFBK0H0R6cXAgBtA/jP83OYg9HXRFNAj+gFs0BrRpEvb3dc4wfFEXoCFrViTu6FFj2C15+ukaC/pJQCGlLkBD1qxIT0DZhHeMxoA2TgOb8OjP0uuB7oaAOsaGfhJQSCCgMI+AwlEEFOYRUDjKXEDFveMO1VxRmYC6xYp+ElBIMHZb40X9beEHQUDdYkdAgf70B3QRHXO/nao4/J4goE6hn3CW9oCKcobVjDIq7u6h4pL0BNQpBBTOMnExkUffoxsjPeZiIljTT7jMwOXsxH5PsR56xuXssCagcJmhCyov4uNHBBT0Ew4zFNBZfPiIgIKAwmFmAprsAuWeSLCnn4wDRX8G9oEGZ+kuUO7KCQIKl5k4Cr93+W/RFvzqtyB/f4/hEFBn2NNPAgoJ+m/pkVzP7ij+k4oVUALqDgIKp+k/Eyk+B+nR9yigzxTsASWg7rConwQUEgycC7+6Pvn5Mvz/j38+vFTzCgTUFQQUbuNydjDHpn4SUEggoDCHgMJxBBTGWNVPAgoJBBTG2BVQoD8CClPoJ5xHQGEKAYXzCCgMoZ9wHwGFIQQU7iOgMIN+wgMEFGYQUHhAe0C/lf7+f7mg8ijZ10/GgaI/7RdU/ufT/F/vzrki/TgRUPjAwBXpDzdXYLqackuPcbKvnwQUEgwENJi8i/+8eh0EBHScCCi8oH0f6LW4HGh0GdDNn3YS1PkDVtPYz87TtL+vcIbhrbom7Rq1NtF659771YX437vdn49+OoiAwhd1Tdo9a22upknn1FyPnk1462nsZ/eJYhMe/RkZB3p3Hgy0+lmPgNpNYz8JKJQyEtBoKz6YnG5/pBwCajcr+0lAIcFEQNmEHzc7+wlI0B/Q/EGkiZqteAJqM439JKBQTHtAr7LBS7fDDGOqQUBtRj/hD6MD6cVK6CMG0o8L/YRHOJUTehFQeISLiUAr+gmfcDk76KSxnwQU6nFBZehkcT8ZB4r+jAf0RsFheAJqK4v7SUAhwUBAVx9PUgdPOIg0KgQUftEf0OW0cOEkAjoiNveTgEKC9oDeFvuZH9Q0GAJqJ439JKDQQntAFyKaH58Hk18+HAfB5EzFaxBQK9ndTwIKCboDujoPgqP1ehYEZ1FMH3Eq52jY3U8CCgkGzkSavI/SeRTXVMUqKAG1keX9JKCQYCCg4rDRMgger7P/DY2AWkhjPwkodDEU0NtptPEe/k3FNjwBtY/1/QQkGNgHKgKalDPJ6dAIqH3oJ3yk/Sj8LNoHuukoAR0F+gkvmRjGJHZ7xofhl2oOwxNQ22jsJwGFRtoDKq6oHEYzTOeDy3885yDSKNBPeMrAqZzR6Zur8/hEJLE9PzgCahn6CU8ZuJjI9XG0+/NY3a2NCahd6Cd8ZfBydtcnJ6/Kl1ceBgG1isZ+7hJQxoGiP+PXA1WBgNrEkX4SUEggoFDLlX4SUEggoFDKmX4SUEgwcUX66zcnGz8zDtRn7vSTgEKC/oBecUX68XConwQUErQHdFm8ID0B9ZlL/SSgkGDgXPggOPx0k1ExkCkI/oAFdPZz96nd39/9OTA+dQFSELWEOJPzSN3Tx+inFdzqJwGFlLoAqWubousvFbEJbwOd/TQ9rxgrQ9cDVYuAWoB+YgQMXQ9ULQJqHv3EGJi4nJ2KK9gVEFDj6CdGQf840Ntp8EzFvYxzCKhhOvNJP2GQgTOR7o6D4OFB6injQL1DPzEWRtZAGUjvNfKJ0dAe0FI/Cah3XO0nZyKhPxNnIk1e3ag+E0nBk6ITnfkcdv2TgKI/3QEVZyKdqXv6GAE1xt1+ElBIMBBQBtL7y918ElDI4EwkDEZnPoc/fERA0Z/2faALNuE9pTWfCg6/E1D0pz2g4Sroow7j6Fc3X+bz+acbqSH3BFQ/1/NJQCFD/zjQsKB7l+0P+fo6N87pcMuDaxBQ7ZzPJwGFDO0HkV4cHERdbD4TSZypVLDX9+ojBFQzD/JJQCHDxDCm9oH0y2ik/UFyz7kn4i+TnntNCahWWvPJuUewiXUBFQ+YvMv9w/W09+lKBFQj8okRs+6+8ItKLvvfBYSAakM+MWq2BXR1Xh3mtAw6HbjfIKCakE+MnG0BrTtTqffZSwRUC/KJ0SOgkEM+AesCGm7CV+6ZxCa8dfTWk3zCVrYFVFzurlRLsVu0322UCKhKmuOpLZ+MA0V/1gVUXHD50efcP9yF/ex5I08Cqoz+eGrrGgFFf9YFVIxjCot58nYufIxH0vcbxURAVdCdzn9NVj0JKCxmX0DXV6WbfgST057PQECHZaCdm+12AgqLWRjQ9epDPqGTV72vyERAB2O0nRECCovZGNDQ6uv8w8nJyav5pcz17AjoEMy3M0JAYTFLA7obAirNRDWb0hkjoLAYAYXBbLa3M0JAYTECOjJmW5nTdYIJKCxmNqCK7tHpdUBNh28npt88YFguBLT9UUGdP/oz3RbfSHwEgHvqmrRDE3tRFVCZ98F0cOwz9JIGeKiuSTs0sZ/7m2/bH8TVmABYyYmDSJ0ym0NAAejgRED7IqAAdCCgACDJSEBX/0+coPnjX36VOU+zAwLqEcaBwmIGAnr3Ij4m9ON5MPlr04NWN1/m8/mnG6nEElCPEFBYTH9Al+l93qNbxNde6fPr69yQpMPL3i9BQD1CQGEx7QEVV5yfPItWLO8vaq81f3dcGtW51+969ATUKwQUFtMe0MI9j2Y1dztaRhcDPTiJRRekn5TvFL8FAfUIAYXFdAe0eNfNcHW0fL9NsWE/eZf7h+t0k787AuoRAgqL6Q5o8ayimnOMFpVciqT2uykSAfUIAYXFbAuouIdxeYNd4r7w8Mb+vm8vBK/UBahPrfopBrKaxrrz3iXOhYc3CCisVhegPrXqaZE78i6OyJc2zgcJaGf+beszR/bzbo68m6Fd50jl+xGN/jx8d3Nz80WM9ixvmxcPMsV6b8J3xidvP+bIet7NkM0BjVY7M9VhoLNKLcVWf2Ww0zD45O3HHFnPuxmyOqDru815RofVFUvR10ef8w8/rx1uPwg+efsxR9bzbobsDmi4TvnlzcnJyc/varfLF9Ga6cnbufAxHknfbxRTd3zy9mOOrOfdDNke0HZX+W38qKanql6KT95+zJH1vJshtwO6Xn0o7CZ9peiid2s+eRcwR9bzboZcCmj9BetWX+cfwq38V/NLdfVc88m7gDmynnczZHdAVx9PUgdPVI3w7IZP3n7MkfW8myGrA7os7uIkoINijuzn3Rx5N0M2B/S2dIioZiSTPnzy9mOOrOfdDNkcUDFK6fDj82Dyy4fj/lf6HBifvP2YI+t5N0MWB1ScVnQUnW90FsVU0TmaHfHJ2485sp53M2RxQMWd5N5H6Tyqv3adVnzy9mOOrOfdDNkdUHHYaBmf3r5UdpZ7N3zy9mOOrOfdDNkf0OReHuHfjG7D88nbjzmynnczZHFAw612EdCknOqu9NkNn7z9mCPreTdDFgd0PYv2gW46SkAHxRzZz7s58m6GbA7oItcyrVgAABNZSURBVN7tGR+GV3ep5G745O3HHFnPuxmyOaDiivRhNMN0Prj8x3MOIg2MObKfd3Pk3QzZHNAonb9HI5jqL0kPAC5T+wvl+jja/Xms9lKfAGCEnjXy65OTV9+0vBIAaOPdLg0A0EVlQC/23il8dgAwTO1Aeo4bAfCY+lM5AcBT6k/lBABPaTgTCQD8pPQo/NU02Ht7o/IVAMAclZvwb05e2nNTOQAYmtqDSAEBBeAvlQF9cVD0lIAC8AlnIgGAJAIKAJIIKABIIqAAIElJQDmJE8AYqA7o/Q3XAQXgKcUBZV0UgL8IKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCRfA3r3ehoEk8PP/b5ks+bJXn04CILgoUdzFLudBmc6p2d3LXO0uhIf0sHpd+0TtYuWGfrq5o+R8ON5bZSkwuBpQK+m8TWcJ3/t8yWbNU92+pUgeGZiwqRt+yDEBbndCmjLHN2mH9KeSxtkzTO0ukgXuiMTE7aThrtdyoVBVUAnb+fCx2n6p9Anbb99l5vL4Jd/BFu+ZLPmyc59xal7+G39IGaOfURtc5T1MwgeubMO2jJDs82XXCvoalZ7cwzJMKgKaB1t66Li9ffCNfGvx5UXbfmSzZonO/rK5Tr+0uS9oenrb+sHsXTtd9yWpW5yKna2TB0KTssMiV8IYlv37typhU4I1z/rljjZMHgZ0EX6e168WUddv2Sz5sleZuud4kvurIJu+yDiZcilgLYvdcnCv3RoFbR9hpJFbebSj1HoelqfItkwKAno6su8jq5N+PAtSH8rhr8pC8try5ds1jLZs01lPJmj9OsP/t2pgHZb6nJ/tF3bRzTLvrR06bf2+i5cvwwOj6sBlQ6DjxdUDlde0negvLy2fMlm3SY79yjrbZujcIXgbOFUQFvmKPyRdCgyqbaPyNWALsSulLqDSNJh8DGg+c90VvwhbPmSzbpNtksB3TJHYXKO1m4FtH2pc2ozN9b2ERU24R36kBaTZ99rj8JLh8HTgGbL66J5UXbo57PbZLu0MtA+R+EiHv4qcOgDWrfOUfTXaJThw1MDUyap7SMSe6ijg0ivHdqnG7oX09oQULkw+BjQ/BtQ+uXf8iWbdZpsMXjMlX0SW+Yo3kJ0K6AtcyRmZ5EcSXVnHGjrRxTtTHRshlJ1AZUOAwF1QZfJFsPbnFkBbZ+j5B98CuhL/WNRdtW+0IkBTMKhQ+ufCQK6xSgD2jA82FZtc5Tuy/UloNHIw2iL9/7CobMdWhe6RfYLYeLQXokYAd1ijAFdOTaiuW2OZsny7VVAj7KvuPIxtX1Eop/PviW/ERz6kCIEdIsRBvTOrdOQun1GvgRUHNbNjrS4c9S6ZYZylym4cmrDJ0JAtxjfUXhxHQS3duY3z9Fm0KRDH9C69TPKn63jzq/t9h8jF0cDJjgKv8XoxoFGG1Ru7cxvnqPN3jW3rlXR8hktXA1oywyd5f7syAylGAe6xdjORLpwKDOp5jlyNaAtn1H+p9Od3rTMkKN7whKcibTFqM6Fj09Pc+U3QaZ5jlwNaMtnFP49+4l1Z7unZYYc3ZBL1AWUc+HzxnQ1JrEwP3DwsuAdPgi39oG2zZEYohv/TLp0zKV5hsTV7JKPxqFhBanaCypbdTUm09JrZDZdD7T+SzZrnmynzj/K6fBBOBbQljkSwRFfundqb0vLDM3yw5hcGdiaqg2obBi8DGj16tKbzPhyRfp0jopbvA61tOUzSjgW0LY5yn1Kzuw3apuh/BV/3Rr+sS4GdOcw+BnQ9Z+l+5vkfjjLX3JEwxytzl0NaNtnFHMtoF2WOrdOfWyeoc1y59AvhER9QCXD4GlAy3fYy/9w+nFXzmSOShf/dymgbZ9RxLmAts3R/Ycn4ZeeXpqaNDktM/T1RfQlx2ZIaAioRXflBIAxIKAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAqrHUPcuvHsn/tvzjqLxN+XkL8OcXnKzfDXE1cU0mGxulrzc/cq5lcmo2lyqscODtz5HwxS0PKCJ/NQMovnlu82RxBzXvUb7MreI7u1RXdAXlYu8ixuCHMVP6dgFX6sIqB7DBHR1ET9Lr4Cm35STvwxzsghfla7HnTQ2/bnbfVmvmYyaByU/6Z0evOU5Gqegd052mZoBNL981znaJaBdl7nbafQSDQHN3zcpWvqOct/jMgKqxzABTZ+lV0BrXjp3/5eki5U7wiyCyen67nm65C93vnVYp3cg/Unf5e1qrEXu3ev3c2v41ufNL991jnYJaMdlLv0N2xDQ/MtHy9pR8jX37ghSRED1sCuglZtlRPck/Jy7J2H4CkfR96Y3Edv5ZiG93gGlAe3N+oBuoyGgaQprA3pQWN5m4u/xg8LlzpmblNYjoHrYFdBZ+eepclfs22m0yIcL+Fn89Z3vXUtAZbkQ0GR5aQjoX6a55Sf8Zfy37EELl24uXoeA6mFVQMNvL2455Z4v/EkQX7udRv+QrCEMsAJKQKW5ENBZukTVBvQ0//rL4NFV9iDnV0EJqB51i/rqKtyUCZ6+i5e8aCFfRfdu3BwKv3shHvE5XMzC5XOZ7aSMF+arJ/U3Ebz/IJ538vRd8sKVe13/eF5aoYyfP50M8XNSDGjDCmj0bSsxGXvitVYfpkHw8HTLZFRjHf30XT8RMxr/pGcPTh9QfQM331L/Rm6ZgvABud0Y6csUnydVeAdX1y9qHlJ5sezJHr76ln+FdEZa3rlbsbYmPvfJs2/tL1+eo/hV6xaK/NeVLHPhRB/Vfk7reH9R7s0WO4dyD3J9FZSA6lET0Nv0VuF70fIoFub/M83/tCT730P/VLMw/+csOWxePjqeflO8VV4X0PDfzuIfk3fZP2SFnEWPTTbJ4v/9eF6/kIufsf9KRkQdre+O4z89bp+M+oBeRbPyvhTQ3GNnxfWfzbfUvpG/b5mC8AG3m83K5Me79Dy5dyt7B9N5LD2k8mK5J0sH7BRmpOWdE9OVfHP0Lc0vXxPQ2+PahWLzdWXLXDp79QHNvdniyHvuQZv0uomA6lFdrjY/Ydlhm414ccwfLK8szE8K372xyH3TUX1Aw8X9ZfLPh5U9/3FNCgeRZg3LuMjAv6VT/J/Z9J+1TkZtQB9O44CUAiqeJTvaUNjrsPmWujcy+n/bFIQPyK2VxX8qP0/uo0tnKzf8q/1drwwUK81IyzsXTsb/SP9BvFHNL18N6OYBxa3t9Ouqlrncp1Mf0Nw+BLE1k3tQ+YN1DQHVo7JcRce934ltqmm86hEtzJPT72Lg3eaHUKwpREM0o6Ustz8qeexvQemJxTdF237igHrhmzZmxR+S4lH55OG5YUyNo/Win9e9y7V4XBBP63UyN82TURvQ8DGFtcf0wdmmb3kmNt9S90aK52idAvGAbKbj1aPK89R8eOGrTl59j7e4Cw+pvNgifmPWd+dBsk+5MCMt71wUufRjf9z+8uVhTOIBp/GKamHycm+JimUuvxpZH9DNmx0Nd8o/aNZjd76FCKgeleVqmW7riWVWLEJiAU1CtYgX70V+c7CyMD/4nH9s/nmTv4ffVT+mUny3+EFc370O0lpWApqsnOz93rwCGv20ZVnY/CnZYG6YjPqAPiruv8w1I90cL/6Ybb6l7o1M1s+apyBZ43ycPtdZzfMU3tM058kXNn9qeNdnuWAkbcvPSMs7l33Y2Ys0v3xpjrIJL8/B5i1Rsszll5+GgGZvdvTbuLrF4ywCqkdlucr94o2/lg4gWmdhmeX3S1UW5uJja4Q/JPUBzf14LYLiylj+NT4kp3LGK6Bi79rmAFH2RMn3bZ4yfdXGyagPaDKFlYAu41eojBvYfEvdG7l1CsTf0+dMvlx5no3077lwzCqdKL7YIl1Bzj1HbkZa3rlcm5MXaX750hwt8zug81VKvq5smWt575Jpye2Yflx8kOEhDrsioHqUF5P8rp/4t3MlLLkUpUtsS4RK7r+8mQbbz+oRPxVn9QHNzJL1M+FZ4SubKaz7U8Nk1Af0LJue4jQnAwYqhxpmuQBV38itU5DsJM2txlWfZyP9xs10Vh5SfrHo/Zr89Gv20RRnpOWdKx6wz59eXn35pp0SZfHXlS1z+Xe8IaDptMUnLOUfVP9OOoOA6lET0LxweaxbmNPFNP1jp4Curl+kxwq2nxYZH9xoC+gynZbPlR/Q1oA2TUZtQNN/qZ7KOUvSUNpRNsutt1XfyK1TkB5SOcqeqvo8+begfCi9+raXXyzdzzyJxzGVZqQ9oJsD1vlM1rx8aY4adydmAVWzzHUJaDIv8eYMAUVP5eUqdzy0aWHOLaZ9App/5u0BXaZHqJv2SaWrDNHrzSqHThoD2jgZPQO6TDYAS78lsm+pfSO3TkF6DHrTjOrzlN+kQifKB48rLxYd6YnldkaUdhvU/akY0Fwma16+X0CVLXNdAppNYvmSTc37oJxAQPWoCWh5xXGYtYF4NePh05/f/v+mfaDV6VpWxoHmHhAfVE6O1hf2LrZkoHkyegY02vStDhbMB7T6Rm6dgtwBneRf236Ot6+BVl8sdP06X9DCjBhZA1W2zHUJaPy/5JQ21kDRU80mfGls0ED7oxbZIO/Gg0jr4sPP6s5Eyk2VWPpn6et3DWjzZPQMaLTpW9mCL2zCV9/IrVMQf0t0msCsvFFdVbMTclk8EF19sdj9x9fZ6mx+RnbdB1r6Sud9oGqWuU4BjUK5rI6sI6DooLxcJUdviv9SXEBzD6k5ItqwMOe+smzahF9s/mEznKXh+ZKTOGc910DbJmOTy3S2WgN6OxUjzctrh9m31L6R7VOw2Ul6HjxOf3dUn2dj61H4yovlkpK9NfkZaQ9o+q1JMSWOwpeqlL0lSpa5Lkfh1/EvkGREHEfh0VNdxZJRdUnQqgtoNiYvGzXYJ6BiiHZ9QDc/oqtZ8iNXuRpTIr2KSN9N+LbJSF8z+tL2gIb/9E/VK04UKlx5I9unYFO3cH7+9+YCqKXn2WgeiLmZxtKLbQK7OaqWm5H2gGZDJovTvXUc6OYBpVFWmzVUFctcl3Gg8Vd+eZ6d7tS0z901BFSPusGYgTivY31/ETSsBaZnhVznzwpJV5eaFuZZ/D3xMYz0p6x0wPg8eWlx2ky2SRmdGJNdDzSRXkVkmU5i14NILZMhznp89j0+HaYloNk0L4KH08q+vc231L2R7VOwCWh0WGUz4cXnKXx46Vb45lSg9nddDGPKTk3KBmdmM7IloMHh59wZUc0vX56j5EwkcV5R4TddbrewimWuw5lIyRucfF/+QZyJhA6WhQOgD34v/kvpGEFu91PxsHB8HLX2fPLaF4oelH7TRv5w7FHl23KPzC5j13sYU8tkbEbT/PK8KaD5ab4t12q9Lm80lt/I9inYBFT8Ksl+J5Sfp/x+tZ0LX32x3Omyub2K6Yy0B/RhYUBUy8uX5yj3gPIOo/T3UvmtGmKZy+9Dry7o2VIzyyYrF9DycAbXEFA9qsvVelkc51K3gBavjJP8wIcPb1uYL9If41fn2djl8g9UetGe7A5I6/Wf0/K/rPOXsUsmtrIW3TiMqWUy0hk/+tEY0Pw0l/YqxPLrLdU3sn0KcjsoF0F+BGxp4FFmMzWNV2NqeLHooe9zT1Perq8/Cp8sLXu/b3n5yhxlDyjOQfZ1Rctc8WpMpQU9C+gyW7PPBdTxXaAEVJOagIabYgdBdsXI+gU0uTZjdkxgJQ7qPmtfmKNLRj589T07ppB8U94qedC3zT+V78q5Tkc9r7MpqTmVszGgbZNxfzGNLqXXHNDCNNdt5BX+rfJGtk9BLqC5IzaV58m/XdnUpBfkLD+i+mLrr+INLVw6tLDfoXUYU/HE2eaXr8xRdD3Q+Cqp+enffF3NMnc7rdmUKQd0s7JZGmRReTMdQkBd4PhQj924vpGX6TYjtnzW/aZjJvkZ/eCK9FBlM+6v8dIVY1A+Ju6sbjNiNqCyy9ztVO5YuusXpCegFhPHVMXG2n35oOqoXE89mfmOM2I8oHLLnNwNip1fASWgFqs5WD42S19mvvuMmA2o9DL347nMKij3hYdCV02HhUfjNhuO6LjuM2J4H6j0Mtd434LW73F6DKhAQG12L26YWHdYeCx+HEeD7t3XfUZMH0SSXuYabt3aIrnQgtMIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAgiYACgCQCCgCSCCgASCKgACCJgAKAJAIKAJIIKABIIqAAIImAAoAkAgoAkggoAEgioAAg6b8Bt/oQtpt13NEAAAAASUVORK5CYII=)
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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Samples collected by angling in Love et al. 1996 suggest an intermediate selectivity of ~30cm. See also Figure 1: Miller and Erisman 2014.
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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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Adult spawning aggregations are primarily targeted, making older fish relatively similar in vulnerability to intermediate sized fish.
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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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)
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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)
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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Low-moderate recruitment variability (see Figure 4a: Miller and Erisman 2014).
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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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There are no spatial closures for this species.
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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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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 spatial closures are being considered.
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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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No justification was provided
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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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Barred sand bass were initially closed to commercial fisheries after fears of high depletion (Erisman et al. 2011), but the exact level of initial depletion is unknown.
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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. Catch is limited using a 356 mm and 5-fish daily bag limit. New spatial closures are also in place (Semmens and Parnell 2015: Final Report: Mortality and Population Abundance of Three Species of Paralabrax off San Diego, California, R/OPCCFRW-3)
2. Describe historical management measures, if any. 250 mm minimum size limit and a 10-fish daily bag limit.
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity. “California Recreational Fisheries Survey is a multi-part survey. Field sampling is conducted at over 450 publicly accessible sites during daylight hours to gather catch, effort and demographic data. A telephone survey of licensed anglers is conducted to gather data on effort for all fishing modes and times, including those for which field observations of effort are not feasible (e.g., fishing at night and fishing from boats that return to private-access marinas). The data gathered from field sampling, the telephone survey of licensed anglers, sport fishing license sales and the mandatory CPFV logs are combined to estimate catch and effort.” (CDFW 2017) This survey is reasonable for capturing precision data on catch and effort. Information on spatial distribution exists through numerous isolated studies (e.g. Mason 2008; Mason and Lowe 2010). However, there are no fisheries independent indices of abundance. Mason, T. 2008. Home range size, habitat use, and the effects of habitat breaks on the movements of temperate reef gamefishes in a southern California marine protected area. Master’s Thesis. California State University Long Beach. 52 pp. Mason, T.J. and C.G. Lowe. 2010. Home range, habitat use, and site fidelity of barred sand bass within a southern California marine protected area. Fish. Res, 106:93–101.
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 TACs are implemented
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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 TACs are implemented
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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 effort limits are implemented.
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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 effort limits are implemented.
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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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Most fish are caught well above the minimum size limit. Only a small fraction fall below the minimum size limit. Catch data, downloaded from RecFIN show the change in size distribution of fish sampled from the fishery changed in 2014, when the minimum size limit was increased from 250 to 356. In each of those time periods, <10% was below the minimum length limit (see Barred sand bass lengths 2009-2018.xlsx).
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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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Size limit has only been changed once in recent years; from 250 to 356 in 2014.
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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. Recreational effort exists from 1963 (Erisman et al. 2011) Recreational catch exists from 1963 (Erisman et al. 2011) Recreational CPUE exists from 1963 (Erisman et al. 2011)
2. Describe how these data collected (e.g., log books, dealer reporting, observers). Data are from an electronic database maintained by the LA Times and from the California Fish and Wildlife logbook data. Information on how the LA Times data were collected are not available; the link doesn’t work.
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality. Anglers are interviewed at landing sites along the coast and are intercepted in telephone interviews to provide a representative sample of catch and effort.
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports. Status of the species is relatively unknown because reference points are not available. The biology is reasonably well known through multiple studies on movement and basic biology (e.g. Jarvis et al. 2010; 2018).
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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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Misreporting is common in recreational fisheries, and I suspect this is the case here too. There are multiple sources of bias in recreational fisheries survey data, such as recall bias (catches are exaggerated as time goes on), avidity bias (higher catches are estimated than average because you are more likely to intercept avid anglers in creel sampling, because they fish more often), etc. See Sullivan 2003; Barrett et al. 2017.
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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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Hyperstability does not seem to exist in CPUE of barred sand bass (Erisman et al. 2011).
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)
Available data types
Answered
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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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Methods used to assess barred sand bass catch and effort are reasonably well designed. Length and age samples exist, but they are sporadic across years - not routine but study-specific.
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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