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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. Sea cucumbers have been harvested on the coast for hundreds of years. The California fishery is assessed as ‘sea cucumbers’, which includes warty sea cucumbers and California sea cucumbers. Commercial lands were first recorded in Los Angeles in 1978. Combined annual landings for the commercial dive and trawl fisheries remained under 100,000 lbs until 1982, when the fishery expanded to adjacent areas. Initially, trawl landings dominated, but 1997-2002, diver harvest dominated, partly because of prosecution against illegal trawl harvest, and partly because of the collapse of adjacent diver fisheries. There is no significant recreational fishery. Warty sea cucumber are primarily caught by divers. Landings are primarily exported to Hong Kong, Taiwan, mainland China and South Korea; some are retained in California Asian markets as well.
Describe the stock’s ecosystem functions, dependencies, and habitat types. “The California sea cucumber is distributed from Baja California to Alaska. The warty sea cucumber is distributed from Baja California to Monterey Bay, although it is uncommon north of Pt. Conception. The California sea cucumber is found from the low intertidal to 300 feet (91 meters), and the warty sea cucumber is found from the low intertidal to 90 feet (27 meters), generally in areas with little water movement. Sea cucumbers are epibenthic detritivores that feed on organic detritus and small organisms within sediments and muds. Buccal tentacles trap food particles using an adhesive mucus. Sea cucumbers are non-selective with respect to grain size and ingest only the top few millimeters of sediment. One study of warty sea cucumbers around Santa Catalina Island found that those living on rock rubble were 27 percent smaller and seven times more numerous than those residing on sandy substrates. The detritus on rock rubble was found to have three times more organic material per gram compared to the detritus from the sand substrate, and sea cucumbers on the sand ingested eight times more sediment. In a recent study, California sea cucumbers were found to have the highest densities on shell debris, gravel, and boulders, and the lowest on mud and silt bottoms.” (2006 Warty Sea Cucumber Status.pdf)
Provide all relevant reference materials, such as assessments, research, and other analysis. 2006 Stock status: 2006 Sea Cucumber status.pdf Temperate sea cucumber status: Hamel, J.-F.; Mercier, A. 2008. Population status, fisheries and trade of sea cucumbers in temperate areas of the Northern Hemisphere. In V. Toral-Granda, A. Lovatelli and M. Vasconcellos (eds). Sea cucumbers. A global review of fisheries and trade. FAO Fisheries and Aquaculture Technical Paper. No. 516. Rome, FAO. pp. 257-291. (Temperate sea cucumber status.pdf) Continental Sea cucumber status: Bruckner, Andrew W. 2005. The recent status of sea cucumber fisheries in the continental United States of America. SPC Beche-de-mer Information Bulletin #22. (Bruckner 2005.pdf) Sea cucumber 2001 status report: CDFG 2001.pdf
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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Little biological information is known about the warty sea cucumber. This is particularly challenging because you can’t tag them and you can’t age them. Mortality rate is quite unknown.
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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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“Before–after, control–impact (BACI) analyses of seven fished and two non-fished sites [inside and outside marine reserves] implicated fishing mortality as the cause of 33–83% stock declines.” (Schroeter et al. 2001)
“The Channel Islands National Parks Service has been monitoring warty sea cucumbers at 16 sites in the northern Channel Islands and Santa Barbara Island since 1982 (Figure 5.3). These fishery independent data show that populations of warty sea cucumber are variable but have been declining at fished sites since 1990. Meanwhile, sea cucumber catches from the dive fishery have increased at some of these sites. Recent analysis comparing population trends at fished sites to those of two small reserves where fishing is prohibited indicate that populations at fished sites range from 50 to more than 80 percent lower than at protected sites.
Fishery independent sea cucumber density estimates have also been made using underwater video technology. Preliminary observations of California sea cucumbers in an established reserve in northern California (Point Cabrillo Marine Protected Area) at depths of 150 to 180 feet (46 to 55 meters) revealed densities averaging around 1,000 per acre (405 per hectare). By comparison, densities at a newly established reserve (Punta Gorda Ecological Reserve) were much lower, ranging from 120 to 350 per acre (49 to 142 per hectare). Only the large size classes were observed in these surveys, suggesting low levels of recruitment.” (2006 Sea Cucumber status.pdf)
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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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“Only the large size classes were observed in these surveys, suggesting low levels of recruitment.” (2006 Sea Cucumber status.pdf)
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QKCNABZAEqPbxhk2gfQxeGAvTZg6KHBKgVSYBKj2/YJN3H0IVPdyL9upV+Z6qv05HG63G+lu5fvO70OqxyM0B/LVVgsq9L443XI3st3b943el1WOVmgDpZqmG93O2uYFSkexY0+XQIL10CaS9fEqBjJN2v0AMB6ot4rBGgIyPdq9ATAeqH7XgjQMdEulOhPwLUB9mQI0DHQrpLwQwC1Hn5YUeAjoF0j4I5BKjbSkOPAPWedI+CUQSow6qjjwD1mnSHgnEEqLtqRiAB6i3p3gQrCFBX1Y5CAtRP0p0JthCgbtozEAlQ/0h3JdjUN0A3F6s6nzQe/H7AlAJ072AkQP0i3ZFgW98ArawEynqgvTUMSALUI9L9CAMgQF3TOCYJUE9I9yIMxNgh/FkQzI7frFb/Pg9mJxzC6zowLglQD0j3IQzI1EWkdRD8zx/Zl497laneFAL04NgkQJ0n3YcwKEMBepV/rPEyCE57FGmP8Qdoi9FJgLpNugthaIaeyvkqmL3LXl3Pg7scwnfVaoASoA6T7kEQYOypnLnLRsVXpow6QNuOUQLUVdI9CDIIUBe0HqYEqJOk+w/EGDuEz532vAo4hO+iw0glQJ0j3XsgytBFpHVu6ufNEyuX4ccaoJ1GKwHqFOm+A3GGAlTNpz96q77anM+tzKMfaYB2HLEEqDukuw5cYGoe6FVyB9KD+L+5K/LmjDFAOw9aAtQN0h0HrjC2GtP10+w+zqMvfUtVZ3wBqjFwCVB50t0GLjG4nN23s/tRet45/tyvRPuMLkB1Bi8BKky608AxrAcqRG/8EqCCpLsMHESAitAdwwSoEOkOA0eZDNDbeCHlzfdeBdprRAGqP44JUAnS/QXuMheg5/eTdUB/PuEiUqM+Q5kAHZp0b4HbjAXo+3Qh5Z9PmMbUoN9wJkCHJN1X4D6D64EGR3+bRwGqbuvsfydn3TL3fd/TBT2HNAE6GOmeAi8YCtDreRC8iHY+1S1IxRvjtcs1xgDtPaoJ0EFI9xN4w1CALuMFlZMALa6ubMwIArT/yCZArZPuJPCK0QWVtwHKgsq1TIxuAtQy6U4CzxhdD3QboKwHWsfI+CZAbZLuIvAPAToMQ0OcALVGuofASxzCD8HYKCdA7ZDuIPCVuYtIj7MAXXMRqcjcQCdALZDuHvCYuccax3PoVYCqpUF5rPGOybFOgBom3TngOUMBquZ+zt6qAN38EVh5JJK3AWp0vBOgBkn3DIyAqTuR1DM9MtzKmTE85glQU6Q7BsbB2L3wah+UFenLTA97AtQE6V6B8TC4nN1NvCL9jBXpM+aHPgHal3SfwLiwoLI1NoY/AdqLdJfA6BCgtlhJAAJUm3R/wCgRoJbYSQECVIt0Z8BomQvQbx8WO88nfieSrSQgQDVIdwaMmKkAzT0WfrsyvWk+Bai1LCBAu5LuChg3QwFamAY6+QC1FwcEaCfSHQGjZyhA1RM9Hr65zFh4Mqc3AWozEQjQ9qT7AabA2GpMNtYPKfAlQK2GAgHaknQvwEQYWw/Uyu2beX4EqOVcIEBbkO4DmBCjCypb5UWA2s4GAvQA6Q6AiTF2CE+AhvbzkwBtJN38mB5zF5EsLAFa4EGA2o8IAnQf6bbHNJlbD9T2Lqj7ATpATBCgdaQbHtNlaiL95iyYnVz2Lk4D1wN0kKggQKukGx5T1jdAyzPoJzuRfpiwIEBLpJsdE0eAmjFQXhCgedKNDvQO0GcP6jycWIAOFRkEaEa6yYGQ5eyMGC41CNCEdIsDCQK0vwGDgwAlPOESArS3IcNj6gEq3dZAkekAPZ8HwfGknso5aIBMOkClWxqoMBagX5+qK+/ryT0XftgMmWyASjczUMtUgK7jqUvXc2uzmBwN0IFzZJIBKt3GwF6GAlQlZ5SacYyqxUEf9y9ZpVAuBujQWTLBAJVuYqCBucVE7v5I11W+srK6sosBOniaTC1ApRsYaGZsOTt13lPth57aWh3UwQAdPlAmFaDSzQscZHRB5XVy/WgqASqQKdMJUOnGBdowGqDL5PLRNAJUJFYmEqDSbQu0ZDJA00fLRUfyd3/0L1q5UG4FqEyyTCBApRsW6MDcUzlP01Ogakd09BeRhNJl5AEq3apAR+auwh99/tf4CH7zR2Dl+R5OBahUwow6QKUbFejMUICmy4I+Tr6y8Yx4lwJULGPGG6DSTQroMHUnUnIP0t0fcYA+Mn8G1KkAlYuZkQaodIMCmozdC7/5unj+Ofr/z/91/Png716sPnXOWHcCVDBpxhig0s0J6BNZzk5rnpMzASoZNqMLUOnGBHohQLsSzZtRBah0SwK9DRSgt5d536IA/Rz9/3uXt3AkQGUzZzQBKt2MgBEGnsoZ7UxWns1Z2sE08exOJwJUOndGEqDSzQgYQoB2Ip08YwhQ6TYEzDHwWOOH/6g+3Lj8WGP1pI/ZIvX7PJj9Fv3/eZdL8S4EqHT2+B+g0i0IGNX7HOim3a/dvAqCo/RZSb5eRJJOH98DVLr9ANP6BujmVdss/DPa7fxr8qWnASqdPy+9DlDp1gMsMHYO9HAi3jwNgrtfdv+oI/EAlU4gxdMAFW45wJYBAzReZmT2IvQ0QKVDKOZhgMq2GmCVgQANTlsn4nW0E3r8w8sAlc6hhHcBKtpmgG29LyItgyC4c1/9p+kqfGrzPtoJfethgEoH0ZZfASrZYMAQegfoVccZnmpC029z3wJUOopSHgWoYGsBQ+l/K+fX+92myKsJTR3n0O8v6UCkwyjjS4DKNRUwJKMPlWvpz7lnASodRzteBKhYOwFDkwjQ8OZ1t5uQYnIBKh1IOc4HqFQbASIMPVROJxE7IkBfOh6gUu0DiBFZD1SLWIBK51KewwEq1DqAJAL0EOlgKnA1QGWaBpBmLkAvXi92WhzQN583rZsbpVOq3qSjqcjJABVpF8AFZp/K2WWlTz8CVDqcStwLUIlGAVxhKEBL+dk/QGsKJRGg0vFU5liACrQI4BJDAbqOQvPhm91Tj9o87ejWg2ciSSdUmUMBKtAagGsMTWN6FQT3DJSmiUSASodUhSMBOnxLAE4yNpF+9q5/YRoJBKh0TlU5EaCDtwPgKpE7kbQMH6DSQVVDPkCHbgTAZcYO4VsF6ObyYrVafbrUuWtp8ACVjqo6wgE6cAsArjN3Een00O98O8tdpj/+3PUjhg5Q0aTaRzJAh938gA8MBejhY3j1RKSCo3fdPmLgAJULqiZyATroxgc8YXAi/ezkcv/Pr+KJog+2NyrFS4jODu6zFgtFgIoF6KBbHvCHsYtIzRPp1S/M3ua+8bXzmqDDBqhITh0mEaBDbnbALwMF6LryLfVPHvcuqS3Dx1Q7gwfogNsc8I+hAH32oKj0UDk10b58wH4VBHe7XI0fMkAHTqn2hg3Q4TY44KdhlrOru8bk8r3wQ6ZUJ8MF6HAbG/AXAVpjqJDqbpgAHWxDA54bJkCjQ/jKrZ7uHsIPkVGahgjQoTYz4L+BVqRfVtKy8/ojgwWo/YjSZz1AB9rGwDgYe6hcUXlFerVe6N0vuW+op8N3W39kqAC1nFD92A3QYTYwMB4DTWOKFwwNZos3K+VjMpO+0ywmAlSxGKDDbF1gVIYK0PC8tGZ9MHthoKTmWQsoI6wF6CDbFhgbQ+dAb7O16D+eRdFYt9b85kM+QmcnXVdkGiZALeWTKXYCdIgNC4yRhYtI1/Ngz87l5tvqw2KxOFl91ljPbpAAtRFPJlkI0AG2KjBWNq7Cr60sTz9EgBpPJ9NMB6j9TQqMmY0AjXZBLTwgiQB9aThA7W9PYORsBKidB3wMEKAGw8kSYwFqfVsCU2BpD9TLADWUTTYZCVDb2xGYDDvnQLvdpNkOAfrSSIDa3orAhBgP0M3lH4GVh8RbD1AD+WZd3wC1vAmBibEzkd7Hq/BmEs6yXgFqd/sBE2QlQLveZNQKAfqyT4Da3XjANFlYkf7hSc19SP1ZDlCTMWePboBa3XTAZA20nJ0BdgPUbM5ZoxWgNrcbMGkEaMJ41NnRPUBtbjRg6gjQmI2ws6FjgFrcYgAI0ISluDOvU4Da214AYgSoYi3wTGsfoPY2FoAUARp6lJ9tA9TalgKQR4D6lJ+tAtTWZgJQRoD6lJ8tAtTSRgJQgwAdU4Ba2kIA6vUO0I2pkhxiK0AHij4zmgLUzuYBsF/fAN28srH2Zx0C9GVDgNrZNgAa9Q3QZPV5O2vQF1kK0EHzr7f6ALWyYQAcRIB6pRqgVjYKgFYMBGhw6nGASqRgD8UAtbFBALTX+yLSMgiCO/fVfx7kl7Tz5JlIUkGoKx+gFjYHgE56B+hVUMeXh8rJRaGeLEAtbAsAXfWfB/r1vr8BKhqGOpIANb8hAOgw9kiPAc6B/rqVfsfU6106+fHadP15zWtea78Oq9wM0F9LFTD2upRPzr82XX9e85rX2q/Dqs4Bunm9eG7+SfBFFg7hX3pGNZrxjQBA25TvhZfOw45UkQlQwCUmA/R2Fflk5ZGcoYUAlQ7ETrZlJkABl5gL0PP0aryVp8JPO0CzMhOggEuMBej73CSmRzbOh5oOUOlQbC1faAIUcImpAF2rXc/j1erj2Tz66l7vclVNM0BLhSZAAZcYCtDrebbfuYn2RWfv+pWqjuEAlU7GNqqlJkABlxgK0GV+r3NpZRfUbIBKZ2MLdcUmQAGXmAnQzav8Tme0O3rX/FnQaQXonmIToIBLbNzKaee+JKMBKp2PzfaXmwAFXEKAuqax3AQo4JJpHsJLh+R+BwpOgAIumeZFJOmY3ONwwQlQwCWGAlQtq5zegHQeqKd8GGcwQKWDslarkhOggEtMTaRXT/Y4enN5efnxqZGJ9HXL3Pd+05R0Vla1LTkBCrjEVIBuXuWSzsAZUJsBKp2WFe2LToACLjF2L/wmuxl+ZuVWeIOH8NJ5WdSp6AQo4BKTy9ldvF4sFs8/9SrPfsYCVDox87qWnQAFXDLBBZWlQzOjUXYCFHDJ9AJUOjZTWoUnQAGXEKAidAtPgAIumVyASkfny16PdSdAAZcQoP6kZ0iAAm6ZWoB6HZ8EKOAWAtSf9AwJUMAtEwtQr9MzJEABtxCg/qRnSIACbplWgHoenwQo4JZJBajn6RkSoIBbCFB/0jMkQAG3mAvQeCmR1HMnH+nheXqGBCjgFlMBej0vLN3p5EPlvI9PAhRwi6EALeXn1APURH1rEaCASwwF6DoKzYfqiR5b3/uXrFKovgHqfXqGBCjgFmOPNbbxIM4CPwLUSFX3I0ABl5gJ0J9P8s+Ft6NvgI4gPglQwC3GAtTCWc8i5wPUTDWbEaCAS4wdwk88QM3U8SACFHCJuYtIp/0L06hngI4gPUMCFHCLoQAd4Bje2QA1VL9WCFDAJQYn0s9OLnsXp0G/AB1FfBKggFuMXURyfCL9KOKTAAXcMpEAHUd8EqCAWwwF6LMHRQ/HH6DGKtYFAQq4ZBrL2Y0kPglQwC0EqD/pGRKggFsIUH/SMyRAAbeYDNDbVeSThYWYYj0CdCTpGRKggFvMBej5/e0V+NmLnmWq50CAGqyNJgIUcImxAH2fm8T0yPwDPfoE6FjSMyRAAbeYClC1ovLseLX6eKbWprexNqhogJqsSB8EKOASg4/02O53bqJ9URuLg2oH6GjSMyRAAbcYCtBlfq9zaWUXVCpAjVaiLwIUcImx9UBzO53R7uhddx5rPJ70DAlQwC02VqS3s7bd8AFqtvxGEKCASwhQf9IzJEABt4z+EH5M8UmAAm4Z/UWkEaVnSIACbjEUoFdBEKQ3IJ0HVh6QNFCAGi61YQQo4BJTE+mjvc7g6M3l5eXHp05NpB9TeoYEKOAWUwG6eZW7lXPvGdDN5YVab+RS5wyp/QDVef+BEaCAS4zdC7/Jboaf7bkV/ttZLmOPP3f9AK0AHVd8EqCAW0wuZ3fxerFYPP9U/8Obp6XHJh296/budgNU470lEKCAS4ZaUPlKrTESPFgk4pXvZt2uNNkMUI13lkGAAi4ZKEDVYztnb3Pf+Drv+uhOnQAdV3qGBCjgloECdF2JSxWpj7u8haUA7f6mkghQwCV9AzS5bfPQc+HVNfryAftVw9X61iVtNrL0DAlQwC3DBGjd3fFd75g3HqCd384BBCjgkt4B+uzBw3+o/xY9dD1AO7+XGwhQwCXDnAMtLjaSsH8IP7r4JEABtwx0EWlZSUt1WrTTHZ/GArTr27iEAAVcYmg5u4vVp1w+Xnw4Ke1bqmcm3f2S+8bNq65PTuocoKNLz5AABdwy1ILK63jq/OLNSvmYzKTvNIvJRIB2fAMHEaCASwZbkf58XrpQP3tR/hWNkjYZX3wSoIBbegfon+rWzN/nwey3Repp7U1Gmw/5CJ2VD/L1StpghPFJgAJu6R2g1zS+GuQAABdTSURBVOU9y1j95aHNt9WHKGBPVp811rPrFaDdP85NBCjgkv6H8Mua/Dwy/0y5rgE6xvgkQAG39A/QjboqFB3CJ9eHYpeGClcslGaA2iiLGAIUcImNi0h26AWopcJIIUABl1iZB2pFtwAdY3qGBCjglqEWVK5q3mutuzLV5d3HmJ4hAQq4xWCAbv5T7YT+/Oe/t9sXtRugI0WAAi4xFqA3z5I8jHJx9tc2/2CA1ZjGhwAFXGIqQK/SR3TES4O2uknz9vJ7l08gQEMCFHCLoQBV0+m3jzO+fd91mZB2CNCQAAXcYihAC8vVLTsuVNcOARoSoIBbDE1jKiyYHO2OdloquR0CNCRAAbcMthpTbHN5sVqtPl3qxCsBGhKggFsGDNBvZ7kpScefu34GARoSoIBbjB3C5x5bXPu0o5un5QVH3nX7DAI0JEABtxi6iLTOXXlXV+Qr85iu4lXvHmxXDI0XpJ+VnxSvUdKpIUABlxgK0Hj25/Hby8vLC3WgXtkBVT+fvc194+u8dtXlriWdGgIUcImpifSFdZWr00DXlbhUkdrpoUgEaEiAAm4xdyvn7hLRceUEaPEcaaL7c+ER/PqrdAkA5NVlVafozFLy4vVisXj+tiYV667Ld78XHgQo4Ji6rOqQa62YCNAuRnu4P9qKjbdmo63YeGvWu2LGN0zxTqVE10P4Lmha74y2ZqOt2Hhr5kCAlu81WlbSUp0WtXDHfIKm9c5oazbaio23ZiIBuvmYPRf+wf3Kwbm6SH/3S+4bN6/srNmUoGm9M9qajbZi462ZRIBeFR8PXzm7uVbfnS2SR3d+TGbSd5rF1AlN653R1my0FRtvzQQC9LqYnzUzmc5LvxHMXvQsZQOa1jujrdloKzbemgkEqNrBPP74JJj9y4ene27S3HwozLU/sfkUT5rWO6Ot2WgrNt6aDR+g6orQ4/hS0Wkcpnsur2++rT4sFouT1WfLz0Cmab0z2pqNtmLjrdnwAaqeJPcujs7H9bcdDYym9c5oazbaio23ZiIBqi4bXSUzk64sTlBqh6b1zmhrNtqKjbdmYgG6fZZH9MraFPl2aFrvjLZmo63YeGsmcg5UBeg2OW3epNkOTeud0dZstBUbb80ErsIv43OguxwlQO0YbcXGW7PRVmy8NZOZxqROeyaX4W3e5d4OTeud0dZstBUbb80EAlQtjxyFZhSdv3z+rydcRLJltBUbb81GW7Hx1kzkVs749k01gymeJv+uZwl6omm9M9qajbZi462ZyGIiX5/Gpz+f2r5LsxWa1jujrdloKzbemokuZ/d1sTj53vPze6NpvTPamo22YuOtmQPrgQqjab0z2pqNtmLjrZlAgL4/env4lwBg/HQm0ktfNwIAJ+jeygkAk6d7KycATJ72nUgAMHUaF6HO58HRm0vzRQEAv3Q/hH+9+L35oXIAMA06F5ECAhQAdAL02YOihwQogGka6x0GAGAdAQoAmghQANBEgAKApg4Byk2cAJCnF6C3l+LrgAKANK0AZV8UAAhQANBGgAKAJgIUADQRoACgiQAFAE0EKABoIkABQBMBCgCaCFAA0NQtQGdvVsrHefpV5NMPe6UDAId1C9A67IsCmCjfAvTmbB4Es+Mv3X7kgf2l33x4EG3mO75W7GC7XM+D0yHLY0xDxTbnqs0evPD06KyhZt+8HmXKzye1kaUZHx0CdHOxqjPoIfz5PEnt2V+7/MgD+0uf/iQIHkkUrLdD7aL+LnsZoA0Vu07b7MjLw7P9Ndu8TzvjY4mCmbB5VbvPpxsffi2ofLXb8S2PuYYfeWB/6XM/Ce7JFK6Xg+2y9LPFmiqW5WcQ3PVwH7ShZsvdjzxN0M2y9qBZOz68ClC1s3IU7WN/e1rZCA0/8sD+0sc/+RwmP5q9kyleDwfb5crTP3kH+uLshTr3MvcxZxpqpv4yqIPcm1dedsYw3v+s64j68eFVgK7Tv+hqMzxu+yMP7C/9VbbfqX7k3y7ooXZJTqx7GKDNfXE7CK983AVtrtm2Cy49HGWRr/GxQTUi9ePDpwCNKpf+2Yv+FBZ6ZsOPPNBQ+uUuXTys2MF2USek/s3HAG3XF3NfeqOpyZbZj658/Gt+E+1fBsdPqwHaIz58CtBobyWtW7lnNvzIA+1Kn/stbxyqWfSX/3TtY4A2VCwagv5ly05Tk3keoGt1aqXuIlKP+PApQPONtiyOuoYfeaBd6X0M0AM1i7LmcehlgDb3RR+PblNNTVY4hPev0dazRz9qr8L3iA/PAjTrmev9nda/Admu9D7+0W+uWdSXoz8J/rVX2Fix+GU8q/DOC4GS9dXUZOqMdXwR6czHk7vhrSryngDVjQ+fAjRftdKf+YYfeaBV6dWdtO+GKpEpzTVLjgi9DNCGiqlarf2dB9rYZPFZRF9rlqgL0B7xQYA6oE3p1fw173ZAm2u2/cYIA/T3bFKhf1PqmjujmsCkHPu3/7lFgMamFqB75v+6rqlm6TndkQVoPNMwPtC9fe/jzQ+NnXGd/WWY+Xh6QiFAYxML0I2nM5ebarbcduQxBujj7CfetVpTk6n8fPR9+6fBv0aLEaCxaQXojZ+3IbVrspEFqLqMm11g8fBidUPNcssWnHt5QKRMOEAnexVeLXTg50n7/TXbzZb0r73CxibL36Tj3x/zA6PM48mCWxO+Cj/VeaDxgZOfJ+3312x3Ns3LtSkammztfYA21Ow097VvNUtMeB7oRO9Eeu9fvGT218zzAG1osvxo9DBmGmrm94myrQnfiTTFe+GT+8/eDV4kQ/bXzPMAbWiy6HU2Qv07Gmqqmd/HeVt1ATqRe+GnuBqT6rS/eLz8d4t28fIcaFPF1IzdZAx6eallf83UanbbpvJxfkGidkHlaazGlC2OuW890PofeWB/6b28/yinRbv4GaANFVM5o3506+fJl4aaLfPTmLyb4ZqoDVD9+PAqQKvrRu/yZWQr0qcVKx7pepilDU225WeANlUs12i+nU1S9tcs/1g0P6eFFAPUQHz4FaDhn6Unl+RGY/lHftlTsc0r3wO0qckSngZom77o6R2P+2u2648+/mWI1Qeodnx4FqDlZ+flR+Oonsq5rVjpSag+BmhTk8V8DdCmit1+uB/96OFnoZL11VCzb8/iH/las70BOsBTOQEAeQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQC1bfNVLUEb3HmeW6r15m2rf5p72mqPX9kWo+5RMPnSNPxCs7Xlp+NoFOx6XiqTduVMs9EMLXvTIZt4EehHewrQ6XG/214Z/Rs/l8rugAC17HyerSd/dxuhm/ctHzU2SICmpdHNmOu55WiaRoBqN0Pr3nS4ZMo9gwFqv2/II0Dtuso/kWPbm67aPqtxkABNS6OZMfb3MqYRoNrN0Lo3HX4f5bHJAI2OTrx9dlJLBKhV8eNS36o+dPlhnj6Jy80A1eTkEKkEqDPMN4OpAF03PyhOL0CjL/x7rnMnBKhV+V6pHhce76yNKUCjSjl4mosA7e7As/30AjR6Vzf2/K0hQK1a5ntd1EXjYT2mAF26uANKgGqwE6Cj3wUlQK0qBGgyrNOzonFv3Xx9Fn358G0WQpvz+7uHq2b9UJ3gv1cMqpszdcn0x66rbs4f5N4q/qybZ+p3vofbt9iO3MIv7kqT+4VCoeLvJ1doq898jT4mHR/J2945+V7/+aF61q/6jdnDt4Uts3u0bPTVvZqP2xasthw3cUm/lP+MZJ9+5+RH/j0qlYv/YbzNj1SpNuo8y50XtQWuVLH6OqX+qny9rwpWaZddQQpvXm6GXJpFdYnrVnyfVHNvCtPPTHvh9s0q2zJ7fPbjXQmLtUve5Ly4+StlqvTK0e+CEqBWrau7B/kuf/N0++Jo2yevt9+YxQMi7Yc1+bneXtj/77SrXs8Lb6UiZPutZPBk46L4izUBWiqU+v7/nWe/Vq5fbmhmY7Du87MiB8lZjWzLXAW5r05rPi4XoOVypG/5TzUBWl/7UuXUFv5/r9Jypz+8V1fgShUrrzNRgJ6nn11ql6wgxTcvN0NuF3qbpaX3adWbtuoDtLAtawK0VDv1Jv+xTL4xOy21efqBlV5Z+BM7SgSoVaqLPSruoOS6fNZt0wv0u2/EPX43nW5PfgbBX7IJI8W3il7/j1f596qOi/h1NUDLhdq8CnZKR3GFQ7XMad3n5xIjHpJZRKjvJ18t1QdWP24XoOVy5Kc4lAP0L09q3qNSOVWBf01/8T+yTzitKXCliuXXO8vgTryV71XbJS1I6c3LzZDbY06+Kr9Pm96Uqg3Q4rasBmi5dupN7hffv1KmSq8MO5xj8hQBalfcp2a/vcmHaHbWKvqDPouOMeMDx3vpN14kuxLqddL5avIzvrj/ZTvJVPXP5Gq/OqbavlXcudNfUd/IjYvCL1bmz5QLFQ+22YsfasJheV9rt3sR1fPoc/T/m1dJgSqfrz44/lPy7WmwrdUun+Mhtqtt8ePyAVr4QWUr5MtVW/tK5eKYUAW/ifNC/ZOvewpcqWL59Y7aUbubHRoXNneuGQpvXm6G7Bg++UNTbbYWvSm1J0BLbbou7vCXa7f7J3/kN3++TPXtsexw7tRDBKhl2UT63Zmiq91h7rZvbb/KTgduv0jO0C0r+bm7uH89zw4Bd7uC6ZFj9ivqG9txUfnF8sitFEqNnO0ezbo8eHen6pbpV7k9psLnX2X/NvpGMkLTvexF8lWSxtWPywVo8QeVrZDZV/u6Lb6bW7b7artJiwUuV7H8emeZFaeyuXfNUHzzmmZId8vVp1SbLbO3N2XqA7TcpqUALdcu/idf8v+kUqb69jhwccp3BKhtm6/pqanZSTaq4i6fy6NleiC3O/12ug3QmvzMjYhtp839mb9Kj5DT7yTvnY2L0i/W7PoUC6VGznY3M72ekVkWypE/81b5/J2oVtuISD5enY07DdNErX5cbgQXf7DMnwstB2ht7SuVUwF6mpZqdy2rmIfbb5SrWH6d3yxpSSubuxK26aeVmiH6X7pbXt9smb29KVMfoOU2re6BFmpXt/mLZar2ytryjgwBOoRvH57FEVqcSL8LgO0OR/mP9fYM3S/lYZob4klnzp9oSt4ql3VJLCfjovqL5ZFbKVR1+GVyaXCVnKr4e+7Ni5+/dXvxeh6kR7HJgbC65HAvi4w9l4xrflDZCjt7al+t3O496r4qFrhcxfLrnWUulUubuxiguzevnElZ548Papots7c3ZWo3aaVNSwFarl3d5i+WaU97uDulzAgCdChqhkfS1a+yc3vZn/Ckx5VPF6Un8ssd8Gf5HH3+jH+S07lumx+51V8sjdxqodoFaLjMdrO/7z40zH+5XVUlu+aQXjN6nEwm3e6RdgrQfVcq9tS+WrnGAK0WuFDFyutMfopWaXPvJgmV3rwcoNvNsSxe49k1W2Zvb8o3U/cALdeubvMXy7SnPQhQGFI63ZWPn6TH1QboX55UTiLlBkjyD3PXQ2sDNBu51V+sBmipUC0DNL52kXgcliMsu6xUioxT9Rmnyd7WVXa9vGWAVrZCYQPV1b5auaYArRS4VMXK60zWjtXNXTMZoj5Akx3ybcVqmi2ztzflm0kjQEu1q9v8xTLtaY/KeZ9xIUBtWhazb/uy0x7ovR9X5Wkp1X2vaifdsw9W05sN7YFGvp7tBlzl85MdljsPn7/57yfZFKLH6hRoXKrT9J4mZ/ZAqwUuVbHudSIfoKXNXZgklH/zymIi278q6Z+jvSFkaw+0VLumv19hut3YA4VRpcvW60KA5uM1OVNXdw40uVhS7IJ150BLGbv/HGjpFxvOgWb/sGWARm4/nmV7wMXPX2fTrdMyxPtYy23x78W3IYXDnQNNvt8QoNUCl6q453VYPIQvbaDcJKHim1cCdPtXJZ2qUG62zN7elP9MvQDN165p84flynIOFEakB+2JtA+2uAqf7bWlB3CFYFVXRAvXn3PfqH5yMrKyfbDy+YAWV+H3BeguKXKjLhlH5c/PvcvVbt61mruenOlTt+6k47dlgFa2wsHa116F3xOglQKXq1ipcv1mKW3uyq7w1Z5DePXFvfytaPvmAh2+Cl+aLNEqQCu1a9r8WdXq2oOr8NCm+tTuvrp1aaxUZu7tvpEN77gfVlYay76RzmNc767Vr9ND6O142obJLkKKv9hmHujeAC3MA90OkyxAC5+/exc1ZT3bx/rf2Qym33e50TJAq1shs/v0q+DQPNCDAZoWuFzF8uudQmAVN3c5QLOtUV0PdB388n/S7VtttszheaC7Q5ibJ20DtFK72s1fLFN9ezAPFPriM+3Hn3+k00HTq/BJ98rfOxJ/Z3snkro/5JfdTJ84h8tTKeP7RL7m70RSt4mEt+9zt2Aff6m9Babwi1lpcldfC4VqCtDr7E4kNeslu7XmXs3nL5M/JcmlieQNVbVyl1SSMd4hQNM7X7KtUNrs3wu3U9VWruEQvlLgchXLr3d2AVrZ3Lt4Km2NcjNsK7ErU6nZMvt7U0bdDvfoR9IWbQO0XLv6zV8oU6VXljbGKBGgdp0XLlVm+2TBoXvh05vlkn5Y2afI7gJPl9HI3xa+vexwpzBNJh2Y5V/MSpP+QrlQTQGau1iwDAr/rPL5haX5d/vZyb+PPzO78aVtgLa7F75Q+3LlGgK0WuBSFSuvM8Up5oXNnYun4puXm2H79+Xenvcp1DVovhc+95N/edI2QMu1O7D50z2DxD/tv743NgSoZen6Smqg/DX5Vjwy4i5XWT8n+0bcIXedr3IQv71DdLfuzVV1NaRtfz5KD42TYVX6xaw02S9UV2PaG6C51Zg22foUR+/qPj98n26Fk+xc2W4hpmWQi43WAdpmNabSIkjV1Zj2BWi1wKUqVl5n8jtdpc2dFmTPm+eaIand6Z732WnoTWH5Hz/+2T5AS7Wr+yeVMlV65ehPgRKg9n07SxZ+3N2yslFXNh/FX21XcMx+OV6bMllIMh+gah+i2A9vzual9UA/VNbjVOGdrm6Z27P5UFrVMilN7hcKhWoM0OvcYmXfzuZBdst/5fOjI7tnQbJAZ3at7OeT3Dm+e/s+riFA0/VAy1d649cqT/avBxqmJdgboDUFLlSx5vVW4ai1uLmzglTevNIM5UuQH+oXH23qTZnb9/P4Bx0CtFS72s1fKVOlVya3S4wYATpOQ00e2bci/bCTV0Y+VcZjP1mRHj4aKlKu9zwTaYjPX9bMAYBbxr4gPQE6UoPtk+15KudAATpTh6u37yuXTeCG0e+AEqAjNViAxjezy3x+/m7skQ9TXzn50GujCNBxGu6s4PW8bu9vkM8/33dlGm64no96DqhCgI7TgJdV1nWfNMzn36oHS9ZdmYYLNq9GfRNSjAAFAE0EKABoIkABQBMBCgCaCFAA0ESAAoAmAhQANBGgAKCJAAUATQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE0EKABoIkABQBMBCgCaCFAA0ESAAoAmAhQANBGgAKCJAAUATQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE0EKABoIkABQBMBCgCaCFAA0ESAAoAmAhQANBGgAKCJAAUATQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE0EKABoIkABQBMBCgCaCFAA0ESAAoAmAhQANBGgAKCJAAUATQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE3/H2M1ofxfrlCoAAAAAElFTkSuQmCC)
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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Fishing effort (particularly trawl) increased through the 80-90s; several trawl licences were found to be fraudulent and the effort switched to primarily divers. Diving effort rose through shifts from other species. Total catch peaked in 2002. Trawl catch has remained constant, diver effort declined as other species were targeted.
In 1997 a new system was enacted - limited total number of permits and needed separate permits for diving and trawling. Also had permit transfer fees; permits could be transferred from trawl to dive, but couldn’t transfer a dive to trawl. Maximum number of permits has declined as a result; from 113 dive and 36 trawl permits to 92 dive and 20 trawl permitees remaining. (2006 Sea Cucumber Status.pdf)
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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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No information on number of sea cucumber permits could be found. Recent permits have been declining.
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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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Fishing practices have remained stable. The only reason for increase in efficiency would be due to targeting known favourable habitats.
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s+z6RaLQH6I9O4LQrQ1CDSdYtTWQFMNHA/0NnVG6DX/Wj7Fb/d9++fCQIzjq9gNDyYrO4npf+nycsPfMr028PHmYD9wH/1/3z716PH1XV6tXAeaGIa0w+foQEKqCBAM3Ip5zcso6Zh9Le78/Hpxr8X/s2//9ngidHan+jk6PW4tRkHntUAjSbSf+B3aYACatoQoIevhfcKxJfOjB9T4XaQcsmf+w3JD0Y3/0GQgH5e/iX/xqfnf/YfhSce787/zC+bH/7ML0cv57+G/4h/5ifqV5Ov/+lxgM5Q3yjIyp/91dzP/80//KVwKaffAPV/+pm/MT//F14UvT63uc3tkrePRICuVbhtAjT1c78h+Tejm58JTn/6Dcyf/xcmH3/+n78Q9en92//6r/v/jV7vM780/xeDvPQ7/3/1X343fv1xgFapp+D2e38rE6Dpn1839X46PK364Trej9vc5vaU2+0P0AJ1duH9eBwP7vhtT9NLD8aMglGb6+Z22INPDhlFJ0evx4ND4TymfBe+zCDS+HUnPy3swideNDwh67d+786zIB6wqQ0BOnqwe/vxD0qoOUDHaRWOFoWzloI1P8Hp0HDkOzEGHwdoMOw0mcekE6DhLiLRks7rzAcFbGpFgFZluQUazFZ/y4RYMO0yaIbGP8v4zicTCaoSoOE2dnfDYu4e1lQFMCsCNCOXctcn/eC3wvlJfoD94nevRz3lD0bLkPw/isPqR//5k1GL1Ooo/ORnnwiKjiZOEaCARQRoRi7l7s6P+8HXo5/5Pfd/FU5c94Pqj8OANdOIUiccEzEXhatGgEaLOK/TAgUUEKAZj58HGvzl78czmJ7+u1FI+UH7c18NnxKu9rw+fiW9AI13EaELD2hoYoAON88unHx5subT6Sh8eiVSeJpzsiVnMHQUNlDNycqnX/R//qMvhicszRnOD5vx9z/5ePiYyVT72RwSoPEuIuEgkv9ABpEAi9wE6AOzWfKVKUPrN/qZbey0AzTBBFVmLbxxPbGKc9xzTz7z2fhRySeGA/WzTyyaHqDjbeyYxgRocBGgN48ftlPy1ng6fHxtJMcBmtmNKX5Q2E5NXl7jrfSspXh1pXnib0xuz96Lnx6gk23solpY0wnY5CBANxJLhk7ltvs02y7Pre7ubvTji8c7D9DxfqDjB5mGZ9i2SwwxmYmfif0/jT/55DPziQ1C3zPj8R+W1xa/zbQATe4i8rZf8i+8OPN7ATiEfoCaFmZvcTC4vGK66rnLbW7FLc+DpThBuS48gEZSD1DTwozancON/PU2E5eeM38NspQABdBI6gG6nmx1rueaoMmwjC8IT4ACaCTtAPVDMdHo9Jujx9JnQVNh6d8wVzQmQAE0knaApsMwH43pe/yA9eOWAAXQSE0L0MQ5UGPP8564RoACaKSmdeHNKPxT6ZtP/DYBCqCJmjaIFIzSL95OPX7q1eOnIUABaFAPUL9T7sULkG56qf56aCuTlxsEKIBm0p9Ib5qUc5d2d3cvLxVNpPdjtZ/OS/82AQqggfQD1AwT5Za7px+x/Xzq7uFGnwAF0DwO1sIPx4vhe/ml8LUgQAFocLOd3a2XlpeXn79i6+UJUAAamrih8swIUAAa1OeB3hpcSfTbb22es9CLJ0ABaGjaSqRaEKAANBCgACCkGKA3ln3P9b3eyeXYUtUZnuUQoAA0KAboft8rUDCTfmYEKAANml349YL8nLPQACVAAajQDNDhYDC47HfhLw3Gdq28EQEKQIPbQSRLCFAAGhzPA7WDAAWggZVIACBEgAKAEAEKAEIEKAAIEaAAIESAAoAQAQoAQgQoAAgRoAAgRIACgJCbAH0wMAs6h7ctvTwBCkCDiwC9edwLNlJ+dGbumpU3IEABaHAQoOFl4YMA9Xqv2HgHAhSABv0A3TLbKP9a3w/Q4UXPO2ZjayYCFIAG9QA1F/Y47zc+za6gJkEvWHgPAhSABvUAXQ8ugxQG6GiPayIBaC/1DZUvBuc9owD1m6M2+vAEKAANji7pEQUo14UH0GIEKAAI0YUHACEXg0inxwG6xSASgPZSD9C9aA69CVD/70xjAtBa6gFq5n72Vk2ADj/vMZEeQIvpr0R6dMabYCkngPZysBbetEEjbCYCoMWcbGd3sGL2Y+otXrX0+gQoAA1sqAwAQurzQP+djVGjDAIUgAYHK5HmVm1nKAEKQIODAPWdsHX2M0SAAtCgfg50eymcv7RoZwA+QIAC0OBiGtPm8TBDz9XSlfeK1PHCAHA4R1fl3OyH80BrOB1KgAJwxNk0poOVMEMX2Y0JQEu5nAe6sxJenbN2BCgADQ4DdLh9lgAF0GLOAjRIz9pGktIIUAAa3ARo0Hk3J0DtzAclQAFocBCg8fDR3KqtdyBAAWhQXwsfTWCy0nWPEaAANDhZyml1GdKIAAWgw0GAnrDWdY8RoAA0qHfhr7CdHYCOYENlABAiQAFASC9AH50JLwif2faDlUgA2ooABQAhxQA9u3DiC+a/aScIUAAtxTlQABAiQAFASH0e6K1BciborU12YwLQVg5WIiWGjdK3akOAAtBAgAI40tYKlH2uYoDeWPY91/d6J5djS0xjAqCoKC3bEaD7/aLrZz5l4Z0IUACjsnH5t3NKv4FmF369ID/nLDRACVDgCJKmZYHS76kZoMPBYHDZ78JfGoztWnkjAhTorJKd8Apx2ZIANSwNG6URoEDbVcrJmdKyTQGamQdqBwEKtITTnGxfgKogQIFmaWZOdiBAd1mJBHRFy3JyqtL/YAcBOrw8nge6cJx5oEDrdCUnpyr9SegH6F56OigBCjRah3NyqtIfjnqAZqfTL9KFBxrjaOXkVKU/L/UA3TKhefmM1/vY5pLn9S7YeA8CFCiDtJyi9CeoPo3pouedDhYlXQjC9JiNOU0EKJBDWpZX+kN1MJG+90oQnafDNLXRBCVAcXSV7IQTl4cp/Wk7Wom0F+4issdmIoBIpZwkLSsq/TU4CtD9ftB592/Z6MMToOgKctKJ0t+Pg3OgJkCj5GRDZcAgJ5ul9BenPgq/HpwDneQoAYojhJxsh9JfqItpTOa0ZzgMv2dnGJ4AhVvkZMuV/qbVA9RvdJrQ9KPziavfPsMgElqsek4SlO1Q+hBwsJQzWL5pZjAZpj9fOwIUdSInj5zSx4aDzUS2l4LTn0tBfp638Q4EKATIScRKHzQOt7PbXl4+d9vKKxOgmI6cxGOVPpqc7wdqAwEKchIzKH2YNTVAh7u3BoPBFdl2ywTo0UFOwoLSx18jA3RnJbnf3dXKzydAO4echKbSB6ZegJr5SwXyE+kPlrLXjq86Uk+AthU5iUYofcQ2L0DDHesXoot+HA/G6itu2USANhw5iWYrfSgrBujZhSInMgFqcra3mrhju1/5uh8EaDOQk2ip0sd4486BbuXi0kTq6UqvQYCqIifRNaUP/qYFaNEey5VXzBOgNpCTODJK/1Y0LUCL9meqvGcTAToDchIo/eviJkAfDAZX7oyGBeuQCFAl5CQwVenfIxcBevN4OPr+6MzctezP/C58bn8RuvBy5CRQXelfMAcBuhFPX4ouMJe2nktLc1q02qZ3Ry9AyUmgRqV/8/QD1FwYfu7X+tGWdrmm5X7fvzPZMD24WHnTu84GKDkJaCj9K6keoCYgz/uNT3NWs/CyxlvB1PnlSwPjcjiTvtosptYHKDkJOFX6d9XBNZFMfzwM0OLLGt/sZxYrVd40tLkBKohGchLQVvo32sFVOU1/PArQ6OrG2cdsJiO0d67yjkxOAnTWbCQngaYo/Wvv6LrwUYBOnaA03BlsLi8vnxtclexnZzNAiUag82bLGvcBOpsaApRsBI6u2bLGcRd+ZuUDlJwEkDNb1lgeRDo9DtAt15c1JicB5MyWNTYDdC+aQ28C1P97fhpTDcoHqOvvCUADzZY1NgPUzP3srZoAHX7eK7dG8/AzpYXbNAOAhqJMkufj46V2pi+1xIgABdBQRZkkTscyTBs0kt9MpIjF3Zjma+S61wGgJrNlje156AcrZoFmr/T1Nh/sFmx8dwg3AUrKAh0xW9Y0diVkSU5WIhGzQFeU/rVXD9CNudXHP2hGzV0LX2fKksWAJaV/ox1NpLeruQFajn7MluL6oAa0lP5ddbSU0662B2iNXIfuFK5/P4BDlf4Fc9ACJUDbiZTFkVH6t0L9HKil1ZspBGjDEbNottKHsv4o/M2+N3dp1+Y7EKCdUGfKksWopPRRqt6Ff2n5udQ8/oZuZ4eW0I/ZUlwHAGZT+vhzMIjkHRaguZ9LYpYAhYDr0C3mOkqOptIHjXqAnl1IO0GAonNcp24x16nUIqW/6catRDpYIkCBGCnrROnvp3EBGuw1UvEyxlkEKJBDzJZX+kNtXoAWXy2+EgIUkKkzZVucxaU/rwYG6OyrlQhQwCb9mC2FAA3tzdiJJ0CBlnAdulOULb+RATrrek8CFDh6CNDY/vLyP53h6QQoAA3NDNAZEaAANBCgACBEgAKAEAEKAELquzFdsffaYwQoAA0OdmM6UfZqxmIEKAANbrazK31FeBkCFIAG9XOg2+FuS73Fa/begwAFoMHBINJw83iYoeduW3oHAhSABjej8HGGPnnujo2XJ0ABaHA2jenBZj/I0LnV+jOUAAWgweU80ChDe7U3QwlQABocBuj2SnzBjt4r9b4yAQpAg6sA3T4bdeB3VupPUAIUgAYnARq1PaO+u7mEx1O1vj4BCkCDfoDuRD33yUTQ/f6Ml/DIIkABaHCzEsnvuqfvI0ABtI+LAM0Ou/v3Hat1IJ4ABaBBP0AL1nDu1vwmBCgADewHCgBC6vuB3hpcSXTXb23aWMxJgALQ4OAcaGLAqPbhoxABCkADAQoAQooBemPZ91zf651cji15BCiA1lIM0P2+V6DeNUghAhSABs0u/HpBfs5ZaIASoABUaAbocDAYXPa78JcGY3XPAA0RoAA0uB1EsoQABaDB8TxQOwhQABpYiQQAQgQoAAjpBWh49jPazm6CeaAA2ooABQAhxQA9u3DiC+a/aScIUAAtxTlQABAiQAFAiAAFACECFACEVEfhizAKD6CtCFAAEFKdxlSEaUwA2opzoAAgRIACgBABCgBC7Q/QopGp+Uj8GG5zm9vctnC7/ZuJlAjQeW5zm9vctnC7/QFagC48AA3sxgQAQu0/B1qAAAWggQAFACECFACE3ATocGcwGFy19vIEKAANLgJ0eykagT9xzc4bEKAANOgH6HAlMYnptJW3IEABaNAP0HU/N3snXx781nPWEpQABaBBPUD3/NT80J3gr8MNP0pfsfAeBCgADeoB6jdAnyq+UR8CFIAG7QB9dCbZ6Nzve8fu1P8mBCgADQ4CNLH6PX2rNgQoAA3aATq8SIAC6AgX50AvjG/scQ4UQHupB2iy0ZlujtaHAAWgQX8e6MGSN7c6/puN/CRAAahwcFnj42YCvf+n+eNJ9gMF0FqqO9IXYRAJQFsRoAAgxH6gACBEgAKAEAEKAELOA3SXtfAAWspBgA4vL8cWjjOIBKC19AN0r88oPIBOUA/Q/XR+eot04QG0lHqAbpnQvHzG631sc8nzehce/4zqCFAAGhxsZ2eugxTuyeSHqY39lAlQACoc7Ui/FcSoSVMbTVACFIAGRzvSRxuBsh8ogBZzFKDRxZD8W1wTCUBbObqkR5ScXNIDQIs5uKSHOQc6yVECFEBbuZjGZE57hsPwe3aG4QlQABpcXBPJhKYfnU9c/fYZBpEAtJeDpZzB8k0zg8kw/fnaEaAANDjYTGR7KTj9uRTk53kb70CAAtDgcDu77eXlc7etvDIBCkCD8/1AbSBAAWggQAFAiAAFACEXAbqzuTzxPPNAAbSUfoDuL7EjPYBOcDKRvkSADndvDQaDK7JLzhGgADQ42ZH+xKXdsaKJTDsryWt+XK38HgQoAA0udqR/zOrNg3Qf3/Pmqq5WIkABaHC0I/0hwqt2LkRjTMeD9UoVt60nQAFocLSh8qEP8HqriTu2+5VHmghQABocbag83VYuLk2knq70JgQoAA0uBpEO65AXXWeu8q6hBCgADeoB+pgmaFEXv/K+9QQoAA36E+mHK17v3O60nxKgAFpDL0CzM+iLJ9L7DdTcKD1deACN1LQANRdLyqRliamjGQQoAA2KAXp2ociJTIDu9/0EvZa44+Bi5Qt/EKAANDRvO7utYOr88qWBcTmcSV9tFhMBCkBF8wJ0dLOf6eVXvnASAQpAQwMDdDTcTEZo71zlHZkIUAAanATo8H+YTHz0kZenRuNwZ2B2XT43uCrZz44ABaDBQYAenA2H3s2+Ih+18g4EKAAN+gG6F28OEsxrqjg8VA4BCkCDeoCaaUq9U0HH/MFG5QlK5RCgADSoB2hqovx61Sny5RCgADQ42M4u0ej0m6MlFmkevha+cH1TLbUCwKHcbqhcbpsQAhRAI7U/QAsQoAA0uLio3GTD5JL7LD0ovHbndAQoAA0udqQfnwQ1I/I25jERoAA0qAdoMPtzcXV3d/eWufp7tY0+SyJAAWjQn0i/n1robmMaKAEKQIWLpZwr4/xcnL4YfvfWYDC4sitqoBKgADS42Uzk1kvLy8vPr05Lx52VRCN18Wrl1ydAAWho4HZ2B0uZSZ1zVfv5BCgADerTmG4NriQanrc2c7t97gXnSBeWQ8GG9L3DriRfgAAFoKFxE+nNKH1vNXHHdj9/5bnHIEABaGhcgG7l4tJEarXZogQoAA2KAXrDdMmf63u9k8uxpaLrwnvZDrvguvAAoKEogCpGYzn72YvFBTLb2RWtexeshQcADUUBVC0Zy1ovePe5/JS0gJoAAA3MSURBVCnQ2QO0tGb29amqPKoqrZFFdbMqS/+mobnQu9+FDy/5HtjNPeZifnVS5S58aZ389iyhqvIaWVUji+pmVWqDSAXWc2lpTova2Ld+1NFvzxKqKq+RVTWyqG5WpTcPNM+cKT12LXHHwUVbS+Y7+u1ZQlXlNbKqRhbVzaqc/pu2zKnR3nLYz78czqS3cu3OUUe/PUuoqrxGVtXIorpZlea/Kb9dyM3saH3vvK037+S3ZwlVldfIqhpZVDersvtvGl4ezwNdOF50RnS4mdrxLrfYsz6d/PYsoaryGllVI4vqZlVW/0176QZm8ZDScGew6QfsucFVe+k56ui3ZwlVldfIqhpZVDersvlvyk6nn74lqIJOfnuWUFV5jayqkUV1syrL10TyFi+f8Xof21yqvs9SzTr57VlCVeU1sqpGFtXNqixflfN0MNvzQhCmlmbIl9TJb88SqiqvkVU1sqhuVmV3Ir2Z1LkVxGjRziGqOvntWUJV5TWyqkYW1c2q7K9E2gsXF+1ZW2NUTie/PUuoqrxGVtXIorpZlf0A3e8HnXf/ltM+fCe/PUuoqrxGVtXIorpZld1zoCZAo+S0t89SOZ389iyhqvIaWVUji+pmVTb/TevBOdBJjhKgOVRVHlWV1siiulmV5WlM5rRnOAxvb6O6cjr57VlCVeU1sqpGFtXNqmz+m8wVjvzQ9KPziavfPsMgUgGqKo+qSmtkUd2syu5SzmD5ppnBFKx0t7RRXTmd/PYsoaryGllVI4vqZlV2/03bS8HpzyW7Gy0BgBM6/1PYXl4+d1vlnQBATSNb1QDQBgQoAAjZDNAH8V826L8D6CB7AXqzH0+cN9OZTjndigkALLAVoMPEBTaDjZXnrh3+BABoG0sBGsz9HE/8PFiZekEPAGgtSwG67ifmhxK9dtMIdboQCQBqZydATV6mt0/ec70SCQDqZidAt/LtzfVgY3oA6A4rAVp0/Q7XuzEBQN2sBGjR3p9+r55hJACdohagrjdUBoC6EaAAIGTrHGhuyD26thwAdIadUfiCIfeCgXkAaDU7AZofcjcD80xjAtApdgLUbB+SjsstJtID6BpLSzn9vEwlqLlNDx5At9jcTGRuNezGD28e95hGD6BzbG5nZzZkWlhY6Ad/m2MOE4COsbah8nDDS+h9iPYngK6xeEmPBxv9KD6fPEd8AugeuxeVG+4MBld2rb4FALjCVTkBQIgABQCh7gTocHPBnG5dTFy87mCl73m9w+8J7Pdz+5e6rWp40zxt4bylc8fCqnaKPz3VqoxHZ5L70kz5Tt1WVfAs90WFHB/s+aqacLDnqyp5sHcmQG/GI1beqexdvY9OvydgFk7ZOaaEVe3HT7Mz+UtW1WRehZ01uaWqCgq5mNzYa8p36raqgme5Lyrk+GDPV9WEgz1XVemDvSsBuudNPJW768K0e0Lr2TscVzU+pOwsPxBWtT65x0aClqrKGK4nL/E67Tt1WlXBs9wXFXF7sOerasLBnq+q9MHekQA1/1udu+r/ZWcpXnQf3HUtvCf8YPL3hPZs/fYJqzL39M6bvkffRlYJqzIHuunQHFy0sq1BqaqMYInG+Oa079RpVQXPcl9UxO3Bnq+qCQd7vqryB3tHAnRv/L8X80EEf92K/4823ggqf0/AfKDWmi+SqrbG36SVC0nJq4qeZuX6gKWq8m0HDZbxkT7lO3VbVcGz3BcVcnyw56tqwsFeWFXJg70jAbo+OSiinZsTmzpPvSdgTn38YzvHlKyqxD1FO1M7qsp/WnzPno1+aZmq/BaB32rwFpfGR/qU79RxVflnNaCogOOD/dAv0NnBXvBZlT/YOxKgCf7/Y82nEv1hRB9Z/p6A/z+bC1u2zqtLqvK/Vq2Nq6p8VpYDtExV4a6I5xNn+6d8p46ryj+rKUU5PtjzVTXhYC/4rAjQ1D88/N9Q/h7D/wZPj9SOqTJV7eltPV3ls0r1aqx+WlOr8ovonbqTHC4t/k5dV5V/VkOKcn2wF36Bzg/2gs+q/MHevQCNPqDkN7OVC6bxQeR/av6nav+YqlBV8N9gptqT5+0WVemzMmfPgvPqK7a3Jpxa1Wj0wLzxlN8/y19iharyz2pGUc4P9nxVTTjYCz6r8gd75wLU/6cHre/kYRJ+Zvl7RnFb3foxVaUqU9JWNIXC7iaA1T6r4ESR06oi2d+/osc4rSr/rGYU5fxgz1fVhIM9X1WFg71rAWpmc8VjbSVCIfrT9jFVqSr/mHpuPAnN5qWgK35WwZwOY9Fq+/OQquJHOAjQSlXln9WIotwf7PmqmnCw56salT/YOxagk9mwpUIhPkNl+ZiqVFW4FbXpPzzY8Gz+/lX8rEZb4wO9Z7G3dVhV8UP0A7RaVflnNaGoBhzsuaoacbDnqhpVONi7FaDDybzXUqGwXvChuq4qOKZOj++w1gOs+lmZQ+rU7ehIt/ZpHVrV5DHKAVqxqvyzmlBUAw72XFWNONhzVVU52DsVoAeJhR9lQmF8j9VjqmpV64nz1vZGlqtWlVhCfdNeu+rwqiLqAVq1qvyzGlBUEw72fFVNONjzVVU42LsUoGaPgPEp3+Rns1U8sjyZg2bzmKpaVWrtg7VQqFzVnsaEocdUFdEeha9cVf5Z7otqxMGeq6oRB3u+qgoHe4cCNGh2j0/55j+D3D2T8xxldg3Qqso8w/oxJarqQuLZTqqKKM8DrV5V/lnui2rEwZ6rqhEHe2FVZQ/27gToRvqoKLG6RuOYql5V6hu2FFWCqhQ6y4+tajS+pbgSSVBV/lnui2rEwZ6rqhEHe76qCgd7ZwJ0K3PCqcT6boVjSlCV+SNx4t9Gq0pSlf223uOrmvxAay28rKr8s9wX1YiDPVdVIw72fFVHsAvv/5OfSG8evVV2N6aRvdNCsqrMjLXwe7UzXCOqymzwdWH8fAvpUKaqUGa41OZuTMKq8s9qQFGJxzo72PNVNeFgz1VV4WDvSIAWrPiIdwLM7HF5tWjvSEvHlLAq8/WZex7Y6QcKq1pPzuyof8JeqapC2TV3xd+pw6qU1h9VK2rM5cGer6oJB3u+qvIHe0cCNN1BCT+yvckdk/+bZO6ZPN3GMSWtKvE8C71SYVXhTpIhC6PL5aoKZJfXFH+nDqsqepbzopJPd3ew56tqwsGeq6r8wd6NAB1eLDpkb+QufZK/J2TnmJJXFd9jY9WkuKrJEy0c6GWrih6bSIVp36m7qoqf5bioCbcHe76qJhzsuapKH+zdCNDk/zASh2zpq3LaOaZmqOrB5nH/nhNX6y9qlqp2zgb3OK1qlEsFi1fllFU15Vlui5pwfLDnq2rCwZ6vquTB3o0ABQAHCFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIU3bOVuUBS4iJhQJ0IUHSP2Yg8cSkwc32G+i+DBxCg6CRz3bBJkzPbIAXqQoCii9a99JVz6cDDCgIUXZToxJsOfP0XHAcMAhSdtDe+BuOWleswAwYBim5aj3LTb4tOLiw8vLnged6J1XGgPtg0d/ROrMZPOnZn+7j/CBsXSUYHEaDoJtOJNz339UQH3pwNDcxFAbk1vmR42Ej1A/SmjWu5o6sIUHRU2InfS3Tgx/kZjzBN8jNK2XXvyeAxTHpCOQQouspvez41vDhpTZo26dyq6cf3w4g0d5y67f9lZymK2XXTFqX7jtIIUHSVyceFRAd+0hiNzovujZuafts0aJOuM+CESghQdNbe5OSmsT5pjO5lZjb5iRoHKDOeUAEBiu5aTw4H+SGZPBs6Oc354NZLfW8coEy5RwUEKLorlZOmR58QhOlw+2w/Oay0zvg7KiFA0V2pAE2MwccBmryLAIUAAYruygZoZoAobJM+eeL5S//zDAEKCQIU3ZXtwmf2ZNoaz6h/RIBChABFd6UC1GwqkhohSswR3aMLDxECFN2VCtBgW9DJEs7TiQA9OEOAQoQARXelA9Sc8uydvzMaPdgIpzeth1344WY/Xv5OgKIaAhTdlQ7QcGJ9Yul78jYBCgkCFN2VCdDRXj+Zn6PRRhye56LzowQoqiFA0V3ZAPV762b7zyfP3Y5ub58Nbt6Jl8UToKiGAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABAiQAFAiAAFACECFACECFAAECJAAUCIAAUAIQIUAIQIUAAQIkABQIgABQAhAhQAhAhQABD6/+9JkfMFifZ8AAAAAElFTkSuQmCC)
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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Increased knowledge of habitat preferences of areas and times of aggregation will likely lead to increased efficiency in future
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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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“Parastichopus parvimensis does not become sexually mature until it reaches ca. 40 g in total body weight (Muscat, 1983)” - citation from (Population status, fisheries and trade of sea cucumbers in temperate areas of the Northern Hemisphere) -Muscat, A.M. 1982. Aspects of the biology of the sea cucumber, Parastichopus parvimensis: a developing commercial fishery (R-RD-14). The Planning and Management of California’s Coastal Resources. USC Sea Grant Institutional Program 1981-82, Trainee Report, University of Southern California, pp. 25–27.
Warty sea cucumbers grow to 30-40 cm (Bruckner 2006)
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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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No information on captured sizes are given.
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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 information on captured sizes are given.
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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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No information given. These appear to be relatively resilient given they can eviscerate their internal organs and regrow. I presume a released sea cucumber would live fine thereafter.
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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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Catch variability is relatively low and some of this variability will be due to (unknown) effort variation.
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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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There are marine reserves, but I can’t tell how much of their existing habitat this encompasses.
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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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Sea cucumbers move an average of 4m per day (although they can increase their movement if attacked).
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAKgCAMAAABtOycFAAAAsVBMVEUAAAAAADoAAGYAOjoAOmYAOpAAZrYQTos6AAA6OgA6Ojo6OmY6ZmY6ZpA6ZrY6kJA6kNtmAABmOgBmOjpmZpBmkLZmkNtmtttmtv9mzPKQOgCQZgCQZjqQZmaQkLaQtraQttuQ29uQ2/+2ZgC2Zjq2kGa2tpC229u22/+2///bkDrbtmbbtpDbtrbb27bb29vb2//b/7bb/9vb////tmb/25D/27b/29v//7b//9v////By3FfAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAc4UlEQVR4nO3da4PkxlkF4DF2aEO4hIQAGwIJOIZgm3Dxxsb+/z+M6em5tFrqbulMSSWVnudDsust79kqvTrbM33xw48ARB5q/wEAtkqBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBjvfDN7/4/OHh4dO//X3yL//q4U/+4/X/xvjut0EMu/bx4eFn8yaYyi4FOtrXx/Y8+cn0Cp1aoD/8bu5bgfbMXaCm8pICHevjw5mxjyLfTC3Q+R9L0J65p8ZUXlKgI/3f3zw8fPbbbx9/9F9fPj4U/cm3E/99Bcr8FOjSFOhIX52V5h8fG/QfJv77CpT5KdClKdCRvnj45F9ff/LYpn868d9XoMxPgS5NgY7UKdDHh6DHAn38sv4n3/7w9Z8dv7h//OkPx6/tP/37l0Xff/nnDw8Pn/z09LRlr0B/+Pr4yz/97cvD2tPPP/3lfx9/8vIN16mPc9m3oYLrzuHjIP/k228eR/anxydCv/vFcQZ//zTIT79qKidSoCN9NTCax7n731+dhupnP37389OP/vT1X3h5zv44jZcF+seX5/Q/Oz2j//rzpxijSmKgQC/m8FigXx9/dnw88PJrf/1SoKZyKgU60nGU/uq/u//sWKD/+DxUn/zLrx7O5+ttbk/Dd1Ggb5N5+vnxOaqzf9+okugX6OUcPhbop58//z1//sKSpwI1lZMp0LGeJvGTv/jNWYk+zddn//74ldDfvPyt/c3nDy9f3Z/69g8/Pw1nt0BPz+kfv0J6Xv/V6Tf68btfPc+y7zYxXW9qenP4WKAvr2N+GsLfP7/A+fhrpnI6BTra6wvpX79DdBy405c+Hx/OfnT8wcfXL+Uf/1Y/a87n//v4+pz+4+9x/GLqi5e/118eohpVputNTW8Oj5P2PHqvLyz54+evQ2sqJ1Kg4/3wzc9fvl7/5dOcHQv0NGDPA3f6Ufdp9ud/0C3Qs6ekTjP51eXbm4wq092YmpfB/OJ1yWs9vlSpqZxOgU7zhy9/8fYto7eyHPrR0ff/+U+fP/QL9O1Zz5dn9D+evkHwz6+vzzeqTHdtat7m8K02zyb1cQYf59FUBhTodN/9+vkb8jcL9PmjR16+IX9ZoOdOf/u/PLg9fZPVqDLdwNRczOHbw8yzvjz90FQGFGji+ftJtwr07AnNfoGe/+LzqD69iPTsyVKjynT9qbmcw7cCPT3sfHIqUFMZUKDjfNF98cbppzcK9PS3+ac//dvf/M/A90DPZvfMN78+m1WjynSDz8J35vDGI1BTGVCg41y8efOrewX61etrkYeeROo90/Ti+3/79cPrM6JGlYl6U9Obw06B9r4HaiqnUqDjvLwI5OSxBo9TeL1AnxccfRz4Ev7xf7uvRj57i/zzb2VUme5yavpz+FagZ0N4ehbeVAYU6DjH4frs9RUdXz3c+R7o2+AeX2PffxnT8Tf4/evv9bPzF5cYVWLXC/RlDs9eq/T6OtCX1zObyukU6EhP32H/y3//9uXloHeehf/i1Lenb8IfJ7b/TqRP/v7xN/v+d6dfPr5g5PUdI8dvFnwMPnOUvesVXG8Ozwr05Z1I35y/E8lUTqNAx/q68xTl0zdEbxRo5/Pr+wXa+fXntyh3nyw9PSXqXcdM0Rm74yD15vDi1fKd59xN5XQKdLQ//vx1mD75u6d/cutlTL97WfrL03eWLj+N6WP39SFP3yM4+exf337u6yWm6BVobw47n8vY+zQmUzmVAp3gD78+fbLiP7+9+uP6C+m/Ob5l6dNffvv8duT+54F+efZJi6ff/Ti9r2+0/+H4zOdfLbY3WtAv0Ms57H6w7fPngT5/vu2PpnIyBQp791agTKRAYZ/e3hzyhS/LUwoU9umxNj85/nc+js+5T//vdPNEgcI+nb/33QPQkAKFnfr6c/35XgoU9ur7L/+s+5w7UylQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUINVaghxqZNUKr2M1GW7Kbi1Zno00V6KFClx0qhS6eWSe0IaazudAft1Kgh3M3F82UeTO0XObKN6pAB+3mou3mlphgAwV66Lm+bA+hDWy0ISseFNO5gPUXaP8MB8/qxvHOHFoqc2RovY0q0L6h81vVRSuVaTqHrb5ABye0f1zzX7iB375o6MiNLhI6a2ZLJl20mUOHl82buYrQqtO59gK9doaXB7bIhZvzyq1ro3OGNmRdF21w3cyZu5/OlRfo9TPsntjwCJUPHVo3d+ZQaJHMOqfbENNpOtddoLfOsHNkBQ+xRuaOQhuyhYtWI3PDodOtukBvn+HZoQ0c62yZl6EFMsdvtEpowcyWTD2/zV600Zk1p1OBDrh7iIfuwmUyD92Fy4ReLKwRWiKzJTUu2v1M07msNRfoiGk5HVzBCzcqs0po4cw6oQ1Z7aBUC+38AZYIPV9YIDOy+QI9v3KLZR4qTMt5aI1MBdo19vw2f9EmhxbIrHK6kRUX6MgL1z3PDWZuZKMKtGM3F61GZp3QiAKtnrmRjSrQjm1ctPdnbmSjCrSnxiFWuXC72WhLdnPRNhL6/szQegt0I3/1vT9zIxvVoB3buGjvz9zIRj0C7Rt9dDWuXIWnBs7Tl8v0JNKwGudX5aKNDi2YWeV0MysuUM9zXg2tkalAu8ae3+Yv2uTQApmehS9h5BHWeUnm0qGlM+uENmStg1J/Ojd7SyTWXKDeiXRto7t6r8da1bho9zNN57I2XaC9hQtk9kILZI7faJXQgpktmXp+m71oozNrTmet8Vx1gd45xf7CrWbuKLQhW7hoNTI3HDrdugv05ikOrJs9dGjd3JlDoUUy65xuQ0yn6Vx5gd44xaF1c4cOrps5s8pG5wxtyLou2uC6mTN3P51rL9Brp3hl2ayhV5bNmlkldN7Mluzmou1mo1OtvkAHT/Hqsh2ENrDRhoy7xVu4aLvZ6DTrL9D+Md5aVSO0WOa40Hob1aBDVj6dC4e2sNEptlCgI1U5xBqhu9loS/Zz0Xaz0ScNFeiPx3PcSehuNtqS3Vy03Wz0x9YKFGBBChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQo0V6KFGZo3QKnaz0Zbs5qLV2eiGCvTw5M6KWULvLZgjc3UbnSO0Ieu8aKZzbtso0EPHrUVzZd4KLZc5LrTaRhXooHVPZ1u3xK1FBUPH20CBHnquL9tDaAMbbciKB8V0LmD9Bdo/w8HTunG8pUKvLCuVOTK03kYVaJ/pHFq1bGbV6Vx9gQ5PaO+4Frhw/d++aOjIjS4SOmtmSyZdtJlDh5fNm7mK0KrTufYCvXaGlwe2yIWb88qta6NzhjZkXRdtcN3MmbufzpUX6PUz7J7Y8AiVDx1aN3fmUGiRzDqn2xDTaTrXXaC3zrBzZgUP8U7m4XJhicwqG60T2pAtXLQamRsOnW7VBXrnDN8OrX+q82VehhbIHL/RKqEFM1sy9fw2e9FGZ9acTgU64O4hHroLl8k8dBcuE3qxsEZoicyW1Lho9zNN57LWXKAjpuV0cAUv3KjMKqGFM+uENmS1g1IttPMHWCL0fGGBzMjmC/R4dItPy2NU5youHVojU4F2jT2/zV+0yaEFMqucbmTFBTr2wp0f5xYzN7JRBdqxm4tWI7NOaESBVs/cyEYVaMc2Ltr7MzeyUQXaU+MQq1y43Wy0Jbu5aBsJfX9maL0FupG/+t6fuZGNatCObVy092duZKMegfaNProaV67GUwNn6ctlehJpWI3zq3LRRocWzNzQU5wrLtDpr59YLPPs2b8qoTUyFWjX2PPb/EWbHFogs8rpRrZeoJ2FC2VWCS2dWSe0IWsdlPrTudlbIrHmAvVOpGsb3dV7PdaqxkW7n2k6l7XqAr13ir11C2T2Qktkjt5oldCSmS2ZeH7bvWhjM2tOZ63x3HKB9hfOH1ojs6nQhmzhotXI3HDodOsu0JunOLBu9tChdXNnDoUWyaxzug0xnaZz5QV64xSH1s0dOrhu5swqG50ztCHrumiD62bO3P10rr1Ar53ilWWzhl5ZNmtmldB5M1uym4u2m41OtfoCHTzFq8t2ENrARhsy7hZv4aLtZqPTrL9A+8d4a9UOQlvYaEtWOyimcwFbKNCRqhxijdDdbLQl+7lou9nok4YKFGBZChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUINRWgR4OuwmtkVkjtCGmc9bMOtO5oQI9PLmzYpbQewvmyFzdRucIbcg6L5rpnNs2CvTQcWvRXJm3QstljguttlEFOsh0Lhd6a1HB0PE2UKCHnuvL9hDawEYbsuJBMZ0LWH+B9s9w8LRuHG+p0CvLSmWODK23UQXaZzqHVi2bWXU6V1+gwxPaO64FLlz/ty8aOnKji4TOmtmSSRdt5tDhZfNmriK06nSuvUCvneHlgS1y4ea8cuva6JyhDVnXRRtcN3Pm7qdz5QV6/Qy7JzY8QuVDh5bNnVllo/OFNmRtF21o3dyZe5/OdRforTM8P7PBCZonsxdaInP0RquElsxsycTz2+5FG5tZczoV6IA7Z/h2aAXP8G5mldDLlYuGFsxsydTz2+xFG525x+ncdoEeuguXyTx0Fy4T2l1YIrNOaENqnN/9zBVM53ZvicCaC3TEtJwOruCFG5VZJbRwZp3Qhqx2UKqFdv4AS4SeLyyQGdl8gR6PbvFpeYzqXMWlQ2tkKtCusee3+Ys2ObRAZpXTjay4QMdeuPPj3GLmRjaqQDt2c9FqZNYJjSjQ6pkb2agC7djGRXt/5kY2qkB7ahxilQu3m422ZDcXbSOh788MrbdAN/JX3/szN7JRDdqxjYv2/syNbNQj0L7RR1fjytV4auAsfblMTyINq3F+VS7a6NCCmRt6inPFBTr99ROLZZ49+1cltEamAu0ae36bv2iTQwtkVjndyNYLtLNwocwqoaUz64Q2ZK2DUn86N3tLJNZcoN7rcW2ju3qvx1rVuGj3M03nslZdoPdOsbdugcxeaInM0RutEloysyUTz2+7F21sZs3prDWeWy7Q/sL5Q2tkNhXakC1ctBqZGw6dbt0FevMUB9bNHjq0bu7ModAimXVOtyGm03SuvEBvnOLQurlDB9fNnFllo3OGNmRdF21w3cyZu5/OtRfotVO8smzW0CvLZs2sEjpvZkt2c9F2s9GpVl+gg6d4ddkOQhvYaEPG3eItXLTdbHSa9Rdo/xhvrdpBaAsbbclqB8V0LmALBTpSlUOsEbqbjbZkPxdtNxt90lCBAixLgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChNoq0MNhN6E1MmuENuTDh72E7mg6t1Ogh5M7SxYPvfdnmiOzykZnCG3Ih5M7SxYPvfdnms50dm2jQA8dtxbNlXkrtFzmuNBqG1Wggz503Fo0V+at0HKZa7glbi0qGDreBgr00HN92R5CG9hoQz70XF+27VDTOWT9Bdo/w8HTunG8pUKvLCuVOTK03kYVaF+/ygZL6/4X+O8OvbKsVKbpHLb6Ah08w/5xLXDh+r990dCRG10kdNbMlgz3Z7+25u/PK5mlQtc0nfPe+xOtvUCvneHlgS1y4ea8cuva6JyhDbnWn5e9VbTLRmYWDTWd16y8QK+fYffEBg92htChZXNnVtnofKENud6f3eK68hCxeOjQuiKZpvOqdRforTM8P7Ohc50psxdaInP0RquElsxsya3+PK+uK48QFwktkrmF6VSgA+6c4duhFTzDu5lVQi9XLhpaMLMld6rsrbxKFujU0BKZpvOGbRfoobtwmcxDd+Eyod2FJTLrhDbkbpd96C5cJvNDd2GJ0KmDst1bIrDmAr1/hs8HV/DCjcqsElo4s05oQ0Z02am/CnbZqMzSoaNvic7ULBF6vrBAZmTzBXo8uqUv3DGqcxWXDq2RqUC7xpXZhwoF+hjVKdN3qjGdVe79yIoLdOyFOz/OLWZuZKMKtGNsl51X6fKZBUKrDMp2plOBVs/cyEYVaMc2CvT9mabztvUWaI1DrHLhdrPRlkzvsveXWY3MrdwS788MrbdAN/JX3/szN7JRDdpRo8xqZJrO2xoo0JJPc4y/XgUv3OjQqhtVoB2jK6xGgZYMrTGdG3qKc8UFuu6XMZW8crvZaEtGPwIs12XjX8ZUsECnT0qBTC9jKmHsGVZ5SebSoaUz64Q2ZGx/Ll6gpUMnD8pmb4nEmgvUO5GubXRX7/VYq5FVtnSDFs80nbesukCrfKDAyOvmw0R2b1x9+jCReUP7f4pFbblA+wvnD62R2VRoQ0ZWWdkymxhaJNN0XrfuAr15igPrZg8dWjd35lBokcw6p9uQkVW2n88D3eF0rrxAb5zi0Lq5QwfXzZw5uNEqoWUyWzKyy/b2ifR7ms61F+i1U7yybNbQK8tmzawSOm9mS8ZV2SINOm+m6bxi9QU6eIpX1y0cWvbSTQmtkalB+8Z12QL/Vbmry0qFrng6y4ZOs/4C7R/jrVU7CG1hoy2532Q/li6zXoUuEmo6B2yhQEeqcog1Qnez0ZaU7bI1h+5rOhsqUIBlKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgFBbBXo47Ca0RmaN0IZ8+LCb0BqZNUK3VKCHkztLFg+992eaI7PKRmcIbciHkztLFg+992eaI7PKRmcIHWcbBXrouLVorsxboeUyx4VW26gCHfSh49aiuTJvhZbLXEPorUUFQ8fbQIEeeq4v20NoAxttyIee68v2ENrARidZf4H27/DBe/nmw6cyoVeWlcocGVpvowq0r3+HD97LNx8+lQm9sqxU5sjQehtVoMOG+7N3My9QK/3fvmjoyI0uEjprZkuG+7N/M89fK1cyS4VO2ujCoTX7c/UFeq1WLm/nRbpsztZe10bnDG3ItTv88nZepFbm7JV1bXTO0KlWXqDX7/Du/TxccOVDh5bNnVllo/OFNuT6Hd69n4cLrnzo0Lq5M6tsdL7QydZdoLfu8PM7umSX3cnshZbIHL3RKqElM1ty6w4/v6MH+22h0EUzq4QWPd3pVl2g97rscLFwkczDxcJFQi8X1ggtkdmSO3f42y1d8hYfG1ojs2poiczEtgv0osyWyTx0Fy4T2l1YIrNOaEPu3uIXZbZM5ofuwmVCLxbWCC2RmVhzgY7ostNtXbDLRmVWCS2cWSe0ISO67HRbF6yVUZnVQgtmVjndyOYL9HhjL91lx6hOxywdWiNTgXaN65UPFbrsMarTMUuHFsiscrqRFRfo2Fv87GbfZOZGNqpAO8bWyvnNvnxmldD3Z9YJjSjQ6pkb2agC7ahxi1eplW1sVIH21LjFq9TKbjbakhq3eJVa2Ujo+zND6y3QjTwwe3/mRjaqQTt20yvb2KhHoH2jb+wavVLj+Zyz9OUyPYk0bPSNXaNXqoQWzKzzbFlkxQW67pcxleyV3Wy0JaO7ZPFeOV9YI7RAppcxlTC2Vqq8JHPp0NKZdUIbMvYOX7xAa4R2F9YILZAZWXOBeifStY1u9+1PDRl5hy9dZsUzvRPpllUXqA8T6WXUCC2Z2ZJxN7gPE5k3tOjpTrflAu0vnD+0RmZToQ0ZWysL9kpvYY3MDYdOt+4CXd3HZA6tmztzKLRIps8DfaeRd/h+Pg90oQ9x9nmg442slb19Iv2WPwa/ISNrZW+fSL/lj8Gfau0Feu0ev7Js1tAry2bNrBI6b2ZLxlXZIg1aI7PBjU61+gIdvMevrls4tGyxTAmtkalB+8bd4s/r5gy9uqxG6MKZZUOnWX+B9m/yW6t2ENrCRlsy4gYv/ihpTKvUCW1ho1NsoUDHqnGLV+mVKl2mQN+nxi1epVeqdJkCBdgaBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQ+n9Xg4rYOm1E7QAAAABJRU5ErkJggg==)
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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There are currently marine reserves; there is no plan to remove them.
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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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There are currently marine reserves; there is no plan to remove them.
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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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Sea cucumbers move an average of 4m per day.
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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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Sea cucumbers have been fished for centuries, but a directed fishery started in 1978. It is assumed that the population was close to unfished at this point.
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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. There is limited recreational fisheries on warty sea cucumbers. Recreational fishers may not harvest within 1000 feet of the high tide mark and are limited to 35 per day. Only commercial permitees may participate and trawl fisheries generally avoid warty sea cucumbers. As of 2006, there were only 92 dive permitees (and 20 trawl licences).
2. Describe historical management measures, if any. “1992 Section 8396; Fish and Game Code. Required fishermen to obtain a sea cucumber permit, issued to fishermen based on a qualifying minimum 50 lb landing of sea cucumbers made between 01/01/1988 and 06/30/1991 1994 Section 8396, Fish and Game Code, amended. Allowed some trawl fishermen to obtain sea cucumber permits on appeal, without having to meet the minimum landing requirement. Specified that sea cucumber permits were non-transferable and established a $250 annual permit fee. 1997 Section 8407, Fish and Game Code. Repealed section 8396 of the Fish and Game Code; instituted separate trawl and dive sea cucumber permits; set up a permit transfer mechanism, and set a ceiling of trawl and dive permittees allowed in the fishery, based on the number of permits issued during the 1997-98 license year.” (2006 Sea Cucumber Status.pdf)
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity. Little information on catch monitoring could be found. Population status is monitored using ROV surveys in and outside of marine reserves in the area. This provides a rough index of depletion, assuming minimal exchange between areas.
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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)
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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)
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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TAE is only based on permits issued; so no overages/underages
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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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Total number of permits has been declining in recent years (2006 Sea Cucumber Status.pdf)
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Oxp/31A5s2v6YHlTK1OmFbL7WeBXRlLKBaod1x4Crt02k7R1MKOMzL6BhtXzKDgDbinloqkDYTOd4cUsndy1Kt1XwCqZ4HlfO0+l0zOdu6a318A7Qw3XHgKg229V8VN410gPRrHu5LZBDQRuq10iE78+3sLJZvHp0ttvuDDcM4tDyo+qq8FVCdBB1xDCUjC+hwr6JT13dvZjkqoK44oFo2HTNTuR+oJodRv+l2Mm5/IlpEb3YUiKaANl+ybzt2zgPzCFqfcMQvaqi3ru5Oh8kPA5YR+8lrfRqFgDZSo5tumZk34Y0FVGzgtLgiXbhtvI2TjgepJ35uNgeojauxM3UEENCWeOQwPf+56xxZ38XWVQF1xAVb9NMNK6VBJNNz5PYrcvnIdCNRDQ9SvyhLAbWuuvZHW6KO+EUNDXOVzG5Y9GWMK6BjFFoEtJFG9XTFSmk/UMMqaHET+xjTrezbPajuPUmXrXvfJhLQ5lSz2444SAmzimZ6o3pXZ9KT6RNGtGbDCEXWWQF1w/W8ElAxEXRx/sDgSZXkmspwqwfVvqZNS6GxFd7+mJeAxtctJpBVcn5sAe01NTUIaCMt+umGkfkgkulE+jEEtOEt2QpNHnyqHGhMd3qBb8ZOQM2roEPrp342DIi7AuqE6zXLpxMmdhHQ4lHyMX034ZveUnrPWEDtnuuPxrwvCKgjPlLAcFAoE1BDBa3cHVVAR3r1CGgjXgnoue0iJ9srkrsVtTSejt/iQVqVBNM3ObmAav1ZiD874iQydgKq+C1mNUDrV2E+b6BLamY4LKAueJ4P+tllOzuxfP6YfPjH0Qumpyk1e1DLW6rtXmvB9rn+0C26zniJhJmANnWYNL6F3n55fVRW0torCGgj6y6g0fr5YLHz0p7g5XgmvdlxyG0C2vjwZs0Abxu2z/WHdt3HGTeRUNqkYahJpbLH391Q1NoHKAcGAW3EB/3stqHyrdIWTsHigmHqnZK3FULxyLQ5oDvpxx0/yVHZpGOnQRXUotJYn6qxgI5XOl0WUAc8zz8Bfbi3d/3eammwE9M1WUIX5013ZOroQbZKuLnpsoA65B0qbAVU/ymLSqNxGg03x3v9Tgvo9E7og37KAnrrRDz6/uiMybHGy7t713Z2ds7vvWKxn11nAbV7ldPnQEOf4eS2taGwz9LkOgHrr23f1ove2x8DK9wW0Mnd0DMBvZpOX7Lbmcku9Y4eZPsqx86BSr43CuhYVlkyvICaPmGN8qcgoI6olA/6mQuoGBHa+NhWKKBiMpLRbM4OqXf1IGsB7ZiucXrljK/vf3PIOdQYjaebRtUSfd9vp8ffYoHrAjp5M819/Swc6XEhrHyKCfSqVe4Dpd5dQHuxY2zqnMA171Az6CRNxQuQrwxdBR319TsvoNP6olcCuhtNgY8FVCwostme3iL1Zg8K2tjcbA3iJJEX1Fwf3RhjKjbWGd3+Y6ohWq70/X5K8Q3x/q3df3gKP1xF7y/DhFr9nNQqmZW8H6jo90wENKyO2rXhm9fC15hgEryEQ+/SjHoBVV4d2hwzOgho+YpOVOMKaL/RRzR4uE0h64/CD3dPq3wS0ET5EgG12p9eiqY9v2QTTIIX6e9Vjp8pSkdQm+GQx8Toqo5G/bK9Bli8YvUumh4aVJ5jGjzcppD1R+GXu6dVCKhGDuplbw29vcoBM6VBXXTar81xTISmgKqut1RBtf+omNEQh3xrIDewc/8RKLwG98TKQZNKrPpuwq8eGpyHvOplJVIfbA7YLd0wZ157BGNI+2womdMwJ0txbbMhUH8zpIqPas6MGvs1Ty2gErUCOumKZ9csUiANIp3OBHTfkUGkFvp6lZPop+HaRre8pk31Gm6Uf0pxiH1SAR39JSOgNjZNZ5CKNAsPkzn0QkDDzz5MY4pfZfcXOmie9COgrk3X0hLQ2qmuhS/y2x9sjpLWgs7xy6YXAjqd5zlmjpo0C8Xcz8UVIaDLTwf+TKRfdS91eZ4MkDlmS7F7XMM4LF0EVBasYpEYcI6nRhV0grKJgFrYNJk5arIsLOxJ78tSTkF3Ae0rpsbIG25G/4t/vBFQHXFqbdmnxWGoGqD2/Pu+mjLGIKDmNk1mTQ15Foo6aILJZiLdUndAQIeJSivCvO4TLYF3zztq6bPdLb+FPjET0Clevh8COplXOmVMHXIWHl0W+zEtTr0yXuoIaPz/ZksF1DV67bhMa4CaxUMzQb2BrvTuJEXTEwGdyi0dMqWeabOwFw9yV0HbopN7D/wS0F47PqQuDK3IetXZJOgk7x4BNbZpIlPqQUAHisoiPQfdo5Zee46zGmCxiJiOTpkHygNP8up9EdCJ/NIZQ5qwz8LKScgxvZ4Lr0Wfr3XkLFoDAe3DaKkGKBeSTgJqaAAC6p6CumJHI9Ig0u0Xd3Kebp3HNKmAag8QdIh3DIx+h1P+U5hC0D0yRYW2dRjfexBQQ5smMaOZLAtLB8Rp6ODRWTcEVCu44u27kB9mfwhcsDhlKAGtpmByxy8QUEObJjGjGWklkrEOiolPZscYV1K39CDTV6nKATfyw2g42wmLE1oEtK+x+YEidwME1MymSaxoQVoLH5y6fpChtSdI563rxxLQ+JnNYn3Pifwwmw/khs0x6eSjprvd4x8ocjdwSUAvIaBW5NvZ2VQmrfe9S1O386BeBn4tNbhzyuUoVR81Qk/OwALaFIFV5CO9O5NkHBLQSxFuKagLNrRS3A/UmMNujfjJBNRaP40mFxoF0wnvkhM1CuigFVBnYlSnop+McwJaL6FT2OSACe3k+4FaCajtc2nqVh5kOMVPedFOP82CmwXrf3bjwGym89/r7k1HTaaPkqaBmzgooLVCOoFN01ugQd4HareByIOdnX/YIfWJBNQu1dIQVEuu6iZsNJztkhsJW8abqmmEOvlBjdqU/hLqJuSwgFYEdQKbfNDPTEDDNvw4eygXU+/Hg/rtL6srfZulr83Zqp3uOgro1GaOL6CyK2gXd48EVMHgNnkloOIYjyfG2QRUTr0nD+p3ymAvDUD98ElIZ12kls3aJeROVkAHFtDit/Rro9D4LaCDS6sP+imtRBLz4h/fTjnZZXBdP3UzD6rNmhEEdLhImoezHaZWQBt+y0hVF7Pr/acYf2+Tk3UV0J601S8BfWC8EqmP1I08qCEXal/wVDNeTKJoGo2ZkFZ/N/frQvb1WVkpMoyANtirfBHtijFDAW2gYpNXAlrSTycFNMvm6g2tIlPJqrqsQ0AFde86x8yxy/HVlxwNmqp4/f41zWgs6erwLTEioM14oJ/ySqTF+QPDlUjdU2/1oOhFtkckl6dagbzU8j0Pb5lheXx1JaqYnmy8kz6iNDfD0LNVUWlmrzLx2uwb8FWq7bVNEAFtwR8BFSuRxjmIs5h6owdl71HjvnjF5fBtz9fHV9Tj2ufzfFanp2tPzXi2hu2N6dX/vpYY67+W7Lb+U9OdWEDlK3mxK13okErX55tBQFtwXz+7rkTqmnq7gBYv1TbJe37HUXRy/IUEy+nX5HDledX9JLU0BmX8Tc83hW+7Xxdl/f2m5GsD6EVn+PeuPcNbX09He9T39eNHQJtZ+dCC77oSqWvqph40UPdWfXRy5uVZWw1uk3zRVdTxV9PLk1Kaooy/4X4lfCkR/ejbvpvG12yy+Ru3ssckPkX8zVYioBJVm3zQz6wPdN/BJnyV0V+lbuZZGxb7jiSgrYFbwpimLcWXf6wdFWlKvqEo9GJeKf3OvqD6+V3sVz3d7D8zFVBdm7wS0LAKemz0efSGHjT+q9RPsKNlWgl1LeG1cVaNMRkDK9NXJpXTK6XtnIAqaczY9RXQXmzyQT/zeaChgm6Md55xmrqBB03wKg0S7Gib0eMDvwbpPU81i9ahZLqyzgI6sE0+Ceijc9vb0fxPd1cijf8iDVWti3lGDw/7IuQfYtXl7LKA1s8Xtsq/jj/VJwGdwCavBLR8QpybE+nHxSzn8tBD5/ig8Rf91WZNj9MOX7tM3rCs9lK2HXL/imBuFpnCJgS0PfUhPWjCKYoeJ1CMu8Z7q1fH+/PRTFvqDfcby2qpLPdTtF0U0E01U9jkk4BOlToC6mQCclKKtBQXO/ab9kZr6trTKpSC2e9vc05Aa9RzYgGdIm1t1kdAKy96qjc/fLpj/jJFWs2i6pOA1pbOcYTDMQGtl08EtBbnBVT/BZYCrm8FtDOWfbv1V+Sr/gjo5KXTIQFtEs+JBXSKpPVxXEBN3qAjAup6jps6pnbNPr4+4c/X+1WFZvmwBrWBgOrYNEXS+uRZuLz94k7O06PMqm/zIKP354aAOp/jnVtGDc1e2yj7wUhAXSiaCKiOTVMkrU+Whbfc21DZ8O2Vx4+tLOrM1BluUAXTuGqW9Mi/3S65XEB7NcYGBFTDpilSNiDNwkMHpzGZvj2tGYxrjrnH9VhGxn7nU5buPvBHQCe0aZKk9ZE2VA5OXXdvQ2UT5Jft/IsfBguX81iFPDY9whsBndKmadLWRppIf3qC1AcT0Hki/I234A2+COiUNk2UtjYub6hsivtvu0c0J7iDwyCg7TZNlLY2nm2oDBnKGe6jJgcdccj9HdRPrwR0tRssPj5B6u54kHeY+1YnbxQPu+/OfuGQ+7sqoFOlrU2ahWEb/vgEqbvjQf5hMVrUMTkP/NkrHHJ/BNSSLAsfbAVPjL4lvUMe5B8t3lW+3dUbvXBnv3DI/RFQS/IsPDobBI9vu7uhMpRoFdDNhq9W6bnvzn7hkPsjoJbINVDXJtLb48GL7wETBfXBF2eHHwI6qU2TJa5LmoUl/URAPUDaFqPmvrxxxigmgQleCOi0Nk2XuibSSqTF+QO/VyK5sqXaWOS/tmFXy2JQcAkfBHRimyZMXg9pJZIH58K3MvmWahPQ5GY+uOB8QUBbbZoweT3WaSXSapYC2uxls3oVvuGBgE5t05Tpa7FmK5HmJ6A+OBmoQUDbbJoyeT3SLNxfoya8D++9L7xwMlDjvoBObdOk6WuRZmFYBT02+jz6ATxobisO5/Rb1w7nBXRym6Y1QIcsC0MF3Xhl9NSHEFAfXjsAAtpu07QG6JAOIp3b3o7mf/q+EsmHdw4Q4bqATm/TxBZoIE1jWouJ9D68c4AIxwV0epumtkCDdRNQAG9wyP0d1E+vBHSq1N3xIICxccj9EVBLEFCAiXDI/R3UTwRUI3V3PAhgbBxyfwf100MBfbgXcn2cfUTi1N3xIICxccj9HdRP7wT01olkAGlxYbTU3fEggLFxyP0RUEvyLLwqjcGPdbiHQx4EMDYOub+D+umZgO6Lquepvb2XL4utlUc6YM4hDwIYG4fcHwG1RN6RPql3LsO66EhnHDvkQQBj45D7O6iffgnorlzr3B2rCuqQBwGMjUPuj4Baku8HKlU6w+roOFszOeRBAGPjkPs7qJ9eCWhxR/rR9qd3yIMAxsYh93dQPxFQjdTd8SCAsXHI/RFQS2jCA0yEQ+7voH76AYNIABPhkPsjoJakWXgYBEG6AOlWMNYBSQ55EMDYOOT+CKglWRaGtc5g46WDg4OXzzKRHmAEHHJ/9NMS+UyknLHOl3PIgwDGxiH3Rz8tybNwmS2GX4y1FN4lDwIYG4fcH/20pJCFd17c2dl5+vqIqbvjQQBj45D7I6CWsKEywEQ45P7opyUIKMBEOOT+CKglchYu/7fo+3z0N396rC5QlzwIYGwccn8E1JI8C4/Oxes3H50JFu8zj2h51+IsEIc8CGBsHHJ/BNSSLAsPt4JMQIPgtObjd/b2XhX/H52Nhu9NhdchDwIYG4fcH/20RN5QOZm+9FB7Q+VbW8mk0cMtuwmkDnkQwNg45P4IqCXSWvhc/DTXwu8nqnlcVFoXOzsnjJcwOeRBAGPjkPsjoJZ02I1JVFo3XhIrP9+btPn3TRfRO+RBAGPjkPsjoJZ02A80qbRGa0CPZ5eMqqAOeRDA2Djk/uinJfYCKoQzqm4e5l2mphuJOuRBAGPjkPsjoJbkTXip8X2oMxqUqawkt6Zb2TvkQQBj45D7I6CWpFm4L428i87N9nlMCChAJxxyfwTUkjQLo9mfp64cHBzcuaw3HSkbdwr1liY8gDEOuT/6aUmWhQ/SqZzRjHidaaDpiNFuPvF+n0EkAF0ccn8E1BJpKeflTD9PadUixSkgTxwcXA2C7bwuyjQmAE0ccn8E1JLCZiLxfqBXdBvhu+nyo98PhfPU3p5m219O3R0PAhgbh9wfAbWkSxYme9iHtc90TZLpcfIOeRDA2Djk/gioJd2y8O6L2yfPizrnF7cM2v5S6u54EMDYOOT+CKglhSx8uLd3/d5qab4tXdz8f8n4QYc8CGBsHHJ/BNQSKQtvnYjb4I/ObLw6VurueBDA2Djk/gioJXkWXk07McWOylq72fWQujseBDA2Drk/+mlJloViHGjjY1uhgIplnSMdDO+QBwGMjUPuj4BaIm+ofCGsfIph9OLC+EFTd8eDAMbGIfdHQC2RNlQ+vkoEVEyRN9sYOaV5LXygwCoZgHXAIfdHPy0pbqicCKjpkvYMBBRAG4fcHwG1pLgfaCKgppsqZbAbE4A2Drk/AmpJvwK6enhgNBfUIQ8CGBuH3B8BtaTfJrxx6u54EMDYOOT+CKgl0iDS6UxATXels0/dHQ8CGBuH3B8BtSTNwsNkDr0Q0EPTwzXtU3fHgwDGxiH3R0AtSbNQzP1cXBECuvy02a50y4M7e3t71w9s2vwOeRDA2Djk/gioJVkWRmd6GO1IL7h7WXrq1CvGqbvjQQBj45D7I6CW5FkYne8eo7uZyNHZ0qzODcM19A55EMDYOOT+CKglchYeXRb7MS20K5KH0Sag2zsxJ6Kqq5Mp024AACAASURBVFnfqUMeBDA2Drk/AmpJhywUjf7FFenC7S3TLekd8iCAsXHI/RFQS+qy8E77mNB+RS6FpLYfKC+n7o4HAYwN7u8/6iw8utxek1Tt2XRouBEeHgQzBvf3nygLH17b3t4+ny/CvLWl0RRXrfdkLTyANri//wTZ4ZrB4n3xpeVlreM1EVCATuD+/hPkx7sn/Ze3tiQxbSBZPl+AJjyANri//wTRws3F+b1ryRD6Ve2JoLsVtRTdokaL6PEgmDG4v/8EQgejZvdRNIR+Va/6KRCngByTlfboBYM1THHqeBDMF9zff4J8MH0/1MNbBuuQonPogsXOS3uCl+OZ9EazmPAgmDO4v/8E+SHGYY1yEYrgu/U7MaPuUpnFBcPU8SCYL7i//wT5wHm0nYjZWszlNVlCF+dNd2TCg2DG4P7+UxJQsy5MwfLu3rWdnZ3ze69Y7GeHB8GMwf39pySgZl2Y3VPHg2C+4P7+UxRQ8wpox9TxIJgvuL//FAXU8ixO+9TxIJgvuL//IKAAE4H7+w8CCjARuL//IKAAE4H7+080kT5ZS7SVfhKnbNocsmmeOh4E8wX395+gcBpnzjh1UTwIZgzu7z8IKMBE4P7+Eyzv7KmgCQ8wMLi//0ybhXgQzBjc338QUICJwP39BwEFmAjc338QUICJwP39BwEFmAjc338QUICJwP39BwEFmAjc338QUICJwP39BwEFmAjc338QUICJwP39BwEFmAjc33+C5cdemTB1PAjmC+7vP9FuTCevjLJ1iCJ1PAjmC+7vP8Hy2gmxfd3iB16dInU8COYL7u8/IguXt98b7QE6fkUUD4IZg/v7T5qFRx+NKqKPj1sRxYNgxuD+/iNl4fL2uagiemq8iigeBDMG9/efUhYefXQrqoief22c1PEgmC+4v/9UszCuiHImEsDA4P7+o87Cux/9awgowLDg/v7DSiSAicD9/QcBBZgI3N9/EFCAicD9/QcBBZgI3N9/EFCAicD9/QcBBZgI3N9/EFCAicD9/QcBBZgI3N9/EFCAicD9/QcBBZgI3N9/EFCAicD9/SdY3tlTcX2ULe3wIJgxuL//RGciKWA3JoCBwf39BwEFmAjc33/yJvzlIFicemlv76NbweI8TXiAocH9/SfLwv0gePe97OPpkVLHg2C+4P7+k2bhYRAczy7uBsHFcVLHg2C+4P7+k2Th8oVg8fHs4oOt4BhNeIBhwf39J8nCR2fkYaPityFTx4NgvuD+/oOAAkwE7u8/eRNe6vY8DGjCAwwN7u8/aRbuS1M/j86MNQyPB8GMwf39J81CMZ9+44r4tLy1NdY8ejwI5gzu7z9ZFh7GK5C2o3+lEflhU8eDYL7g/v6TZ+GDs9k6zo1Xx0odD4L5gvv7j5yFdy+fCNXz8VOvjJc6HgTzBff3H/YDBZgI3N9/EFCAicD9/aeQhQ+jjZSXr42XOh4E8wX39x8pC2+diPcBfXSGQSSA4cH9/SfPwqvpRsqPzjCNCWB4cH//kfcDDTY+thUKqFjWOc5KTjwI5gzu7z9pFj7YCoILYeVTLEEqLozX4+GdvVfMRRcPghmD+/tPmoW70YbKsYAWd1du4u65KPzy2lY8Af+Kaep4EMwX3N9/ihsqJwKquaHy8nK8aF7UWBOeMKuF4kEwY3B//ynuB5oIqN5+oJFuJn2mwWJnZ0dUQ/VqrlnqeBDMF9zffzoIqNh+RJxDJ/6Pdr9bftp0GxI8CGYM7u8/HZrwu4lu7ub1zl3DKigeBDMG9/cfaRDpdCag+zo6mE4XlaeNmp5GhwfBjMH9/Uc61jiaQy8EVLTJ26cxpe18ub1vepgSHgQzBvf3nzQLxUjQ4ooQUNGTqVOPTMUyfBIBBTAH9/efLAvFmR4ZOkNB2XT73Ty46Wl0eBDMGNzff/IslGZz6m0mkp5D92Ar7TEVURidRocHwYzB/f1HzsKjaEf6he6O9NE5dEJq99NpTFeZxgSgDe7vP12y8FDMnD/50sHBp0MlPf/y5a3A9DhkPAhmDO7vP+k80DtiK+WMO9fO63RlPtgKShgeJ48HwYzB/f2nuBJppfrWQLqLSNp3ymYiANrg/v7TTUBDHr68c2475OTTL7GdHYABuL//BKsv7oS8dytYvGsn5WxgNp3TPnU8COYL7u8/gaIjMzDeVck6dTwI5gvu7z9BtAy+wsYoFVA8COYM7u8/YRYu9/b2Xg6b8C/tZRyMlToeBPMF9/cf5SCSNc3RqLoKuqcJ4Cm4v/+o54HagoACaIP7+0+/WchuTADa4P7+03MWPjx4zSh1PAjmC+7vP1IW3nlxJ+fpHhr0GqnjQTBfcH//ybKwNB2UifQAA4P7+0+aheXp9AgowMDg/v6TZuF+sjNdin5X5vLgzt7e3vUDmzY/HgQzBvf3n/xYY6vVm3cvS7VW3Z2YpdTxIJgvuL//5BPpzfaSjzg6W14BahgHHgQzBvf3ny4rkaId6YPtZNxeHAcSLNqPQy6kjgfBfMH9/SdvwhsLqDgTaSFvoXx7y3TwCQ+CGYP7+480iGRWecxP5cwRksqpnAB64P7+k2aheRs+OxdegnPhAbTB/f1Hnki/OG+yjZ1KclkLD6AN7u8/+SCS6UR6BBSgE7i//9gLaNiEr8x8ogkPoA3u7z+pgEYna0qcbK9I7lbU0ng6Ph4EMwb3958OWSiWzx97VbpwFOqn2XR8PAhmDO7vP12ycD+aOr8Tn6X0cjyT3mgWEx4Ecwb3959OWXirfCLy4oJh6ngQzBfc338KWfhwT5yMtDTYiemaLKGL86Y7MuFBMGNwf/+RsvDWiXj0/dGZjVfrHyizvLt3bWdn5/zeKxb72eFBMGNwf//Js/BqOn3Jbmcmu9TxIJgvuL//ZFkoRoQ2PrYVCqiYjGQ0m7ND6ngQzBfc33/kIz0uhJVPMYFetcp9oNTxIJgvuL//pFm4G02BjwVULCiy2Z7eInU8COYL7u8/+X6got8zEdCwOjpOGx4PghmD+/tPcUf6RECt9qe3Sh0PgvmC+/sPAgowEbi//9CEB5gI3N9/pEGk05mA7jOIBDA4uL//pFl4mMyhFwIafmYaE8DQ4P7+k2ahmPu5uCIEdPnpgIn0AMOD+/tPloWFPelZygkwOLi//+RZKOqgCSabiXRLHQ+C+YL7+4+chUeXxX5Mi1OvjJc6HgTzBff3n2mzEA+CGYP7+w8CCjARuL//IKAAE4H7+480iHT7xZ2cp1mJBDAsuL//ZFlYOiCOtfAAA4P7+4+0EgkBBRgT3N9/pLXwwanrBxn6J3N2Sh0PgvmC+/tPvp2d2Exk9NTxIJgvuL//FPcDHT11PAjmC+7vP/l+oPMR0P1ibfsw/lr3CpKtUg05ulKOxOr9TpQvI/H65uZT0tf78dfv/Ozmd/0XRejw+tt+0TiNr/+8nW31dnztyc13qgIW/9NJGgHVIHyfm3LG/8WHw+9/5Svaz3/9554Mn/++P9K4FUWdoJtC3gc61gYihdTXVECXV0sdIgioiuEF9Du/XUjB7NluAqqRNAKqw+tCz57Kvt4vftV6Wkjwj7bfCnPWWkDDNvw4eygXU19TAT0s9ygjoCqGF9D7JmWtml4XAdVIGgHVIZK1XM9uFCukLbyeS+JHWm/d37QXUHGMxxPjbAIqp+6QgNaBgA6GWkDrGFtA66gIaEJJcBHQnii24c1a8HKdsvTXUHHr9S4Cujo6GwSPb6ecXON5oAioIyCg/Vm1xhTa8PdVlclaRHV180dX3/n31Xa/4tYNk6gT5BroXCbSI6COgID2Z9UaE9UV01d+o1qXrCeqrj6VPlaoVCpuiaqusYelWVjSzxkKaK5VR+fCF3Dy1UdnopNNYgG9dULslJptNL28tS3CXLlX+P74+deSCCOkc6XyyAtP7ueB0pNQizHPUUClYewfCn37ez4f+rpw8FhAv/Se0Mu/9/PpM9/50neLMD//lcL3t//IHyURlnq/Xs+/hMUyKjbf+Jx44m3fkwyZ3wivfvk9ItncjmKQSECFaW//kThVVR9olnSazEohqQioFlEbPsmKSPcKf79ubBaRbwrpjSXxfll3FbdE3NranCKtRFqcP5jHSqQWAd1P9O+v5wL6M7vJUSeJ3GV/bpK9+/M/P6dXzQJafDL8lg7dJVpainnWApp2SX1/LqC/kBSXtyUymHVkvePzxe9RTFUBlWqPiZbm/V6xzoUC+qUohV+s2JEEEXEk6cQlsFFApXrzjXL9BgHV4/U8E6st+CYBzWUz18v6W+LSO/7xk/lfRh2klUjjHMRZTN1BAZV3BUgF9ESxYi5V16ML8nlSFxsFtPSkVDGNP5VjnrOAlsdEhRS9J72Q+758QZ7I9xGVgOa1yuSTPG4Q2XJj8+1PxuUwDVsOEib6V9N0ooLXKKD5j0wq0hIIqB5SG77agm8S0Nezv4uRZ3yk+ZaU0e/Qbsk7vRIpsKYx2v1KcElAhRiK2l+0O1UioGHV88K9VXRcqQgZBbkiWtthmONxhBviHJSjF5LzTOv6QFVPxjIb10Ur99deQEs8tcqESPi1qFd+KZ3FEo/G/uhX4n5/ETIK8vOi3f5kXHDCCN/xn8L/v/6zSemotJqzNnxcFxUxRBOp//AHkyeiHrGoOivZUQgSFefUsneu1AKaJ5214audogioHnkbPu+5zGgS0LznsyKgiltyTNp9oS6vRLLXzw4Cup+e6Swqg6mAPvZq+qBQtcPs2OdQ8MQA024qg1ItVimglSezNvxuWnct3p+xgL6eOrgQrFRAv+vz6YOinNzPBgbCQiBc/kZaSGonY2Zt+BtpHfWd2Y3oiRtZnEkclSCpPdEnkWrLPNAbWU9AuVQioJpkbfj7JtpWUcmnGm9FMp1hOo1pf15N+HoBzcQwlVIhoIkaJgM90qqtWClFyMJBpnUCWnkyvB4pZtICUN2fq4BmYphKqXDwp+IrSa1O6lSM5er1tPa4KlyWCCOJikZYaootwfTCjeyJykT6JEgim6sscIuA3o9/SJqyBAKqSdaGrwymN2MkoNH/7/iF1erLT6Z6rUGahWlJHhf3+kClvoxELqVpTPGVZHQ+vXI86fRcvOun75WizMkiLz0Z2hJFHj9Qvb/2AvqU9LXQByopXCKX0nBMfEXuVIxrllHP49v+xj/5SinKQprpgIF04xv/5x89uZkJaFJ0igKaBymOq7+zVUBDM98ZW1gyBQHVJun6VLTgWx/Tr4F+7offk7d51FPVqmRZGBbVjfHOM05Td1FAUw0rTGOKyARUJq6TxizieUwNAlp+MoxShIyrntX7sxbQVKYK05giMgEtN7rSbqy3xfOYFAKa6FhWef3Ol38oHYlKBDRNJBPQUhBpJD/+2LaU80bSJVFpeyKguiSD76oWfH99oKqbraSDSOe2t6NCO9+VSLFWpdMxV/UCWpoyG4W5VpjHVCegqidfkCq11fvzFVCpnlcnoPJivMTjv/O5wjwmhYDGLelMnisL+qoCWg5SFNAwmjYBjdrwihY8AqpNMv1TJWz9jcIX4zQU0GLdZ74T6TVqoJLGSty+LClovYBWnoza8En46v35CqhGDVTSWIkv/5ykoIrlQFFNML0eV2Lf/j1/55/+3w/XCGgliHENNGrDK1rwCKg+URv+P1elrs95oMU4EdBauveBqt/Ow5cvJ/XK+iZ85ckwzovp4FH1/qwFVKMPVL1w5Bv/8eeSEqAQ0PDZj2Qy+Xo2Bf8v6gS0EsS0DzRuwyta8AioPlEb/m9vKpYK9bYS6Us//N1Pxhkbjceb9oFOgnsCKsbcK6PwRQGVgsRIKpdIYI2AVp6M7xxPq73V+/MVUOHElVH4ooBKQWKkYZ9E7BQCGgZ6Z1q9laK8X9OErwZJJzyt0hGnVgH92pNv+wVFCx4B1Sfr79bUNempp8QnjbXw+XqnqNPmKb0kENDSSqRsHqiolCsFVARJJoYmUe1mETYLaPXJ6MNjv57qZuX+fAU0nwcqXF0poCJIMjE0ieqG3GyuEdAw6Hf9h6Sk5FF+/cOtApoG+dqTaTG+v6kzDzS69P0fVpRIBFSftKJptluSyW5MkWyKzZWjaUy6i+IR0JKApiuRbksrkUoCKoKIpUmrh1eD6J6YxvSEGH+/e7Y81T5Birzw5CoZOUpUsnJ/xgKarkT6srQSqSSgIohYmrT6xm/HUiZaY9mqoeJU+5yvSeXjRpxGPPYUxV5pwleCRM9/7x/FVxpXImVJv7759icV878RUH3uSwN9+lQ3/cyqoupbGU9pplDIwod7e9fDJuo4G4lEqbsnoMq18EUBLQSJYtotdR7Hw+mKtfCVJ5OlosdzWwr3ZyygyrXwRQEtBIliksqANIJerLXIPVxyBDUCWgkir4WPElELqJx0vnipAAKqT9KGN2rBrxTbzudt+cqtv/jB/Mo7dWfrS1kodmyLhzo2Xq1/oFdcFFDVbkwlAV0dFmctxSIYsfHx/LuUSBZ5+ckkvUxrS/fnLKCq3ZhKArq6X5y1JC3He8cv5t/lRJJ4U0397VQZf+Rn0wXR5WlM5SDSbkzvkBfNlwRUTlpaRCWDgBpwI/sbZ0T54COpM7RyJlLuPd+nvdopz8KraQUqWYY9Bk4KaLofaLJWSCWgq+U1af9Pwd3LQvmyDUKXYjz+iTwNadul8pMiVkkki/dnLaDpfqDJvCGVgIbtaGn/T8EfipMW8w1CvyPG47+vmKw0CrRaffmHNuP9y+6niwUrE+lLQeL9QH+weT/QUtKVnewiEFADopaAwTLOlNLRm/JoUvXAzj8USyak7WbbybJQ1IM2PraVjBWPtKzTaQ+SNuuEKanbAt4fqjvZRTjt/qBFmoWi1+5CWPlMdqkcaWcRBz0o30xktzyUDmOSL0q/od+l7yivq3+Bg+4PhqRZuBvE+1GmQx3j1L0c9CCxNf+VVTwOvsatZ/cJZfNt4gwNMcJuOPbqGl9+Uv0LHHR/MCTfDzTezSIdRB6nDe+gB8nr0amATog8zeSpqY3pwP36X+Cg+4Mh+VLOeJ5iekTFOi/lbOZWdZwcpuBLT66DfsZ/CNSDHy66P5iBgFZ4eO1EaZwcJuEbn3tPcYTdS8TswppZMU66PxhBEx5gInB//5EGkU5nAro/40EkgLHA/f0nzcLDZA59shXGfKcxAYwF7u8/0plIweKKENDo9F4m0gMMDe7vP1kWFrZUXu+lnABOgPv7T56F+YYYwZpvJgLgBLi//8hZeHRZzN9ZnBrvcE48CGYM7u8/c9xQGcAJcH//QUABJgL39585CmjlxKI+ObpS+Gq7oed6bwSa8OalS88PFvm3ftP2ybc+c+kDv6e4/s3nLj2rClj8zyBpBFSD8LVeuvT+f5d9/8tPhN8/9Ofaz3/rN54Ln/+pP9W6Vb4SJZagTjOoHGgsnUwxOGsnoMur6tPkzCNCQDvx1u/YR91RQPWTRkB1eEOoV/5G3yx+1XpaSPCvadyqXAmzfCwBXd4R5ykZsnYCWnccpzEI6HRRdxRQ/aQRUB0iEcvV62axQtrCG7kAfqr1VvXKm/mVWgE9t63ipGnptdqABAGtAwF1L+qKgCaUBBcB7ZdiG96sBS/XIEt/FKu3FIElSa0TULsfVQUBVUaNgDaAgPZh1tpTaMO/qapM1iKqq5d+bfXWf622+6u3FIFvtibWIQsfHsjcDQX0lfB/o03gENA6EFD3okZApyGqGaZv/ma1LllPVF3NxLFQhazeUgQWld+W7gL7LOyj89QdAV3ePpefqrmbrmXNDygNP0UbVC1vbcunbybfk81D01PdFQfCl57czwOlewcWY56tgL711V8K3fcnfjNy9pup+4bOnX+KytJbf/zjebjs+wd/9U+TiEvdXm/kX8LyGJWOb39BPPH+n0iGzG+GV7/6Y2GUv5sLYjFIJKDf+iWRSpyqqg80SzpNpuZ3ChBQLaI2fJIjkcoV/ozdvFREvimkN/abN8u6W72lCCxSa1HrQhYu7+7t7R1o/qy1EtCjs/Iq1uzc48NA+iQULzvwI1nt+qCwfX2TgBaflE783FfGPFcB/dYnk3LwzO+uItl7Pg2ZfxJKmPVXReHk/qvnVyoBlWqPiZbm3VsfSsT6Q398KeptywS0FETEkaQTF7RGAQ2/ppWXmzXVGARUjzfyvKy24JsENJfNXB1rbykCi0vP/Ovn8j+ZVaQsvJ2KyEm9pfDi7IvFTsp7t4LFu8L/nzYZindFQKU/BkK2MnkTZz3Hn3bTG4U/FPIfkYuNAlp6UqqYvqCMeaYCKs27SyoFcXl4IysZN7PaghSuMF/vUyoBzWuVySd5eCBpt33wubgApmHLQcJE/1aaTlS+GgU0V//QuJoBCARUC6kNX23BNwnoG9mfx8hBPtV4SxFY8oBnalryWRZKe4nodhEevSDtOzLEIFJqju33GqoCKo7iPH9vtby2FQlmql7RO4na1+GvC/8XerlxRbS243BCYDfEzgHiTUTh6vpAVU/GMhuLdeX+TAU0LA3vD//Yv/WF56KSkE2t/Ezq3LEYCQ9/5jdFuz0OJzz9mf8Z/v+tzyThKlFnbfhYlEUM0XzpP/lk8kTU8RVVZ5NUK0GicixqvGmqzdOYsjZ8bacoAqpH3obP+ykzmgT0Zr2AVm8pAstx1/SFZlkYakhYhfzpvX/xXn0FXX0xrHa+L/44gIAGJUE0/V5HReVCEUu6OpNP+/H38DftxJ/C66ejB5ONUpPO0ewQ+VTv6gS08mRWyd1N667F+/MU0FBzEj9NPr0Rfw89+lfiT+H156MHkzpd0jl6My0dtZMxs8rszbSO+mx2I3riZhZnEkcliBDQOEhiXcs80JtZT0Bd4UNA9cja8G/WK5mKkiY+33ireiUS7ozmaUyi9flEMn5xVX9DUNF3eCyqhPo8jUk6wiQ+2iTWyzDgY/9yK5LI/UQvs/cSx7Gf/vraqBMhrDwZXk+rtnX3ZyigbxRGW59P9TIM+IH/8VzSqIr1MitFcRxvpLXH2qjDwpBWYYtNwPTCzeyJykT6JEgu70ngFgFNumvTlKsgoJpkbfjKYHozHQU0+v+Z31qtvvpcsUNIQjoTKT8GaVf/TCSxf/3iwspvAd0tjIkfT1vsoT4e+4MzSZs+bsFnO/XH4aJOz7Defq826lgIq0+mldzD5Cyq8v15CujNwlj5s1n34RuXPvRnn0ja9HELPitFcbio5/H9f/ff/Hlt1Gk9sHjj2//vXz13KRPQJO2igOZBiuPqz7YKaDJhIPkjoAAB1SXp+lS04Fsf61ID/cIv/1jW5LiknsOWH2ssVTqNTuV8EFZCT93zWUCTI0kjkp8ejRmF10+Hn8LvcY20NO8gDhezSA5BrhfQ8pNJJXc3OQ21fH+WAioNXKdqFTWDw+vPR9OMEjGSh4wSr097q94fz2NSCGiiY1nl9a2v/lI6EpUIaJp2JqClINJIfvyxbSnnzWS4qq7RiYDqkgy+q1rwQ/aBqoKXKJ4Lv1J9ayNq8l/xW0Az05O6YDRrKfx8Ma4pHqb9lmUZjIadpIG3GgFVPSlXaqv35yqgWdUvqWVGzeDw86diHXozKj/ymrvEsaNhp5jnVVFXKq+VdXtVAS0HKQpoGE2bgEbG17fgEVBtkumfKhkbchS+mEqTgBbLq6kYiqHjd235LKDlGmj4Bk6LLtBI+y7G1dCaivnty5KC1gto5clEmaPw1ftzFdByDTT05edFF+jviQufiquhclta4qu/ISmoYuQ7UeD4elyJ/eBP/LN/+2efqBHQShDjGmjUhq9vwSOg+kRt+P9VFbZh54EWU2kSUHlpTCQDZufCH0VzoHwVULkP9DCbRXTs3m5SRzyeLEOq/bvy8OXLSb2yvglfeTJR5nS4v3R/lgIq94G+mc0U+tCf30zqjs8mvYqVgaCUb//330gcXSGgiQLHJeONbAr+X9YJaCWIaR9o3Iavb8EjoPpEbfhfuaRYGDTgSqQ//uUffy7O8Wg8vqkPdPXobPBYOp5sU3i/uOWxgFZG4aP64c+8kPRSHrsVC6yYFnpRfk56UYkE1gho5cn4zvF08Kh6f54CWhmFj+qNv/WZpPdSLBVKxrWLFRGp7Z+InUJAw0DPpi14qa77Zk0TvhoknfC0SpW+VUC/+ZwwvnbYGAHVJuv2VqpY41P2a+HzFVBRb456OW76YXk5Hk2PpiZZHGt89KLZIqQ4dTcEtDIPNPrwA9kMpvcmYhYKbfpXJl7tuZvF1Cyg1SejD4/9eqqblfvzFNDKPNDowz/PZjD9cr7G8gPJrKU30hHUvNlcI6Bh0A/8t6RA5Or4rU+0Cmga5JvPpeX3zUs680CjS3/vE/XDxgioPmlFU3sjpvwp692YItkUmytH05jUjZ50EOncttjKIng8/m9huyuoIY4IaGElUtwZGS1CyhdhxhVUMVi+uBDef5hMlY1mz4rx97tn4zD5hPgEaSVS4ck04kQlK/fnKaCFlUhS4ykf04kFTFQW3v9r4f1v/07ef5WtGnp2JU+1z/mmVAxuxu3zeOwpEspKE74SJHr+J/80WydVL6BZ0m9c+uBz9RO/EVB93pTG+/SpbvGZVUV19gMtdA/UrCaL/5voYI/JBLT0G0tr4QW7Qb6KM2tfy0+eTkPJD8bD6Yq18JUnE40+rrDp9Go+Anqp6LOltfCCzOPlsdE3y459sxhPUhiK1RW5I6uQtFpAK0HktfDpClOFgMpJ54uXVCCg+iSeYdSCXyk2mc/b8ho70v/lJ/Mrz9Yshoj/m7mAlnZjSgPFSrcrvYfD4qwlaQeBjY/n36X6bSaE5SdX8VYlmdaW7s9UQEu7MaWB0qWReQXkzeKsJWnV3TP/Lv9emUufa+rvpMr4q59J1z2XpzGVg0i7MT0jL5ovn4n0maJZ9RO/EVADbmZ/6owoH3MkdYZqnImUu9VP1U1FMzWokeb5TyqJ7jV5TRQCmu0HmgUSf1KyhvFKVAAAC5tJREFU/sl8TsLymrT/p+Du5a1A2iB0Kcbjn8jTkrZdKj8pqqvS2yren6uAZvuBZoFE1SNWvTfkCshbX5D2/xT8iThQMd8g9C0xHv9TxfSkUaDVKkpHbFP2ZrpKsDKRvhQk3g/0k837gZaSrtvJLgIBNSByFoNlnCmlgzbl0aT2UzlDtxJrKd7/k4V1wjJzFFCAkajdyS4C9/efMQVUkToeBOvMG00teNx/Deg5Cx/6cCYSwDh89bnGYWPc33/yLFzefnEnx3xOp1XqeBCsK29KY1xqcH//ybLwVnE/i3FGMPAgWFuiAfvGUQ/c33/kDZURUIDeEJMI6ya/xOD+/iNtqBycup4f867flbk8uLO3t3f9wKbNjwfBjMH9/UeaSK95DlKBu5elWuupV4xTx4NgvuD+/qPcUFmXbP1OcTmOQep4EMwX3N9/lBsqaxKvPtxOxu1PiC+L8qZtLanjQTBfcH//yftAjbewi3YQuiJduG28JygeBDMG9/efbEPlM4ab0Md7WBbl0rgnFQ+CGYP7+0+WhQ+20nPhNVHtsl7ZDrMtdTwI5gvu7z95FooRoce3t7W3UlaNO7EWHkAb3N9/5Bqo2UR6BBSgE7i//6RZWNJPDR2UDwNOoQkPoA3u7z/SSqTF+QOjlUi7FbUU3aJGQ1F4EMwY3N9/pJVIZlM440rrsVelC+J0eLPJUHgQzBjc33+6rETaj6bO77y0J3g5nklvth4UD4IZg/v7T5eVSOUt8IL0ZHn91PEgmC+4v/+kWbhv3oRfreKD1HP5PG+6IxMeBDMG9/efNAvDKqjR+HnG8u7etZ2dnfN7r1g8jgfBjMH9/SfLwlBBN4y3o+ucOh4E8wX39590EOnc9nbUDNdfidRL6ngQzBfc33+kaUwc6QEwJri//0wtoAAzZoxCBkMybRZO7b8AkzJp6YMe8CoL/XQ4rB4PP60Gf/HK4fwsHlg9Hn5aDf7ilcP5WTywejz8tBr8xSuH87N4YPV4+Gk1+EsgZoAqGGceqCF+Fg+sHg8/rQZ/CSoTmGLGmcZkiJ/FA6vHw0+rwV8Q0MHB6vHw02rwl2D18ECFxo704+Nn8cDq8fDTavAXrxzOz+KB1ePhp9XgL145nJ/FA6vHw0+rwV+8cjg/iwdWj4efVoO/eOVwfhYPrB4PP60Gf/HK4fwsHlg9Hn5aDf7ilcP5WTywejz8tBr8xSuH87N4YPV4+Gk1+ItXDudn8cDq8fDTavAXrxzOz+KB1ePhp9XgL145nJ/FA6vHw0+rwV+8cjg/iwdWj4efVoO/4HAAAJYgoAAAliCgAACWIKAAAJYgoAAAliCgAACWIKAAAJYgoAAAliCgAACWIKAAAJYgoAAAliCgAACWIKAAAJYgoAAAliCgAACWIKAAAJYgoAAAliCgAACWIKAAAJYgoAAAliCgAACWIKAAAJYgoAAAliCgAACWIKAAAJYgoAAAliCgAACWuCWgy2vbQRA8furV/NLR5a0gWEhXdMKMi5ZFt8+JMOfvNYUZFf33+GAruNgWZiw0rF6+EGRcrAkD0A9OCeitrdTxnyhfWrzPIMy46FiUFerFxdow46L/Hh+dyYXIB6uFvSUBndhqWF9cEtDD3PGD45VLF7XDuGe1olLkgdUJu9IFH6yWA1WcZgqrYY1xSEBFzWHjlfDD3bNhXeHj2aVX4yuPfVYzjHtWr/bDW6L1/vvhlWP3fLE65lDSHS+s3i/L5MRWwzrjkIAeZrUKUWGLPu6neiOunNYM457V4f9xcRdlOf7kgdUxcYM4USQvrN4tq+TEVsM645CA7uY1hwdbkcvnwpNe0QnjntXhf0nBT6tHPlgdEV5+7B9IPRHuWx1eKlo2tdWwzjgkoBJhtUc4evKfQCoFBmHGRceiRAO8sVoIftYm9sLq8NJxVVA5DEBPOC2geZOtUPvQDzMuGhaFQaL2pS9Wh1W203mnohdWh5cuHok5YyevxNcdshrWDjcFNPH5Q6nLqjI0oBNmXFotWl7bSr57YnXcHJYF1H2r94PFe5Mh91P3VuowAD3hpICmQy2yux+W+v91woxLm0ViOlCwuBB99sTq3ehedssLq3elWUxR090dq2H9cFFAl7v5EGud6+uEGZdWi6KS/fiFe01hRqfR6uR/9wS0wWox0h5NGTu6HJTMXyGg0DcOCqgoHdn0yRrX1wkzLq0WLf/+9rkt12pFjVanoy/OCWiT1dlEseimCOWK1bCOuCegURUiLgK1rq8TZlw0LTo6G1edvLB6t6xSXlhdDHfRGathLXFOQI+yRSb1rq8TZly0LUoqSD5YXdVNH6yW2S/+DmUYgC64JqBi24eNdCFJzfipTphxMbAoLtQeWJ3P/ndrFN7gXR+6865hTXFMQEMHD57I1oqoZ/DphBkXE4uyQu261ftBET+sLuDOu4Z1xS0BvRoUmljKNSQ6YcbFyKJsqMN1qxUC6oHVBeL6pgNWw9rilIDuB0X/Vq1i1gkzLu0W7RcnM130wmqFgHpgtfyuk/7m6a2G9cUlAQ0rZ48V9wyv7qOjE2ZcNCwKy21pao0PVst33NiNSfNdJ5sxyZNF2Y0JhsEhAZVm8EmXog0g5f1AW8OMi45F0bybC/Lkbh+szsgF1AOrs3dd2jN0OqthnXFIQIttxtj3y3uJ64Rxz+rVkXTKhBP76Bu9R2no2gOrH2zlV067YDWsM+4IqHzsRVY8Vl8snGajE8Y9q1fx3MWYbATZA6sT5Lk/Hlj9IH3XuY1TWg1rjTsCKp8FlheP4nmKOmHcszoiPpXTkbNEzd5jYfKkB1YvkxNQX8sf5VROGAZ3BBQAwDMQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxBQAABLEFAAAEsQUAAASxDQdWY/CB77rPT9wVYQXJzMGoC1AwFdZx6dCYLj+dflC4WvANARBHStOQzkKme5QgoA3UBA15tdSTNpwAP0DAK63kiNeNGAPz2tNQBrBgK65oSN+MXHo09hA/7YvYmtAVgvENB1ZzfRzbAumihpyPLWdhAEJ69kgvrwmriwOHklfejYvdsnwhCvjm4vgEcgoOuOaMSLlvuu1IAXvaERG4lA7gcpcSU1FNBb4lsuuQBQBQFde+JG/KHUgM/0Mx1hyvUzUdnd4PEoDJOeAJpAQNefsO55fPlCXpsUddKNK6IdvxVLpLjwxGvhh7tnE5ndFXVRmu8ALSCg64/Qx22pAZ9XRpN+0cOsqhnWTaM66S4DTgAaIKAz4DDv3BTs5pXRw9LMplBRUwFlxhNAKwjoHNiVh4NCkZR7Q/Nuzod3XtwKMgFlyj1AKwjoHCjopGjRS0Riurx9bkseVtpl/B1AAwR0DhQEVBqDTwVUvoSAAmiDgM6BsoCWBojiOunjJ59+6Q/OIKAA+iCgc6DchC/tybSfzah/hIACGICAzoGCgIpNRQojRNIc0UOa8AAGIKBzoCCg0bag+RLO05KAHp1BQAEMQEDnQFFARZfn4sK91erh1Xh6027chF9e20qXvyOgADogoHOgKKDxxHpp6bv8HQEF0AcBnQMlAV0dbsn6uVpdTcXzfNI/ioAC6ICAzoGygIatdbH95+PnX0u+3z4Xfb2XLotHQAF0QEABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALEFAAQAsQUABACxBQAEALPn/Odp+b6ghrEkAAAAASUVORK5CYII=)
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 size limits
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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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No size limits
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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. Catch data exist from the start of the fishery (see Landings.png, which shows landings for California and Warty Sea Cucumber combined) Divers used transects to estimate density inside and outside the fished areas exist since 1982 (see Relative Abundance.png) Fishery independent dive estimates are also available from ROV - this may only be for California Sea Cucumbers.
2. Describe how these data collected (e.g., log books, dealer reporting, observers). Catch data are from reported landings Relative density estimates are collected from ROV surveys at 16 specific monitoring sites in and out of marine protected areas.
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality. Landings: “The data are based on landings weighed at the dock by the processor, who re- cords the data on a “fish ticket” which is given to the CDFG. Fish- ermen are required to assign their landings to 10 × 10 nautical mile fish blocks and report the fishing effort (i.e., number of boat days) allocated to their catch." (Schroeter et al. 2001)
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports. Density inside and outside marine reserves: Schroeter et al. 2001 biological and population status: 2006 Sea Cucumber Status.pdf
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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 information is provided. Catch estimates are obtained from logbook reporting. There have been illegal trawling in the past, but it is presumed that is no longer a problem.
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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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“Before–after, control–impact (BACI) analyses of seven fished and two non-fished sites implicated fishing mortality as the cause of 33–83% stock declines. In sharp contrast, stock assessment based on CPUE data showed no declines and a significant increase at one island.” (Schroeter et al. 2001)
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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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While catch information is available, CPUE data is unreliable due to hyperstability (warty sea cucumbers aggregate at certain times of year, presumably associated with spawning). There is some fishery-independent data, but no stock assessment yet. Biological data are spotty - no mortality estimate, no growth rates or age at maturity, no selectivity information.
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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