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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. Arrowtooth Flounder are an important component of the bottom trawl fishery, although they are also encountered by hook and line fisheries, particularly those targeting Pacifc Halibut (Hippoglossus stenolepis). Information cover management areas 3CD (West Coast Vancouver Island), 5AB (Queen Charlotte Sound), 5CD (Hecate Strait), and 5E (West Coast Haida Gwaii). Prior to the introduction of freezer trawlers in the mid-2000s, most of the historical catch of Arrowtooth Flounder is understood to have been discarded at sea. This was largely due to proteolysis. Catch data prior to the introduction of at-sea observers in 1996 were considered too unreliable for inclusion in the assessment due to unknown quantities of discarding at sea. The assessment fits a female only Bayesian age-structured model to catch,survey and age-composition data from the years 1996-2014.Management advice is provided in the form of decision tables. They are managed as a coastwide stock, with a TAC of 15,000t and catch of 10,679t in 2014. there is a information in the short time series of available data to resolve the population scale/ productivity. The magnitude of catch and discards prior to1996 is a major source of uncertainty.
Describe the stock’s ecosystem functions, dependencies, and habitat types. The second largest groundfish TAC in British Columbia after Pacifc Hake(Merluccius productus).
Provide all relevant reference materials, such as assessments, research, and other analysis. Grandin, C. and Forrest, R. 2017. Arrowtooth Flounder (Atheresthes stomias) Stock Assessment for the West Coast of British Columbia. DFO Can. Sci. Advis. Sec. Res. Doc. 2017/025. v + 87 p.
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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The maximum observed age is 25y for females and 20y for males (p2, Grandin and Forrest 2017). Posterior estimates for M is 0.314, so I included the Moderate life span.
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)
Stock depletion
Answered
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Crashed (D < 0.05)
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Very depleted (0.05 < D < 0.1)
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Depleted (0.1 < D < 0.15)
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Moderately depleted (0.15 < D < 0.3)
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Healthy (0.3 < D < 0.5)
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Underexploited (0.5 < D)
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Justification
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The credibility interval is broad, reflecting the uncertainty in posterior estimates of B0 (Figure23,Table6). The median posterior projected estimate of 2015 relative biomass is 0.596 (0.367–0.936) (Figure23,Table11).
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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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Table 5.Posterior (2.5th percentile, Median, and 97.5th percentile) and MPD from the Reference Case. Steepness(h) 0.688, 0.874, 0.975, and 0.916. However, Umsy is not estimated correctly (see fig. 9) so I included Low resilience as well.
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gD1HYPLCNAPTF4W4UdQgH67EHewzEEqO1OWIEA9cDQ7RQWMROplu1+WIUAddvATRTWEaB1bPfFSgSoq4ZtnHAFAVrDdoesRoA6adCWCZcQoDVs98lqBKhzBm2VcA0BWs12t6xBgDplyBYJJxGglWz3zDoEqDsGbI5wFgFaxXbfrEWAumG4pgi3EaAVbHfPegSofYM1Q3iAAC2z3UMbEKCWDdUG4QkCtMx2J21AgFo0VPuDRwjQEtv9tAkBaslAbQ++IUCLbHfVRgSoDcM0PPiIAC2w3VmbEaBDG6TRwVt9A3RzsarySePB7wcME6C2++sBBOiQhmhw8FvfAC2tBOr3eqC2u+whBOhgBmht8B8BmmW70x5EgA7CfEvDSIidwr8Kgtnxm9Xq3+fB7MTXU3jbHfcgAtQ4860MIyJ1E2kdBP/zR/rl415lqjZAgNruu4cRoGYZb2IYGaEAvco+1ngZBKc9ilSDAD0jQE0y3rwwQkJP5XwZzN6lr67nwV0fT+Ft9+AWCFAzTDctjJXYUzkzt43yr6QYD1DbnbgNAtQAw+0KY0aApmz34zYIUGGG2xTGTuwUPnPZ8yrw8RTedlduhQAVZLY9YRKEbiKtM0M/b54YuQ1PgJ4RoHLMNiZMhVCAqvH0R2/VV5vzuZFx9KYD1HaHbocAlWC0IWFSpMaBXsUzkB5E/83ckZdjNkBt9+mWCNC+TDYiTI/YakzXT9N5nEdf+paqCgF6RoD2ZLIFYZIEl7P79up+mJ53jj/3K1EdowFqu2e3RYBqM9h6MF2sBxqx3bvbIkC1GGw5mDYCVLHdwVsjQLsz12wAyQC9jRZS3nzvVaBaBgPUdhdvjwDtxliTASJyAXp+P14H9OcT724i2e7m7RGg7RlrLkBKLEDfJwsp/3zi2zAm2z29AwK0LVONBcgSXA80OPrbPAxQNa2z/0zOqmXu+75nDdtdvQsCtBVDLQUoEgrQ63kQvAgPPtUUpPzEeO1yEaAVCNDDDDUToIJQgC6jBZXjAM2vriyGAD0jQA8y1EaAaqILKu8C1K8FlW13+U4I0CZmGghQT3Q90F2A+rUeqO1e3wkBWsdM4wCaTT5AbXf8bgjQKkYaBtDC5E/hbXf+bgjQEiOtAmhH7ibS4zRA1x7dRLLd/TsiQHNMtAigA7nHGkdj6FWAqqVBvXmsse0I6IgATZloDUBHQgGqxn7O3qoA3fwRGHkkkpkAtZ0CXRGgMQNNAdAgNRNJPdMj5c9UTttB0BUBSnjCJWJz4dUxqHcr0tvOgs6mHqDyTQDoQ3A5u5toRfqZTyvS286DzqYdoPINAOhn2gsq206EziYcoPJ7H+ht0gFqOxO6m2qAiu96QAQB6pVJBqj4fgekyAXotw+Lvec+zESyHQwapheg0jsdkCQVoJnHwu9WppdGgJ5NLUCldzggTShAc8NAPQlQ2/GgYzoBKryzASOEAlQ90ePhm8uUgSdzEqBn0wlQ4V0NGCK2GpOJ9UNypAPUdkZomUSAyu5nwCCx9UCNTN/MIkDPphCgsjsZMEt0QWWjhAPUdlDoGXmAiu5hwDyxU3gCdAhjDlDR3QsMQu4mkoElQHNkA9R2Wmgaa4BK7lpgOHLrgZo+BCVAz8YZoJK7FRiW1ED6zatgdnLZuzgNCNCzEQao5D4FBtc3QIsj6H0ZSG87ODSNKkAl9ydgxUQD1HZ26BpNgAruS8Ce3gH67EGVhwSoESMJUME9Cdg00eXsbCeIrjEEqOBuBCybZoDazhBt3geo3D4EHECAesXvAJXbgYAbpAP0fB4Ex84/ldN2kmjzOUDldh/gCrEA/fpU3Xlfe/FceNtRos/bABXbd4BLpAJ0HQ1dup4bG8VEgCp+BqjYjgMcIxSgKjnD1IxiVC0O+rh/yUqFIkC9DFCxvQa4R24xkbs/knWVr4ysriwXoLYjpQffAlRqlwFuElvOTl33VMehp6ZWByVAz/wKUKndBbhLdEHldXz/iAA1xpcAldpVgNtEA3QZ3z5yPEBth0sffgSo0I4CnCcZoMmj5cIz+bs/+hetWCgC1IsAFdpLgA/knsp5mlwCVQeiLt9Esp0wfbgeoEK7CPCE3F34o8//Gp3Bb/4IjDzfQypAbWdML04HqMz+ATwiFKDJsqCP469MPCOeAD1zOkBl9g7gFamZSPEcpLs/ogB9JH8FlACNuBqgMrsG8I3YXPjN18Xzz+H/f/6v488Hf/di9alzxgoFqO2o6cfJABXZL4CPrCxnpzXOiQA9czFARXYK4CkC1CuOBajIHgH8NVCA3l5mfQsD9HP4/+9d3kImQG1HTk8OBajE3gA8J/BUzvBgsvRszsIBpsSzOwnQM2cCVGJPACNAgHrFiQCV2A/AKAg81vjhP8oPNy4+1lg96WO2SPw+D2a/hf9/3uVWvEiA2s6evuwHqMBOAEaj9zXQTbtfu3kZBEfJs5Ls3USyHT99WQ5QgT0AjEnfAN28bJuFf4aHnX+NvyRAddkMUIHND4yM2DXQw4l48zQI7n7Z/6OOJALUXvoIsReg/Tc+MD4DBmi0zMjsxZYA1WcpQPtveWCUBAI0OG2diNfhQejxDwJUm40A7b/ZgbHqfRNpGQTBnfvqP0134ROb9+FB6FtbATp8+EgbPEB7b3NgzHoH6FXHEZ5qQNNvcwJUz8AB2nuLA+PWfyrn1/vdhsirAU0dx9DXl7SbQcPHiCEDtPfmBkZP9KFyLf05J0A1DRagvbc1MAU2AnR787rbJKQIAXo2VID23tDARAg9VE4nETvqH6BDZI9hQwSoxM4CpsHKeqBaCNCzAQJUYk8Bk0GAesVsgErsJmBK5AL04vVir8UJffN106qxUTqlyjKZPQMxGKB9ty4wQbJP5eyy0icBqsFYgPbdtsAkCQVoIT/7B2hFofoGqKHoGZSZAO25YYHJEgrQdRiaD9/sn3rU5mlHtwM/E8lE9AzNQID23KrAlAkNY3oZBPcEStOEAD2TD1CRPQNMlthA+tm7/oVpRICeSQeoyH4BJszKTCQtBOiZaICK7BRg2sRO4VsF6ObyYrVafbrUmbXUN0DFkscmqQDttykBxORuIp0e+p1vrzK36Y8/d/0IAvRMKED7bUcAKaEAPXwOr56IlHP0rttHEKBnIgHabysCyBAcSD87uaz/+VU0UPTBbqJStITo7OAxa75QBGj/AO23CQHkid1Eah5Ir35h9jbzja+d1wTtGaAyAWZbrwDttf0AlA0UoOvSt9Q/edy7pO2JZZhV+gHaa+MBqCQUoM8e5BUeKqcG2hdP2K+C4G6Xu/EE6Jl+gPbadABqDLOcXdU9poHnwssGmS1aAdpruwGoR4B6pXuA9tpoABoNE6DhKXxpquewp/Am0syCjgHaZ4sBOGigFemXpbTsvP4IAXrWMUD7bC8ALYg9VC6vuCK9Wi/07pfMN9TT4butP0KAnnUJ0D4bC0A7Aw1jihYMDWaLNyvlYzySvtMoJgJUaRmgfbYUgNaGCtDteWHN+mD2QqCkrRkOtqG0CdA+mwlAF0LXQG/Tteg/vgqjsWqt+c2HbITOTrquyNQrQM1H2zAOB2iPjQSgIwM3ka7nQc3B5ebb6sNisThZfdZYz44APTsYoD22EIDuTNyFXxtZnp4APWsOULEtDaAlEwEaHoIaeEASAXrWEKBimxlAeyYC1MwDPgjQs9oAFdvIALowdATqWIAOHHPmVAWo3CYG0I2Za6DdJmm2Q4CeVQSo3PYF0Jl4gG4u/wiMPCSeAD0rBqjcxgWgw8xAetfuwtvKO3HZAJXbtAD0GAnQrpOMWukRoPYCT9o+QAW3LABNBlakf3hSMQ+pPwL0bB+ggtsVgLaBlrMTQICeJQEquFUB9OBTgP66k3yn9es0fWJnnr/uXH9e85rXpl5vy9wM0F8LFWj/Op8/v555/rpz/XnNa16ber0tczNAtUt1NhZqp0luUgD9+HQKr/svbeeeEFUVAhRwCQHqh11VCFDAJQSoD9KqEKCASwhQ92WqQoACLplAgNrOv55ydSFAAZf0DtCNVEkOmWaAFupCgAIu6Rugm5cm1v6sMsEALdeFAAVc0jdA49XnzaxBnze5AK2qCwEKuGT8AWo7B/XUVIYABVwiEKDBKQEqq74yBCjgkt43kZZBENy5r/7zILuknTvPRLKdhl01VoYABVzSO0CvgioOPVTOdiB2c6AyBCjgkv7jQL/eJ0ClHKwMAQq4ROyRHlwD7a1FZQhQwCUEqCtaVYYABVwiE6Cb14vn8k+Czxt1gLatDAEKuGT0c+FtR2Mb7WtDgAIukQzQ21Xok5FHcm7HG6CdakOAAi6RC9Dz5G68kafCjzRAu9aGAAVcIhag7zODmB6ZuB46vgDVqA0BCrhEKkDX6tDzeLX6+GoefnWvd7nKxhagWrUhQAGXCAXo9Tw97tyEx6Kzd/1KVWVcAaq5EQhQwCVCAbrMHnUujRyCjilAtTcCAQq4RGgc6MvsQWd4OHpX/iroeAK0x0YgQAGXmJiJZGZekl6A2g7Lkn4bgQAFXEKADqrvRiBAAZeM/RTedmLm9N8IBCjgkrHfRLKdmRkSG4EABVwiFKBqWeVkAtJ5oJ7yIc7zAJXZCAQo4BKpgfTqyR5Hby4vLz8+FRlIX7XMvc772M7NWO/NkSBAAZdIBejmZSbpBK6AjilAe2+MPQIUcInYXPhNOhl+ZmQqvK+n8LIbgQAFXCK5nN3F68Vi8fxTr/LU0wrQUaXnlgAF3DLyBZVHlZ5bAhRwCwHqUXwSoIBbCFCP4pMABdxCgHoUnwQo4BYC1KP4JEABtxCg/qTnlgAF3EKAehSfBCjglnEH6MjikwAF3EKAehSfBCjgFgLUo/gkQAG3EKD+pOeWAAXcQoB6FJ8EKOAWuQCNlhJJPHfjkR4ji08CFHCLVIBez3NLdzryULmRxScBCrhFKEAL+TmRABWv40EEKOASoQBdh6H5UD3RY+d7/5KVCtW9VCNLzy0BCrhF7LHGJh7EmeNWgBqoYBsEKOASmQD9+ST7XHgzXApQA9VrhwAFXCIWoAaueua5E6AGKtcWAQq4ROwUfjIBaqBq7RGggEvkbiKd9i9MIycC1EC9OiFAAZcIBegA5/AOBKiBWnVEgAIuERxIPzu57F2cBtYD1ECdOiNAAZeI3URycCD96OKTAAXcQoB6FJ8EKOAWoQB99iDv4ZgCVLwq+ghQwCVjXs5udPFJgAJuIUA9ik8CFHALAepRfBKggFskA/R2FfpkYCGmyPABaqIWPRGggEvkAvT8/u4O/OxFzzJVGzhATVShPwIUcIlYgL7PDGJ6JP9AD40AHWF+EqCAU6QCVK2oPDterT6+UmvTm1gbdMgANVB8GQQo4BLBR3rsjjs34bGoicVBhwtQ+bKLIUABlwgF6DJ71Lk0cgg6VIDKl1wQAQq4RGw90MxBZ3g4eteBxxqPLz4JUMAtJlakN7O23RABKl5oaQQo4BIC1KP4JEABt3AK71F8EqCAW8Z7E2mE8UmAAm4RCtCrIAiSCUjngZEHJJkMUPnSGkKAAi6RGkgfHnUGR28uLy8/PnVkIP340nNLgAJukQrQzcvMVM7aK6Cbywu13silzhVSQwGqURKLCFDAJWJz4TfpZPhZzVT4b68yGXv8uesHGAnQroWwjQAFXCK5nN3F68Vi8fxT9Q9vnhYem3T0rtu7GwjQbm/oAgIUcMlQCypfqTVGggeLWLTy3azbnSbxAO32dm4gQAGXDBSg6rGds7eZb3ydd310p2yAdnsvZxCggEsGCtB1KS5VpD7u8hYdA3SU+UmAAk7pG6DxtM1Dz4VX9+iLJ+xXDXfrW5e03hjjkwAF3DJMgFbNju86Y14sQDu9jWMIUMAlvQP02YOH/1D/zXvobIB2ehPnEKCAS4a5BppfbCRm5RS+01s4iAAFXDLQTaRlKS3VZdFOMz4FArTTGziJAAVcIrSc3cXqUyYfLz6cFI4t1TOT7n7JfOPmZdcnJ/UP0E7/3k0EKOCSoRZUXkdD5xdvVsrHeCR9p1FMvQO00792FQEKuGSwFenP54Ub9bMXxV/RKGmtUcYnAQq4pXeA/qmmZv4+D2a/LRJPKycZbT5kI3RWPMnXK2mtUcYnAQq4pXeAXhePLCPVt4c231YfwoA9WX3WWM9OP0C7f5azCFDAJf1P4ZcV+Xkk/0w57QCVL4lFBCjgkv4BulF3hcJT+Pj+UORSqHD5QmkFqImSWESAAi4xcRPJDJ0ANVUWawhQwCVGxoEa0T1ATZXEIgIUcMlQCyqXNR+1Vt2Z6vLuo4xPAhRwi2CAbv5THYT+/Oe/tzsWNRugI0WAAi4RC9CbZ3Eehrk4+2ubf2B4NaZxIkABl0gF6FXyiI5oadBWk89/TgEAABaaSURBVDRvL793+QQCdEuAAm4RClA1nH73OOPb912XCWmHAN0SoIBbhAI0t1zdsuNCde0QoFsCFHCL0DCm3ILJ4eFop6WS2yFAtwQo4JbBVmOKbC4vVqvVp0udeCVAtwQo4JYBA/Tbq8yQpOPPXT+DAN0SoIBbxE7hM48trnza0c3T4oIj77p9BgG6JUABtwjdRFpn7ryrO/KlcUxX0ap3D3YrhkYL0s+KT4rXKOnUEKCAS4QCNBr9efz28vLyQp2olw5A1c9nbzPf+DqvXHW5a0mnhgAFXCI1kD63rnJ5GOi6FJcqUjs9FIkA3RKggFvkpnLubxEdly6A5q+Rxro/Fx7Br7/aLgGArKqs6hSdaUpevF4sFs/fVqRi1X357nPhQYACjqnKqg651opEgHYx2tP90VZsvDUbbcXGW7PeFRPfMPmZSrGup/BdsGu9M9qajbZi462ZAwFanGu0LKWluixqYMZ8jF3rndHWbLQVG2/NrATo5mP6XPgH90sn5+om/d0vmW/cvDSzZlOMXeud0dZstBUbb81sBOhV/vHwpauba/Xd2SJ+dOfHeCR9p1FMnbBrvTPamo22YuOtmYUAvc7nZ8VIpvPCbwSzFz1L2YBd653R1my0FRtvzSwEqDrAPP74JJj9y4enNZM0Nx9yY+1PTD7Fk13rndHWbLQVG2/Nhg9QdUfocXSr6DQK05rb65tvqw+LxeJk9dnwM5DZtd4Zbc1GW7Hx1mz4AFVPknsXRefj6mlHA2PXeme0NRttxcZbMysBqm4bXcUjk64MDlBqh13rndHWbLQVG2/NrAXo7lke4StjQ+TbYdd6Z7Q1G23FxlszK9dAVYDuktPkJM122LXeGW3NRlux8dbMwl34ZXQNdJ+jBKgZo63YeGs22oqNt2Z2hjGpy57xbXiTs9zbYdd6Z7Q1G23FxlszCwGqlkcOQzOMzl8+/9cTbiKZMtqKjbdmo63YeGtmZSpnNH1TjWCKhsm/61mCnti13hltzUZbsfHWzMpiIl+fRpc/n5qepdkKu9Y7o63ZaCs23ppZXc7u62Jx8r3n5/fGrvXOaGs22oqNt2YOrAdqGbvWO6Ot2WgrNt6aWQjQ90dvD/8SAIyfzkB62/eNAMAJulM5AWDydKdyAsDkac9EAoCp07gJdT4Pjt5cyhcFAPzS/RT+9eL35ofKAcA06NxECghQANAJ0GcP8h4SoACmaawzDADAOAIUADQRoACgiQAFAE0dApRJnACQpRegt5fW1wEFANu0ApRjUQAgQAFAGwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUBTtwCdvVkpH+fJV6FPP8yVDgAc1i1Aq3AsCmCifAvQm1fzIJgdf+n2Iw/Ul37z4UG4me/4WrGD++V6HpwOWR4xDRXbnKt99uCFp2dnDTX75nUvU34+qYwszfjoEKCbi1WVQU/hz+dxas/+2uVHHqgvffKTIHhko2C9Hdov6u+ylwHaULHrZJ8deXl6Vl+zzfukMT62UTAJm5eVx3y68eHXgspX+wPfYp9r+JEH6kuf+Ulwz07hejm4X5Z+7rGmiqX5GQR3PTwGbajZcv8jTxN0s6w8adaOD68CVB2sHIXH2N+eljZCw488UF/66Ceft/GPZu/sFK+Hg/vlytM/eQfa4uyFuvYy9zFnGmqm/jKok9ybl142xm10/FnVEPXjw6sAXSd/0dVmeNz2Rx6oL/1VetypfuTfIeih/RJfWPcwQJvb4q4TXvl4CNpcs10TXHrYy0Jfo3ODckTqx4dPARpWLvmzF/4pzLXMhh95oKH0y326eFixg/tFXZD6Nx8DtF1bzHzpjaZdtkx/dOXjX/Ob8PgyOH5aDtAe8eFTgIZHK0ndii2z4UceaFf6zG9541DNwr/8p2sfA7ShYmEX9C9b9pp2mecBulaXVqpuIvWID58CNLvTlvle1/AjD7QrvY8BeqBmYdY83noZoM1t0cez20TTLsudwvu309azRz8q78L3iA/PAjRtmev6Rutfh2xXeh//6DfXLGzL4Z8E//bXtrFi0ctoVOGdFxZK1lfTLlNXrKObSK98vLi7vVVFrglQ3fjwKUCzVSv8mW/4kQdalV7NpH03VImkNNcsPiP0MkAbKqZqtfZ3HGjjLouuIvpas1hVgPaIDwLUAW1Kr8aveXcA2lyz3TdGGKC/p4MK/RtS19wY1QAm5di/488dAjQytQCtGf/ruqaaJdd0Rxag0UjD6ET39r2Pkx8aG+M6/csw8/HyhEKARiYWoBtPRy431Wy5a8hjDNDH6U+822tNu0zl56Pvuz8N/u20CAEamVaA3vg5DandLhtZgKrbuOkNFg9vVjfULLNswbmXJ0TKhAN0snfh1UIHfl60r6/ZfrSkf/tr27jLspN0/PtjfqCXeTxYcGfCd+GnOg40OnHy86J9fc32V9O8XJuiYZetvQ/QhpqdZr72rWaxCY8DnehMpPf+xUuqvmaeB2jDLsv2Rg9jpqFmfl8o25nwTKQpzoWP55+9G7xIQupr5nmANuyy8HXaQ/07G2qqmd/neTtVATqRufBTXI1JNdpfPF7+u8V+8fIaaFPF1IjduA96eaulvmZqNbvdrvJxfEGsckHlaazGlC6OWbceaPWPPFBfei/nH2W02C9+BmhDxVTOqB/d+nnxpaFmy+wwJu9GuMYqA1Q/PrwK0PK60ft8GdmK9EnF8me6HmZpwy7b8TNAmyqW2Wm+XU1S6muWfSyan8NC8gEqEB9+Bej2z8KTSzK9sfgjv9RUbPPS9wBt2mUxTwO0TVv0dMZjfc327dHHvwyR6gDVjg/PArT47LxsbxzVUzl3FSs8CdXHAG3aZRFfA7SpYrcf7oc/evjZUsn6aqjZt2fRj3ytWW2ADvBUTgBAFgEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE0EKABoIkBN23xVS9AGd55nlmq9edvqn2aettrjV3bFqHoUTLY0Db/QbG346TgaBbueF8qkXTlpJnZDy9Z0yCZaBPpRTQE6Pe531yrDf+PnUtkdEKCGnc/T9eTv7iJ0877lo8YGCdCkNLoZcz03HE3TCFDt3dC6NR0umXJPMEDNtw37CFCzrrJP5Ni1pqu2z2ocJECT0mhmjPmjjGkEqPZuaN2aDr+P8lgyQMOzE2+fndQSAWpU9LjUt6oNXX6YJ0/icjNANTnZRUoB6gz53SAVoOvmB8XpBWj4hX/Pde6EADUq2yrV48Kjg7UxBWhYKQcvcxGg3R14tp9egIbv6saRvzEEqFHLbKsLm2jUrccUoEsXD0AJUA1mAnT0h6AEqFG5AI27dXJVNGqtm6/Pwi8fvk1DaHN+f/9w1bQdqgv89/JBdfNK3TL9sW+qm/MHmbeKPuvmmfqd79vdW+x6bu4X96XJ/EKuUNH34zu05We+hh+T9I/4be+cfK/+/K161q/6jdnDt7kts3+0bPjVvYqP2xWsshw3UUm/FP+MpJ9+5+RH9j1KlYv+YbTNj1SpNuo6y50XlQUuVbH8OqH+qny9rwpW2i/7guTevLgbMmkW1iWqW/59Es2taZt8ZtIKd29W2pbp47Mf70uYr138Juf5zV8qU6lVjv4QlAA1al0+PMg2+ZunuxdHuzZ5vfvGLOoQSTusyM/17sb+fydN9XqeeysVIbtvxZ0n7Rf5X6wI0EKh1Pf/7zz9tWL9Ml0z7YNVn58WOYivaqRb5irIfHVa8XGZAC2WI3nLf6oI0OraFyqntvD/e5mUO/nhvaoCl6pYep0KA/Q8+ezCfkkLkn/z4m7IHELvsrTwPq1a0051gOa2ZUWAFmqn3uQ/lvE3ZqeFfZ58YKlV5v7EjhIBapRqYo/yByiZJp822+QG/f4bUYvfD6eryc8g+Es6YCT/VuHr//Ey+17lfhG9LgdosVCbl8Fe4Swud6qWOq36/ExiRF0yjQj1/firpfrA8sftA7RYjuwQh2KA/uVJxXuUKqcq8K/JL/5H+gmnFQUuVbH4em8Z3Im28r3yfkkKUnjz4m7IHDHHXxXfp01rSlQGaH5blgO0WDv1Jvfz718qU6lVbjtcY/IUAWpW1KZmv73Jhmh61Sr8gz4LzzGjE8d7yTdexIcS6nXc+CryM7q5/2U3yFS1z/huvzqn2r1V1LiTX1HfyPSL3C+Wxs8UCxV1ttmLH2rAYfFYa394Edbz6HP4/5uXcYFKn68+OPpT8u1psKvVPp+jLravbf7jsgGa+0FpK2TLVVn7UuWimFAFv4nyQv2TrzUFLlWx+HpPHajdTU+Nc5s7sxtyb17cDek5fPyHprzbWrSmRE2AFvbpOn/AX6zd/p/8kd382TJV749lh2unHiJADUsH0u+vFF3tT3N3bWv3VXo5cPdFfIVuWcrP/c3963l6Crg/FEzOHNNfUd/Y9YvSLxZ7bqlQqufsjmjWxc67v1S3TL7KHDHlPv8q/bfhN+IemhxlL+Kv4jQuf1wmQPM/KG2FVF3tq7b4fmzZ/qvdJs0XuFjF4uu9ZVqc0ube74b8m1fshuSwXH1KebelaltTqjpAi/u0EKDF2kX/5Ev2n5TKVL0/Dtyc8h0Batrma3JpanaS9qqoyWfyaJmcyO0vv53uArQiPzM9YtdoM3/mr5Iz5OQ78Xun/aLwixWHPvlCqZ6zO8xM7meklrlyZK+8lT5/L6zVLiLij1dX4063SaKWPy7Tg/M/WGavhRYDtLL2pcqpAD1NSrW/l5XPw903ilUsvs5ulqSkpc1dCtvk0wq7IfxfclhevdtSta0pVR2gxX1aPgLN1a5q8+fLVG6VleUdGQJ0CN8+PIsiND+Qfh8AuwOO4h/r3RW6X4rdNNPF48acvdAUv1Um6+JYjvtF+ReLPbdUqHL3S2XS4Cq+VPH3zJvnP3/n9uL1PEjOYuMTYXXL4V4aGTW3jCt+UNoKezW1L1du/x5VX+ULXKxi8fXeMpPKhc2dD9D9m5eupKyz5wcVuy1V25pSlZu0tE8LAVqsXdXmz5epZn+4O6RMBAE6FDXCI27qV+m1vfRPeNziipeLkgv5xQb4s3iNPnvFP87pTLPN9tzyLxZ6brlQ7QJ0u0wPs7/vP3Sb/XK3qkp6zyG5Z/Q4Hky6OyLtFKB1dypqal+uXGOAlgucq2LpdSo7RKuwufeDhApvXgzQ3eZY5u/x7HdbqrY1ZXdT9wAt1q5q8+fLVLM/CFAIKVzuysZP3OIqA/QvT0oXkTIdJP6HmfuhlQGa9tzyL5YDtFColgEa3buIPd4WIyy9rVSIjFP1Gafx0dZVer+8ZYCWtkJuA1XVvly5pgAtFbhQxdLrVLofy5u7YjBEdYDGB+S7ilXstlRta8ruJo0ALdSuavPny1SzP0rXfcaFADVpmc++3ctOR6D3flwVh6WUj73KjbTmGKyiNQsdgYa+vtp3uNLnxwcsdx4+f/PfT9IhRI/VJdCoVKfJnCZnjkDLBS5Usep1LBughc2dGySUffPSYiK7vyrJn6PaEDJ1BFqoXdPfr22y3TgChajCbet1LkCz8Rpfqau6BhrfLMk3waproIWMrb8GWvjFhmug6T9sGaCh24+v0iPg/Oev0+HWSRmiY6zlrvj3omlI2+GugcbfbwjQcoELVax5vc2fwhc2UGaQUP7NSwG6+6uSDFUo7rZUbWvKfqZegGZr17T5t8XKcg0UIpKT9ljSBlvchU+P2pITuFywqjuiufvPmW+UPznuWekxWPF6QIu78HUBuk+KTK+L+1Hx8zPvcrUfd63GrsdX+tTUnaT/tgzQ0lY4WPvKu/A1AVoqcLGKpSpXb5bC5i4dCl/VnMKrL+5lp6LVjQU6fBe+MFiiVYCWate0+dOqVe0P7sJDm2pT+3l160JfKY3c238j7d5ROyytNJZ+IxnHuN7fq18np9C7/rQLk32E5H+xzTjQ2gDNjQPddZM0QHOfv38XNWQ9Pcb63+kIpt/3udEyQMtbIbX/9Kvg0DjQgwGaFLhYxeLrvVxg5Td3MUDTrVFeD3Qd/PJ/ku1b3m2pw+NA96cwN0/aBmipdpWbP1+m6v3BOFDoi660H3/+kQwHTe7Cx80rO3ck+s5uJpKaH/LLfqRPlMPFoZTRPJGv2ZlIaprI9vZ9Zgr28ZfKKTC5X0xLk7n7mitUU4BepzOR1KiXdGrNvYrPX8Z/SuJbE/EbqmplbqnEfbxDgCYzX9KtUNjs33PTqSor13AKXypwsYrF13v7AC1t7n08FbZGcTfsKrEvU2G3pepbU0pNh3v0I94XbQO0WLvqzZ8rU6lVFjbGKBGgZp3nblWmx2TBobnwyWS5uB2WjinSWeDJMhrZaeG72w53csNkko5Z/MW0NMkvFAvVFKCZmwXLIPfPSp+fW5p/f5wd//voM9OJL20DtN1c+Fzti5VrCNBygQtVLL1O5YeY5zZ3Jp7yb17cDbu/L/dq3idX16B5LnzmJ//ypG2AFmt3YPMnRwaxf6q/vzc2BKhhyfpKqqP8Nf5W1DOiJldaPyf9RtQg942vdBK/myG6X/fmqrwa0q49HyWnxnG3KvxiWpr0F8qrMdUGaGY1pk26PsXRu6rP375PtsJJeq1svxDTMsjERusAbbMaU2ERpPJqTHUBWi5woYql16nsQVdhcycFqXnzzG6Ia3da8z57Da1pW/zHj3+2D9BC7ar+SalMpVY5+kugBKh5317FCz/up6xs1J3NR9FXuxUc01+O1qaMF5LMBqg6hsi3w5tX88J6oB9K63Gq8E5Wt8wc2XworGoZlybzC7lCNQbodWaxsm+v5kE65b/0+eGZ3bMgXqAzvVf280nmGt+9uo9rCNBkPdDind7otcqT+vVAt0kJagO0osC5Kla83smdteY3d1qQ0puXdkPxFuSH6sVHm1pT6vb9PPpBhwAt1K5y85fKVGqV8XSJESNAx2mowSN1K9IPO3hl5ENlPPaTFenho6Ei5brmmUhDfP6yYgwA3DL2BekJ0JEa7Jis5qmcAwXoTJ2u3r4v3TaBG0Z/AEqAjtRgARpNZrfz+dnZ2CPvpr5y8qHXogjQcRruquD1vOrob5DPP6+7Mw03XM9HPQZUIUDHacDbKuuqTxrm82/VgyWr7kzDBZuXo56EFCFAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE0EKABoIkABQBMBCgCaCFAA0ESAAoAmAhQANBGgAKCJAAUATQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE0EKABoIkABQBMBCgCaCFAA0ESAAoAmAhQANBGgAKCJAAUATQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE0EKABoIkABQBMBCgCaCFAA0ESAAoAmAhQANBGgAKCJAAUATQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUATAQoAmghQANBEgAKAJgIUADQRoACgiQAFAE0EKABoIkABQBMBCgCaCFAA0ESAAoAmAhQANBGgAKCJAAUATQQoAGgiQAFAEwEKAJoIUADQRIACgCYCFAA0EaAAoIkABQBNBCgAaCJAAUDT/wfSZNMXc4IQOgAAAABJRU5ErkJggg==)
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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see fig 22. I couldn’t mimic the relative fishing effort
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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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Model shows low variability in F (see fig. 2). However, authors suggest that the historical catch series need to reconstructed in order to include appropriate uncertainty (p.21).
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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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Since their introduction, freezer trawlers have taken an increasing proportion of the total Arrowtooth Flounder catch, increasing from 7.0% in 2005 to 65.8% and 79.8% in 2013 and 2014, respectively (p2)
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db5/v9/uktq6ytoBceKEDTvSWMz7jIAL1wVFvybu+ZqX+eAIU963GgpGd7pM+sjHGgpnKrhi5M++xjAhT2rAK0R3q2SvrsNipAt/1Hx+9eCfirhnanXLKJAIW96QOU9Gyd9AluUoCqwU3d49oGNdp+ytGiBCjsTRmghGcbpc9xkwJ0IxeXKlKnm69EgMLeNAFKerZU+jQ3KED1VUMjU8+YJ0BhzzxASc/WSp9oEQGqKpIF8tXNXHt96jWbCFDYMwxQ0rPN0ueaAAVMGQUo8dlu6bMtIkDzw5OKAjR84FxKpU34q4uLD9n/9ASvf6yUt/nhY+/4Um7jrU/tX7znPS9HL68uvvPl3D4wMDlASc/WS59wGQHq39+c2Bu0mktL9WPTPTlJaIDe+lQ5b33ro4v5APU2KtE3vJcfKOOzkEN8zgHjq6HaxUQKeoiy1JM679LXaNo50slXSscTGqAlvfWt9cWCAL20eM/jw9cfW7w/+qz7S/goZJGe88H4gqi2F97kbuaGP3R+5VhfORWMpJ9y1eVWB6hf1cwFqLf1If8j7vm4evnDx4J/USYGLc0N42ui4mFM2wZheG4pc5u0e3jKT2lzgL60f7EoQH+w32+y//CxoOV+iQpoyZhtNFeMr4uKA9RrxE/uUB+s6RFqsWhoewP09fd56fmz7ysKUL/K6QXoQ0MqoGUjPeeN8aVR9UD6aysrHzbYbXChv7aysnKof8ZmPbuyA/TWS7/i5da7P+Z3a6+HrWQVVslXfoXv1jd/Otkvfn3v+/8yfGOf1rcTbQoZhN4lb6/HizqR0gFKBbREhOccMr46pM1EKkXJAepX+5T7vjj0M+yhaM/kKxWLP9iv76e9Dm9PlhGgaqBScYBGRfjAiGFOsEF6zifjC4QAzcgHqFeri6hc8jIqqN55SRp+tR59Q99P/zmVaqUE6BuqclsUoKlOpHWHQ1nbLxkHSnrOrfQlIWQcaGXKDdB1L9re79X7Pr3fD8wovvzecH+wupeU3r8qL+/7mGq3B/upgL3vC96/r3803K+s26uF40C1YUw/2E8FdAZhgJKe8yx9SRCg5nIp51Usw6ph+NWlxeh2468FX3nbH/J/MJz7E94cXY9qm1HgOQ3QcCD9fV+iAjojFaCk55xLXxIND9Dxo0cLZ9hH3abRTuavg5TTvn9J1SeDV//I/57KS+/FJxZ//J+8y49IL1F/Xn3zx34+fD/vPf5Or/cvFhd/4ov6+38iCVD78g39rPzxf5r7/r/7x+9a/DE1lVNVQHu93/p7i4t/6+9bvf+cv+5por8nXs/n6/DyWFxMv9aul3YGaC9zAKZ47Qeo/n1VkQxf/da7VAvZq2D+xL9S+fgT//Lnwja99/rf/pz6b/B2P3jX4t/289Jr/P/Mb7wcvX8SoDOUb1gUoKnvr6vyfiK4rfqeMj5vrl73UjJ/T7yes9fh9ZENUO37zQ/QAmU24b20ijt3vLqnaqX7fUZ+r826eh204PUuo/Dm6HrUORSMY8o34U06keL3Tb5b2ITX3jS4IfvOL6rKMxPip5H+M8L8Sl8XDW/CD69vXZxq/5IDNE6roLcoGLXkz/nxb4cGPd9aH3wUoH63UzKOqZoADVYRCad0rjMe1FhcCSFA0bIAnZbjGqg/Wv2qCjF/2KVfDY2+l/HSE1qCVhKgwTJ2l4LCXBpXVUVCb8IRoCBAreVSbj1pB18Nxid5AfbOl9fDlvL94TQk75/isHrjj58Ia6ROe+GT733AL3Q4cIoAnSzTcCdAQYBay6XcpcW4Hbwefs9ruf9mMHDdC6pvBgGrhhGlbjhqMReGaxUBGk7iXKcGaojbnihgfP0QoBmTx4H6X/zD/dEIpl8NQ8oL2neEo5aC2Z7r8TtVF6DRKiI04c2QnihkfAVJDNDB2sHdD3woWUWk1l749Eyk4DZnsiSn33UUVFDVzcp7Hve+/8anghuW6g7ne1T/+7feF+yTDLWfzZgAjVYRCTqRvB3pRBqN9MQoxhdRPQF6XS2WfHpE1/oLS5ll7KoOUI0KqsxceGVdm8UZt9z1n3wo2kv/waCjfvaBRaMDNF7GjmFMk9B0xxjG11EdAXpu17iVkjfi4fDRs5FqDtDMakzRTkE9VX+8xtX0qKVodqX6wY8nr2dvxY8O0GQZu7AszOksRnpiLOMrqYYAPalNGXowt9yneibSwvGtrZPq3yA26w7QeD3QeCdV8QzqdloXkxr4qa3/qXzrif2L2gKht1R//HvsyxZ9zKgA1VcRed0r8r2Pz/xZbUR6YhLji6n6AFU1zO7efv/UUdVUzz1ucyOqeaqnIAcJynPhURqa7jBgfD1VHqCqhhnWOwcn88/b1B7cqb70s5QARTmM0pN0heBxoKt6rXM1VwXVwzJ6IDwBihKY1j0JUMgNUC8UtUqnVx29K30XNBWW3gv1EE8CFLOaouVOgEJugKbDMB+N6S1ewHpxS4BiJtPd9yRA0dwA1e6BKtudzh3PEKCw1pu614gAhdwAndSEV73wd6df3vHvCVDYyK6Ta4YAhdwAndSJ5PfS772Y2t9DgGI6duGpEKAQHKBeo7wTTUA610m11wMbmbw8SYBiOvbhqRCgEBygfpVy4djW1tap5aKB9F6sLqXz0ntNgMLUTOGpEKCQHKCqmyg33T29x+Yjqc2Dk0sEKEwwzwilML7iapgLP4gnw3fzU+FLQYDOo5mrnkDE+KqrZzm78x9cWVl55LSrtydA5w7piTIZX3gSF1SeGQE6XwhPlMz42qt8HOj5/mmt3X5+7ZCDVjwBOkdIT5TP+PKTNhOpFATovCA94YTxFUiAoqlIT7hifBFWGKAvrHgeXup0H1iJLE87wtMMAdp+7tKTSIbIcaDXljoFCkbSz4wAbTmndU8CFCIDNJzWnrbgoAJKgLaZ8wFLBChkBuig3++f8prwx/qxLScfRIC21GyT3A0RoJAZoIqjbqM0ArSFKglPhQCF3ADNjAN1gwBtmcrCUyFAITdAK0GAtknVszQJUBCgaIcaxnoSoCBA0Xw1LRBCgIIARcOxvBJqZHydEqCQh/BEvYwvVQIUslD1RP2ML1cCFHJUOlwJGMn4kiVAIQThCTGMr1oCFAIQnhDF+MolQFE30hPSGF+89QTo9b6a0Dm46OjtCdDmkBeeogqDeqQvUmHjQM/t6vgLKd88sPCMkw8gQJtBZtVTWnlQg/SFKitAg8fC+wHa6X7ExScQoA0gMz1/mQDFL4sO0A21jPKvL3kBOjjS6dzlYmkmAlQ6qeGpCC0WqpS+XCUFqHqwx2Gv8qlWBVUJ+qiDzyBAJRNb9QzJLRkqk75kJQXoqv8YpCBAh9s8E2m+NGGkvOjCoRrpy1ZQgHqVTnXfMwxQrzrqog1PgErUhPBUxBcQ7qUvXUEBGj7SIwxQngs/J5oSnkojCgm30pcvAYr6NCk8lcYUFO6kL2FBAUoTfq40LTwBn/EVXkcn0r44QDfoRGoxwhNNZXyRVx6g2+EYehWg3tcMY2onwhNNZnyhVx6gauxn97gK0MHvdBhI30a029F0xhd79TORbh7oJJjK2TKEJ9rA+IKvYS68qoOGWEykTQhPtIXxRV/LcnY7R9V6TN29Zxy9PwFaOcITbWJ84bOgMmbVsvBsy++BGaSvcEnjQH/PRa9RBgFamZaFp9Km3wWW0le5oAC9eaCzcNx1hhKglWhheCpt+31gIX2lywpQzx5Xdz8DBKhzLQ1PpY2/E6aUvtoFBehwczkYv7TXTQe8jwB1qsXhqbT198IU0le8pAAdDgdru4IMPVRKU75TpIw3RoGWh6fS5t8NhtJXvawA9VxfWwrGgZZwO5QArUz7w1Np++8HA+kLX1yADtVY0CBD97IaUyPMR3gq8/A7YoL0xS8xQD0XjgZP5ywdAVquOWi3a+bk18Q46T8AmQE62DxIgIo3X+EJ+Iz/PmoLUD89S+tJSiNAy0F4Yk4Z/43UE6B+413dAHUzHpQAnR3hiTlm/HdSQ4BG3UcLx119AgE6kx7hiTln/MdS+Vz4cACTk6Z7hAC11OsRnoDgAPWncjqdhjQkQG2QnUDM+O+mhgDdc9zd2wcI0OkQnUCK8d9O5U340yxnJwrZmcWhQCPGgbpDgBoiPAtwOECAYhLCcwQOCSQG6M0DwQPhM8t+MBOpBrTbx+CogADFKITnBBwZiAzQg7v3/L76b9oeArQ6hKcBjg4kBmiFCNAChKchjhAIUGgY5zkNjhLkBujgfF8fCXp+jdWYnGJ+0dQ4UpAboEFXUvGr0hCgCtkJWDL+KyNAW4nsBGZg/JdWYYC+sOJ5eKnTfWAlsswwpvKRncCMjP/aKgzQa0tFz8+828EnzW+AEp5ACYz/4qpswq8W5OeCgwronAYo4QmUxPivrsoAHfT7/VNeE/5YP7bl5IPmLkC55QmUyfhPr95OJEfmKEBZBxkon/EfYM3jQN2YjwAlO93gaELuONBKtD5AiU6HOKZoUIBuMRNpKmSnaxxYiA7Qwal4HOjuXYwDNUd2VoKjC8kBup0eDkqAGiE7K8MhhuAAzQ6n30sTfhKys1IcZwgO0A0VmqcOdLq/tLbc6XQfdfEZLQpQwrNyHGvIDdDBkU5nnz8p6VE/TO9yMaapJQFKeNaC4w25AXrTq3t+xI/OfUGauqiCNj9AueVZH445RAeo6jbaDlYR2WYxkSyGxwO1M/57rSlAry35jXfvlYs2fEMDlOwEZDD+o63hHqgK0DA5WVA5RHQCghj/5VbeC7/q3wNNcnTuA5TsBKQx/vOtYxiTuu0ZdMNvu+mGb0qAkp2ASMZ/w5UHqFfpVKHpRecdZ/7iwNx2IpGdgFzGf8g1TOX0p2+qEUyKas+XTnSA0lUESGf851zDYiKby/7tz2U/Pw+7+ASpAUp2NgHnBnLHgWo2V1YOXXTyzgIDlOhsDM4QGhGg7ogKUKqdDcNpQvMDdLB1vt/vn7ZbbllKgJKdTcS5QsMD9MJRfb27M1P/vIAAJTobizMGiQGqxi8VyA+k31nOPjt+2p76egOU7Gw2ThuaHKDBivW7w4d+7PL76qdcsqm2ACU7W4BzB5EBenB3kT2ZAFU52z2ubdhcmvq5H3UEKNnZFpxASAxQQxu5uFSRum+q96g2QOkqahfOIpoboEVrLE89Y76yACU7gTYyjgBpAVq0PtPUazZVEaBEJ9BaxjlQT4Be7/dPvzgcFMxDakCAUu0EWs44DeoI0HO7gt73mwcWnsl+z2vC59YXkdOEJzuBeTBb1rgN0JPR8KXwAXNpq7m0VLdFp1v0zkWAEp3A3Jgta5wGqHow/MKvL4VL2uWqlteWvI16xXTnyNSL3pUcoGQnMF9myxqXAaoC8rBX+VR3NQsfa7zhD51fOdZXTgUj6acbxVRigJKdwByaLWvcPhNJtceDAC1+rPG5pcxkpakXDZ09QHspdZ9NVInzDbnjQMNOojBAw6cbZ/dZ0yO0e2jqFZnsA7SXVfeJROU46ZAboOGQpDBARw5QGlzor62srBzqn7FZz84qQAlO+Dj5aHyAzmbKACU4oeEigNwANWnCz8w8QMlOZHElQG6Aqk6kfXGAbtT9WGOiE1lcDxAcoNvhGHoVoN7X+WFMJTAP0LrPE+QhQCE4QNXYz+5xFaCD3+mYzdEcf6e0cJlmwFavV3cJIMzi4phvFmWSfT5OllqZ3miKEQGKChGgyBAVoH4dNJRfTKSIw9WYFrPqbjoAqN9sWeN6Obudo2qCZtf4eZvXtwoWvhtjhgAlSAHMljX1PxV4NvYzkQhSAIID9OTCcYfvHph9LjwVU2COzZY17gfSu1Xeakwjm/gEKtBes2WN+6mcbjlbkX5SnhKoQBvMljVua6ANDtAschRoI+MIqPweqKPZmynVPhdeQ5C2ADORIHgmkloveeHYlstPqC9AQ7Twm4wAhdwAHXxw5eHUOH4By9k5wy3TJiJAITdAUxM5CwI0932bmJUSoFnkaRMQoBAcoAd3p+2ZowDNIlAlIkAhN0An2lmenwDNIEhFIEDR4AD11xqZ8jHGWQ0N0CyCtBYEKJocoMVPi59KSwI0QsW0UgQoGh2gs89WalmARrhlWgkCFM0OUPWoj5ka8S0N0IxJeUqgApaM/wpFBuis8z3nI0CzyFOgJMZ/dSIDdHhtZeXDM/z4fAZoFoEKWDL+K5MZoDMiQAuQp4Ap4z8rAnReEaTAKMZ/RgQofAQpEDP+uyFAkUITH5AboIPT7t47RoDObn5vmTIOFHLHgd480Nlj+jRjawRo+eYnUAlQiA5Qj/ET4e0QoM5NytMGByoBCrkBOtwMVlvq7n3G3WcQoJVrUZ4SoBAcoMPhYG1XkKGHLjr6BAK0dg0OVAIUogN0mGTonYdedPH2BKg0TWrxE6CQHqCe62tLfoYuHC8/QwlQ6STnKQGKBgToMM7QbunVUAK0aSQFKgGKRgTo5tHogR3dj5T7zgRow9Xa4idAIT9ANw+GDfgLR8tPUAK0ZSRVUDEPjC/NWgI0rHuGbXf1CI+7S31/ArTlCFS4ZXwpVh+gF8KWezIQ9NrSjI/wyCJA50utLX60kfG1V89MJK/pnt5GgKI85ClmZHyt1RGg2W53b9tdpXbEE6DQEaiYkvG1VX2AFszh3Cr5QwhQjEGLH5MYX0ysB4p5R54iy/jiqXw90PP901pz/fyai8mcBCjs9XoTq6jka9ulLwlB40DTHUaldx8FCFDY6/XSr6eLUwK1FbKXwMirhQAFUrIBOgGB2kbZczzy9FcYoC+seB5e6nQfWIksdwhQCDNlgGaRp22QPacjT3eFAXptqVOg3DlIAQIU9mYM0CwCtYmy53Dk6a2yCb9akJ8LDiqgBChmUHKAZtDib4TsSRt5PqsM0EG/3z/lNeGP9b/TEysAABxfSURBVGNljwANEKCw5zZAs8hTkbInaeT5q7cTyRECFPaqDdCsiTVUArYK2ZMy8nzVPA7UDQIU9uoN0AzytB7ZszDyBDETCWguAtUN4xNAgAKtQQ21JMZHvLoADe5+hsvZJRgHCrjCHQBLxkeYAAXmBoFqyPiIVhigB3fv+X3137Q9BCggA3kaMT5k3AMFUGx+A9X4EBGgAIzM0Q0A42NCgAIposaBitbiQM3+oiOPAQEKpBCgJWlynmZ/k5G/ZKW98EXohYcsBKgjTaqwZks+8pciQIEUArQaovM0W9SRv0Wlw5iKMIwJshCgMtQasNmijCwl90CBFAJUpGrzNPvZI4tFgAIpBGgjlRuw2fce+bEEKJBCgLbBjHmafbORn9P8AC3smooOS7QTr3lt+loFqKTy8Nrd60myu+ffr/mLiYzLz1EHgNe85jWvc6+zJv988wO0AE14AFVgNSYAsNT8e6AFCFAAVSBAAcASAQoAluoJ0MGFfr9/xtnbE6AAqlBHgG4uhz3we55x8wEEKOwxkB4ZyQDQnOoDdHBUG8S0z8lHEKCwR4AiQ1SArnq52X3gQ/3ffdhZghKgsEeAIkNSgG57qfmTL/pfDk56UfoRB59BgMIeAYoMSQHqVUDvLn5RHgIU9ghQZAgK0JsH9ErntaXOXS+W/yEEKOwRoMiQFaDa7Pf0q9IQoLBHgCJDUIAOjhCgEI0ARYagAFW3PR+NX2xzDxTSEKDIkBSgeqUzXR0tDwEKoArVjwPdWe4sHI+/cpGfBCiAStTwWONdagC996/6507WAwXQWJWuSF+ETiQATUWAAoAl1gMFAEsEKIC8W9/86cXFxZ9+/OV4y0u/4m249/0vj/mh+UOAAimMA1V+sD98cu99Xwo23PpouOGej9dbshpIGgeatcVceIhCgA61/FxcfKdf5Yzz0/OBuktXNVkBOji1Etm9i04kCEOADoc/fMyraT7uxeanvSB9SG255AXnz35xOHzdC9J3fKnu8lVMVIBuL9ELD8EIUD8uw5S8GlRBVaI+FHxvPf5qbkgK0Gvp/OzspQkPUQhQ1V6P7nSGX16NmvJ+ls5bFVRSgG6o0Dx1oNP9pbXlTqf76OSfmB4BCnsEqLoDen96yyWt2rme6kfy9o2i9Wq4U9CB/+6Pxf31b3xabbjn3R+L3uCdL7/0U94eX4z2vff9f+nqdymDoAAdHPGfgxSsyeSFqYv1lAlQzIAAjZMwcUnrOrqU6kbSaqthsiYd+F+MfyDVIeUF6DfD/vyks0rybQFBARquSL/hx6hKUxdVUAIU9gjQICJff8ILt3sf17aEMjdB48qp17ZXAal14AdN/SQ/wz3XF+/197nfv7XagL59WQGquo3ChUBZDxTiEKB+VTKKvWAc6NXFuFGv9Sf54jZ8UG9V377vY6ptvj/4GbXhPaqF/q33hVXQdVUX9Wun3ofc94Vh0Lf/Trkj9OUFaPgwJO8Vz0QChPEC9FfT1UiVgkllNN3eXo9rmunuJu9nwg1h9npR6++5Hu+yHlU8b320oT1TNT3SI0xOHukBiBMMmlejPt/41GIYf6rWqOqRrz+Ru2F5NUhB76dULGpdTNlbqVH/fXIP4FJUFW2sGh7poe6BJjlKgAKy+AEaRtzVcO6mdrfy1/K5qDLWq18+FN8I9aU689/4n/96/2IcoB+I3917/5/5Dbmt90nqGMakbnsG3fDbbrrhCVBgBuvaHcko7V5/XzgV/vFcH33Qhg9a8Hq3UNTtfuulX4k6lsIAjSup69EEe9njmEar45lIKjS96LzjzF8coBMJEEfvZ4/j8tY3f8oLOq8ZfynbY+634cMWvNYHHwWovikboP5cUfnjmEarYSqnP31TjWBSVHu+dAQoMINLRQEaW88uyOS34YMWvD6uPvmuGir/7n/wb/7XY7kA9bz0RJMTtIbFRDaX/dufy35+HnbxCQQoMANt0FIqTH0FUzlVG/5SfK80891L8Yj6HxYGqOeNP35iUfQ4ptFqXM5uc2Xl0EUn70yAwh7jQOPxRkpwDzQ9YfP+3P73/OZHw/udH8008LWZSlezTXht8JLoGfaCxoFWggCFPQLUT837g7z8ZhB6SS6+/lh+0pD33b/7WFhRVQs5JVM4H9ICVP1kpgaa3GwlQAUhQGGPAA36fdQUIX8caLQeqL9AaDS/KO3S4r37w1AMlhJ9OfhZtW09aMIH3UX+Tut6nTSZpZR/WykIUMAUATpMzV8Pmu7a8KSCmqIKXK2Jn5r6rr/OBmg8jKn4baUQFqAX1lYSjzAOFKIQoMr/iIYX/WyYi9E40HiNJZ1q4Sf99pmRSZ+Kx3qG9wH0YUzxk0LuE/yoJVEBem2ZFekhGAHqe+PTatjnu78Qb7ilNixGa3pmpDrWb306vcZn/DjPsP8ptfO31KJP+uKhAkkKUDWQ3iBAB1vn+/3+abtHzhGgsEeATk+fwNlCkgJUrUi/59hWrGgg04Wj+jM/zkz9GQQo7BGg08sNFm0XQQGqZiBNmL25k27jdzoL085WIkBhjwCd2kv7JXcBzU5QgIYr0o8RPLVzd9jHtMufrzTlsvUEKFCVq82dh1mCmhZUHrtDp3tc27C5NHVPEwE6rVe/0uv1nvzT16LXt7/ei32tzoJBPH+tkDbfAR2rpgWVR9vIxaWK1H1TfQgBOp04Lk9EYfmjZwlQmPnh+xYX3zOv+VlLJ9K4BnnRc+amXjWUAJ1KQXXzRo8ABSarPEAnVEGLmvhTr1tPgE7lilf1VK33//vlXu+Tr0WbyE1gouoH0g+OdrqHtkZ9lwCtnFcBPfEN/yuv4R5+dbn329+ts0xAM1QXoNkR9MUD6b0Kaq6Xnia8U2+e7T0dfhlVPL1M/eRrY34EgE9agKqHJWXS0mDoaAYBaulyGKBeVfTpwh28sI2S9Uav93n17+3v/UGv1/vs83Hgvv0dteHEZ5+P3vOTr736GW+PV6J9n/zTv3H6W8yIcaDIEDEO9ObB3UX2ZAL02pKXoM9oG3aOTP3gDwLUjpebQcvdC8evvfUVPxfTeyTNfS8Y/a+8SA089Uqw/Urc+xRErReg3/N7+L+R7BtEr1AEKDJEBKipDX/o/MqxvnIqGEk/3SgmAtTK7e+cjbqOrvRO/Icw6v4o3ZS/EoWfF7YqIJNMDLM3yc9wz8u9J/19nm7K2CgCFBmNCtDhuaVMK3/qBycRoNO77NcSv6q9SNUjI3EbPmjBq0x86nnVNj/b81v9asPnVAv9+1GXvnqvT/q1Uy9bn/pr79+3vp59V1EIUGQ0K0CHgzU9QruHpl6RiQCdnp+ZT37VzzU1MNQf2PTWc7nm9uW4pqla8DfiKAx78G/0orunXtT6e16Od4nusKr3F9zJT4AiQ1qADv6bysSb7/3QyGgcXOirVZcP9c/YrGdHgE7t9n/+g6+cjeqbyXAmVWtMZ92NIAXDfvrL8Y5xp1IkuqF6Od5+JaqKykaAIkNWgO4cDLre1boiv+jkEwhQO299uZftfVeV0dT9yrCD3qtffj6+EerTRkMNh2//n/9ythcHqD696cQf/pnc1ruPAEWGqADdjhYH8cc1Tdk9ZIYAtaRVPSNXitvwQQte7xaKqq+3X/1K1LEUBmj8ltGt1ROixzERoMiQFKBqmFL3Qb9hfv3k1AOUzBCgtnJxmWuZB234sAWv9cFHAapvygao388vfhwTAYoMSQGaGii/Ou0QeTMEqK1cXOa3+G34oAWvj6tPvqs6oz77H//r/3s2F6CeV5+Tn6CAsRqWs9MqnV511GCS5vi58IXzm0op6xzKB2h+WRHVhg9a8MnIe333cET9jwoD1PP2Xz2XGx0FNFO9CyqbLRNCgDqlN9uDHh9tS8Fd0TfPnvjzcK58rotJm6l0I9uE1wYv5YMXaKTmB2gBAnQaXjs8M2gpGsLphd7lXL+8CsI/eTZMWPUDyRTOz2sB+tazuXugyYAmAhQtUcdD5ZIFkw3XWbpe+OzO0QjQafjD5r+qD5uPt6jpRNkKqIrKJ88mC+AFe7797WDPy0ETPugu8ne6rNdJk1lKxYuVAM1Sx4r08U1Q1SPvYhwTATqVt7TBSEGu6V3p+d4e9V1tTabUnvrrbIDqM0SpgKIVKg9Qf/Tn3uNbW1vn1dPfp1vo0xABOh01gD7wuTAX34y2nPhP+d1VBTWO1RuZkUnfjsd6hvdH9WFM8bNDnspVa4Emqn4g/bXURHcXw0AJ0KkFT+X8o2Si5e3wOZ2FI95THeu3v5Ne4zN+wGc4LT618/efU3mrLR4qEONAkSFpHOhwuHM0zs+9oyfDb53v9/unt6wqqASoU/oEzhYiQJEhK0C9dDz/wZWVlUeOj0rHC0e1SureM1O/PwHqVH66UqsQoMiQFqDj7SxnBnUuTNvOJ0BdevVsu7uACFBkCArQwfn+aa3ieX4tt9rntn+PdPdKwF+QvjvuSfIFCFBnbrR/HiYBigxBATpxIL3qpe8e1zZsLuWfPDcBAerMm/Gioa1FgCKjSQG6kYtLFanTjRYlQJ350ZeTsU4tRYAiQ0aAvqCa5A8vdboPrESWi54L38k22C2eCw/Y6vXqLgGEWVwc882iAJoyGs1cyz4szpdZzq5o3rvFXHjAFgGKDBkBqlb/zFnI3wKdPUBHk9y4l1w20YWTXDbRhZNcNtGFm1Q2R0UfqAe9e0344JHvvq3cPkfys5OmbsKP1uSzUivJhZNcNtGFk1w20YWrKUCVibXJ1VxaqtuiZa1b3+SzUivJhZNcNtGFk1w20YWrMUAz40Dz1J3Su57RNuwcKXHKfJPPSq0kF05y2UQXTnLZRBeuxgCdbEPdGu2uBO38U8FI+tLWvGvyWamV5MJJLpvowkkum+jCSQrQ/HIh57K99d3DpX1ak89KrSQXTnLZRBdOctlEF67eAB2ciseB7t5VdEd0sJZa8S432XMGTT4rtZJcOMllE104yWUTXbhaA3Q7XcEs7lIaXOiveQF7qH+m3AWXm3xWaiW5cJLLJrpwkssmunB1Bmh2OP3oJUFdaPJZqZXkwkkum+jCSS6b6MLVGaCqj2jvqQOd7i+tLU+/ztKsmnxWaiW5cJLLJrpwkssmunB1DmM64vepr/oz3jccPRNptCaflVpJLpzksokunOSyiS5cvQPp1aDODT9Gi1YOcavJZ6VWkgsnuWyiCye5bKILV/9MpO1gctF2eXOMzDT5rNRKcuEkl0104SSXTXTh6g/Qa0t+4917VW0bvslnpVaSCye5bKILJ7lsogtX7z1QFaBhcpa4zpKZJp+VWkkunOSyiS6c5LKJLlydvfCr/j3QJEcJ0IjksokunOSyiS6c5LKJLlzNw5jUbc+gG77EherMNPms1Epy4SSXTXThJJdNdOHqDFD1hCMvNL3ovOPMXxygEykhuWyiCye5bKILJ7lsogtX71ROf/qmGsHkz3Qva6E6M00+K7WSXDjJZRNdOMllE124ehcT2Vz2b38ul7zQEgBIUE32b66sHLpYyScBQGUEV54BQDYCFAAsuQzQ69EXJ2m/A2ghdwF6bikaOK+GMz1Y7VJMAOCeqwAdaA/Y9BdWXnhm/A8AQNM4ClB/7Gc88HPn6MgHegBAYzkK0FUvMX9Sa7WrSmi1E5EAwDU3AaryMr188nblM5EAwDE3AbqRr2+u+gvTA0B7OAnQoud3VL4aEwA45iRAi9b+9Fr1dCMBaJXKArTyBZUBwDECFAAsuboHmutyD58tBwCt4aYXvqDLvaBjHgAazU2A5rvcVcc8w5gAtIqbAFXLh6TjcoOB9ADaxtFUTi8vUwmqXtOCB9AuLhcTWTgeNOMH53Z1GEYPoHVcLmenFmTavXv3kv/VAmOYALSMswWVByc7mu5PUv8E0DYOH+lx/eRSGJ93HiI+AbSP24fKDS70+6e3nH4EANSFp3ICgCUCFAAsNT1Abx7QlyjZPJi+4xqOBfBFC5TuHF3qdLp7K3jG3fiyqeFdu71Nuw8nm6or29jCbXRS9lVduEkH7kKuJEIOXPGWSgo3WFMX053jD4rJltoKp6QPrpgDN2afhgeol5DJEY/jMp7zpGZEZQL0XNiz1f3FmssWPKw0NcKrurKNL1xhgIo5cMn4jniqhpQDV3ieKylc9CGdzoOjP9dkS22FU1IHV86BG7dPswN0sKo97bOgurndyW7azu1TV9ni/IznGFRXtgmFKwpQOQduNVMyQQduwjXornD6hX73qM812VJb4ZTUwZVz4Mbv46xoFfAv1/iIqz97VcneORJv3Mgee1UlVU+ov7Ds+jnLk8qmStI9rFoHS2EQVFe2yQcuFi2iJefAqf/xRFuCap6gA1d8np0Xzv+QM8PgU0YdFJMttRVOSR9cMQduwj6OSlaFTb8OFx1cbQGTeDW91eyh34iqe65Xh5pYto34u9HSVZWVzeDAReJltUQduLtzW4QcuOLiui/cdnxM1KfcXfy5JltqK9wwe3DlHLgJ+zgqmXs7y+r/9svxEdeW0ItWv/d+vfQMfG2lZ6cLPE8um1aS8MuqymZy4CLe66BMcg6cl0xRScIrW9CBG3ueHRZuNWlphZ+S/1yTLbUVLn9w5Ry48fs0N0DVAnmHtbvOG9r/p8I/Mu8iTi8B5W2ITkXRqvkVls07FZnVqaoqm8mBS16G35Jz4PIBKujA5bdUVrhI+IH5zzXZUlvh8gdXzoEbv0+DA7T74IvD9OUc3+8Mv/b+wh7dUaNK9hwPtm9ri+qtOrw3Pbls27lmSVVlMzlwSZGS/i0hBy7dhH+0wrIZFK7wPFdTuEj4x53/XJMttRUuf3DlHLjx+zQ3QK+rP+0Rl3NYc9rodB8O+8r2+kGgx1aug6nSsvlb/LFkdx4OtldVNpMDF9D+DyznwPn3Gf1+mqNhvAs6cPktlRUuEv5x5z/XZEtthcsfXDkHbvw+zQ1QX/H/sqJ7+dqAl7ifJj4i+TpglWVTDbxotNBC1IFbXdkmHLiA9hgrOQcuvFsm88Dlt1RbuOSudf5zTbbUVrjQiP871Xvgxu/TngBVV2xYmQvXw1edZl01JURVVsIqaT05kC/balI5Dnsea8uBfOHi7fEtIDkHbhiMEUpaFZIOXH5LxTmgRlJG/cTiAnRM4aI9agvQyWUbsU97AtSvbz54MYzL8HKOEiAcNFRXDuTKFgy4Vi3R6yfD4bm15UD+wMWFiO/0iDlwQ32Yf/dw5WWbULjclooLF49EFxig4woX7VJXgBqUbcQ+LQpQbd7mSvaIq8B6tMYcyJbND9BkHk3Yg1tTDhQfuFQfpJgDF+Snyij//zyPVl22CYXLban6wGmzcYUF6NjCJfvUEqCGZSvap0UBGt8c6x7OH/GNWi7n0WVb1R4StVp9uBscuNToOzkHTkVUtKxBDc2KSQcuu6XKwu3EM2UEBuj4woVqClCTso3ap00BGjy9rutVT/LddtvV94mOLZve3V1D2QwOnD6mUdCBKxyNI+jA5YtbVeHU+hbxujTSeuEnFC5UTy+8SdlG7tOqAI2t5kbexiFV3eCysWXbKArQCge+TTxw6VHEog6cPtRS3oFLb6mucP6tjbjJIGwc6KTChWoZB2pSttH7tDJAszMSh9HfXaXTG8aWLdNDs6/qqRcTD1x6/pycA5dvYgk7cOktlRXuZCfVzpU1E2li4Ybxq8pnIpmUbcw+7QlQ7S9+O+7Xjn7rsEO+smnTE8vmbdE7cx+tuGzjC6ekWvCCDly+hiDowOW3VFW4jU46ZATNhTcpXPKNaufCm5Vt3D7tCdCwo92zE/YzJCGlj+CqaOGeCWVTf/x3B1fFuWQgaGVlm1C4Ya5NKubAqdXswjKGwxcEHbiCQ1lN4bxDcUd64fb855psqa1wAb16L+fAjd/HVcmqkTni/gKb6n7v3eE3vS0v5hbyO1PJ0pHjy+YHgSrJ9bh5UGXZJhQu31KVc+CioZbxAFpJBy6/pZLC6XMekk2ZzzXZUlvhAtkxYiIO3IR9HJWsIiNG5YXbtEXftUGXEdfTa8eXTRsPrq3YUVXZJhVOv80zrLpw48umP6Yl7BeVc+AKDmUVhdOupU5UV8h/rsmW2grnS/1vW8qBm7CPq6JVo3BUnr9YtO9atCV5rMoL9TzaJ1+2uCTRlMQqyzaxcPn7TmIO3CB+bMZd8g7cmPPsrnDJEdH+xgs+12RLbYUL99UqmzIO3IR92hSgw8Hark6ydp2/JXxG4sVkU2UPcJxUtuF1tam750wNZZtYuPx6pYIO3IWDfklEHriC4jovnF4pT/7GhTyV07hww9yNIxEHbsI+DQ9QAKgPAQoAlghQALBEgAKAJQIUACwRoABgiQAFAEsEKABYIkABwBIBCgCWCFAAsESAAoAlAhQALBGgAGCJAAUASwQoAFgiQNE+G5nH6GhPogPKRICifdQq4tqC+uqpDNn19YEyEKBoIfXQr6TKma2QAmUhQNFGq1pm0oCHMwQo2khrxKsG/L56S4PWIkDRStvxAxQ3OtknNANlIUDRTqthbnp10ehRtF5t9Nxu/6HDcaBeX1MbutFjiFe9n9nc5e1RwQOS0QYEKNpJNeJVy31Va8Cru6G+hTAgN+LnfQeVVC9Az+lP/wbGI0DRUkEjfltrwMf5GfUwJfkZpuxq505/HwY9wQwBirby6p53D44ktUlVJ104rtrxS0FEqg0PXvS+uLAcxuyqqovSfIcxAhRtpfJxt9aATyqj4X3R7biq6dVN/TrpKh1OmAoBitbaTm5uKqtJZXQ7M7LJS9QoQBnxhCkQoGivVb07yAtJ/W5ocpvz+vkPLnXiAGXIPaZAgKK9UjmpWvQaP0wHmweX9G6lVfrfMRUCFO2VClCtDz4KUH0TAQoLBCjaKxugmQ6ioE56555Hjv33AwQobBCgaK9sEz6zJtNGPKL+JgEKKwQo2isVoGpRkVQPkTZGdJsmPKwQoGivVID6y4ImUzj3aQG6c4AAhRUCFO2VDlB1y7N7+MXh8PrJYHjTatCEH6wtRdPfCVBMhwBFe6UDNBhYr019118ToLBBgKK9MgE63F7S83M4PBmF56Hw/igBiukQoGivbIB6rXW1/Oedhy6GrzcP+i9fjKbFE6CYDgEKAJYIUACwRIACgCUCFAAsEaAAYIkABQBLBCgAWCJAAcASAQoAlghQALBEgAKAJQIUACwRoABgiQAFAEsEKABYIkABwBIBCgCWCFAAsESAAoAlAhQALBGgAGCJAAUASwQoAFgiQAHAEgEKAJYIUACwRIACgCUCFAAsEaAAYIkABQBLBCgAWCJAAcASAQoAlghQALBEgAKAJQIUACwRoABgiQAFAEsEKABYIkABwBIBCgCWCFAAsESAAoAlAhQALBGgAGCJAAUASwQoAFgiQAHAEgEKAJYIUACwRIACgCUCFAAsEaAAYIkABQBLBCgAWCJAAcASAQoAlghQALBEgAKAJQIUACwRoABgiQAFAEsEKABYIkABwBIBCgCWCFAAsESAAoAlAhQALBGgAGCJAAUASwQoAFgiQAHAEgEKAJYIUACwRIACgCUCFAAsEaAAYIkABQBLBCgAWCJAAcASAQoAlghQALBEgAKAJQIUACwRoABgiQAFAEsEKABYIkABwBIBCgCWCFAAsESAAoAlAhQALBGgAGCJAAUASwQoAFgiQAHAEgEKAJYIUACwRIACgCUCFAAsEaAAYIkABQBLBCgAWPr/WkLuF86dOGsAAAAASUVORK5CYII=)
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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There has also beena recent increasein catch from 2010–2014, which is due tofour freezer trawlers joining the feet. Withtheir ability to freeze the catch a short time after capture, the freezer trawlers have accessed wider markets thanthe smaller shoreside boats (p2)
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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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5.6/25 = 0.224 (Age-at-50%-maturity for females /maximum observed age)
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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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the estimated age-at-50%-harvest in the trawl fishery (median =9.40y) was consistent with the fishery age composition data (Figure3) but that these data may not be representative of ages in the freezer trawl fleet due to lack of age samples. Authors suggest: 1) selectivity ogive = maturity ogive (Scenario 12); 20 age-at-50%-harvest = 6y (Scenario 13) (p18) here: 5.6/25 = 0.224 (Age-at-50%-maturity for females /maximum observed age)
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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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all the selectivities were Asymptotic (see fig 17)
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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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Before 2016 there were no limits on catches or discards of Arrowtooth Flounder. Unfortunately, due to rapid proteolysis of the flesh, the fishery was not profitable and a large drop in catch is evident after 2005 (Figure2) when the test fishery ended abruptly. There has also been a recent increase in catch from 2010–2014, which is due to four freezer trawlers joining the feet. With their ability to freeze the catch a short time after capture, the freezer trawlers have accessed wider markets than the smaller shore side boats (p2). Since Arrowtooth Flounder were not managed with quotas before1996,there was little incentive for skippers to record discards. Therefore the quantity of discards in the pre-1996 period is highly uncertain
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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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I need to ask
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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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process error = 0.8 (p15)
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)
Size of an existing MPA
Answered
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None
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Small (A < 5%)
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Small-moderate (5% < A < 10%)
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Moderate (10% < A < 20%)
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Large (20% < A < 30%)
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Very large (30% < A < 40%)
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Huge (40% < A < 50%)
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Justification
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No justification was provided
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)
Spatial mixing (movement) in/out of existing MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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No justification was provided
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IdaKq0Xu2XVaqU/T5EYo183GJR7Esjz9fhyubreK/9gKU64jagVR32JSsHinm1D7BkD1SqFN8AvT5RtTL5sq5T5lq8qNWXJi4lR1w2X8fXmA5YqsI1X9V4yGSqqSrqyBdUvmS8FOwpNSvV7tqqVF5FrUoV4voe6O1xzVjPd9NYXZrbEwEp5e3dzldYap5wdYAW1TRL6RBxTS/yCtjj6euQCXCgXKeaa3X2ylJqXqo47gsvVYjnSqTlMWGdCKvMSMZN5VudoOq4jpRYVzbf7GTkr0tVpNSnVEfceFrV4VgylesgT6nVajvivqxSRZg3E0ke1a15SjrXxJiuRvLAFZd1dZTK5ltM1FYptYoblVI8xYlZT0bXAvuS8VKwt7ZZqfa4rUrdTdiTDmxnBwAARjBAAQDACAYoAAAYwQAFAAAjGKAAAGAEAxQAAIxggAIAgBEMUAAAMIIBCgAARjBAAQDACAYoAAAYMV8Lv75mlLsudeKu3uWNO8Ud88t3+6fUMu7BUopne7WTh7lxBylMvLG/isa8S+a4RyjVsarbGAboMLM8Jqyrh1XjRBodcaWuKyO3a9ILKzU0bkyp8fDHY1c7M2Y7Ydxbax0plV2641KJfdFY10mHZzu7oUyXNVLWVnGFruOK+YnjlDpElprHbdl9YdwGsMcjFpuYn6T1xS+ZsEutUmpWqn1VZbg2VB6YWrasW8bEGhU3t44JE7eH9r2Xqktpl1IbwB6PX225FPIqo/pzDBWxXbq7Uu2rKmS/eyLlVq4NW3EdrklKY66WuljuvdTjxW0Ae7wxX+1xvdp2KRywtY64ZJfutlTHqgrxDlCuDamVNfaJm4vl9jr18ko9YEoNYI/Hrva9SaFZSvo+HLhUx6pKuYvbGreKy/Y3Ot8DTleRa6u4DeCPx55MdikcsbX2uIaRc+BSHasqBQMUAxQDNH6ABvQn2lUU1zBAD1wqBqjXlY97LwO066BrFbcB/PHY1Y4eoAf8tUzkahigBy71eAO0OOrEFTNxfUiMgXHTPrBxi86yarnrUvdKSRG3Aezx2NXeSwoHVFEal2zEvZbqWFUpvgF6faJqZfrAuk4aV0dKxStTvb/3XmqXuHyp8ZDJVFc7OZtYKRywtXyp9rh8l7qUqjthEqNjVYW4vgd6e1yrtN4H1lhY9XFlrnl7+S8N33Wp8pR2K7UB7PH41RZL4YBLFpAS2YeiEXdXqn1VhXiuRFoeV4281WJ0uBLGrL3VBr+AUgPjRqXUAPZ4/GpHSCFkyajZYI/rOCfYPtxJqfZVlWHZTGR9yMvDwpg0RudaMU7euANtnNbdLfaaeFmlRsYNKjUe/njsaqdG+qrpStwDttYedyy6dM+lOlZVALazAwAAIxigAABgBAMUAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACM2AZofilqbkyvYrW7ckeNi5tfEG2Pe/hS2bjZNc9jbozq0tSYvVa7OGryyB5X4ZqvSquUWsVVCLDPCbOJfTOR22HJDQNWRvFmF5q4Dldqq4HazgkvqlQ+btYIapuNZPvhkFIb4F/tiXTdb8mGqlGzZH1UZC817kQMK1WCZzu74faYshIZEcaBMO4Zl9jt6qWWysYds0akI1LYJXVK8YSstroO4ZIJXDfjLlZ+yYQpHaZUYmnqm+iZUlKXKsK1ofIwP64Zq+neXKvGxNoq7pgwbey3etel8q5UH+jN2ucnIlKKhz1eqzqOsWTGjY8PUqrqRNwnJRnOeyJxGQ38rU1Y14249Q6K4lYG6Mjd0uPeS2Vd2T4U1tHapX3nZ3G8VnWwrpq4GhXxS2aP26dUTTU7nYhCvDeV49JNrayxT9yR5EWWyruyfWC75EipAfoiD3jnYlFcfsm6pOSIe8ATUcr93tY4IK79lDLke0D9zla2DwZxy1KKhz/eriNH5OqIe6CRE1Cq/URsVqoUDFAMUAzQF7ZkB/yNmY+LAWqt9F7XzZDvvZ6NGKD4DbR1qY8zQIujTly+kzxfVVxFH9i4OhXedam8a9GCdR9Io03dSUoNYI8XeJY6lixKReyS6VJK4qry5ePKSw08EaNKlRL6KTxp5K1d4lZUmH1752WVquhD9iEoaXR0KZdUIOzxouuQtbZVXHbJNHEPUepxTkStPF3fA709JlOan2BdSWNh1ceVuRYveOt1e1ml8ilRfTB8D1RXagPY47Wqo/+SOb4HepBSxUsTkJIsrhDPlUjLY9bIW7XGITRutmzVhXsBpeZxa40g+kAZHV2aGqJa7ag6gpeMmg1sNcvjVilV45pciVJDTsTYUmU4roVfPWSNQ2EUu+4QN1k101Xed1MqG5doBGskrho0pNQA+2o3a617tSfalV2yPiqyu2bFGLYpCC9VArazAwAAIxigAABgBAMUAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACMhAxQ9vpR/upS1jhyRkfcVvnyrnw19rgHLNVubECXOkZ2tQ8o7D7q7DIb7KUStNpMZFg9lLpK9kaI2f4gNG6lVOVOD/dcatvtGpR0ae3IrrZG2Glr45bMtw+JOK5dRf58w0uV4NnObrg9pqxERoRxsVJ7jUXEDclX7area+x+S3WkFE+fOojVpowCYW/mG7La7dUpcFWU6pgNjlJFuDZUHubHpLXIiHK9Gccx61KtUmVch6uj1LyaajF8SvdQqipu6wHap7WsdFkpNGutOF9HSpEtZF0ds8FRqozQW3oU1mFt5V3HrNT6yMldNSlNipQcpY6KajbiHr1UfUpTO/rUwa62RgqalBylHkGd7WZDVKlCvDeV49qQWlnjAe8563AliznwPWf7pNSALnWwq10+HyOFR1KnfTY4SpVykNsaH2hRRa58XLYaQ0oHLtXhGo8h1YA62NWOlkLrgd8qJUdcx2xwlCoFA7RB3GiJHrhUh2s8fVrASrfLtNp3gLbKFwN0nya1SskR994k2iVuAwypBtTBrna0FA44QPEbqAZVHyZ5C/VNsi3NxBl51+24x3o52KVUR9wG6JMJaC272joptFqyxNoqJV2+ilLts8FRqpTQT+FJI2+tNIm5y7UursY1Lq6+mrstVe+aSyqQXeuorHZ2t+QwYfdU584qisvX4SrE9T3Q22MypfkJ1vVmzF8j6q8Vuri5qzNfoWtWDP890KgWsnHlrspSHSnF06W1uXTr3wO9PW6dEh93T3V2ng32UoUEX4lEGSnrVLpmlW5fMiCMq8rX4ZqmlBWjuADi7kq1x21Alzoo6ZIT9PZYllKzJYtTZ1RKfFzHbLCXKsNwLXxa6PlxaV0/rLqmxrTQ7YtWpXHj8tW4ZtUk69ashX1KdaQUT586SukS13KuHrNxy6OK8j2gOqcto7RUx2xwlCoB29kBAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACMYIACAIARDFAAADCCAQoAAEZCBih7/Sh/danDaHfl6ZLSAUsdOWOrUhvQZclGvnus8Xgqahb3gClxRgLLAJXsNSDeiWD/uFNw3BdSqmS7hvBSG9BlybSbXUhTepHqvJtSJQRvZzdlRrpHK+NAGNvGvceU2pfKbhjWLKV4+iwZsWfa/intU6rQ+BJKFeHeULma0WA3OlznJ+oJ++K+0FJHdoC2KjWePq3Nu8c27wWr6GWVKiP0lh4TZRzsrlVjYg1LqVXc45c6pnAbdweWGk9Yf1SuefPkN3C5F3XunNKkUVGrUoU0vamcwNo17gFTahWXt44UzVOKR59MRB2q7nEjJ4sbnO8BT5gjlyrkILc1jm5D65Raxe1TKjkBmt97Nx5DqgF12LtnyPfAKuoSt1mpUjBATa6t4mKAejCkGlCH/dd3Q74HVNHLLFUKBqjJtVVcDFAPhlQD6sBvoC+xVCn7vQfapw/2uAdMqVXcfX+JInUVg70FjjqiX35E+R5QRa3i9klJSuin8EUyXL6sa9u4Vas57p2XWpz83ACNKrUBu7b2dtS8e9zLjyclc75xpe6V0gFKFeIboPMTpHV+gnWlA3eJm7s+UKnFL0/1GRCYUjxkMs1bW/zmWR+gW3HlKfUpNTDuAVNK4gpp90V6mZEs1Rn3gCkdvdTij8/1DGhWajx9Wks1j5ygzpQUrW1V6l4pHaBUGYZr4dOEsoMOnJU1OuLKXFePQ+P6Sw1PyRA3e+8uGaDNSm2Afckcrc3f+aS7p08pIN8XecLsU6qIiN2Y2IOyKfH52uNuubaK+5JKZfcTalVqA7q0dtzonjWlu1PRiyqVAvuBAgCAEQxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACMYoAAAYAQDFAAAjGCAAgCAEQxQAAAw0n6A8hdH2a/raxW3WUrcxX2euAcsdeerNR30aS1v7HLC2NXZrNQDnjAllgGaXYCfpVsYh8JYuXb/+HE1rtm2xOnV0S+rVEdK8WR9z67pP0JrB7WrLO7h1SlJaf1wh5Tc6nTsxjQsD6vGiTZKXCvGxXqYlKi42QZn27sb3W+pqrgbGz34kfX9Jba2YiRLDVXn/ieMplR7SiLa7Qc62I0O1/mJesK+uEJXbovdF1aq2Fha42H3Nn6k1rJGavfXzqUe8ISREXpLjyk3Jlada8u4FVdX3MQ6pnB6uPdS9SlN7dD1/b5aGxdXr86dU5qOcMII8d5UjkuXvz+JwLVmvPXKGZcOHFDqmGt0rYeXVaojpXhUffe2YGID2+PyWjDFTV3t6tzthBnFKfGl6lOalLS/K6etUrlrq7iOUkk58CfyvZbqiNsAfd9bt7ZVXIfrAdV5wJSk7HZfeNrocG0V158SLQf/ncLD8+3a/QZE993fnyOtNtukrvexP+AJIwYDND6lA+oh3NUftwEHGqAHFDbbpK4vMwc8YcS0/xMefySlenhZpTriNkDfd6jzCOo8YEpSQj+FL5Lh8mVd28atWs1x+ffEuTuF33up+pRySQWi6XtcHXu1NiquXZ27pcQN0GOp0zdA5ydI6/wE60oH7hI3d3WUWrySrvXwskp1pBQP2Xf6RAysIzCu3JU03pM6D5hSEldIuy/Ss8ZbpWSpzrgHSCn/S6R6IstSOnKpjrjx5H2vnojbdThb0CpuC3U6uhRVaswJs52vwlXGDpdyEvlSRkdctWuruIQgVo+7pNS+VFXcNKUGZI3f7DuRKms8bmsVcSMu5QxOSXXCaErVuk46InZjYg/KpsTne7y4DtdED4FxD1iqI24DNvp+QHV2SKmXOg+YEmOkwH6gAABgBAMUAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACMYIACAIAR0wBNrr/Prx/NjKl1YF2T3QTyq5gzY2bVpKTIl3dlU+JLbZXSvZXagHtrreCEiY/brFT2HD5gqWy+Avy7MYVt1kLsx0IYJfvHsAet5Kt3jd0/xpiSIq7DtVWpDejSWlXcsBPmgKWy5/ABS2XzFdFuP9Bh05i0Yb0h4G1HQNJaGFulxMdVp0Qat1PazPd+S40nuLV0YH/c6CXrV2r1HL49ceRSWWHLCNmRXmblXfMBun5d4Des1qU0rK1R+TpSmuJSurdS4yGTOXJr7a4HLJXVSVhKgaXmCSczR4j3pnJMugN/f5KBaf71rig14/KSYUupWo0z34CUyIxsrkcvtQGqZBQt4OsIjssnfOBS2XP4gKWy+Uppf1dOWaXsiGQHqK6DipTs+bZKqVXcPqU2wN4CRx1d4h4wJfYsPWKpbL5SdrsvvKf59lPYkZIj3+iUXmap8RhaEFDHrnEPmNJsZIViiNt34EvBADW5YoD6U4rH0IKAOnaNe8CUZiMGqIDoSh0DVLQ0jpQc+XZJqVXclz1Au7a2Vdw+KR1ogAYIW4rzPdDLE7ViJq7U1FiUwQ1Q9mMM/qCKlNhSo1MKaOG9ldqAXVtbParctVVKfUplz+EDlsrmK6Xt15iYYnLX/GUgOUuLF4n60sSlpMg3/wqEIqUpLqV7KzUeMplqlfL+NGttcNy+pbJnaVhKgaWywhbS7ov0rHG4PaaKuT0xEdbSGJySMK4qpeqqhqZ0b6XGE9iffVqrjqtX0X6l8ufwAUtl85Whv5QzSyg7JTJjpRrKmNWSFZMZa0vDHdSRL+kqS0kf1+56d6XGE9EC1hjdWsLYOSVHXP4cPl6pfL4iAnZjSorRWVkjXwxr3UqJNVrzdaTUqoV3V2o8rVrbcMmOlpIjLn8OH6/ULgMUAAAeEwxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACMYoAAAYAQDFAAAjGCAAgCAEQxQAAAwggEKAABGTAM03QYgu+B64Kys0RFX6doqrrnUdim1ihtUagPGdEuI9OrmkbXaWxsZt/8JU1QTFPeApbKrKsAwQIeZ5TFhXT1UGh1xpZu1GOOi1OhS4yE2jiKsq4dlqquHpZGuQxSXdBLynq0AACAASURBVCWMvVXEt9Ce0gFL5eNK8GxnN5QZsUbK2iqu0HUgrMcpdXjhpTaA3eGRNTrqGLPAm3EPvWRsl1ql1KdU3lWEa0PlgallyyoxDtFxh3Zxj16qPqXmpTZgzGZZ8qfoSFkNdeStDYx7ABXl1SQtjMr3GKXmrklcId77wicZkcaaddp2NcUVuNaq8cZFqZpSGzBmOO6spahDE9fTWs4YtmRsC3dLaZdS2bhSvAOUrXTbGODaKi5KbRy3AfnZz/wCmlkddbSK28qVj8u20BHXnm+fE0bKQW5r7Ki0S0qt4j5SqfGwo6zZaNh15LRWEd/CXfPte8JIwQA1ubaK+0ilxoMByllFcTFAldzvAO169reKe8CUWsVtgGGAiv7U5utoFbeLq2GAvswTRsp+HyKxxsC4aR/scVFq41IbUJz43ABNPuxx1KGKe0AVpXHZFqriHr5UNq4U3wC9PlG1MvmyrpPGtVVKKLVxqfEUvzclvz/lVuaXK1ULyKMGxGVdSWPVKo/r6FKrUnUnjDVu7irE9T3Q2+OasZ7vprG6NLK4Mte8vVFxg0rtl9IupTYgm2RT9VfQwuhoQT4/o+L2OWHYLg2U692WyrvK8FyJtDwmrBNhlRkdcSnXVnFRqj9uPNnJn10UlBkrk271uDSSdcjiSlo70EfVp2R35VsYl9IBSuXjijBvJpI8qlvzlHSu8qMeI+4BU2oVNyqleJK/ObMLuYmJujY66giMK2/twKbkWG22hQdUUasTZhtsZwcAAEYwQAEAwAgGKAAAGMEABQAAIxigAABgBAMUAACMYIACAIARDFAAADCCAQoAAEYwQAEAwAgGKAAAGDFfC7++ZpS7LnXirt7ljTvGPWBKreIeLKV4HHWM+RXtQXFZ1+yg/FGPsGT2Ugvj0U+YbQwDdJhZHhPW1cOqcSKNjrhS11ZxUaqy1HgcdWRbKmWbaLRqLbeRE1TUtVQJnu3shjJd1khZW8UVug6E9TilDi+81AY46pDuFsrG1S6ZaovSF3zCHLBUGa4NlQcmoS3rljGxRsXNra3iHrBUXUq7lNoAR2vzbZGroyxSRaP8qFtxccIEpyRjv3si5VauDVtxHa6tUkKp2rgNcNQx5rNsPcr4OuwtGPOjjsxRj7Bkx0upWalCvAOUSze1ssYDxj1gSq3i9kmpAfY68lE2cqMsrD/6gx5YRa3iHlud93tb464ptYr7SKXGY0h1NrIDtFULDFMbKpK4BsSVggFqcm0V95FKjceQ6myMHqCilF7GAG0VFwM0rBi7673FPWBKreI2wJHqA/wG+jJV1ColKft9iMQaA+OmfbDHRamNS22AvY5iirGzzLFkiSt7VEdrVSk1U+fxUmqgTt8AvT5RtTL5sq6TxrVVSii1canxkMlUU02MxW+B6wHarLX5UZmxLYkrK5VPqVWpUSntVaoQ1/dAb49rldbzZY2FVR9X5toq7gFLlae0W6kNcLQ2/yu6PkB1cdnWFn+7V4/Kxg1IqXmpx0lJFleI50qk5XHVyFstRodr27gHTOnopTbA0YL8XcjKLFPHVR+U+hVUGzdwtVvGpcbgUUqVYdlMZH3Iy8PCmDRG51oxTt64A20MjYtStaXG42ht+iEOfS28JS6bUvbR0UgdteIKFTUuVQC2swMAACMYoAAAYAQDFAAAjGCAAgCAEQxQAAAwIh6gr4CIlosFavRe9buh90K9OKQd7b3w90PT5QIkvdf8jui9VC8N+QBtmsaLAX3qAbouBI2KBgM0FvSpB+i6EDQqGgzQWNCnHqDrQtCoaDBAY0GfeoCuC0GjorEN0PR63Sl5kF/Nm/5ocRUr6zrl1npcVUqt4o5Jn9hS8wt2p9yaPGKMneKGpRRBqk7+ePbVdrTWccI4hF2mtGpUFxU5ZkOfE2YTywBN948pFJkbxTsyaOJuHrVL3PUAZUsdUitrdLg2jCvekYGNG0T2slU/nmi1aaOjtfYTxqFOMqVbo7qoiC01Tp1hJ4wE/QAdF26Pl5/LjBPZoznL5Dx0xCWMI2F0xBW7zn1iSx0ya2KkXIUtDIm7Z0pRFC9blePZVeToj0pFmxKTCptO6dqoPirS5tv7hBGhHqDjmC7cuO5DbuR3pU3SZV35uFRKhribrpJSC4USpebGxMoaHXF1rsPa2iylMIpfrMjjOVTExuWLtKvT4VpL6dIo+5I5pMCX2iUl3lWGdoCOY9aI+qKO/I1luP5uxWWmIO/KTUFP3FuphEKLUhXGgRGLKK7MVROXv7GMptQ4yt/7qeOx6uRXW9Wf+tTWnTAOddaW7Nwox5Kxro7uB6Y0rK2OuEKcA3RM2kAaZ+tAwrqK4rJGR1ybK6XQrFS9cZAYHXH7pBRIZYCmx3OoyN6fBhITuFZTOjXKsWSsKx/Xlm/TlFijFOUAZReVX3G2GIdYHCnZXavG7QHqWNTouCLXVnEjod44KY5nl4KjBXaJNRn4mwPUUaq9D0c8YaRggJpcq0YMULFrIMcboKK4rPFuBihrxACdfw4DVGTEABW7BnK8AYrfQBV9OOIJI8X7Hij3xnb6RjGfryquQkr2uLZSDe+Bcm/Ea5bcHlfnmrxN74gbSO090OR4DhXZW1uGlKhIkBIbt5qS/j1QhzrZ7itmQ2BK8rhSQj+FJ42yT9occcNcI+IKPoXXG+NdW8XVlBqI6FN4h4ocre2izmq+25/CO0p1dN8eV5OvylWI63ugt8dkl+YnbjHSbLOziXXl49pTio9L/DFZlDpwVtZIxnW47hq3tIYR/T3QwuhYMrs6+ZRY11pK5et7ka+jVMoo7P6eKcniCvFcibQ8njgj1aXlMetKGEcirjqlalyT67pU5ZVIrHFYHmtdBXFNrqvHASmFQV2JRBzPoSLHktlPGIc6KynprkQSlKpwZUt1xOW7b48rw3Et/OrhxBlX1jTd82PWVRp3VLpK4+pdaxcbZ6UqjUNhDI/bJ6UgiGvh6eM5VORorVvYk9R1K6X89V1ajbhUe/czzyOcMBKwnV0s6FMP0HUhaFQ0GKCxoE89QNeFoFHRYIDGgj71AF0XgkZFgwEaC/rUA3RdCBoVDQZoLOhTD9B1IWhUNBigsaBPPUDXhaBR0WCAxoI+9QBdF4JGRYMBGgv61AN0XQgaFQ0GaCzoUw/QdSFoVDQYoLGgTz1A14WgUdFggMaCPvUAXReCRkUTMkBHxjbxV5fajSN7VIfR5cr0ydGHRi30xG2Ukg1WnQ4V8a6t4toFuLlk9UbZS+2jIkdK9v4ShG8mkl2779uxYmUM3S8kNO64eljuC2QoNXSnh9C44asahHYzEct+IQ4VaVKK3t8kteZ73RhKbaUiPq4jJfsJLsGznd2yJ9jyc8OQVkP2SLwr1eKaHTStlDDyO+Gp44pdldvZUaW2aqEw7p4pRUFtZ6dWEVuHQ0WqlDbj8jvWsdUsjXKUGqeizXxDUnLMBhGuDZXH+TFRy6WIpA1DZmWN1Q6ORaVUSlOAK18qHZe6O4+uVHsLA7s/VK2+uK0HKH88Vgp8a8UqahW3UCdfasVI3DBBl5JdCg7XvA+KlNgW8qXKCL2lR9qGIe4m9+xR+ZQoo8xVEze9J5KnVNZVH1fmqokbt6pxiG7pUVsyveuGFCZr3FGhTtuSbd/Sgy+VdbWl5O0+G5dtIR9XiPemcsmKDyQSI22ttCE9Kmvk823garip3LYxoIUHTCmQ2k3lkuOxq83XYVdRGTImrnHJtm8qpz9oc3XaU+JbyBqlRN7W2NBBWfP1bXBMV5Fr1YjbGotdA/Hf1ph1daioS9y6ijYHKJ8S62o3hqckaiEfVwoGaGzcuxqgreJigPYdzPsOUFGphnwxQMP6y1bqaJLdtWq8qwGK30DxG6gqJdbVbnygAapTYfKGrqGFAX0onueMvOt23GO9B8q9we9JKWpVA9n7PVC5ilrF3e09UO6Tq9SVj1s8L8q33giRK99CtlQpoZ/CF1VwLZy4FqZG8qCOj9Ir1oi4gk/h9cZ411ZxNaUGIvoUnpeCw/V4catLtv0pvKZLO6mTPRH5uKwrX6oQ1/dAb4/JauYnJsrKGoeJ68P8xERZWeOY56uPu+VK/DGpK7VVC+WuU+7aLKUwqt8DTY7HrzZbh0NFbGsdwmZLrS1Z+fquK1UvhQgVOVIS97eIKyT4SqSsluo5vDxmXW9G6qBUI5bHrGvV6HC9/Mt/JVKrFubGA6QUhvBKJF5FbB0GKfhT4tVpWTL3lUitVMTHVaU0VFyJFrJxZRiuhU8TOj9e/WDShfyESXvEG6fEOJUHHQvjKDFm+WriClyL34UMpbZqoSbuTikFsVKnQ0VsHQ4VsSkRcUsBGuLSS5a/vhtKtauIMJZW2uhIyTEbJGA7u1jQpx6g60LQqGgwQGNBn3qArgtBo6LBAI0FfeoBui4EjYoGAzQW9KkH6LoQNCoaDNBY0KceoOtC0KhoMEBjQZ96gK4LQaOiwQCNBX3qAbouBI2KBgM0FvSpB+i6EDQqGgzQWNCnHqDrQtCoaDBAY0GfeoCuC0GjosEAjQV96gG6LgSNiiZkgLLXj/JXlzqMdlceV0pMn9hrwHmj3ZWnS0ptr4UvcajIXocnLh/YbFxfC6913YrbwbVHXALLAJVsqyDedEFpDIg7BcdNrMW+QKuHK1eJ0eG6ehwaNyClgRe3jSB12uvwxxVvNVIelT1oGjfflTI6X4frnaozeDs7avco1ijdWioubtuUTNvZ0UqSGh1x667DlmtISlGEqNNRhzCuurUOddJxizvzEHHVKgopVdX9VnH3GKAju2651WZ0uM5PTDbXzbhbrpYNlevWTWNVvwFxja6KUsMg1alcbUdr1XGF3RMXs33U6/8vjeJPmJjVVpYqNu53wsgIvaXHRBlH2ihxrRoTa1hKEXEFt/SYVMbEqo9bcW0VV1VqHAHqdLSAVVGruHyptbjnRtlcSeMu6tSdMExclauQ0JvKkUbeajcGxG2QEjlAh2Rl9EaH6+R3bZZSHAHqdNShisuNHE1cfTG1AaroQ7SKWsXdUZ2RtzXmFRrt2iquyLVqxG2Nxa6BSNRpHDnbdbBHbRWXL7Ua99Qoe75HVFGruFIwQE2uVSMGqNg1kOMN0FZxDzhAA0qNdg2IKwUD1ORaNWKAil0DOd4AxW+gmlKjXQPiStnvPVB+yY8X1/EeaJ8lt8ftk1IgfnU66ugS1/EeKB9Xn+9jqzP0U/hiUbglV3yoGB23ajXHvbkKPoXXGIf0k0F93KrVHNedUi6tAALU6agjLG7WWrs6q3G3P4XnS2XzdZS6V9x4dfoG6MQNpPkJ0ph/K6Nw3T8u/0URYUrUAJ04Fc6Pa0Zmye1xc1fS2DylOALU6agjMO5UjatTZy0uMUCzuLups4mwA+MKafdFepmRFIQzbs+Uyi/SL49nz3zFq6u6bXS4tkpJETeMCHU6WsuqyNFahzorcYsv0k9i17qxs4pURoWrDMO18Gnv0+ZPI2dljY64MtfV49C4ibW4lHNaHi+umXEijSLXfeOSVkepUYSo09HagLik1aFOOm7+q7ok3wOqSBHXsaoiInZjWjefMDJW1uiIu+XaKi6zGxO/NBtGh2uruIzVEddIG3U6WuuKy1gd6kwGqNZ1K24D1wOeMBTYDzQW9KkH6LoQNCoaDNBY0KceoOtC0KhoMEBjQZ96gK4LQaOiwQCNBX3qAbouBI2KBgM0FvSpB+i6EDQqGgzQWNCnHqDrQtCoaDBAY0GfeoCuC0GjosEAjQV96gG6LgSNigYDNBb0qQfouhA0KhoM0FjQpx6g60LQqGjaD1D+4ij7dX3sxWeOuBMbl/dkLuX0pMS30J5vs5QaXK3Jcjx18qvCS7dRSuylnJ5S7fny57DrRGQIVadlgGabc2TpplfnZ9elstfu83EL49raKq7adekTm9JQdGkqrOuH9ZTYPmjixrlq4sawhzr5OjQqGtUpyfIVLNmtUa3UycaVdKlidHS/rToduzFRW2FRO6MQxmF5vFjZuGNpXWWniVvZjYk/qsB4iVvsxkSmpO3SqtRW3Q/NV+oahVqdZGvtdThU1HzJklIrm4W1Wu3U6DgRZXH1s8GvzuD9QIcVRbqsccwDJ3FZYx63Jm5tXL5U2rXcD5Tvg6NL8xOTzFVldLgqSg2DVOe2UDZbMMlcHSpq1dqKsdzvW1mquoXGLlWbpOy+o1QZobf0SCsdsoyG3FptQxE3NyZWfdxRFJcvteIquKVH0SXWmFh13R/Wro6lCXRNjHE0VyfbWoeKFCm58k0GqKNUR0qKLk0CYcviOkoV4r2pHJcuf3+SgRsNIyfCpVfOuHRgU0rzYCYH6MDpjDfOa2vt/sQGNqWkWFU+pThM6vS24HZ0u4p0rbXne3Ml73moKNWeUu2EEbRQFVfhypcqJPSunKr2plaVCBNrq7gG16miUEEjRF3i83V0v1G+vGsgdnUOEiNfB7sqB1qyeYC2iLudr/5sknWJdXWUKiXyvvCG9opGg+Ggjriio1aNdYWKdGYoJqD70UbZKRVIY3WyRvagfVKqG58b1SSur0sOYRs8Y9WJAWo6atWIASp1jeR4A9ShXX9KdWOLAep/mXEI2+DZdYA2+yOJjWvv775/wo+P8yd8wJ++geBPeKEr/oSXliol9FP4Ihku34l7L5j9JDN7A1oft/oRKWu0f4iUpqQxZi3UdH/iuy9fGj4le6mBtFYnX4ddRbqUzPkurtufwvOl2lOqnTCCFjriOkoV4hug08TkOz9B5ztxKszj5kZGhfa4oq9WbKVEDdA8JcpIdylvIZuvIm6eEmmUpeQoNY7m6mTrYNWpWzJ5SrYlIwaoqlRHCwO7JO++o1Qh7b5If3tM5nt7PIniSg9KHFUa99Z8clWlKTFfpCeFJutSNd+o7otTCo0bRgt1KlrAncLHWrL6F+kdqy1sof1EdMR1lCpjh0s5iXwpIx83M/JHZeNOirj6lCrXymUpEVbWKO2SIy7bQseqsilFEaLOyV6HQ0VxrZUsWeClnPqU2C7FnuBSV786I3ZjWqdbwKbE58vGHTlrq7jbrtU+8SltGBkrn689rsPVEddID3VuSIw56taStUkpGaDRcU1GX5escYPVif1AY0GfeoCuC0GjosEAjQV96gG6LgSNigYDNBb0qQfouhA0KhoM0FjQpx6g60LQqGgwQGNBn3qArgtBo6LBAI0FfeoBui4EjYoGAzQW9KkH6LoQNCoaDNBY0KceoOtC0KhoMEBjQZ96gK4LQaOiwQCNBX3qAbouBI2KBgM0FvSpB+i6EDQqGtMATa6/z68fTa7rn7JrkcfMml60qjE6XFvFnZJr4Qe2Sxqjw7VV3NTqKDWGRJ2tVtuuelXcNHCsOleNspfqUBFbTau4jhNGgGGAsjuY8DujZFbWWNk1SeLaKq5gI6dbn+ybwAwaV0XcPlvw8CkFUd+NKUxFMtXrVcS3NlrYxcap6lJV6tTMhoC4kmqi1akeoMOKMqNxTKtJasmNU8247boZ1+HqilvZDzRZmSG3DjXrptHpumvc0jUMcj/QABUtR2DrcKhTFdd/wlwa5SjVoSI2X4eK7HH5UmVoB2hSy3B94kuffzrxzheSRR2zYlhjrocfnP//HPTtd77w5W8r4n7hz39UjzteH4tSUuS7WGN3pM9dFXGHdnGtrnmpcfA70geoM6vyB+f/BaiT7Z4+381qzo1SlRqmIvaoDhVFxc1LFeIboMNwltLTlTHjUtzf/yFjpdvwPDrP/6nEvfWq7iqKSweuGb/NxZ31S94TaWB0tmG8rbzelROLO25ESnHUbir3g20VidSZ1/F0/g8beHYt1LUZt3o6jVw1rDpvKREDdKPUKBWRB60e1R53ZOPGq9M7QM/wSrpKlK+UNEoG6N/Rxh/b45rOi9nY9K6creIaXAPiBsLelVM0QGkjW0eAOg1x7eqc5WkoVbTavBT0B5WpiK3GEVcsPenPle/tLfBKkkiUNgrE8r3P0a5vf9Mad2SN39lYtu0B6ljU6Lgi11ZxI2HvC+9/eafr8KvTEFekzvq02hyghtUWSYE9aJ/BzMcVS0/6c8ccoN+t6uztd41xeYlewmKABqQUyEEH6JY6DXFF6sQA9ccVS0/6c4cboCfXnzI6O7/KW+JuGP8Tq4cmA7TroGsVNxL7ABX9CU/X4VenJa5EnY4/4VutNnvQ8AEqqoaPK5ae9Ofo90CfkrfTizLO/628Tc99bDg+sR8iza6XyLnrNcDTZ39ci1sLPHHGW0rkr7bsh0jsxy7cJ5lbrttxHa6tUhIqTkPlPVCJikTqzOp4Yj9E4tU5p3RWZ95a9kOkAHWSHyKxpbKfW2tWu5rSQeOKpSf9OXKAPrFSmjiJTtzXgp7YQXdz/RZhfFrOmi+WDZbEpY1L3MsbWGSpj/E1JnlcvtQ46AG6paLz/2TqTKt84gbdpFGnPi6rznFDnUf6GtO4PqpDRVFx81KFuL5If17J0z9++Gz48Adf/9xTUsq1ulmiT2NmTUrN5PA0f93j59//eup6++mJ0v5ffm7R6Kf+Jgt8+2ly4s8/TBrXrkXcJaXaF+mrKrw9MdWsrLFq7RtXWGoY5Bfpb0tmU2d1rNxUPxHqvKlIqE4qLqtOcoJK1cl8kZ4stVwyh4qkB9WqSBVXIWwZ+ks5sxV/Wh30w79YlnX1Mfgs0bfTQqu/gp5+9jPfWYzPYZe4n/3x7ae/W2rp+Yf/V/VX0KezvJKDTivP2+Nr1M/+eHH96y+tZ+8Xq67lb+qrrt0Omi1btm5211Zxha76uFHkl3gvq7haH5c6U9V/5jtLHT51TkncT/3NkDQoWp3lm8VsqcvjqbROhJV3JQ5KHNUdV1FNgDptuzHdXrZPC7k+6Pduz1/XcVpL9Jt51HWl088+lzqvjGvT8kHjt+an3iRBL599XnKbn/vp/KOn1+f1QQvWEl0/fzpP5rhlIbdqqtvdsEvDr5vLtVVcq2vjAXoiUedaYpHqXNURq062QU51VuU5cudEM3Xaj9onLoVtgN5eXbN1XFsuf0pMKz1XVnbmprj5s8QVyTlxfe7D/0bHvT2/pJBKlOe7xYGufG85T75Y9cZ+YT2AOmXqhDzDMQ3QRTDFii/6mF+MpRL9GauAlbWImydxE9lywAiJLkGYKFBoD6BOmTohz3BMA3RZq1JMi+3N9RmhROu/N2TmIm4umEXOs5pjJLr6LeRdyvMEFNoDqHMSqRPyDMc0QL/FLPj1Rf73v/zt+RmZRJdfDugfK+3LM1+s/WiwRBftv6l5Q6E9gDonkTohz3AsA3T5G+kN8ZPf/fSf/J9kcWUSXZaffIlfv8jPwrudKW8X70rlxEiUev8qAwrtAdQ5idQJeYZjGaDEHyEcMolyf3hlR31zfWYR7dMffId2KqK7JEq9f5UBhfYA6kxs9VIgz2gsA1SwUGtkEv3WVtDlBXbWzvrrI09v/ymn0iCJbp+cUGgPoM70iHiLfjcsA5R7k4lAJNFSgAXlYVdfLTnz+3/+7YpvkESXPw9rXxWBQnsAdSal1L/IBHlG4xqgVTUlKCX6pvYj5a8WyYv8TaY/Inx/Wv5gwio1TqLbWUKhPYA6hVlCntEYBqhgnRJEEuXf+j+zyOz2F8rqfaa13r5cqBQD9EUDdQpLhzyjOd4Arf75Qb3FQ2v06ekz30h9gyS6/esNFNoDqPPM9i/fkGc0hgH69384b37w5vJEev3omG4SMCVXG5fG6z9+Nu9TM36xNF6PMm+58PTuctRZUONqn4Xzw8+s3rUfc+tanRfjN1c/vFZhkW9hTKvJN11Z519Us35clip0JYxra6u4g9TIlxqDXJ1lqusBuq3OtbWMa1LnyvXM+t+X/e2Gb65+2KPOXJ7rJNbVCEqtubZSUW1pwlOadBgG6G0Hk6tE09OD2BllkWh925SfrTYbW6yruLeDPp1/DbhV/f0/elpteLPodfn6XWZ8GtdafioPulIhkdJKolQ1xbZ/q4dlMSsrUarEtVVci6shbhBidRKp7q7Op0Sdw9r1KdvP7onI16PO2mZh6ZLJSp0oV3a1CaNURXEpRavTs53d8KbIaBzTUk//WP5IIqyz488+R7mWhZ4F9MXkoN/7/Mp1GaDz31IVYzo+10d9uqmQSok1khtPz4+XZhJGaouty5OVFd9w3Y5rS6k0OkoNQ6hOKplgdQ5KdSae+fyklsylTmK72vnx0kxxqaWrXUV8XGlKZdzm6nRtqDzkxxwTJmbL2nwj7J9RxsrG0s/aqx91NSKJuyJpdqT/rNy4VEPdOyrvEmUc6FIlrrRxyP90iYtrdc1LjYNVJ99agzr5bc9V6sxcmQE658uqc9xQJ3XDhGnjHGZKzV3lRp0rWWqDlIbEKsN7X/gkozHj8kTtrjOJRElXutBheHfgjrr8jrn+M6cwUimNayuZEmscSYXOS1OrZtvocJ0qVm/cmlVRaiAiddJ1+NWZB1aoM08pvaUHma9LneQ9D6ftc7hWajMVsS1kZ8Pe6vQOULbSS7mS+x5WXCuVJkel416E9EU+LudaSZg1TrRCsy7pjYPE6IhrcA2IG4hInXSqXdVpyNeuzlmebL6OUvm4hlK7piQl5LbGXKGe2xqLKqVdyT9l8ricq+WuspNkgDoWNTquyLVV3Egk6qy0tqc6La2VqLP68r49QB2lsnEtpXZNScrLHqBv00aJKwZo47iR3OcAfdvSWgzQfVKScr8DVPJHkuUvswMO0K6DrlXcSOwDVPQnPK8i9qisiiz52geo6E94R6l24xFTEktP+nPuD5FoI+taa9LliZ//8H//1R9/6R26v1clvcmf/9TmQUUfIhW/2iYfItH5stXwpVaM6ZLb4wampIgbiP9DpN3UuVbRm9z1U9utdamTHKDpkhlKrRjDVBSXUgN1+gbop/4mPWhWKPcp/JR9m4syVrr07uUJWkpT8nWjN/nXmD6VxOVcl+AT2QAAFP5JREFU2biXuyMXpdKfwk/ph38TZaysauaqiDscIS5fahysOqupnv9nUCf/3R6VOlPXp2SA0q1l444b6qRe3/MlU5Q67aQistSAuKyrENf3QG8fJFKVzrcmpr8HOv802aQptyYHPX2B7nL0C5+l4o7UAL1pizrozVUfd5Uv8cfk/Hiiqplya77ivGtVLUVcXUqt4jb6FbSqzmpr51sT098DPf10cpaK1Tno1Jnme70vfLV7bNxpHbeWb/n6fnusL3V+gs03QkXilGRxhSnJ8FyJdF7x7KC3Qq87IJz+WV7rsfrh0nO87IqYGKfVQc8X+q60tFyDNzuspbSKu7w4E/lOuWtyOUdufLfiWrtWrraqhNHh2iqu0FUfNwqpOhfjRZ2nf/ZV59p1HqB8az3qLF/fl7hEqUQfAlW0XWrzlALUabqpXLKO0/qgp71wrgv55vzE6UG+XcMSaP3gtGFD7rr85E+XizRu18DNL8Zvpizuh4lEp7W2nuWfxM1dp/UAzYx//4ezcd74tjjH8quyk54lR80Xsm7MrceIG5VSCIU6h6o6r8Y3t5/tr84l32LiE63N1TkH3lDntB6gVNykobmwE2MfFe2V0qTDNEDXe8UmO2d9uNqF+7arl/DGsesdvItNw1YHnOVB3ON7pryDTcSe36sDVjc1w35hXYA6ZeqEPMOxDdC1nN7+xu3Zv/uj5ellgaUSXe/g/R9TeXxvZbrJY9ltMQu8BLoZAiT6/T+qHW8NFNoDqFOmTsgzHOMAXXaYfebTX/7h81Mffv9Lq+dWqyiVaLL/7HrP2b/7+spASP+0y/dKTt8jfgFxSvSHP/jLz69ywEv8wYA6ZeqEPMMxDlDyhi9P9Comcia4KXf1V8jTSfjfPmnkh3/9JfKHp1TSb//p+ac//MH/WCd2y2Jrz++nRZG1bcQXOJlDoT2AOhfYIQx5RmMdoBuLvv4DQyzRTd0/pW8obQVeaSlSouyvKlBoD6BOIl9Ro4AT8wBllzJ5FZRLdPrplkbTP0+2hPeu+CefFBKt3nSb7hNoD9RJRJU1CviwD9DkvfOUzyR/RSgkuqXR/O0dXk5vVnH5FE5IJcq9xQSF9gHqrOWw3SjgwjFAk4811/xB+gGhRqLs30m3+8gscHp6s0ojTKKrT3XFfQKtgTqvOXzD0CjgwTNA6Zf5/J6tOolOH/5F7efWdzJkM7iQvBZHSTT7Aou0T6AtUOeZTXVCnuH4Buj04fc+n65hIVCtRGu/OhAv8Jef/jr107meQySafB1F1yfQFKhTpk7IMxznAJ1O37D77++cX2g//c6ffINaQ61ET7LLX7l//xv11MqffvqDb2c/45Xop9/54//5I0GboNAuQJ0ydUKe4ZgG6JheZTtx15ZP6VWrY36BbsX487/+43c+d760950vfPkiuOzS2fWDn//VeL1Q+VlLf/6jPO6Quxb5SlK6PC5ck4fFHcrpfCUppXHrrpq4TtfkoTgu38IQymvh14+TH7XXsTKe1Tkk6mSW7Od/NV+ef1XnxPcnarWJuNmuK7a4mhZOvDFKRSGrWuYrwDBAiX1eVj9IbgJTMU6kkY47XFk9tLtq85WXWmystkqizMiQEu+qNIpTErmSpfItDCJ/2WpQh0NFAatNpmSIy2wWJi31gCoKTWnSoR+g45hWk6w4a6SsrHGxDkPah7RHdteRcBXGpY3E1r7z4yWuKqXKyUi5So3alPjus3F5QURBbWcXUYfQ1bFkUuk6VLSOW25XqyzVkZIjrmM22FOSoR6ga7GMeS2j3LplTKxDQl4pG5d1jcp3sVJ358nzzY2KlORxN49qNOpc2VWNg9xQuWhtVH90KpL3x7Haeam1uMQNE1SltmqhQ0XNUpKhHaBjRlILaaxZp21XutBTjetKda4D46pIqVYqdUuPgRPhsHFbqe1qZKXaU3LEZVsYiOOeSP7+8CpiXWsq8qZUjUvdsktTqt2VNAaoyBGXL1WId4AmK04aR4mRj5tXOndDEJfz9KRUc92+K6cjJUfcVq58XLaFgdQGaFQd+iJlS8b2p0VKm3fl7NNC3tXeJUdKUpQDlBULa/S46tvr0K8oparRe1tjfR8cYhG5OuLyqxqI477w/hbYBcj3JzqluVGOuHZXR1xDlwJaKAUD1JRS1YgBurLyqxrI8QZoQH9apNRigAbky1oNXQpIScr9DlBRf/km2VOqGpsMUFE1fFy7qyMuv6qB2AdoQAvsS8b3p0VKD/IbaEBKUvb7EIk1Ot4o1vVX9l67vVRygLJvbCtS4pecjetIiXXl47ItDMT/IZKjP7ols7tGpEQN0FZS2EdFjrhsvlJ8A3Ta+G7PWg8a1ylzzQqdGLXkcXNXZmkyV1Op1KfwWb4TZZSlpIibl8q6torLr2oc9ACdNlJV1MG6OpasoiKBK19qLS7x+q4qVZ9SQFzdbFDEZV2FuL4Hentcq7Q+c1gj/12v+Qk2rsxVn+9WqcQfk0W+jpQoT1ot7FFFxoi4fDVhGL4Hqquj1ZLpXX0pla/vurj6FjZXkSMu7yrDcyXS8pgodRJY5cas0GqDWVfWU50SXWr5uxBxVEdK9rh8C1VGUzVEMWFQVyKxmbpbELVklCc1G4JSKl7f7X0IaSE1XoVdapXSpMOymUgyNs4Pp9yY/KJWWFnXinFaF1qUyroOhetUddXnm7rmp/I6iWoxqpQEcWulsi1UxhW78qsaw1qdfGsjW7COa18y/oQJVlH2q7qp1AOqqNWqCvBvZwfWoE89QNeFoFHRYIDGgj71AF0XgkZFgwEaC/rUA3RdCBoVDQZoLOhTD9B1IWhUNBigsaBPPUDXhaBR0WCAxoI+9QBdF4JGRYMBGgv61AN0XQgaFQ0GaCzoUw/QdSFoVDQYoLGgTz1A14WgUdFggMaCPvUAXReCRkWDARoL+tQDdF0IGhWNbYBml6KmVzcXl5Mn1vzCWtZ1yq1N4uZXxzIH3Sw1uyq7nlJ+wa4ipUPEDUspglSdjhaoVjsqrqO12pRWjWp1wvRRUTd12jcTWe9CNHFG8b4emrj0fiHD8lAadwhLidxMpBKXzZdPSePaMK54RwY2bhDlZiKmFrASa6UitrVxcS+uxb5/QXGZamJK3U/Ykw7Pdnbj7fHyc5kxbf4wpPkmHewTl3ClDipOSbmd3VAa+ZTax90zpSio7ezUdRDrSW1eGKwibb4+YUu2s3OUquq+olTHqjriinBtqDzOj6eKsb4/7JCny7q2ijuoXCWlUnfnyePmxsTKGh1xda7D2tospTAiNlSmVrtqrKtIF9fRWlNKxA0TQuIK8m3l2iwlGc57InE6G7N7DA1DlnB93bbiMlNQElfmaiqVuqVHnpLCODBiEcWVuWri8jeW0ZQaR+WeSJo6NKvNTUGdiuyttcWlbtmlORFZV0f3Na7HUqf3pnLJPCKNs3UgYV1bx22Q0vZdOWmrKKVWcfukFEjtpnLyOliJOVTEx7Xna0xp866cjlL5uI5S7a6OuFL2u60xWwzv2iqu3bVq9N7WWG90xBW5toobif++8LbV3j4q6+porSGluVHRcfuqqFVcKRigJteqEQNU7BrI8QaoKK6jtcaUWgxQUb6OUg2uAXGlYICaXKtGDFCxayDHG6D4DVRhPOIJI8X7Hmj9w/LZaHuvko2rUCEbNzCl5EMkPm7xPGdMXFvF1blOQSkFUnsPVN4CVmIOFZUhOVdFa20p6d8DlZdaPr+O6yhVFZdPSR5XSuin8KQx4CPv6LjVrzEN7pQEn8LrjfGureJqSg1E9Ck8X0eYADVxNa0Nibv9KbyjVEf394mrchXi+h7o7fFEGPnva86PJ5GrPi4tiNx1EKckLZX4Y7KIyx6VT4ktVe+6a9zSGkb090Dnx6QxUkWO1ppSKl/fY+LW822uolZxhXiuRFoeT5yRmnTLY9aVMI6hcYeIlNalKq9EYo3D8ljrKohrcl09DkgpDOpKJDYZqrXq1Y6Iy7aWXzJLSrorkQRxo1QUEjf2hJHhuBZ+9XDijCtrmu75Meu6Q9zS05VS7WLjLCWlcSiM4XH7pBQEcS28NJmVdVSutjSuwzUzuoWdv75HxWWsMaUeVp3Yzi4W9KkH6LoQNCoaDNBY0KceoOtC0KhoMEBjQZ96gK4LQaOiwQCNBX3qAbouBI2KBgM0FvSpB+i6EDQqGgzQWNCnHqDrQtCoaDBAY0GfeoCuC0GjosEAjQV96gG6LgSNigYDNBb0qQfouhA0KhoM0FjQpx6g60LQqGgwQGNBn3qArgtBo6IJGaAjY5tG3mo28let9ok7cn1i4/JGh2uruI1SssGq01GHQ7qtBOhSJ9Mox0G7lHoUdbbaTGS9mXdpZV1po2P7g8Zxk1KLfYHouBJjzH4hoXGH1cOQlILQbiYSriL/PiR0a+PUebHme93QcSUH3bnULieMBM92dsvOcsvPZcZpy8jvWLe4DkPapaTS9nHFpSq3sxtKI59S+7h7phQFtZ2dug6HioSqFwhwM9/FaklJsp0d38IupR5Yna4Nlcf58e3HMmNVhDfXqrG6DeFQVMrG5VMassCbcbdKpe7Ok8fNjXUrayziOlwpY0RKfKlhyDZUbqYiu+odreVPmIqRuGFCHlfepd1Kdayqo1QZobf0KKzj2qpx5ebcqcZ1pfq4Y3jc9J5IfNxJYcys+rgyV03cQRGXLzUO0S09+Doc6mRd+bj21prUKbilB79kXUrVnTBRcYV4byo3rptEGkeJkY87kDSOayvVcFO5beMgytcet09KgdRuKievw6Ei1rV8flOAonyNKW3fVE5/UNkJ7ijV7uqIK2W/2xq3an50XNEpVTXitsZi10C63tbY7uporSGluVGOJetSqsE1IK4UDNDYuHc1QFvFxQCVqd7RWmNKLQZo61INrgFxpWCA1gLb4t7VAMVvoPgNVLVkXUo1uAbEldL0PdDkExvjkm+Wqou7/RaU7eU2+RCpz5IXz4vj6lJK3qZ3xA1k7/dAuc9OUlc+LtlaUb67vQeapNSnVL0x4ISREvopPGmUfUjHGosGJH1wpBQfV/ApvN4Y79oqrqbUQESfwvN1hAlbo3rHktny3f4UXtOlnUp15OtwFeL6Hujt8UQYb9aJsrLGMY+bFZqdiHvG3SqV+GOyiJsftb7krKsurtx1yl2bpRRG9XugijrsKtKrXihAcb7ilMrXd/agRQv7lOpYVXtcIcFXIlFGyjrJXG/GrA1ZqXFxqxqVluq/EokvNS7uAVIKQ3glEl+HXUVS1WuFzS+ZJSX3lUh53KhzmC/Vsar2uDIM18KnDTw/Xv1gaRwL4ygxZnGTLuSl7hRXUGrxuxAZdyiPKk1pp7g7pRTESp2OOhwq0qg+dSXyLbsnyleSUv76zh200sIupR5XndjOLhb0qQfouhA0KhoM0FjQpx6g60LQqGgwQGNBn3qArgtBo6LBAI0FfeoBui4EjYoGAzQW9KkH6LoQNCoaDNBY0KceoOtC0KhoMEBjQZ96gK4LQaOiwQCNBX3qAbouBI2KBgM0FvSpB+i6EDQqGgzQWNCnHqDrQtCoaDBAY0GfeoCuC0GjogkZoCNjm0bWyl56yhr5uKyRx57v+lp4pStvtLvydEmp7bXwyuPxddgl5lBnqxPmVGq9Ua2kwBfjOP0bxd3jWnjJHgbirTukRu3OCXXjFJUv5VrsC2QoVbtzQt04BccNSEm/XYOAtToddbglFu4avWT5XjdRcWWlsq6t4jZWZ/B2dtSeYEW2tyyzcz21JkY+LmGsb7GlcDWkZNrOjlaS1OiIK+1+q5SiEG5nx9cRqyLKuOcJQ5dq2c5OoU6+VLuKWsUNUKd7Q+WqzsbCOGT51mohrGxcKqXJ5srmK0nJsqFy3bpprIklIq7RVVFqGNUNlRWptlJRnxOmYqQ3VI5SEV9qTFxHl5Slygi9pcdEGW/WIYXTQ27M4yZHdaTExuXzrcQV3NKDLzU3JlZ93Iprq7iqUuMQ3dKDr6OVihxxGyzZ9i09HCriS7XHJbtkiasqVUjTm8ql1oFCZOTj2o281ZQSOUAVpZJGh+vkd22WUhz+m8o1U1HxvDxucN9rA1QR13BOdIm7ozr3u60xWynfBjauIyXWyqZU9cRtjcWugdzpbY35uNGrMjcqOu7mOdEybrMTRgoGaM1qW1QMULFrIMcboAFxo1dlblSLuJvVGOJigIbpgY3rSIm12hYVA1TsGsjxBih+A02raRX33gaoY5YZWiiKy/fXnq/jPVBHqaxrq7h9UgrE/x5oKxU54jpaW3XdHKDNWmiP6+iSo1QpoZ/CF0VypV6eEBn5uJqU2M9PNfnWUhJ8Cq8xDhO35IK4Vas5rjulXFoBiD6F5+vQq2iqWc3q3BBgwJJtfwrPL5m9hXz394obr07fAJ24gTQ/Qec7cUszTUwL87hkSlPNtZ4v/zUmYUrUAFWVmhuZJbfHzV35UlulFAc9QFV1RKlomjzqlJ8wtlKJATqFqZMvlXXlU2K774jLliqk3RfpS2NWaH1pbk/I4uZGRUqUkVwaaUrlu3HaUlVGh2urlBRxwyC/SK+so5WK+pwwFWPx+j6JXQUp8aUeIq6iVBmGa+FTmaXFTCNnzWrJ8mWNbFxZSqvH0rj6lIrfhSSlTqTR0KXWcUmro9QoVuq019FMRV1OGNo1l6ckrkZForPJoCJ7XEepIiJ2Y1oXQxgZK58va2TjbqVkjruZUrVPjlJdrq3iMlZHXCOcOh0taKWiLidMMkC1rltxq2ycTWYV2eM6SqXAfqCxoE89QNeFoFHRYIDGgj71AF0XgkZFgwEaC/rUA3RdCBoVDQZoLOhTD9B1IWhUNBigsaBPPUDXhaBR0WCAxoI+9QBdF4JGRSMfoEBG0+UCJL3X/I7ovVQvDQzQaJouFyDpveZ3RO+lemmgoQAAYAQDFAAAjGCAAgCAEQxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACMYoAAAYAQDFAAAjGCAAgCAEQxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACMYoAAAYAQDFAAAjGCAAgCAEQxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACMYoAAAYAQDFAAAjGCAAgCAEQxQAAAwggEKAABGMEABAMAIBigAABjBAAUAACMYoAAAYAQDFAAAjGCAAgCAkf8PJgv2hYHjonIAAAAASUVORK5CYII=)
Size of a future potential MPA
Answered
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None
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Small (A < 5%)
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Small-moderate (5% < A < 10%)
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Moderate (10% < A < 20%)
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Large (20% < A < 30%)
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Very large (30% < A < 40%)
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Huge (40% < A < 50%)
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Justification
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No justification was provided
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)
Spatial mixing (movement) in/out of future potential MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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No justification was provided
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)
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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The magnitude of catch and discards prior to1996 is a major source of uncertainty in this assessment that could provide critical information about the scale and productivity of this stock.
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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. They are managed as a coastwide stock, with a TAC of 15,000t and catch of 10,679t in 2014
2. Describe historical management measures, if any. Arrowtooth Flounder has been managed on a status-quo basis in recent years, with an annual allocation of 15,000tforthegroundfshtrawl feet since 2006.Before that time, there were no limits on catches or discards of Arrowtooth Flounder.
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity. Prior to the introduction of freezer trawlers, most of the historical catch of Arrowtooth Flounder is understood to have been discarded at sea in large quantities due to proteolysis of the fesh if catches were not landed and frozen quickly after capture. Prior to the introduction of 100% at-sea observer coverage in theBritish Columbia groundfsh feetin1996, reporting of Arrowtooth Flounder discards in fishery logbooks was voluntary. Since Arrowtooth Flounder were not managedwithquotasbefore1996,there was little incentive for skippers to record discards. Therefore the quantity of discards in the pre-1996 period is highly uncertain 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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Since 2006, an annual allocation of 15,000t is given to the groundfish trawl fleet. However, Table 1 and Figure 2 show that the TAC is not taken
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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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high variability is observed between the TAC and then actual landing (catches + discarding) (see Table 1 and Fig. 2)
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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 justification was provided
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)
TAE implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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No justification was provided
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)
Size limit offset: consistent overages/underages
Answered
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Much smaller (40% - 70% of recommended)
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Smaller (70% - 90% of recommended)
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Slightly smaller (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slightly larger (100% - 110% of recommended)
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Larger (110% - 150% of recommended)
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Much larger (150% - 200% of recommended)
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Justification
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no size limit is reported in this fishery. However, Fig. 5 shows that the length at maturity (age) is larger than the vulnerability at age for the fleets. I’m not sure this is a correct interpretation for “6. Size limit offset: catching consistently smaller/larger than min. size”
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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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for the reference model, the maturity at age is lower than the vulnerability at age for the trawl fishery. this consistent with samples taken from freezer trawler and shoreside vessels
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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. Commercial fishing data are present for the 1996 to 2014 (see Table 1). See Table 3 for Annual female-only indices of abundance and CVs for the four indices use in the assessment. see Fig. 3 and 4 for the age comps for the fishery and surveys
2. Describe how these data collected (e.g., log books, dealer reporting, observers). fishery independent surveys. details are given in p4-5.
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality. Details are given in p4-5.
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports. Main uncertainties corresponds to historical catches and discarding. short time-series of abundance indices.
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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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Catch data prior to the introduction of at-sea observers in 1996 were considered too unreliable for inclusion in the assessment due to unknown quantities of discarding at sea. After 1996, the catches are reliable. This option is not included here.
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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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Survey biomass indices were treated as relative abundance indices that are directly proportional to the survey vulnerable biomass at the beginning of each year (p8)
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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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Surveys CVs are relative low (0.136-0.364) but the time-series are very short. More important, there is not catches/landings (+ discarding) information prior to 1996. In all scenarios, there was strong confounding among parameters representing productivity and scale of the population, indicating that there was limited information in the short time series of available data to resolve the population scale (ABSTRACT)
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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