![](data:image/png;base64,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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.
Coming soon!
- Describe the stock’s ecosystem functions, dependencies, and habitat types.
Coming soon!
- Provide all relevant reference materials, such as assessments, research, and other analysis.
The primary source for specifying this FRAME questionnaire is the 2016 Stock Synthesis assessment conducted by Dr Adam Langley. ://drive.google.com/open?id=1XbRRpJkMcISUY3yCcr_LRVyBShMjj8zwdates for the assessment run from 1950-2015, a total of 66 years.
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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Mature natural mortality rate is high between 0.4 and 0.8. The current assessment vector for age 2-6+ is 0.552, 0.756, 0.756, 0.596, 0.551. E.g.://drive.google.com/open?id=1ova2OECyfb6DPlg5rPXOspRK7be7_29g
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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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)
Resilence
Answered
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Not resilient (steepness < 0.3)
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Low resilience (0.3 < steepness < 0.5)
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Moderate resilence (0.5 < steepness < 0.7)
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Resilient (0.7 < steepness < 0.9)
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Very Resilient (0.9 < steepness)
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Justification
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The assessment assumes a steepness value of 0.8 (Table 4, page 16)
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)
Historical effort pattern
Answered
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Stable
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Two-phase
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Boom-bust
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Gradual increases
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Stable, recent increases
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Stable, recent declines
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)
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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The annual fishing mortality rates of the assessment vary by around 10-15%.://drive.google.com/open?id=1XiW2LCO4EPr-UfaBfK3tbF6arIYznHuu
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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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Hard to quantify but efficiency is likely to be improving since yellowfin are actively targeted. Would need to see the slope of log(F/E) to evaluate this.
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)
Future fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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Future projections are assumed to be using current technology.
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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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Fish grow to between 121 and 180 cm and are thought to mature around 100cm.
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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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Fish as small as 20cm are reported in the catch.
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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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The assessment estimates 90% selectivity of large individuals.
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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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Discarding is assumed to be negligible.
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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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Not meaningful since discard rate is negligible. Post release mortality likely to be moderate to high given predominance of longline and purse seine gears.
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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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The stock assessment assumes a log prior standard deviation of 0.6 (the bin definition separating Moderate and High recruitment variability here). .
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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 spatial closures.
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![](data:image/png;base64,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)
Spatial mixing (movement) in/out of existing MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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Ignorable given the previous answer of zero spatial closures. In any case, high mixing of these migratory fish.
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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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Here we investigate a possible future closure of 10-20%.
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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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High to very high mixing is assumed among the closure and the open areas.
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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 assessment assumed unfished initial conditions.
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5epwmHiwAGCvRkexOpQANdw0DzoDHQECORgwfGWKsMdLG9BGTAQCV4FuyQX5sHBgoDBU7E740DNtD1/v9wDuqYXZcpjLGXjM5AnzyQcQIDBQTid8eBG+j03icMNA81TmcHA60BGGg0ijJQbSYYaDYMBip5dLTgXqqQBAcNDDSCgVrnJxroUo9NGCiIAgw0HhMDnTuoV7GOBqrMBAPluDpumocFfJVz3Y7Z2C/x60EpwEDjEcdA3fKLmWYzVcBAtx9P2ZP3y/YZfAHfhe+uW/il4a+ldlKFpDhmYKDjw/iABmpZgMxA17OtB26gl+3Qpa/HSUcxwUDrBgYakamBhnJQp/ySPDDQ7cRAmXPuXLO1Uf8ZFn0D26oNNLuudZQcWwyWbKDZ+3I9PjwaFnMb6Hq6Sth8yAa6c867X4Z5lW9cZlcOGdi2WgMtOLjwJDlmYKAhDdQtv5hpsgQDZc7J7nuy89Dn/hMsege2nRnoGgZaIjDQmMwMdOag7oXaFyDJwy8GOTMuG+qEypfd86MCDHQNAy2eNIcMDBQGmh2qgZ53j4+KMNAt50cw0BKBgUalQANdT9cImxerf6KBDp+W213J3/2SMzC9gZbbSSXHFh4YaFRGA90vhzRQegmSPDDQbvX4V/dhrv4WKDsRzf0QqVoDLTe40CQ6ZGCg3Apfp3IqQGmgslNjp7CKh/QU/ujDv7VX8Ju/NZ6fOfQObJAvDLRgYKBxUblWagOV5YGBdqv3fw7Tgj7q/kp0Aqo8OtZzAxU2ZUUVw3IVJAEGGhelgXoMvw1koNPFAMZeOoQ3kbp3kO5+aQ30pzR3QHUGyv9XmIGqhbJYAUlIdcQcrIGKv1DDYhgDNZQwppDkgYH2q/mFzcezXz7s/v/+3x9+SBFTF0F9BqoTymIFJCHVIQMDna7YJjTQ9XottUcYaL86cRiSCGozUL1QFisgCTDQ2AjNOyw5t7qN1a2lzDZZl1opMNBAGISyXAUJJDtkYKD8iv0WjxLDGqgsxdKo10CnRsqvy4JBKctVkAAMNDp6nXmUSOk4uX/OLdOy0GrRf5Xzhz/Eb3PmfRNprTHQrMqGgfakO2RgoIot7iVGNdDszRaD+gx0+H/RBlqx2GCg8QmlszGljdVpDFSzuFQH1X/W+OQP8ePGeT9rzA04my4LC4kJbaDVim3xBlpA1/jqTOghGKgrunugm6SRzCOoy0BNQrEUUMVig4HGx9NAxS6ycDqVf47DUDUGmr/lgqMx0M2LZN/vkEUAA60TGGh81K1rbaDzp+fGntMY6LwEWZqlQbkHmsVGYaCVAgONj6Z1rQ1U+rgngIGu5Ukd97hYKjPQfQfIDTRb/xhUYqmempUGA41PUAOVOh05s62B5m+8sOgNtHleuIGuCzFQk0hgoBGAgao2kbIrnU9bgto/xSIO3EDZ5J/Nnfvsn2KewldioEIYluKpWWjpDhYYqGoTKbvM3Mw9R/ZPmS0nEEVqdAZ608jIOg6UN9D1tjoDpYZXs87SHSuHa6Aam6S0O8Hz7PNqCjMcHFWjfZXz430YKA2TRiy1U7PM0h0qB26g6i3uBmp2UJp5avHY7/KgflQuOYdsoFXLLN2hAgNVbDEEqLM2U9e522YyWaSlLgPl27430OnmTH1j1IiddKpWWbojBQZquYlLoTI2U9f5+GYiWaTF/FG5X89+STUL/SQCGGidpDtSYKCWm7gUKmMzdZ2PbyaSRVrqms6uegOlxVe1zNIdKjBQ1SZ9hFpjM/Scs2kmU0ViFmWg2bRt1IiddsqUmVXwKQ4VGKhqU1gD5ZacPVN7dNQMyUA//Xq2J8oFvXTAlMh6PfubXyEupkKmEUUKi+KCh+kJLSRdKwQnuwhzoWlbc7urbG26cZLelNUSjz0vD7mWuL+7r3KORHmkRAt10vJyA50uJ8KsESvpFKoyWkhJj5TsIsyFpmkn7S5Npbc1seu4JYo7EvDZ9eKQa2n/58w/M0+ovGfdjboQ16VHphFFCoviYkTqAy0kXSsEJteEygWgaVq+3aXJlLY23Swt0dYptTUtArOBXu5M8+TV9cifWQPbs4aBpoUWU8IjBQaq2sbbnXS7xtaEruMWrVxSR7iWyI15GNOLprmXKho+gnoMlCARK+kUKjJaTAkPFBioapuTgc42z9PrsmqR5QrXErmhDKRfvUkUzCQCo3bLNlAhMLJ0ShWZXfQJ9gEGqto2sTvpdo1g59m47aqsWmCg5byJNAEGmhZaUAkPFBioapt2TLzS6GbbJcuqrFoMBlqe0K2gXMLDQE2B6PQ4S0IvLlK0rhCD0jRCaA7aQHXb1t2hoegFpdHNtgvJVUJXFajbPgknYMMkh/QQ6XmiYCYRwEDLghiUphFCc8AGqkPiWuJ2g6VxKxTJ+YwO2ye1xW+TeJgNNNM1fD0GqhaONA25vGgBu0GMSt0GwYGBSukaniJFtaVxK1TpuXymBLraoqskMrSB9Kun12nC4SKgGKjQ+IUaqGK1obiIMTtgHX70XYCByqFrUZ5kskKVnM9nSqCrLbpKIkN5iFTmQHrpNSUMNBrW4UffBRioHL0YzXKdrFEl5xOZUmiqi6+SyCzOQNP3hlmRSzJQU1TKNggPDFSOXoxmtU5+K1XqXlMT6QOKr5LImA30yYMpWT8qxyM7RDP0hl5aYhp6eRGDdoAYlbINwgMDlaNX42RJ3lP8KqW8+WyGFJp44qskMnVNZzdBdohm6A2TuIQ05PKihm2NdfjRdwEGKkcvRsnSvKe4VWp189lMKQwZ4zZHXCo2UNn95wy9YRKXmIZaXOTA7bAPP/o+wEDl6MWokKakAGVZ63ku9TGgLoXLGLU1IgMD9UUvHVkaanGRA7fDPvzo+wADlaNX47xbJP1ksL71NIm6Sm0pW7GUGlmygcbvGo1u5pHIN2iLjBy8HcSw1G0QHhioAp0ahW6R9dM+i7qoSS7DUWBYH60hEkD5qNyURJ+YC2OgMTtHI5q5LtRbdKXGC90BYlwWe+oNDFSBTo1it0j6acyiE/Y6mIGWpXQ7Kh7GRDPQaJ2j0YwgC80mTbGxIneCGBd9R/2BgSrQyVHSK/I1a6WBkmscUys2lKl0O5ZvoJF6RyMZURYkEQop4wTuCDEu6n6GAAaqQCdHWa/IDqOZxRn61HQQyLeUqXQ7zPdAv41z0b9/2ayeFTMjvdRAt1LbChrYrGwNutSUciOE7Q4xMOp+hgAGqkAnR1KvDDlMupZXKdGKtJhClW6H3UOkr8fNs4jBTCIIaKDhO0iuLKXQiCqcpwweth3KPdDmIe1mEGCgCnR6pPVKn8Gka2mVsh9baTHFCN0Hy6fwl8mmpy/aQBUKVQqNKsPSDFTxlECfJ9kuwEAV6PRI6xWarOUZqAZajtB9sDTQ3Sloog8kUbQraXpuVbweMshBrNRFh/l1tYaB1mmg3M2reV8Qe4Uma2mGLQx0qzbQdJODFmygBjVIKiWrpihdrVUGShtEEH0XYKAquNaf9QWxV2iyluaYZTeXl1/oPtifgR68gRrEIKuVrJqidKXeA22eZLsAA1XBNf6sM4idQhG1Iscsu7nA/EL3wfoeaHO3mIH0FgYasIv0UpBXSlZNSbrS7IE+U6pdgIGq4Nt+2hnETqGIWp5jlp1QYHahe2FjoJvrvzXJPhIf30Ad+00vBXmlZNWUpCvNAWDIlGgXYKAqFF0332IqgSzbLQx0vnr8az6QvqCn8N4G6tRxeinIK6WqpihdaQ4AQ6ZEuwADVTFteb43qJ1CELU8xyy7ubwClO6DrYGuChoHqjdQYxc59ptBCrI6yaIpSlZ8CNTAkh4ZMFAVs4bneoPaKUZNK3KINRrKK0HpPtjNSH/yNNF7SDDQ7LKahKCLXTvcIGaEMFAi+94gd4pR04ocQo2m8gpQuhc1T2cHA43JJARd7Pxi0iMDBkrFvk9mGQiZ5YpXhJBSJnGp3EA164x95NhveiVIqySrpiRZTWLQhb7WHibmapwjhIGSsZfVLAMhr1Tx8gisVVIuVRuojImBSgak8SlLM9CidDUJQRfY2tNAnfcSBkrGXlWzDIS8k81CesUxUIDQ/ViggXLHvPbaw63f9EKQy4KqmpJ0NQ1BF9gaBlo89qqapzfnnWwVkisPktxC92TpBqr57XTrOL0Q5LKgqqYkXU1D0AW2hoGWj7WqhPTGvGsYKLc6cRiSCDwNVDz4JSlhoEqmIWgCmyzaHxoeewkDpWOtKiG9MaugijUMNCPhDFRx9eHYcXohyHVBVU1JupqEoIt9skTYSbEe1xBhoHTsVSUktxOkUBXlQKmQQzBQ+dWHY8dpdaDQBVE1JelqGoMussmS/S547CUM1AJrUYnprbpKqItyoFTIARnoWkgIA1UyjUEX2WTJfhc89hIGaoG1qMT0Vj0l1EU6UuojhYFuPv9m/wITDDSrrKYx6CKbLNnvgsdeWkkkqQgLxFpUnhoUMpOOlPqIZ6CfLi5+Z//fnrbv0P+LZfaQBiq9hnfsN70O5LIgqqYkWU1j0EU2WbTfBY+9JEgkkwhLxFZUvhqcZyYdKfURy0Cvjpli737Z3hz305BYziPqaaCSg3zWS279ppeBQhZE1RQkq1kMmsimi/a74LGXRolkE2GJ2IrKV4PzvKQjpT6IBvrtYofFNdBlL9h7bDKn1dnZfeuJRJ21a2Wg1h1n1oBhlVo1JclqFoQmNNmSzS547KVJIhlFWCDWovLUoJBXdRTkVbovJAO9um85md3X3S/+0av3u+umn5vmEVvDxPw8QGBmYKABmAahi920o4SaXIM0SCSnCAvEWlOeEiQJPL/SfaEY6FtuPtCfSNdA593F0ubF/jf/3PLXP6iByhzUrePMEpCso6mmJF1NYzDvriQbbQ98dtIgkZwiLBFbSfkqkCTw3EL3hmCg7Hd79fDi4v3LY+I1ENNs+0t/s5/Bfnc+YHUDysNAh4vO6UrjGmrpJgmI62iqKUhXsxh0kZl2lFCTa5R6iWQVYYnYSspXgWJm1XGQT+j+mA2UXQn1552bt7RPeowfP+a+gmz7QWQYaEZdzWLQRGbcUUpNjlHqJZJVhCViKylfAUpyqw6ERRvo5LKHdg1UhoHO166jGqg0iSGTuWTb8AIxi0ETmXFHKTU5RgkDtcNWUp4ClORWHQhLNtDdlRB30km7Bhrz7JLnuYRX2ZNmBbVwowKEtTTVlKSrWRCayKRLFnvgs5fGS/h8IiwSW0l5ClCWmXYo1ATlo3LcjzbxJ3w4Ud393z3/bO+kpnqIlNlAhVNQUqaSDHQehCa0aZz2u+Czl+aHSNlEWCS2koqhP9KhUBNxDPSGPa+/vn7bNA/2pwHJhjHZGKhlx5H6f75amQkGGtNAc4qwTCzbOob+SIdCTUS5hO9+9ds3P/6x0+zDi4uX1m+BBDZQ4efXreNI/T9frcxUiYHqYpcv0XfBZy9NEskowjKxbOso+qMcCjUR5SFS97y+aR/ZD6+D2N29PzwDLUlW6oCVu6bOSKjKMUyTRDKKsEws2zqO/MyHQlWYDZRdCQ0vIF3RX+X4/OuDk6fs5/7v3XvID+3eQvY3UHH12spApZu0biJJpc1UqoGq4xVCmwVqvws+e2mWSDYRFkouRc1iKEbpASAMpGdXQkevrq+v2Vtxli8TMzaffj17ZT2VmLt2+5t24uq1pYFaPEVUpdJmgoHGNtA9qUVYJrkUNQ+iFKUHgGCg7btwA5bT2bgTx0DX0yVdx0m3ad1EkkqbqW4DXU+SqnMS6nKMExMq25JLUfMgSlF6ACjvwm/Gl+FXtFfhQ+BjoNIema41d5xsm85LpMm0uQgGmkVX6niF0GZxWu+B107CQG0pwqfKEXoIiNPZ7S6Azs5++S1+PPsIKjbQWen9n9p81JJToIpFEtosTus98NpJGGidFCP0ECzum0jqIfKTte3f2p5TFkHo/emG/k9tRmrJKVDFIoY2j9N6D7x2EgZaJ8UIPQTmcaCfLn7jrts/vXvqdhWvH4LfSHCqZqs+KCer27+1PSfbRnW56Zb+T21ORcl1Gaj9HnjtpL1E0okQqClG6CGI8yaShMM0UO46FwaqrMoxThhonZSj9AAUYqDkwAgo+4Nf3f6t7TjZNrLLTTYNf+lyKkrOIStVKJLQZnHa74HXXoY20BA1AAIUndTiqDoD/fvZjp+Pm9WPZwOn1i9zjHy7thqGV5GBKmNYcwYqz60v2NlavFDGIsY2C9R+D7z20kEiyUQINFB0kkf79ugM9Oux7KLGfiR9yMAIKI9Jfn37p/bglW0jm5zoK/Lc+oLziEgZixDbPFD7PfDaSzxEqhSKTvJo3x7tJfy5xD+PHE9AAwVGQHlMcus5A9AVIy2ZYhGir8izG0qGgQ1E5ogAACAASURBVOqAgVYKRSd5tG+P1kA3FxcX73eX8K8uRq4zB0ZBeUjuN/Rdpjt4Jb0qdLj66Jel0qhG5VEwUA0w0Fox6yST9u2xfIhkx+b6E/uc/LXLwKf4BrrVGaDRQAkxTHxlnn9Sisak0qMOZh7bPFD7XfDaS5pEMokQaDDLJJP27bEdB0rn80vuwv/hh0CBUVA2/n5D/5fu6FX0KvGIF3xlmn9WkMak0qMOZh7bPFD7XfDaS4JE8okQaDDLJJP27Yn1JtLt6fze6ZsggVFQNv7UsbbuBkqLga/E1UDTq0gTiw51VkJdbpEaJZJThECDWSZZpO9CJAO9aR/gP+gHP91nCyurjymUbKDkINYwUP0e+O2kSSJZRQh0mGSSSfsOxDHQ7493Wn3Nrfh4bDuAtAwDlXUrDFQVp/Ue+O2kQSJ5RQh0mGSSSfsOxDHQS0GpTM2PbIrwM1Dlhn5T/4emmyTdanW479Oup9VKZGMypqTogjHEab0HfjtpkEheEQIdJp1k0r4DUQyUTcE8v1a6sZyMOYaB7k9B+UNenVTaq3YGuj4UA10rsxLqcovU+F34nCIEWgw6yaR9B6IYqGzoU8LXkNVNP/TKmv9DnVTaq9R+HRNzmRSqMfhSWnTBGAK13gO/ndRLJLMIgRa9TnJp3wEYqOZ+6boYA00oJl0w+kC1e6Ctyy1SGGi96HXiJYu0xLqE574l31HUJfzYO+p+kvShXbfOfGWycqoagy/pn3UFRxuNNlDNHpjqcorUeAmfU4RACycPiQZ8VJGYOA+RzgWhsjtSVtOQeBmoeoutgbp368xXpqVO7MXgS2lvCGmD0Qeq3gNjZU6hGiSSV4RAjygbcVsNDhrHQNk8Tnd/51bc7qQrnA9oiaLdoVPGzlF3k6QP7Xp1KpBZqRN7ofmS2x5bow2GFKhkD42VOYVqkEipIgQMUTbitgUZ6LcL9kLnhjyZ4mU7avmsm4XkfTeI2WoASTwDHSxrskKRdJ3fQElGFBBiMLLw7OP22zeTRAoVIWCI8he2LcdAr5j2fvhj+/3x0e/S5CJX87lEV8+CBOYJ12fjMtVALXt16iuzMib2QnaoFBCDkYVnH7ffvhklUqgIwZa/LyVqILHkvaAYaPdZ+NZA6ZdAm3e8elfWn6JLY6DqcUzqbrWoaj03UNlTJLpDpYAaDX1HKHU5hWqWSJkiBIyx3wUNpJa8FwQDZVdCR/9xvDNQdhPe4inm5vPFu7Ozs6cXHxymcyrWQG2qWsNAsxrotkgRAsa+2+ciSC15L8wGyu7FP9udfLIBdLK3O9IG5knfK7POU6WcbrTt1ImvCMUafcfGiQJCjoa8I5S6nELFhMo1s+/1uQoSK94Ps4Get0M/OgNlA+mK/yaSjv2Rzq04WAOVFEkORhKeddieuwYDrZk1wUArcFDzhMrdeOTeQHeno1YjkYMH5knXKfPOUqWcbrTt04mvCMWabMfKidyQlUmPhr4nphZy3TUY6DKYySCm5MND/aRHb6A+H/gIEpgnXadwXaPsJrEPbft04itiufa47bI+PkXQTuFZx+25azDQZTCTSkTJR+AADXTtZqDWfTrxFUnB9rjtsz46+Wqn6KzD9twzGOgymGklluLjcGCX8NvxSJ+sUCScdKJ1l058RVawNU57rA0OBpq5BjDT3OIMlD1EejQa6GXlD5HcDdS+S1UmYmtMMeSkLNI9OKKByn9LnHYCBroMNCrKHZoZs4He9GPomYHu/q57GBPZQOed6NClSiVY2VIUOanLdI6NGja/7LlnMNBlkELx0TAbKBv7uXrNDHTzt8ZyOrDwgfnS9grfNYp+mneiQ5cqlRDIitxRF+keGjXqtdRAnfYMBroQ4is+HoQ3kdiXZPavw71JElZ0A52sMBuoS49qTSSAFbmjLtI5MnLUaxgomBFf8fGgvAvPzkGHD2tTJxPxJqKBTjpG0U3TPnTrUXUus+dElZO6SGNgLsxrIDQQCRjoQqBqp0Ro09ndvmTzMa0efkgQ0RBBMQa6djsBhYFKq+CWffcMBroQqNopkTgTKgcglnbnHaPopnbtkNaxQzXZjJ4TVU/qEk1xOSHUYAyDBgx0IVC1UyLmcaD/J9FTo3kEiQxU4aDtSs8O1WUzWk5MPamL1IfliFCBpDKX3YCBLgSidoqE8ibS0esMHgoDjaYnTZH6sBwRKpBU5rIfMNCFQNROkVAMdMdJwruffQTLNlCtVam3W+6sMa55kbqonBEqkFTmsh8w0IVAFU+JmO+Bfjztxi89TPYAvosABhpLT+oSdUG5I9Qgqc1lP2CgC4EqHpeSw0SohjSM6d19x08ieJDfQLeSnnWpSp7PJJooepJVTQ3KHbEGsTaX/YCBLgWieJwKDhOhEupXOfuPy6S7HRrXQHUrhrXbXAaq206umRaXtC1CI9Yt1kbbrykw0KVAFI9TwWEiVEIfxnT7svPQh1XPxgQDhYGWVANgEMXjVHCYCJVYjQP9/LL7OmcKomlXfkxLUm19DVQ7/t6kGS9BaRNqStQE5YNQgVgbabdmwECXAkk7rgWHCVGFjYFuPj6BgVpXpcpnkIyXoLQJNSVqhOyDUIFYG2m3ZsBAlwJJO67lard7Fc+gG2jrnumeJB26gXpdw2tTakrUCNkHsQKxNtJ+TYGBLgWaeBzL1W/3KZ5BNND24p3dAE02HrQIA9XcLiRXpcpoUoyPnrQp1SXqdOyDWINYG2m/psBAlwJNPK7larf7FM+gGOjw+OjotW9tFiQ20HlDSg9yZwPVblTU4SEofUp1iTodeyHUINZGac8ZMNClQNKOc7n6zT7lbynvwvcDmJIOAt3mNlD5QV6ZgSqSqkvU6dgLaWTWuzUHBroUSNpxLle/2af8LfVVztSvIW0jG6iwohwDNW33NlCHKr2RRma9W3NgoIuBoh3nUh0306AY6EnKS/cxgmjanbeZrBnlB3ltBkqs11ilN2IFQm3UNuWAgS4GgnY8StVv9qhgS7mE/21Z09lJ7hxLmnFc49WZ+nwGvXgISpvWoUpvxAqE2ohNygMDXQwE7XiUaqjTo4YDnFBZZaDiWSm3zbGl9RkNcnEXlD6xpkiliL0RKhBqo7fqCAx0MRC041GqoU73CrYw0H7FfN24wq8rtRlNanHWkz6xukiNiH0RahCqozfqCAx0MRC041Ooy2YiGgP9/rj7IHwzpfY3kQ7KQMXU6iIV9QVBqFyoz6pdO2Cgi4GgHZ9CDVU617CFgfYr5uvGFX5dqc1oEouzoLSJ1SWq6guBWDkMFOwhaMenUFOVzlXoDfTJg5M/2L9TThZnoJKnSNJjftkGqqouDELlMFCwxywdv0INNXpEfpD3QMU181ZcV2yg+tSqElW1BULSlpIEdsBAF4NROp6Fmmp0j/wADVREbMS1zEBdCzY+BpTX4CoofWpFkarKQiHU7TnElgEDXQ5UCTkWaarPPXDzONBPF/xI0E/vap+NSYLYiOsDM1BVXcEQ6oaBAg6yhtyKNNbnHDjlTSTusdF0KSblGahzwSUZqKJIVV3B0O7RPoUVMNDlQNaQsgB9kdTKrAMvxEAbCRGqUSG0HbfofoBbG6hhMzEQp0KjY6zcvnVDSySzCA8asobU+bVFkquyDVxnoH8/2/HzcbP68WzgNNIwpvIN1KNgVV5T57l1sT65Xj0RMVZu37gw0OVAF5Eyv7ZIcj22gesM9OuxTFL3bKtwI72Bzn6llNu8ChY3qjvPrY/1qY0CioWxcvvGxSX8cqCLSJ1dWyK5EsvAtZfw5xL/PEpzC7QwAw1WsLhR3XVuXaxPTtJQDIx12zcuDHQ50FWkya4r0bsKBVoD3VxcXLzfXcK/uhi5tizfmaIMNFzBkq3KrnPrYn1yoooiAAMFaugq0uV2KdFTiJYPkdKRVruzluOXnI7tSbkFGaizqvyBgQI1FjLSZHYq0U+ItuNAk1GMgfqXSzRQw2ZiD+uTO6vKHxgo0ECXkS6vfXm+SsSbSC2zlnM7oM3lSrcq+82pg/XpPWTlCwwUaLDQkS6rfXmeSrQ30OvlvYlUhIEaNlM7WJ/eQ1a+wECBBjspqXO6lOcjRYqBbt6P40Af3F/im0gw0BTAQIEaSy0pc7qV5y5FgoHeTIeDLtJAZzdBnY5nZbGuBurkoPr0PrKKzBghuXFhoAvCVS+qwYAhtEjBbKDz4fQPl3gJH8tADaNIDX3m0L/69F6qisw+RGrbwkAXhLNmqGsdtEjBbKCXzDTfP25W//rutGlWz93byAoYKAzUAAx0QQhy8JOSR+6+BCLmYUwvmuZR+1LS89ZM7yYa05TDQMOM/RTLNdSqTOPQvfr0nrKKyxghtW1hoAtCVIOXlnwyr4X7A5q4KQPpV29a63zUuWmiU9ADM1DDZnn3krOYCiwCQntNgYEuCFEM6RWoRh039U2km24WkZtlTiaynR252iZzL1a+VZ3EvjtrN9D9XwRgoEtCEEN6BWpQhk010K/H7cX7binRNfyCDNRQqbqDrHtTlUNfXCHsQyS2LQx0Uci1UAjKqCn3QJmB9s65zBnpGZNm0rWYfbGGStVJrHtTlyOYlmKxj5HYtjDQRTHTQmGCVUVtfgp/3t4D3fvokg3U4VEwoVhjrcoktr2pzhBMSPEwN8cMGOiymGqhMMmqgiYNY2K3PbvH8DfJHsPDQLcBDbQGjCfkc2CgC2PW/zlEqEYRs9lAdyedzDR31vnDh388XuxDpMk1vLq9XEo1VUp8VUnSmULW2CqKCQz04Jn2fxYVKlGETHmVs319k41gYrDr+RQsxEANRek7h2Kga0r6KjA9UhOAgS6NafdnUaEaeciUyUQ+nra3P09b/3wWssE0wEC3NANdG1NXgum1AgEY6OKY9H4WFaqRR2wznd3Hs7Onf4ZoJgo5DVTdXE7Fmip1eCY03axPXCOkpoWBLg++83OLcIY8YEyoPMC1krq5nIqlVarerOzLyXI85WSA1LQw0AWyLveSShovDHRk30jK1nIrlVapcqu6K7kVEXWTBUrTwkAXCN/1uUU4QxovDHRk30iqxnIs1VSpISRlX6YQTS4oTQsDXTi5RThHFqPGQNn4JQkLHUhfpIHqT0GTiCYTlKaFgS6c3CKcI4sRBjqybyNFW7mWaqrUFJOiK5NoJheUpoWBLpzcIhSQxKgz0CcPZJzAQC1L9dus7Mk0mskFoWlhoAsntwYFJDHiHuiesY3kTeVaqKlOY0iKnkwkmkwQmhYGunRyi1BADLFgA/1Lz7Am+nLbRGy5a6kk9e8q1G3XdGQqzWSC1H5q+YQBBpqX3CIUEEMs10D/Mjtg4i+3TTQaaPr6JcuajkylmUzM2oN1jNg+dpKyBwaal9wiFBBDJBrot4uL375sN8neQ1rOJbwfmo5MpZlczBtCbBxcwi+d3BoUEEMkGejV/e7p+/fHR7/HaCdpBDDQrW4gaCLF5GPeEGLjwECXTm4NCoghUgz07TB8qf/AXBJyaHdoImlLZUHdk6kkk63OeUOIjQMDXTxJFUdAjJBgoOzD8Ef/cdxPabfQzxq3DG0kbam85NVNR9oo5rsvtgkMdPGkFBwFMUKzgX49bppnu5NPNoB+uZ81bhnaSNpSecmrm47EUcx2X2wTGOjiSSo4AmKElG8isUnoOwNd8GeNGUMbSVsqM3mFs16nH3s623uxSWCgiyel3iiIEVK+ysnue/YG2n/dOAEw0Cl5hbNe2xpogIinOy82CQx08XhrKDBihNTvwvcGutyvcrb0bSRtqcxkVs7QJBaJw1Q41io2CQx08XhrKDBihDBQnq6RpA2VnRxqEcVDzgoDBQHwFlFYxABTXMJvPrFR+JbAQGfkUItEO7SMYQKe7LvYIlYSqUeEgMNfREERAyQ9RHo0Guily0Mkp9NWGOicDGKRaIeWMUy8kz0XG8RKIvWIEHD4iygoYoBmA73px9Az+e3+dhjGVI92u0aSNlR+cohFoh1axiABTwoSGwQGuny8NRQWMUCzgbKxn6vXzEA3f2uIA+m/XfN83mn3w+5/qzfpYaBzcmhFIh1iziAB8wWJDWKQSK0iBBz+GgqKGCDhTaTJzPSkVzlDzGWfR7ttI0kbqgAySEUmHWLWcAY6D2BAL5F6RQg4/EUUEjE+yrvw7By0hzaZSL3aVTdUAeSQikQ61KwwUOCPv4hCIsZHm87u9iWbj2n18ANxr6+Od6nPBn4+blY/7v7/xeYpKAxUJINSZNKxzusZhhBAj0Ei1YoQcAQQUUDE+CJNqHz7gjtbrej+vbqhSiCDUmQNQswaykAlEXSYJFKrCAFHABEFRIzPbKBvj1677Pjfd7/4/9L9WZF21Q1VAjmEImkQat5AcUgi6DBLpE4RAo4AIgqIGB91IL09t6dNc7f9/a9Ju8qGKoIMQpE1CDFvoEBkEbQQJFKnCMGeECIKhxgf9VVOB9iop9Uz1yJgoBIy6ETWHtTMYSIRY+qhSKRKEQKOACIKhxge5QzU+e33r7vf/4dfqtKusqHKIINOJO1BzRwkEllMHTSJVChCMCWAjgIhxma+B+r09mbP5m03CL8e7Sobqgwy6ETSHtTMQUKRxdRBlEh9IgRzQigpBGJkhKfwV8fN0atrxz1nY0l+PK5Hu8qGKoMMMpG1BzFzkFikQbWQJVKbCIGEEGLyRgzLfAn/69nP7iORu7Ek1pnUgUVH1VCFkEEmkuYgZo4YFIMukdpECCQEVZMjYlSUh0ger3Iw/n5ck3YV7VQKGWQiaQ9i5ohBMWwkUpcIgYSganJEjMpsoE8eTDmxluHtr3bvf+gCi46inUohg0xk7UHLHDEohpVEqhIhkBFUTm6IQUV6E8kfGKiUDCqRNQctd8yotpiR/uAIqqe4IswvHBiolDwqsQkjVrRiEDDQAyOknCKLML9wYKBysqhEG8VWnTtuVDDQQyOknuKKMLxw9OPwZBOPBQ+BhrydiiGLSrRhSL/8ET5YMQZ7iVQjQiAlpJ7iihAGWipBhUAUiT4MGChIRUhBRRVhagOVRAADlULtaJIQiCLRhrFdjIGGqAHEJaSiYoowgnC+VfI5Gnk7FQO5o0lCoIlEG8e2IgOtRoRAQUhFxRRhfuHAQBVQO5qkA5JGtGHMS7GPlYgYAh4iHSAhJRVRhPmFk0+70nYqB3I/U3RA0og2jHkx1rFSEUOAgR4kIUUVTYT5hQMDVUDvZ4oOKBrRhTEvxSFYImIIMNDDJKCoookwjHA2158uLi5+u7Z+hW4LA1Vi0c8EGVA0ootjXopDsETECGgSqVOEQEdAWUUSYQDhfH7JjQYhf89zHwEMVI5NN5tlQJCINo55KfbBUhEjIEikWhECLQF1FUeE3sJhH6OZcPTGrgAYqAKbbibIwCwRXRxCIfbBUhEjMEqkYhECA4I6FKoJqEAbEfoK5+aY6fVB/01u9lH5ZvXcqoScBpqrZho23WxWgVkiujiEQqxjJSMGYJJIzSIERmbiUKgmoAJtRKgSDnEkMptEdMV/Dfmj9XSM0K4Km142q8AsEU0cYim2sdIRAzBIBCJcOlNpKEQTUILpDPRSUCpT8yNzRmNgwMpAzSPljQrRxSGWYhsrHTEAg0QgwuUzUYZcNAElmMxANy+aZn6tdNM0d20ehEK7Kqx62SwCk0I0cYiFWMdKRwxALxGI8OCQaiagBEPcAyW9CyezWbyGHAqrTjaLwKQQq5isg6UjVqqXCER4cMg1E06CyR4iQbtRsepkowhMCrEKyTZWC8RKYaBgilQy4SSYzEB3V0+rN7N1uHoKhlUnmzWgF4hdTLaxWiDWabyEhwgPDalkwmkw2TCmc0Go7I7UPZsioF0ldn1s1IBeIHYxWcZqg1inQSIQ4QEiU0w4Dbob6LcL9joceSqwr8c78f7OrWAf5hbOB7RAu0rs+tioAb1A7GKyjNUGsU6DRCDCA0SqmAwinK69ut+/ybF6RtyPyzb12Svmuxfvu0HMVgNIoF01ln1skoB6GLx1TLaxRtHuCER4gMgEk0GEk7VvuZfhfiLeQro6nr1FR/ZefWDAoAdTcm15vjFZxhpHu3sgwgNEIpgMIuTXsh/y1cPdb/hLpkfqPaTNO169q6e2k+FAu2r4DjV3sWm78vLbPiRT5Um0ywERHiKiXtKLkFvLbiX1552bt1Y3kTafL96dnZ09vfjgMJUYtKtm0qGmHjbf5FRusI7JUHka7U6BCA8PQS/pRcitPefPOs8tH2O6A+2qmfWnvocDPSUixWSoPI12AwIRVop5NHRkEe7XTofT7U5HrQbSuQPtqpl3p7J3Z+l1aYLEpK87kXYDAhEuhOQi3K+dvrxh+yqHO9CuGnV36tPHnKhPVXwo6cJAgTvJRQgDLRpVb2qTW2VxCklfdyrtBgQiXAqpRYhL+KJRdGZWFBEFUi4MFHiSVIR4iFQ0is7MiiIisyZDazcgEOGicDdOaxFya2+aphnGH1814hyLkYB2Ncj7Mi+KkMyaDK3dgECES8PDPK1EyK89Z1/jenV9ff3+1GIgvS/QrgZpV2ZGFZNRk6G1GxCIcIFMNJXCQNkcNiOJ7oBCu1oWZKBkDYslw0CBE5ygUhho+wJS/zIc9VV4f6DdylB5OgwUFEwKA93x6dezs7NffgsfvxJodyHAQEHJpDHQ9EC7C8EsSRgoyAcMFBSNWZEwUJARGCgoGRgoKJtYBtq9trn7dwpe5QQ2wEBB2cBAQcnAQEHZxDLQJw9O/mD/TjmBgQIbzIKEgYKsxDHQvEC7iwEGCsoGBgoKZqZBGCgoDRgoKBgYKCidyAa6+XxxcfEhfNhqoN3lMJMgDBSUR0wD/XjaP4E/+T1G6PIIoN3loDJQcTMMFOQiloFuXnKDmB7FiV0SAbS7HGYSFPQIAwUFEMlA2Xygqx//evGfP6d0UGh3QcwUCAMFZRLDQNmM9P/UzWLH5rXjPpAUFWh3ScBAQRVEMFB8Ewl4MxPgXI4wUFAG4Q30+2N8lRN4AwMFVRDDQPFdeODLTIAwUFAooQ108wIGCvyROeZsKwwU5Ce0gbLbnvsvGd/gHihwQuKY860wUFAAoQ2UP+mcno5GBdpdGKJjzhZhoKAIAhvo9va0OXo9/pXIP6HdpTGTHwwUFEooAx1nAr3PBtDv/mf/3cF8oMCJmfpgoKBUQhnofC56zEgPgiH6KQwUFAIMFFQGDBSUQxgDzQu0e1DAQEFBwEBBXcBAQVHAQEFNwEBBYVRloLKbrYlDADkpwUAhQjABBgqqAQYKyqMaA5VEkD8EkJACDDRHDaBsYKCgDmCgoEhgoKAG9hKFgYKSgIGCCtgLFAYKygIGCoqHkycMFJQFDBTUBAwUlAUMFFQEDBSUBQwU1AQMFJQFDBRUBAwUFEYgA8VH5UAKYKCgMGCgoCJgoKAsYKCgImCgoDDC3AP9dv1nsIi0QLuHDQwUFEZtD5H+0jOswfJBLQsGKkm/jQwMFHDUZaB/mR0wWD6w5ZmBytJvIwMDBRx1GWj+EEBWcAkPygcGCkrF4J8wUJAfkoF++vVszy9fUsQF7YKt3j9hoCA/BAP9eozvwoMsaP0TBgryYzbQmX/CQEE6NPYJAwUFYDbQy51pnry6HsE4UJAMnX/CQEF+jAa6edE091JFw0cA7QLF4OUeGCjIjtFAvz9uVm8SBTOJANoFemCgIDsUA01013MWAbQL9MBAQXYol/AwUFAiMFCQHdJDpOeJgplEAO0CPTBQkB2zgWa6hod2gQEYKMgObSD96ul1mnC4CKBdoAcGCrJDeYiEgfSgRGCgIDswUFArMFCQHbOBPnkw5QQGCooABgqyg+nsQK3AQEF2YKCgVmCgIDuES/inaSYAnUcA7QI9MFCQHdJDpNU//54qnn0E0C7QAwMF2aE+hV89/JAqpD4CaBfogYGC7BDugd7+ez+l8snrNDF1EUC7QA8MFGSH9hBp8/5J56FHf011QxTaBQZgoCA79Kfwn192J6J3MQ4UFAEMFGTHahjT7Uu7N5E2158uLi5+u3Y5a4V2gQGaRCBCEBG6gX77zydWr3J+fsm9/2n/CAraBQYIEoEIQVxoBjqYJ3saT3uSdHs6e4X+6E2QwAAYMEoEIgSxMRvoxDyp10E37f3SB2cd99vcdtMyQ7vAgEkiECGIDnkc6I9k8+wzrfhT1Y/HttM4QbvAgEEiECGID+1NpIeWH4O/FJTKinkUIDAABgwSgQhBfOhvIlmcgbJvyc+vlW6a5q7Ng1BoFxjQSwQiBAmgvIn0rr8Xf+cX4mNM2WeUbD+tBO0CA3qJQIQgAcRhTJ///X5vov9MMFFoFyQABgqyYzGQvjdRggJ3V0+rN7N1uHoCgTFewkOEIDZWbyJt3hGfY54LQmV3pO4FCAyAAYNEIEIQH7qBfurfhacY6Ndd0rv8HKK3O+kK5wMugQEwYJAIRAjiQzPQ2+EW6IpyC3TbDiHZJT57dcF43w1ithpAAu0CEyaJQIQgOmYD3YxvItnMZXd1PHuLbvUsSGAADBglAhGC2JC/C098B36kvV+6V671h5WgXWDALBGIEEQm5jeRNp8v3p2dnT29+OAwlRi0CwyQJAIRgpiYDfR/JJuEfhoBtAv0YEJlkB18Fx7UCgwUZMfeQJ2m9rYH2gUGYKAgOxQD3bw/G3hw33JCsNCBATAAAwXZIRjozXQwiKOB6l9DbiQ4VQMOB3uJQIQgMGYD/TobTPfQ7RIe2gWBgYGC7JgNlL3P8fD942b1r2xaO8tvIuzBRDggMKENNEQN4MAwGiibgOFROzPD89ZMrWaz4fl2bTWtPbQLDDhIBCIEYaEMpGcTMFy2Niqb5TttYAAM4CESyA7FQNlVz003EdiN5XxgwQMDYAAGCrJDNdCvx+3F+27J+Ro+SGAADMBAQXYo90CZgfbOaXcXfnP96eLi4jenoffQLjBAkwhECCJifgp/3t4D3fso1UA/v+THPhE/R2cMDIABQ/ixkwAADjlJREFUgkQgQhAX0jAmdtuzewxP/qjM7elsQN3RmyCBATBglAhECGJjNlA2n93ONHfW+cOHfzwmPkTq3l560L8A2s4FbjmCFNoFBkwSgQhBdCivcravb7IRTK0E3xBKbScR5Wdg/kj8Gp0xMAAGDBKBCEF8KJOJfDxtb3+210O0jyJcCkplarb6Hg20CwwYJAIRgvjYTGf38ezsKelFDtl4e3ySGwTG+F14iBDEJsqEyrJn9XgNGQRGLxGIECQABgpqBQYKskM00M3ni4uLa2qhu6sn4VmT/dUTAAYgQpAduXImSx+H8XQnxK9zngtCZXekrN6iz9omoA4gQpAduXJmshuhPcRkkzDf5c329gVxAFQMwl6IobRKSoMIUVq20vgtu1/yZvXjXy/+82e6g7JZmJvV2asLxvtuELPVAJKQVNoHKM2zNIgQpeUqjdtys5PdT92l0OYt+Sf8avYhEOIA0ihU2gcozbc0iBClZSptMpkId9/onHwTafOOV+/qaZpJ8KRU2gcozbs0iBCl5SlNmJG+p58WlMbm88W7s7OzpxcfMgp3W20foLQQpUGEKC1DaRMD5YbO2Q6kK4JK+wClJSstASXvPkoLXtp+Sz8RaA8MFKUtsLQElLz7KC14adyWS/6V4nTfRApIpX2A0pKVloCSdx+lBS+N2/L9tPlhGE03PR2thUr7AKUlKy0BJe8+SgteGr9l83IY/nF7mm8gsgeV9gFKS1ZaAkrefZQWvDTuIdKTBw/YGJA73X+rBx0nFZ2IVtoHKC1ZaQkoefdRWvDSJk/hZdR0JV9pH6C0ZKUloOTdR2nBS4OBorQDKi0BJe8+SgteWm3y1FJpH6C0ZKUloOTdR2nBS6tNnloq7QOUlqy0BJS8+ygteGm1yVNLpX2A0pKVloCSdx+lBS9NsuXzr2dPifMpF0alfYDSkpWWgJJ3H6UFL23Ysnl73D0uuu0mpX+Yd0YGNyrtA5SWrLQElLz7KC14af2Wm+P+efv4LP6ooqfvA5X2AUpLVloCSt59lBa8tG4L+yhCZ6DnO+t8fc1mV6zvVXgAAEhKa6DsY0hH7W3PnZO2Prr7v8Z3OQEAICGtgd6M4+Uvh4/JnGf8qgwAAFRBa6CjW+4/sW37YW0AADg4mIHubXM/jfJwLQ8AAEABM9CJbfbPjqqckR4AAFIyNdDxFigMFAAATEwN9Hx89o5LeAAAMDC5B8qdduIhEgAAGBiewrefk9vfAmWrMJIeAAB0DONA29PN8/G7nOzVpOeabAAAAFoDZS/AH324fjuOp799jCt4AAAw0L0LfzN8wIOddW4+vmQflXuTNS4AACgebjamnWn+C/u7nZBphQt4AADQM84H+vHs7Omf7Z/MQE/qnFEZAAASIpnobvM/L3D7EwAAjNQ2XS0AABQDDBQAAByBgQIAgCMwUAAAcAQGCgAAjsBAAQDAERgoAAA4AgMFAABHYKAAAOAIDBQAAByBgQIAgCMVGuj3x/zXmj4+aZrmzlPu7f3N1YPdqgfP9qtuXx43zephgglSTLF9FiJJEtvmHWuSO/p6KWsyxUaKPykQoTULFWHUuGKwecF97m630LGfvvTrcb/qaEh11a/pZuvLGNvm7TDv6qMhUZLYhkqa5id1vZQ1mWIjxZ8UiNCapYowYlhR2Jw3e32M8mgmHyPp6efUvxHS5IrtfL+mF2+S2LhKhg9difVS1mSKjRR/UiBCaxYrwmhRxaFVxKiPy90CO6W+fTGsZJOZrp6x8+3jXiDt90p2aT6fNpG/1GyKjR1Ww5rxM6jxY+s+2LLtalHVS1mTKTZS/EmBCK1ZrAgrM9CP7U/70JRsF/pf0fP+r8tx6/ClvMvhLIBJ65FYZNLY7glr4sd2M1bLarknr5eyJlNspPhTAhHas1gRVmWgt6fsB/VU9vH6/pP24yfuxz+5Nbsf33hfyjPHtlPsEEnfHWli239rdahFrJeyJldslDQJgQhdWKwIqzLQS3ZlxN0jv+R+lTphcF+279kJZ2h4rllyxCZqN1VsI32FYr2UNblis0wTG4jQk2WJsC4DXf30ZTvVx3hnufv7RjjR3597T35GMsQ2vXp6njC2kb7TxXopa3LFZpkmNhChJ8sSYVUG+o39Kij00d3Rade0I7juPOvW82q+jNgH5tjaO1Lt/fuX/ZVVqthG+k4X66WsyRWbZZrYQISeLEuEVRloC6cP7oeiv13OLlAu+8EG3RA8fv/FU4OUsfW3qHLF1gXSXo6I9VLW5IrNLk0aIEJnFibCqg2UiaL/jb9sBu3+PA7XapPl0q4Y27YbO8J4+GXYkFIfbITg8PywNO1qYrNKkwiI0Dm6hYmwagNtBwX/9Gd3PcL2sxs3zK5Qvr3tB7zm0q4QWxdLz+rZNnVs3Ajr8rSri80mTSogQtfglibCug2U/cL2nI3a3b9fwU61s2l3HlsnXabm9rjqb+gnjW14nlicdrWxWaRJBkToHNvCRFi3gY43dFbPbvqrp/1ose7xWTbtCrExMfehXHU/Yyljuz3dvw9dmnb1sdHTpAMidGKBIqzcQLebq/u7fdr9pHb7c87tbbfnSR/kaWOTjtJIFRub92Cc2KKwB6CG2MhpEgIRurBEEdZuoCPnw7WSqN10Q8lMsfGD8pLG1l64jS9ylDUEzxQbNU1KIEIHFinCpRho/6Yav+eXwzVLupcZtLGJ1wXJYnvbTK5/inoJxBgbMU1SIEJ7linCqg2Uez+2F+1uDf8E8nni96a1sYk/a6liu2ym4ivnNWRKbLQ0aYEIrVmoCKs2UPZMrPs9vR3ujbNRWl07X+3H4CWbuUcbG5tIrP/17x/OJoptV9sP0wm9xXopa3LFRkmTGIjQlqWKsGoDbX8V2LyL7O5u98PKBMLm7fs2nnAPM/mlmDtSH9s5P4LkXrLYhlcnpqtm9VLWZIqNFH9iIEJLFivCug2UG+bGvf47kHwycENs3JrhYV6K2LgWaYbLELFeypo8sdHiTwtEaMlyRRgrqmhIh7m100d3/H34nMLDL7M1iT9HI8a2GT+wcDddbPtKub6X1EtZkyM2avxJgQitY1qqCGOFFY3ZMLd393c7cfKaS/CNrVqdfNivSfZBRGNsn5+0kaSMjT/l2Pd9GR9EpMRGjj8lEKEdCxZhtLgAAGDhwEABAMARGCgAADgCAwUAAEdgoAAA4AgMFAAAHIGBAgCAIzBQAABwBAYKAACOwEABAMARGCgAADgCAwUAAEdgoAAA4AgMFAAAHIGBAgCAIzBQAABwBAYKAACOwEABAMARGCgAADgCAwUAAEdgoAAA4AgMFAAAHIGBAgCAIzBQAABwBAYKAACOwEABAMARGCgAADgCAwUAAEdgoAAA4AgMFAAAHIGBAgCAIzBQAABwBAYKAACOwEABAMARGCgAADgCAwWeXDbNI27xplvcvGh++EOa/va1qUR1Xm26XSCTbF+Pm+Y5oRgAnIGBAk/sDHTzdpJaiqOBfn/cNPcmW/lFACIAAwWe2BnoTRPNQFnZ3Cnn/IQUgPDAQIEncgNVQTFQKoLRnnOeiQt4kAAYKPCkIAPlLuLZBXywigBQAAMFnhRkoKz01ZshqrtfQlUEgAIYKPDEcA90c/WgaZo7T//sN7a019abj092f5687n3ufOd4H+/vVvy+N8bN1W7F6uHvQ+Hf3rHCVifdg3zJvdLz3jd356K9k44hjBXNi+FqDtEe4JCAgQJP9AbKbkV2PNpODfT2tF846nxrZ2NXbHH1ZjTGr32S1fOxqp7WJSUGyi7iH7WF7YMaQ+grmhfD1Ry8ccDCgYECT7QGygxt4PnEQLktnQueN3dap7s3GuM+SWdte+NTP+nvLuJvuAv4vYX3qefFcDUDYAcMFHjC+5FgbruNRx92i7cveksb74HuzhFXT79sN++Oe+c6Z2eE7TniYIwsybPuVJWlYH76E7sT8Pm0K0w63GmX6d5uw3g2yXIdvWbX8ceKYriaAbADBgo80Rro+TCWaDC7wUB354W9xw1/nY9njfuz1y5J/8fNeI64y8ISSA2U+eMD7qR4fzKqKoarGQA7YKDAE9MZ6PTcbjDQy/0V8/n8tmWfd+90l7MhnTsrVBpod5tgb4jn+5PR+QiAvpjJDVMAbICBAk+090BbN1v9+Ncvs837U9P2RPDeZM3efGUj4b99+vW40Rhoe+X/ZljYmSR/N3R/m3NfDB8LAFbAQIEn+qfw58NjoG4cE7d5NLmdrzGP258qjpf/88fim49PhidCGgOd+CT/FGs4M50VI6kIABowUOCJ3kDbh0TcE2/Jq/L9SaLZQLnn6WQD5fP0BjovBgYKnIGBAk+Mk4l8fMk5qMcZaHcyeefkl1f/pbsHKhjo7AGRUAwMFDgDAwWeUGZj+vb+ZX/6J7kH2j8sEgx0fg/0chwKr32IJFzCz9IIxcBAgTMwUOCJzkA5i+vdSvcUfmagk/FG9/iT1hv6JTybVGRiw2IxMFDgDAwUeKI9A92PEJoZqGwc6MxA90naUvbOd/uYbqDttKD7VzhlxcBAgTMwUOCJcRjT+NrPvS03rp1/E6l/H2hmoMObSJu3zWDG7Nq7eyzF0pIMlN3yXD3bVfDtbZdLKAYGCpyBgQJPaMOYhife3SNw+bvwcwPlkvAzkXTDot4QDXSSTVoMDBQ4AwMFnhiGMb0YvOrozXZcZinE2ZjmBrpP0lXwdnC9p92NTZqBbm+mA6mEYmCgwBkYKPDE9BT+80tmYONsnBv2PP6n9q9+PtA+o8RAu/lA9/N0thnu7C78u+dLRAPdXa1zU5KKxcBAgTMwUAAAcAQGCgAAjsBAAQDAERgoAAA4AgMFAABHYKAAAOAIDBQAABz5///ivqyJHfpLAAAAAElFTkSuQmCC)
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.
2. Describe historical management measures, if any.
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity.
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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Very large overages are possible.
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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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These overages may be highly inconsistent.
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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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Assumed to match TAC implentation.
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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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Assumed to match TAC implementation.
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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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Assumed to follow TAC implementation.
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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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Assumed to follow TAC implementation.
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)
Data Characteristics
Available data types
Answered
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Historical annual catches (from unfished)
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Recent annual catches (at least 5 recent years)
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Historical relative abundance index (from unfished)
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Recent relative abundance index (at least 5 recent years)
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Fishing effort
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Size composition (length samples)
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Age composition (age samples)
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Growth (growth parameters)
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Absolute biomass survey
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Justification
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1. Provide the time series (specify years, if possible) that exist for catch, effort, and CPUE/abundance indices.
2. Describe how these data collected (e.g., log books, dealer reporting, observers).
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality.
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports.
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Catch reporting bias
Answered
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Strong under-reporting (30% - 50%)
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Under-reporting (10% - 30%)
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Slight under-reporting (0% - 10%)
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Reported accurately (+/- 5%)
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Slight over-reporting (less than 10%)
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Justification
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Mirroring implementation error I assume catch under-reporting is of similar magnitude to TAC overages.
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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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CPUE-based indices are standardized but I include the possibility that this standardization does not wholely correct for all targeting phenomenon that could stabilize CPUE
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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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Data generally fit the ‘moderate’ category.
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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