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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. Historically, capelin was captured domestically on spawning beaches for food, bait and fertilizer. A directed offshore fishery began in the 1970’s, but was closed between 1979 and 1992 (depending on the area). Also during the 1970s, and inshore roe fishery developed. “The inshore fishery has been prosecuted by capelin traps, purse seines and, to a lesser extent, beach seines. Since 1998, modified beach seines called “tuck seines” have been deployed because capelin stayed in deeper waters and were unavailable to capelin traps and conventional beach seines. The use of tuck seines or capelin traps has varied from location to location…The inshore fishery has been prosecuted by capelin traps, purse seines and, to a lesser extent, beach seines. Since 1998, modified beach seines called “tuck seines” have been deployed because capelin stayed in deeper waters and were unavailable to capelin traps and conventional beach seines. The use of tuck seines or capelin traps has varied from location to location." (Capelin Stock Assessment SA2 + 3KL.pdf)
Describe the stock’s ecosystem functions, dependencies, and habitat types. Juveniles can be in bays and offshore areas. In spawning season (June and July), spawning schools migrate to beaches and demersal spawning sites. Historically, spawners were age 3 and 4; since 1990s spawners are now age 2 and 3. Larvae eat small invertebrates and are preyed upon by larger invertebrates; older fish eat copepods (O’Driscoll et al. 2001). Capelin are an important food source among larger predators; they are preyed upon by whales, seals, cod and seabirds (Montevecchi et al. 2007; Capelin stock assessment 4RST.pdf; Capelin stock assessment SA2 + 3KL.pdf).
Provide all relevant reference materials, such as assessments, research, and other analysis. Capelin stock assessment 4RST.pdf Capelin stock assessment SA2 + 3KL.pdf O’Driscoll et al. 2001 Montevecchi, W.A., Buren, A., Burke, C.M., Andrews, D., Davoren, G.K., May, C., Penton, P., Reinfort, B., Record, N., de Young, B. and Rose-Taylor, C., 2007. An ecosystem-based research program for capelin (Mallotus villosus) in the northwest Atlantic: overview and results. Journal of Northwest Atlantic Fisheries Science, 39, pp.35-48.
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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Capelin observed up to age-10 (Wheeler et al. 2009).
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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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Capelin abundance has fluctuated wildly over the last 50 years and is largely environmentally driven. No carrying capacity has been estimated, so no depletion level is known.
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)
Resilence
Answered
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Not resilient (steepness < 0.3)
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Low resilience (0.3 < steepness < 0.5)
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Moderate resilence (0.5 < steepness < 0.7)
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Resilient (0.7 < steepness < 0.9)
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Very Resilient (0.9 < steepness)
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Justification
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No estimates of steepness are available.
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)
Historical effort pattern
Answered
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Stable
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Two-phase
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Boom-bust
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Gradual increases
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Stable, recent increases
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Stable, recent declines
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Justification
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No index of fishing effort is available. The fishery was confined to inshore areas until the 1970s when an offshore fishery was developed. This fishery was closed by 1992. Meanwhile, an inshore roe fishery started in the 1980s and has continued, although effort has declined through the 2000s due to market constraints and low prices (Capelin stock assessment SA2 + 3KL.pdf).
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)
Inter-annual variability in historical effort
Answered
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Not variable (less than 20% inter-annual change (IAC))
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Variable (maximum IAC between 20% to 50%)
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Highly variable (maximum IAC between 50% and 100%)
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Justification
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No direct information; but no indication that effort is particularly variable from year-to-year
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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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The fishery has changed dramatically over the last 50 years. Each change is associated with methods for catching the new target of the fishery, and the fishery slowly adapts to improve efficiency. For example, since 1998, the fishery has shifted from beach seines to ‘tuck seines’, which can more effectively target deeper spawning capelin.
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)
Future fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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I presume moderate improvements in catch efficiency as the fishery improves targeting.
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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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Capelin mature at age-2 to age-3 (230-300mm); maximum length is 360mm (Wheeler et al. 2009).
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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 are caught primarily by seine and trawl targeting mature fish. Gear is relatively selective but catches fish as they mature.
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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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There does not appear to be any decline in selectivity with age because all fish spawn in the same areas and all mature fish are vulnerable to the gear.
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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 of males was historically high because the fishery was targeting roe. More recently, changes to regulations has prohibited at-sea discards and markets have opened for capelin as food for zoo animals (Capelin stock assessment 4RST.pdf and Capelin stock assessment SA3 + 3KL.pdf).
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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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Time to mortality (due to air exposure) is extremely low (Benoit et al. 2013); post release mortality assumed to be near 100%.
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)
Recruitment variability
Answered
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Very low (less than 20% inter-annual changes (IAC))
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Low (max IAC of between 20% and 60%)
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Moderate (max IAC of between 60% and 120%)
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High (max IAC of between 120% and 180%)
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Very high (max IAC greater than 180%)
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Justification
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IAC is very high for this species (see Figure 7.pdf (from Capelin stock assessment SA3 + 3KL.pdf), which does not include the highly anomalous year class from early 1990s.
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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 for this fishery.
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![](data:image/png;base64,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)
Spatial mixing (movement) in/out of existing MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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No spatial closures for this fishery
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)
Size of a future potential MPA
Answered
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None
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Small (A < 5%)
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Small-moderate (5% < A < 10%)
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Moderate (10% < A < 20%)
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Large (20% < A < 30%)
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Very large (30% < A < 40%)
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Huge (40% < A < 50%)
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Justification
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No spatial closures projected for this fishery.
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![](data:image/png;base64,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)
Spatial mixing (movement) in/out of future potential MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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No spatial closures projected for this fishery.
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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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Depletion unknown.
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)
Management Characteristics
Types of fishery management that are possible
Answered
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TAC (Total Allowable Catch): a catch limit
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TAE (Total Allowable Effort): an effort limit
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Size limit
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Time-area closures (a marine reserve)
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Justification
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1. Describe what, if any, current management measures are used to constrain catch/effort. The fishery has a TAC. Catches are monitored using logbooks, dockside monitoring and VMS in purse seine vessels; the fishery is closed when TAC is exceeded or when fishing ceases due because price exceeds revenue. The fishery opens for a brief period each spring/summer (depending on area). Openings are specific to different areas of the coast.
2. Describe historical management measures, if any.
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity. Strengths There may be on-board observers Fish may only be offloaded in the presence of a certified dockside observer Compliance occurs through a combination of routine patrols; dockside inspections; at-sea inspection; aerial surveillance; VMS; at-sea observer coverage.
Weaknesses The recreational sector is not monitored There is recognition that there will be complex non-compliance, such as trans-shipment vessels, unmonitored landings, etc. These are prioritized by compliance officers, but remain an issue.
4. Describe and reference any legal/policy requirements for management, monitoring and enforcement. Integrated fisheries management plans: Capelin Northwest Atlantic Fisheries Organization Divisions 4RST (Capelin Fishing Areas 12-16) (https://www.dfo-mpo.gc.ca/fm-gp/peches-fisheries/ifmp-gmp/capelin-capelan/index-eng.htm#toc9.0) Capelin Newfoundland & Labrador Region 2+3 (Capelin Fishing Areas 1-11) (http://www.dfo-mpo.gc.ca/fm-gp/peches-fisheries/ifmp-gmp/capelin-area1-11-zone-capelan/capelin-capelan-2018-eng.htm)
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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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The fishery typically underachieves its TAC, though there have been occasional periods where the TAC is slightly overachieved. See Figure 3.png (from Capelin stock assessment SA2 + 3KL.pdf) and Figure 4.png (from Capelin stock assessment 4RST.pdf).
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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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Recently, TAC and integrated fishery management plans will be in place for several years; previously, TAC was much more variable (see Figure 3.png and Figure 4.png)
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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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)
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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)
Size limit offset: consistent overages/underages
Answered
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Much smaller (40% - 70% of recommended)
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Smaller (70% - 90% of recommended)
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Slightly smaller (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slightly larger (100% - 110% of recommended)
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Larger (110% - 150% of recommended)
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Much larger (150% - 200% of recommended)
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Justification
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No size limits
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)
Size limit implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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No size limits
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)
Data Characteristics
Available data types
Answered
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Historical annual catches (from unfished)
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Recent annual catches (at least 5 recent years)
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Historical relative abundance index (from unfished)
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Recent relative abundance index (at least 5 recent years)
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Fishing effort
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Size composition (length samples)
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Age composition (age samples)
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Growth (growth parameters)
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Absolute biomass survey
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Justification
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1. Provide the time series (specify years, if possible) that exist for catch, effort, and CPUE/abundance indices. Landings from 1960 (in some areas) Acoustic biomass (in some areas) from 1988 Sex ratio from 1984 Lengths from 1980 Ages from 1980 Condition from 1984
2. Describe how these data collected (e.g., log books, dealer reporting, observers). Abundance assessed through spring acoustic surveys and fall bottom trawl surveys. Spawning timing monitored through local and indigenous participants Biological samples collected through commercial inshore fishery Productivity monitored through chlorophyll; mortality monitored through predator abundance and growth
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality. No additional information on their sampling programs is available.
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports. Reference points are missing, and would largely be meaningless given the wide fluctuations in recruitment strength. Recruitment is believed to be largely influenced by environmental factors (Capelin stock assessment SA2 + 3KL.pdf; Capelin stock assessment 4RST.pdf), but this means prediction is poor. Total stock mortality is linked to predation risk, but this in turn relies on accurate assessment of predator abundance.
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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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)
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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Abundance indices (where available) are by acoustic abundance surveys, which should be proportional to abundance assuming a standardized sampling plan.
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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 is reasonable, though data used varies across regions and presumably within regions (i.e. from different fishing bays).
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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