![](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. The fishery is composed of herring eggs on kelp (HEOK - kelp placed in spawning areas and kelp/roe sold together), sac roe and live herring (both gill net). Recent creation of a local market has helped bolster the live fishery; the roe fishery began in earnest in 1972 when Japan began imports. “Recreational fishers typically use cast-nets to capture herring as they move inshore to spawn around pier pilings and jetties. Herring are typically used for human food or bait for other recreationally caught sport fish.” (http://opc.ca.gov/webmaster/ftp/project_pages/Rapid%20Assessments/Pacific%20Herring.pdf) Bycatch: “The gill net gear specified in regulations specifically targets Pacific herring based on a minimum mesh size and maximum overall net length. Based on the DFW commercial sampling data and staff observations, there is very little incidental take of non-target species. By-catch is typically limited to Jacksmelt (Atherinops californiensis) and sardines (Sardinops sagax); however, these species do not frequent areas targeted by the commercial herring fleet during the winter months and incidence as by-catch is minimal.” (http://opc.ca.gov/webmaster/ftp/project_pages/Rapid%20Assessments/Pacific%20Herring.pdf)
"Historical Fisheries
Herring fishing in California dates from at least the mid 1800’s. Catch records are not well documented prior to 1916, but annual catches were low with most of the fish sold fresh. Small amounts also were salted or pickled for human consumption. Harvesting occurred near the populated areas of Humboldt Bay, Bodega Bay, Tomales Bay, San Francisco Bay, Monterey Bay, and San Diego Bay. From 1916–1919 herring were canned or reduced into oil and meal (Scofield 1918). In 1918 the catch reached 8,000,000 lb (3,629 mt), mostly from Tomales Bay (Table 1). The Reduction Act of 1919 prohibited the reduction of whole herring into fish meal. This action ended the largest component of the fishery, although a small fishery for human consumption continued. Annual landings remained low until the late 1940’s when processors began to can herring as a replacement for sardines because that fishery was declining (Scofield 1952). This product was not well accepted by the public and by 1954 landings dropped to less than 1 million lb (454 mt) (Table 1). The fishery for human consumption (fresh and pickled herring) and bait has continued and today composes a minor part of the catch. Herring Eggs on Seaweed Fishery
In 1965 a new use for California herring products developed when Japan began importing herring roe on seaweed, “Kazunoko Kombu”, which is considered a delicacy. The Fish and Game Commission accepted separate sealed bids for the right to harvest herring eggs on seaweed in Tomales and San Francisco Bays. The highest bidder for each bay was awarded the opportunity to take 5 tons (4.5 mt) of eggs on seaweed. The amount of the bid was a royalty per ton paid to the Department after harvesting took place. The quota included the total weight of the seaweed with eggs attached. Herring eggs on Gracilaria spp. and Laminaria sp. are preferred and harvesting was done by divers. This fishery expanded to San Francisco Bay in 1966. The 5-ton quota has never been reached in either bay, but this continues to be a viable fishery with harvests every year since 1965 (Table 2)."(https://oac.cdlib.org/view?docId=kt3199n5xp&brand=oac4&doc.view=entire_text)
Describe the stock’s ecosystem functions, dependencies, and habitat types. “While in the ocean, adult herring feed on macroplankton such as copepods and euphausiids. Larval and juvenile herring are believed to feed on molluscan larvae and other zooplankton while in bays and estuaries. Herring are a forage species for a diverse group of marine fishes, birds, and mammals. Spawning events in particular provide an opportunity for feeding. As herring move into shallow water to spawn, a feeding frenzy may commence which can last for several days. Gulls, cormorants, pelicans and other marine birds; California and Stellar sea lions, harbor seals, invertebrates and a variety of fishes (including sturgeon in San Francisco Bay) feast on adult herring and embryos.” (http://opc.ca.gov/webmaster/ftp/project_pages/Rapid%20Assessments/Pacific%20Herring.pdf)
Provide all relevant reference materials, such as assessments, research, and other analysis.
Pacific Herring Rapid Assessment.pdf (also http://opc.ca.gov/webmaster/ftp/project_pages/Rapid%20Assessments/Pacific%20Herring.pdf) Scientific review of the draft Fishery Management Plan for Pacific herring (Clupea pallasii): (Herring Peer Review.pdf) Monterey Bay Aquarium Seafood Watch evaluation of the bottom gill net fishery (Seafood Watch Herring-Pacific-California.pdf) Pacific Herring Commercial Fishing Regulations (https://nrm.dfg.ca.gov/FileHandler.ashx?DocumentID=148632&inline) Status of The Pacific Herring, Clupea Harengus Pallasii, Resource In California 1972 to 1980 (https://oac.cdlib.org/view?docId=kt3199n5xp&brand=oac4&doc.view=entire_text)
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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“California herring can live to 9 years old and reach a maximum length of about 10 in (25 cm). However, it is extremely rare to find fish that are older than 7 years of age.” (Rapid Assessment Pacific Herring.pdf)
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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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Historical record (Table 1 from the status 1972-1980) show catches as high as 15,000 tons in the 1980-90s period, and total abundance is similar to those periods. Early fishery (1910s) was never very high, but the fishery extends back to the 1880s, so relative depletion unknown (may have crashed early).
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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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Early fishng history (<1916) unknown.
“In recent years a decline in the price of sac-roe has led to a decline in effort. Effort has remained relatively stable over the past five years (Ryan Bartling, personal comm., 2013). Historically there were as many as 400 permits issued to approximately 100 boats, but in recent years this has dropped to approximately 180 permits issued each year to 25-35 vessels (Ryan Bartling, personal comm., 2013; CDFW Commercial License Data 2000-20121). Although herring sac-roe permits are still issued for San Francisco Bay, Humboldt Bay, Tomales Bay, and Crescent City Harbor, the sac-roe fishing effort has only occurred in San Francisco Bay in recent years. This is due to decreased product demand and lower price, which makes fishing effort in the other bays less economically viable (Ryan Bartling, personal comm., 2013). Historically San Francisco Bay has accounted for over 90% of the state landings, even when other bays were actively fished. Total sac-roe landings and quota for San Francisco Bay are in Figure 1. The other two components of the fishery, the fresh fish fishery and HEOK, are much smaller and receive a minor portion of the annual quota. Currently, the fresh fish fishery season is open for a brief period before the sac-roe fishery opens and for a few of weeks after it closes. The HEOK fishery operates only in San Francisco Bay through the winter months. In general the fresh fish fishery has little to no effort. During the 2012-2013 herring fishing season no fresh fish were landed under this fishery quota (20 tons). The HEOK fishery is highly variable due to a variety of reasons (Ryan Bartling personal comm., 2013). The fishery can receive a much higher price per pound than the sac roe fishery, but is a much riskier investment since there is the possibility of not landing any herring roe. This fishery has a 10 permit limit and vessels in the gillnet fishery have the option to convert their sac-roe permits to a HEOK permit annually. Figure 2 shows landings data for the HEOK fishery. During the 2012-13 season, the fishery landed close to its entire quota of 176 tons (Ryan Bartling personal comm., 2013).” (Pacific Herring Rapid Assessment.pdf)
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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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Fishing method has not changed over time and fishing areas are generally targeted in nearshore areas (no technology changes apparent). I would presume the efficiency has remained stable.
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)
Historical fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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Fishing method has not changed over time and fishing areas are generally targeted in nearshore areas (no technology changes apparent). I would presume the efficiency has remained stable.
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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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No changes anticipated.
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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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“Some herring reach sexual maturity at age two when they are about 7 in (18 cm) in length; all are sexually mature at age three. California herring can live to 9 years old and reach a maximum length of about 10 in (25 cm)” (Pacific Herring Rapid Assessment.pdf)
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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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Only mature fish are targeted, so selectivity should be similar to maturity ogive. However, recent catches have included immature fish, partially due to small mesh gill nets used (see Seafood Watch Figure 9.pdf)
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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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Small mesh gill nets likely avoid larger fish - they have disappeared from the catch in recent years (which may either be due to depletion or changes in gear. However, older assessments (https://oac.cdlib.org/view?docId=kt3199n5xp&brand=oac4&doc.view=entire_text) indicate only selectivity for larger fish with no indication of dome-shape (though not much evidence either way)
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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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“There is no bait used for the gillnet fishery. Because bycatch rates are negligible for the sac roe and fresh fish fishery (<1%), it is safe to assume that the ratio of discards to total landings is less than 20%.” (Seafood Watch Herring-Pacific-California.pdf) - ‘Bycatch’ here refers to non-target species
I would presume this does not account for escapes from the nets, which would elevate discards of injured fish (hence raising to 10%)
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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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Interannual variation in total spawning biomass (Figure 3 Rapid Assessment.pdf) suggests moderate variation in abundance and therefore, relatively high IAC in recruitment variability.
** Found recruitment index which shows very high recruitment variation (Recruitment.pdf - from 2015 Final Supplemental Document Pacific Herring.pdf) - see rec var.xlsx
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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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“Waters of Districts 12 and 13 and that portion of District 11 lying south of a line extending from Peninsula Point (the most southerly extremity of Belvedere Island) to the easternmost point of the Sausalito ferry dock. 1) Regulations prohibit the setting or operating of nets within 300 feet of the following piers and recreation areas: Berkeley Pier, Paradise Pier, and San Francisco Municipal Pier (between the foot of Hyde Street and Van Ness Avenue), Pier 7 (San Francisco), Candlestick Point State Recreation Area, the jetties in Horseshoe Bay, and the fishing pier at Fort Baker. Regulations also prohibit the setting or operating of nets within 70 feet of Mission Rock 2) Regulations prohibit the setting or operating of nets in Belvedere Cove (north of a line drawn from the tip of Peninsula Point to the tip of Elephant Rock). Regulations also prohibit the setting or operating of gill nets from November 15 through March 17, in the area bounded by a line drawn from the middle anchorage of the western section of the Oakland Bay Bridge (Tower C) to the Lash Terminal buoy #5 to the easternmost point at Hunter’s Point (Point Avisadero), from Point Avisadero to the Y “A” buoy to Alameda NAS entrance buoy #1 (entrance to Alameda Carrier Channel) to the Oakland Harbor Bar Channel buoy #1, and then from the first Bar Channel buoy to Tower C of the Bay Bridge. 3) Other closures affecting the fishery include United States Coast Guard enforced Homeland Security Zones: 25 yards around all Golden Gate and Bay Bridge abutments and piers; 100 yards around and under any High Interest Vessels; and Naval Vessel Protection Zones which extend 100 yards around all Naval Vessels at all times and a 500 yard slow zone surrounding all Naval Vessels. The United States Coast Guard will also enforce Rule 9 of the Code of Federal Regulations (CFR) regarding channel and harbor blockages." (2015 Final Supplemental Document Pacific Herring.pdf) (I’m not sure of the geography, so assume this is relatively low proportion of the spawning areas)
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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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Movement during the spawning season will be relatively low.
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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 changes anticipated
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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 changes anticipated
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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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Same as above - movement during spawning season will be limited.
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VG0YbKXSKgPeuecWG10l1bvXQbTDUvpENSdaBKab10G+yiB0pVyHHXRFpbU2XY0y1w9QqJVHN1HaiTh97VKyRSLU9VSOkATYW7tCaNDeo2GJKXbp2QHKiSRxXdBkPy0m27O897WeOqIXnpPlKq9ihCNchD7+qlS6rlulIYoCpXL91HStUeRagGeRyq22BI95mqlPMO0KrPfi/dBkPy0nXgbCXw0m0wJC9dt5CkHPclUtJoqLusg16XVJ1TdaBKHlm6DYZEqiFdKWUD9HZD1JqIN+na57h6hUSqzqnaEwwmGqo2jyZK+0Cp5j1hrFIVUvQ70PE4lmk83qRxY83Xlbl66TaYqjykw1J1wLi0XroNhkSqa6uMkjORpuOoMW3VGAtcfXUbDKn1VB04e2nnVbbRJVWlUYZmM5H5Q14PN8ZFYfJcI8a+VLcLG011STU3VXsoLalapSqA7ewAAJQwQAEAlDBAAQCUMEABAJQwQAEAlDBAAQCUMEABAJQwQAEAlDBAAQCUMEABAJQwQAEAlOgG6PpU1LVxebap3jX1qC3qNhiSl65ZSPZQWvOQvHQbDKnPQ7+ZyPiwwbPzZ0bxufs5ugWujrqkmqnrQHkJksZjS2un23wXNZiqhJLt7LrxOGQNRBQwdgFjg7oNhnQPqdpz9tLu6t5PFzWfqoiiDZW74ThmjIY7ukaNC+shuruup041z/WQVB2oUlq3+rQX0gOlKqTwmkipiLqci9xvZllSNzEFJboyV1J1TtWeOnkkXb1CeqBU80Ky0hVSelG5VLhLa9LYoG6DIXnp1gnJgSp5VNFtMCQv3ba787yXNa4akpfuI6VqjyJUgzz0rl66pFquK4UBqnL10n2kVO1RhGqQx6G6DYZ0n6lKYYCqXL10HylVexShGuShd/XSJdVyXSmln4H2qXh7fR2Suhl10OuSqnOqDuhLYFiftO79dtH29l3dhlOVYvotfNCYtlbRjVi9dEk1aHTg0DwOLm3NJXvEVIUU/Q50PA6GNNyQdA0aN9Z8XZmrl26DqcpDOixVB4xL66XbYEikurbKKDkTaTpOGtPWXGPnqqtyJVWlrgNNlLZQNzQbKocU1bXqogZTlVFwLvzsMGnsNkaxa23dBkO6r1QduMfS9lJXUrVMVQLb2QEAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoMRmgyfNH02eXFhgb1G0wJC9dp5AcoLTt6jYYUsoYwGszkW52mOkq0i3ba8BUl1T1ug7cVWntdEk13yihZDu7bjwOWQMRBYxdwNigboMh3UOq9py9tLu699NFzacqomhD5W44DlpT4Y6uUWPcmqdrGBKpGqdqT/3Seuk22EV3nqoM00t6bKzd3JrjuqO7sObrylxJ1TlVe+rkkXT1CumBUs0LyUpXSOlF5VLhLq1JY4O6DYbkpVsnJAeq5JGnmxo5GbpnSNVIt+3u5LLGKlcv3UdK1R5FqAZ56F29dEm1XFcKA/Qo3QZDqpuqPQ2VwEu3wZDuM1UpDFCVq5fuI6VqjyJUgzz0rl66pFquK8X1M9C+fh2CIYl0SdU5VQfyg/EurZcuqTqHJMX0W/igMW2tohuxeumSatDowKF5HFzamkv2iKkKKfod6HgcDGm4IekaNHbt6jYYkkxX7npYqg5UKW2+boMhkepBA7RfRRQNaToOWHuZ6+G6DYZ0x6k60ERpY7q5rmtjA0vmFVKDqcpQnAu/DOjleGudH0Zdk8YGdRsM6eSp2nO20gaMW6tCl1TLU5XAdnYAAEoYoAAAShigAABKGKAAAEoYoAAAShigAABKGKAAAEoYoAAAShigAABKGKAAAEoYoAAASkwGaPL80fTZpQVGvWuaKiGRqhtnW7IWQ/LSbTCklDGAZoBKTuwXn/Z/vG5vrEuqeqMDJ10y8f4bpHpYqhKMt7PrV8ZwjWbGLmD01T1jSPeaqj1NL9mdPmHuNVURxRsqRyPq9MYC1+GGeMBluqRqmKo9lJZUrVKVYXpJjz5k7PSuUePCahaSly6pho32HJrHwaX10m0wpF7g6p6qENeLygmsVXUbDMlLt8WQ7KmTR5ZrauSU6O4bG+yillMVwmWNVa5euo+Uqj2KUA3y0Lt66ZJqua4UBqjK1Uv3kVK1RxGqQR6H6jYY0n2mKoUBqnL10n2kVO1RhGqQh97VS5dUy3WlHPcZaJ066HUbDMlLt05IDlTJo4pugyF56bbdnabfwm+CScWbdPXVjVrVuqSan6oDdfIw091x9dIl1VCqQsoG6HBD0DrckHQNC1fRXbuSqnNI9tTJw1BX7vpAqdZ5wgjx+yG9zBhMtVC3wZBINeRqD6UlVatUZSjOhV8GtHrQLmVNGgt0Za6zY1Pd8lTNQzpLqg7o8zh7aUnVOFURFrsxJR80GVI6Xr3unquXLqkW6jpAaQ1cvXTPlWoI9gMFAFDCAAUAUMIABQBQwgAFAFDCAAUAUMIABQBQwgAFAFDCAAUAUMIABQBQwgAFAFDiP0DTJ0fpz+vz0m0wpAdK9WjqlDZtvKsuuq9Ut2gG6OoE/FW4G2O3MUbO3W9ft8GQTp6qPe2Xtst2lemSan5Ixd1ZsBtTNx1GjX3YKHGNGCdrMyEV6+663muqDsiCucfSkqpxqiL89gPt9MYC1+GGeMBluqRqmKo9lJZUrVKVYXpJj35tXFjzXD11I65FuqSanao9h+ZxcGm9dNtPtc4TRkjpReVS4aavTyJwjRnHWhXqhoVJ9ZhUHcgKprQE0Uct1E0HTKoHpSrE/6qcukzlrl66pOqs64A+1II8qug2GJKXbp2QpBx2XfiwscDVS7fBkO4yVQeq5JFOsr2QvHQbDKlAVwwD9AQh3WWqDlTJw9z1bLoNhlSuK8b/LTzvHJrXbftNUgZV8qii22BIXrptd6fpt/CbYFLxJl19daNWtS6p5qfqQJ08zHR3XL10STWUqpCyATrcELQONyRdw8JVdNeupOockj118jDUlbs+UKp1njBC/H5InzSOmQZTLdRtMCSd7qYf6odkqmuPYR6FJfDSbfAJc6epyjjgVM5AvCFjgW62q5euMlXPkJpO1QF9Hr3I2G5pNametIuOSVWExW5MyQdNhpSOtz3dBkO6r1QdaK+0e7oNhuSl22BICWMI9gMFAFDCAAUAUMIABQBQwgAFAFDCAAUAUMIABQBQwgAFAFDCAAUAUMIABQBQwgAFAFDCAAUAUKIaoIvz79fnj66MS2uX45qhm+XqpUuq+boO3GFp7XVJVWIUUL4bU78KfWM02Rmly3H10j13qhYhGafqQJXSZumeu4seKFURfvuBdrvGPmbcd93VtQ6JVB1Stce4tGHhct0Gu0iZagNd5JWqDJMd6WXWDNfh2Fq389Ml1exU7QkGc5+lfaBU6zxhhJReVC4Rbpe+PknGRe7XxrEchbphYVI9JlUHsoIpLUH0UQt10wGT6kGpCvG/KqcuU7mrly6pOus6oA+1II8qug2G5KVbJyQph10X/jSLKnL10n2kVO1RhGqQx6G6DYZ0n6lKYYCqXL10HylVexShGuRxqG6DId1nqlLOO0CrPvu9dBsMyUvXgbOVwEu3wZC8dN1CklL4Gej1hlgyfSrVtNFVt8GQHjBVB+rkoXf1ColUy1MV4vszpkS8Sdc+x9UrJFJ1TtWeYDDRULV5NFHaB0o17wljlaoQvx/SJ43deOygWxhSO6m6h1Q5VXsM8zh3aUm12FVG/qmcq8dcPejKGIk3aSzQDbl66ZJqua49Z1uytWsXdj0yJFLNwWA3pvSDJq16Y5mrly6pFurac8Ilay0kUk3AdnYAAEoYoAAAShigAABKGKAAAEoYoAAAShigAABKGKAAAEoYoAAAShigAABKGKAAAEoYoAAASlQDdLkNwOqE6y5lTRoLdDNdvXTVqfqF5KVrlKoDj9tFS+PlhfmxPiRxvPc1GwQoBmg3MB0HrLPDTGOBbuerS6rWqdrT/pL1e0abkC6XxQRdDtOV68lTzXHN0ZVQsp1dt40oaQxZvXSFrl3A2k6q3Z2n6kCVPNal3dX1X7LLxHjskapVF3npundn0YbKXSKXPavE2Fnrdn66raeaH5J7qg5UKa2hrlVpLwv61QC9q1QNQ1roCim9LvwioqAxZu33XVW6AtdYNqW6pJqTqgN18sjRLQlJrntZ0S8+Dr2rVPN07buzdIAmM903Grh66ZKqs64D+lAL8qiim3ZdD9DFp6FeIXnp1glJynkva1w1JC/dR0rVHkWoBnkcqitzTc3PO0vVS1cKA1Tl6qX7SKnaowjVII9DdRmgB4Uk5bwDtOqz30u3wZC8dB04Wwm8dAvewnuF5KXrFpKU475EShoNdZd10OuSqnOqDlTJI0v3mJCSXyLdV6peulLKBujthqg1EW/Stc9x9QqJVJ1TtScYTDRUbR5NlDad6vpPz8R7+PZTzXvCaHXXrkKKfgc6HseM8Xh3jdGlkenKXNfltdI1SrVeSIek6oC4tLI8TttFm3fu8wF6X6nm6wpdZZSciTQdB6x9wCozFuiGXL10SbVc156zLdnatQu75uuuP/mMTNB7SFXvmtYVod5MZHEUt65DynOVP2obug2G5KVrFZI9mydmPJizlzad6mJm9pftZiLykOLGNrrIa1X3YTs7AAAlDFAAACUMUAAAJQxQAAAlDFAAACUMUAAAJQxQAAAlDFAAACUMUAAAJQxQAAAlDFAAACXqc+Hn54ymzkvtU2fvpo0H6jYYkpduYyHZ0/6S9WnjGbpIqnvyVPdRDNBuYDoOWGeHUWMfNBboSl29dEk1M1V7vPI4XWlNQ3rMVCWUbGfXbcNNGkNWL12haxewtpNqd+epOmCbh7K0Xrp3/IRpMFUZRRsqd4mA9qx7xoXVSndt9dJtMNW8kA5J1YEqpfXSbbCLHihVIcddE2ltTZVhT7fA1SskUs3VdaBOHnpXr5BItTxVIaUDNBXu0po0NqjbYEheunVCcqBKHlV0GwzJS7ft7jzvZY2rhuSl+0ip2qMI1SAPvauXLqmW60phgKpcvXQfKVV7FKEa5HGoboMh3WeqUs47QKs++710GwzJS9eBs5XAS7fBkLx03UKSctyXSEmjoe6yDnpdUnVO1YEqeWTpNhgSqYZ0pZQN0NsNUWsi3qRrn+PqFRKpOqdqTzCYaKjaPJoo7QOlmveEsUpVSNHvQMfjWKbxeJPGjTVfV+bqpdtgqvKQDkvVAePSeuk2GBKprq0ySs5Emo6jxrRVYyxw9dVtMKTWU3Xg7KWdV9lGl1SVRhmazUTmD3k93BgXhclzjRj7Ut0ubDTVJdXcVO2htKRqlaoAtrMDAFDCAAUAUMIABQBQwgAFAFDCAAUAUCIeoK9AhOdiQYzaq34aai/U3SGtaO2FPw+uywVBaq/5iai9VPeGfIC6hnE3UKcaUHUhFMoaBqgt1KkGVF0IhbKGAWoLdaoBVRdCoaxhgNpCnWpA1YVQKGt0A/RyuSwO+5XxsjhcW+Wu/drauO5lUaf1CbsL1/UJu/3aujhKGCvpmoVkwaY7T95FbiHNCnVfXVStOzUD9HJjOuxTxoC1F7rGjQWujrrzAZrcpqBbWpPGAldHXfGODEldI7TdGbYmjYd0kYPu1ToWqr0ustM1e8JIyB+gl4nxeLrfytjvGS8BY4O6YtehTl23XJpFs3Qra7iTZq5Jo7HukSFZcZLuFLju6paFdCtUE120q1v7CSMie4BeLsuFu8zXbW2MrvjoGjUurIfo7rpKUt106HVJYst2vXVuTRoLdPNcu7nVLSQzot15fBcZ6jqEdC2UfsncWqHBkGTkDtDLZbU28UV9uv0yt+a47ugmpqBEV+aqSjXQoc9rEl+3tLFLNItIV+aao5u+sExOqnbcSXfmhKTTfSlUwZI12EVeukIKB+iwegnjRWJsUFfnGurQcYGu5Bs7ibFAt05IhtCdQtfnQjXYCg2GJCVzgFo3S4P9K3KNGvcHaEPNInL10rVE0p1n6iIX16FQVVbbS9ftCSOFAapyjRoZoGJXQ9oboF66DQ7QpJEBOtyPASoyMkDFroa0N0D5C/QY3bMN0M3SpD7YXn4mnrfkSd2CVpLr6lJVfAaa+iA+Z8n1unmui4/pC3QNUXXnIV20vV3SRW4h5X8GWtCdh3RRXkhyXSmm38IHjQZfKlrrRqwWuoJv4fON9q5eujmpGlKlOx27yE13/1v4FrqoZnfmtmfR70DH4z5gHK19yJo0bqz5ujJXe93A70CH41G3S1mTxqBugeuhulurGda/A00aD+tOh5C2r+/D8ajbeHcahCTTFVJyJtJ03KeMaWuu8eKqq3Kdp5p5JlLS2E3Hua4CXZXr7NggJDOyu9O3iwp1Q2PQKKS8M5GSRtsuMtG1fcLIKDgXfnbYp4yXjVHsWls33zV2snG/XJpMY7cxmuvWCcmItruzPKRe6rqnu359H6ztdFEvdc3U9epOtrOzhTrVgKoLoaWr8iQAACAASURBVFDWMEBtoU41oOpCKJQ1DFBbqFMNqLoQCmUNA9QW6lQDqi6EQlnDALWFOtWAqguhUNYwQG2hTjWg6kIolDUMUFuoUw2ouhAKZQ0D1BbqVAOqLoRCWcMAtYU61YCqC6FQ1jBAbaFONaDqQiiUNQxQW6hTDai6EApljckAvSRs/SVt1Rsb1L2k6pQ8yzZtLHD10nUKScd9dadTSM9LFi/UXXXRgd3ptZnIZXa4tSZdRbpl2yqY6i5SnepUvF2DzU4Pprrd7NAkJCO03dlqF1noBld7vdfNwrh2TRrNu8hO1+wJI6FkO7tpo6zpfitjv2dMb8DVjK7YNXM7u25rDLkmjca6R4ZkxUm6U+C6qysNKbxkedvZ+XbRrm7tJ4yIog2VL8PxeLeVMbrio2vUGLfm6RqGJEk1sKFy18eX7Xpr1Jo0bnQLXENGi5DSqZoh21D5kC7y0s18wkTqHrhgQq/uoqTRszuPCUmG6SU9NtbL3JrjuqO7sObrylxVqQou6dFnGFfWfF2Za45ul6GbTtWOO+nOnJDSurEl27+kx0HdaddFXrpCSi8ql1rxpTVpbFBX56q4qNy+sZMYC3TrhGTIibozNQUzdNOu0VXJv6jcIa3QYEhSuKyxyjVq5LLGYldDuKzx0jVady5rLNWVwgC11T3VAPXSZYDWHczHDtCkkQE63O9hBih/gR6ja0l7A5S/QI/RPdsAzevCxWfiim5JGnW6+x9B6UJafIlUZ8k3t4t180JafExfoGvI0Z+ByrvIS/ewz0DlXeSlW+cJI8X0W/ig0eBLRWvdiNVCV/AtfL7R3tVLNydVQ6p0p2MXlepGl2z/W/gWuqhmd+a2Z9HvQMfjPmAcrX3ImjRe2tXdcw38DnQ4HnVXy5ZY8qRrnq7ctV+7uoVkhuxXyufpouKQYku2fX2fGcOuha3g3kVeukKMz0QKGUPWXuZ6uG5xSOVnIoWMIWupbgMhmXGS7sx1LejOyJIVn4nk1UWn7U7FufDLNX05nt1xa7xsjBeJsUFdgev6ZONudjh5roz9ct22xrirl+5BIRlxqu7s94xbq0I3vGTr1/eFceVp3kUB49aq0K3anWxnZwt1qgFVF0KhrGGA2kKdakDVhVAoaxigtlCnGlB1IRTKGgaoLdSpBlRdCIWyhgFqC3WqAVUXQqGsYYDaQp1qQNWFUChrGKC2UKcaUHUhFMoaBqgt1KkGVF0IhbKGAWoLdaoBVRdCoaxhgNpCnWpA1YVQKGsYoLZQpxpQdSEUyhqTAXpJ2PpL2qo36l3TFIWUqFPyLNu0Ue+apkpIvufCbzlbd3qGFC9UnVZw6qIDu1MzQCXbKog3Xcg0Guj2xroL61SnzO0PtsYC19mxqa5BSPnbNQi4g+4UbzVSpLve66afDmeuzq0g3mrkuJDCRgnG29mF9gRLGoW7cxnq+oak2s4u3ElSY4GudGMvr5CsOL47d11DxvpPGM12dqru9O2ihrqzeEPl6KJe9MYC1+GGXue6q7vnqtlQOW7dNUb710BX6ZqRqhnRDZVP2kW5RrFreEPlc3dRdkjCVGWYXtKjDxkvYaPENWpcWM1CstAVXNKjzzIurPm6EVcv3axU7ajSnY5d5Ka7f0mPFrqoL3nCJHSzXIW4XlROYNUbDXQdQgoO0G6xMvnGAte+3NUtJDuqdmeea2oKlujuG2MDNGfJvFrBWPfA7uSyxirXqJHLGotdDeGyxgLXoVBVVttL1+0JI4UBqnKNGhmgYldD2hugXroNDtCkkQE63I8BKjIyQMWuhrQ3QPkL9Bjdsw3Q+3gZF+kWfAZaZ8n1unVCMoTuFLruDlC6MxPTb+E3K5Za1YwvFa11o1a17ugq+BY+x9hlfKkYNEatat3ikNatZUDV7nToIjfd/W/h00t2VBd56dp3Z9kA7VMDabghaLz0qS6sort2VaUaGqB9qgv71KDr+9SS63XXrkGje0h23E13yl11qQYGaF+pO10a21BXiN8P6WXG4JIX6tYMaftD+ul48FyveHRV940Frl4hZeia4dGdDTZ2ue7m9f1671N3UZYxw1WG4lz4ZZst162/pKxJY4GuzHV2bKq7sG5O5eyn48l1ZeyDRpHrsbpBa0GqVph0Z0Nd5Ka7bs9+Opxc2++iDN2CVEVY7MY0X7eAMWFNGgt091y9dBO7MaWXZsdY4Oqlm7AW6Crx6c56XeSmm2jPhOvZusjrCROC/UBtoU41oOpCKJQ1DFBbqFMNqLoQCmUNA9QW6lQDqi6EQlnDALWFOtWAqguhUNYwQG2hTjWg6kIolDUMUFuoUw2ouhAKZQ0D1BbqVAOqLoRCWcMAtYU61YCqC6FQ1jBAbaFONaDqQiiUNQxQW6hTDai6EApljf8ATZ5f1ieNVXTLQkrUSX8KY/r8soJTIxsMSUV73Zl2TRudQnpesnihvLoobXTqogO7UzNAV9sqrFZ8Y7xsjOEdGU6gu+861Sm5TcHKuFrxjTHh6qV7UEg2nLk7Ja4y3VVIoSUbC1WlOyWuMt12urNgN6bQrl+hTWACRolrxDhZ+1xXr5DmupvdmEK7aIX2jwkYu4Bx7VqmG3f10j1sN6ZTd5GBbriLIpuFna2LIkbjJ4wIv/1AL3pjgetwQ69z3dXdc93uB9oNx6NnJ7buGmNNaKGrdM1I1Yxgd564i3KNW2uk7tv9vod793uuCuMxXZQdkjBVGaaX9OjXxoU1z9VTN+JapLsYoN2SVD/sGRfWfN2Ia5FuYUi9PVW607GLinVjS7Z/SY8Wuqhv4QkjpPSicqlFTV/FReAaM44dVagbFtbrxgZol1rUtHFsi3zXVLMU61qEZIeqOxvuolLd4GLHBmiLXaTXLQ2pz8T/qpxJo4Grl64u1Ue5KqeBriFclXNpjK4KV+WU6ko57LrwYWOBq5duWUjxDhUtqsJYx7Vc15Jmu7NOSPG6PxXKqxVaauxyXTEMUNuQGKBSV0va686qjR2vu8cAbbCxy3XF+L+Fv883STHXR3kLf+CbJAF059IYXRXewkt1pZh+C79Zz9SSZ3ypaK0btap1018iZXwzuFnP1JILdKNWtW5xSOvWMqBqdzp0UaludMn2v4VPL9lRXeSla9+dZQO0Tw2k4Yag8dKnurCK7tpVlWpogPapLuxTg67vU0uu1127Bo3uIdlxN90pd02nGluywADtK3WnS2Mb6grx+yF90jg2S7AhCnVrhpT4IX1wVccb+pg1aYxaZbr5IZnqmuHRnYVd5KUr7M5I3eM/pC9Y7aixwe7McJVxwKmcgYYIGQt0s129dKdz4ZcLs16agDVpjFur6Qa6MD9VK0y6sxcZD+kiA93wqhieytkLXL26KEO3IFURFrsxzdctYExYk8YGdfddo3VKL82OMWH10q0TkpL76k6fkBYDNGhMuO7pqox1Gtu4O9kP1BbqVAOqLoRCWcMAtYU61YCqC6FQ1jBAbaFONaDqQiiUNQxQW6hTDai6EAplDQPUFupUA6ouhEJZwwC1hTrVgKoLoVDWMEBtoU41oOpCKJQ1DFBbqFMNqLoQCmUNA9QW6lQDqi6EQlnDALWFOtWAqguhUNYwQG2hTjWg6kIolDWqAbrY4GB9Cu7KuLReclwzdLNcvXT7xbnwy10K1mfZ5hgLXL10l9aCVG0w6s5mushNd92e/XQ4d63YRfa6BakKKN+NyXNfmoBR4uqlK0h1rJN+E5guxzVDt5kteHpzsruz8S5yC8lwN6Z2uigrJOvu9NsP9LJr7GPGfdddXeuQpLqR/UAXK9OtrV3MumssdD1Ud+tqRrA7Dbqo17ke3p3ikOL7gU6pnq2L9LppVxkmO9J//rNvnnn394PWQSJpXPfD917+fRJ9593f/8I3M3R//89/ENe93I5FIWXEO1ltd6Rfu2bodn66Wtd1qnakd6S37s6LX3fKQwqnuueauyP9CbrIMKSFrpDSi8p979ZJL6yN13v//R8mrIP+2vgmpTu2RdxVpBsWjhm/mdId+jd4TaQusag7xnHl811TzVKsaxGSHaruvFLenWHhpGvSmA5Y1Z1jSMFrHjbYRXrd0pCy+q43uipnupNuLRpdVKXuzfXvwsYf6nVVz4vB+ChX5TTQNUTfnZfH6c6hPa1bocHuNAhJ3HrS+6WuvJ3uJEmLqpvlO58Ju77zda1uOptvpeLtJQO0oWYRuXrpWiLpzoKXd43uC5W6M/ryvj9AFatt0AoNhiRuPen92hyg34722TtfVOqms7nKMkANQjKk0QFaqzsZoOW64taT3q+5Afrs+pNEn728ymt0d4z/KR5v7zRAqw46L11L9ANU9BZeo9tX7M6Ct/Beq+2l6xaSuPWk9wt/yvQm+WVP8kuk1NeGIt3+NprXrjeBN5/+YUw3JtynjGNIwT8ekl8iJT8wT31tuOe6r1vg6hWSsONyqNqdMddwdw6uoe5Mf4lk0J3B1/ecJWuvi7x0xa0nvV+wRd8kW6lPtWif+qHIm+SgG12/ETDOQvpcKOB93bBx0r1+gBVM9TF+xiTXTadqR7I7o6v98o+iO0VdVKU7Lzvd2dLPmKy6yEp37Sqk6If040p+/8nwwfe++pk3i1W73Xto0cWaj1J9Svfp9p9996tL1/Hefaj3//IzU4/+7t+shMd7Byf+cOegce660Z1Civ2QPrqq4w19zJo0Rq11dYWpmuHRndEJmuzO6VfrTt0ZnKDS7kz8kP68XZSlm+EqI/9UztWyzX/X9sFfTMs6+6JxaNF3lmsabdHn+37qW5PxSXbS/fQPx3t/e9tLT3f+X9EX+Tcv7bV40H7mOR7fVD/9w8n1rz8/7+7PRV1j58rF1i1gLHD10hW65utacd7u7Be61+4MPOrsuKQ7t6/v/Xg8PuhRXdSFXYt1zZ4wInS7MY0v27eFHA3fGW+/rWM/b9Gvr1UXs+ynn1k6z4xz0/RF4zeGm94uRK/ffV5jG277yXDX59fn+YNumLfo/Pbn58mgu01kzCa63U1yadLrVuTqpat1dR6gz5y9OxPtWdid0fas1Z0+XXRkd+oG6PjqulrHueX6VqKf9XNkZQfGjhu+S5yxeE7cbvvgv4V1x9unEJYtmubbmwe68Z3pefK5qDf7hdWA7pR1J+1pjmqATg2zWfGpP4YXY2mL/jTZATPrRncdxNhk0wNatOgkklChQ2tAd8q6k/Y0RzVAp7XaNtNke3u7Rdii8b8bVuaN7rphpnYeutmmRWd/hXwx5PkMHVoDurMXdSftaY5qgH4jseC3F/nf+8I3h1tkLTr9cRC+29Y+3fK52F2NW3Tq/bcxbzq0BnRnL+pO2tMczQCd3iO9Ddzz25/8k/+zWFxZi07LH3yJn7/ID403PlPe2XwqtcamRUOfX62gQ2tAd/ai7qQ9zdEM0MCbkBSyFk298Vo96tvbLVPTvvmDb4WdNupFLRr6/GoFHVoDunNhi6dCe1qjGaCChZoja9Fv7IlOL7BD78x/PvLmnT9NdalRi+4/OenQGtCdy0fkI/rD0AzQ1IdMAUQtum3ADduHnf205IXf+/NvRnyNWnR6exj7qQgdWgO6c5FK/IdMtKc1RQM02k0LMlv0bewu2z8tFi/yY5v+IOD7k+0dF8xCS7XofpR0aA3oTmGUtKc1igEqWKcFohZNf/T/wtRm4zuU2edM8377wqZLGaB3Dd0pTJ32tKa9ARp9+xH6iCfco2/efOprS1+jFt3/84YOrQHd+cL+H9+0pzWKAfr3fzhsfvD2esPy5N3FFgYvx7MW3Rpv//npsE/N5XNb40x3atGrdWio2f4R18NPfSvoerXOu/Nq/PrszvMu3MS7MS6zmeq02N+gX5+WvjL2W6PUNWCcW710O6kxnaoNRt25Xe3bf6bunFu3ujbdOW/Pgu4MrcqqPZfG+VHrXZShW5CqAMUAnfaPeTscz+4Y2ARmatHgDjEv/HS22dhkDeg+C31u5vrdP3oz2/Bm6rrp53cr45tLoEPD+92EtrSZtWgom7FOqR1iQvvH9FurxNVLV+Oq0DXiVN35Zq87F8NU3Z3BVYlsFnZMFwWMNl2U42rdnSXb2V3eDsd9wDgeT2+SAtbB8aefCbmGdF9adG78zmeX1uXm3Hk7Ls6acLFh2BRS0hjo0NuKhJdtMoa22LreGFnxHdd9XV1IW2NBqma0052XRrozUvftdrXD8VTMKl102u4s2lB5Z+PuPrFl7dr1pyFj5JIKT70Xf9RZEwauO5Oz5/en5cYpm8CGyt16ZULGLmgUuYaN3fqti52u1nWdqh3J7ox0Ua/uzotfdyYu8NALunMcoLElC1wwoc/pIqtWMOwiw5AWukJKrwu/aJagMXrVmX3XmPGLl5R1asL525yNMRTSZW4NhpQ0XoIdOixNeNm6bt9Y4NpHrKW6MWtGqoZU7c61tbQ7Yz2W0Z3RJQteE6nBLvLSte/O0gGabJarUXLdQ4XuJWm8NtLnNLqxFt039uEOHVcvvG77xk5iLNBVuBroGqLvTtFVOU/XndFV2b0q5310p0FIUkwua3y7T8Sov3Bsn7ImjZfgG+0c10i8SWMvGaANNYvI1UvXEkl3Fry8a3STrs7dGR6gQ6GsVztpdO8iL10p9z1A3wkbJa4MUGddS845QN26kwFarivlvANU8iZJ886swQFaddB56VqiH6Cit/Aa3aTRuTsL3sJ7rbaXrltI4taT3q/4Y/qwMema1v3Z9//3X/3x599NttLb9e2/u68b+5Rp/jH95o+HxZdIm0VJLrn8M/H0kut1DUPK0DXkRN0576Jwd8Zmb0Z3RlclNEDduvOQLvLSFbee9H7BFv3dv0n/jOnln/D3nH3qF1DDcVj3i8sfdAR1hxZd/1Bk0aLhH7ZIdG/Xn12nGv4Wvk/9emI4DhrXrhm6XQu66VTtSHZndLVf/lF0Z/pnTDW78zJ0Z2zJAq/vySU7QRdZ6a5dhRT9DnT8IrEPGW8Xfw3/0m64dx9y7dfWhe5wzt3QSp9eu85a6e0q3tV14ddNqNSdxRv4HehwPKa6Nsa7cNc12i0b3byQvHSd/gSNdme8i0TdGXQdbwgZL4bduXnUpO7M+jZa9+3r+3g8PGhyybqQax9zPaSL8nWFrjJKzkR6WfHlGJystx0Qnv+7Pddjduet5+W6K2JMdzoLeJD9+mUlPG+lZbzrFu1XnnPd+bkea+MXI66xc+ViqxowFrh66Qpd83WtOG93zl3HNzZb3X7tutud4VXZvL7PjbN7HtFFXdi1WNfsCSNCdVG5xTr28xV/3gvnZn073nVs0a8HGm/8//OGDWvX6Z4/mU7SGM+BG16M3/Yr3Q8WLboI+PqcWqS2CWlKbWl82adiUNm6LgZoH1jlxaOuFzJuXFvb0LUKyYRNd17GJUx2Z99kdy7ac7c7B+u2OwOrstxMZGXsF8en6iKvJ8w+qgE63yt2sXPWB7NduMddvYQXjp3v4L3ZNGz2gEN7BK7xPbC9go3Fnt+zB4xuasZ+YVWgO2XdSXuaoxug83Z652vjrX/3R9PN0wJLW3S+g/d/XLbHd2amsT2m3RZXwpPQaDBo0e/+Uezx5tChNaA7Zd1Je5qjHKDTDrNPfPIL33+66YPvfn5222wVpS262H92vufs3311Zgi0/vMu37N2+k7gD5DCFv3+9/7ys7MYeIlvDLpT1p20pznKARq84Mub8Cou2jnA2LmzdyFvnhv/m8898v2//nzwzv2ypd/505d7f/C9/zEPbIxib8/vN1NHxrYRn0i1OR1aA7pzIjmEaU9rtAN0Z9HnbzDELbrb92+WHyjtCc96ybJFk3+q0KE1oDsD8YoKBYWoB2hyKRevgvIW7X+y16PLtyd7jfdF8T3fZLRo9KLb4TqBP3RnQFVWKChDP0AXn50v+dTiXURGi+716PrjnXQ7vZ3ppkN4RtqiqY+Y6NA60J2xGPYLBUUUDNDF15pz/mD5BWFOiybfJ43XkZlI9dPbWRhmLTr7VldcJ/CG7rzF8DVFoaCEkgEafplfX7M1r0X7D/4idr/5lQyTEVxZvBZbtejqByzSOoEvdOcLu91Je5pTNkD7D77z2eUabho0t0VjfzoEXuCv9/5q6N7rfjZp0cXPUfLqBK7QnbLupD3NKRyg/fMv7P77uy8vtJ9890++FlrD3BZ9brv1K/fvfS0e2vbeb/7gm6v7lLboJ9/94//5A0GZ6NAq0J2y7qQ9zVGfCz8/YTd1bnm/PbX3IjD+7K//+N3PvJza++7vf+Gbe7o/+6vhBOinXvrzH+w8aCBeSUgR12VIq3PhF+fgzj1Xxj51am/aNVe3sZBMOFl39ukWU4V0Pe7X1pXu8lz4A1qhTxstG9tDdx/FAF1tAtOvl2ltDOxa04dcDXSlrl66swF62+VlvnXW5NmtrOvlXxsLXL10A66KVI04oDsP7SJZSArdxGZhM9ezdZHXE0ZCyXZ2250R08aQNWks0BW6XgLWIt1Nh95WJLymkzG0xdb1xkg77Lju6+pC2hoLUjXDqzuVXdRsdwa2qx2PR9cqXXRkd0pdRRRtqHzpEyu+Y90zLqxWumurvW5gQ+WuTzTLZkZ2Wa5xY4Gro673AL2TLsp2laYauGBCn7PaVq1g2EVuIck44JpIEWtqxfd0C1y9QroJhC7p0aVWvNu5xEuBa5ewNqBrSNXudOgiN93QJbtylqy9LvLSlVI6QFMrvrQmjQ3q6lz3r8oZtiaNncRYoFsnJEPoTqHr7lU56c5MDrisscTq0SyeIUWNXBde7GpIwXXhU8ZqXeTiOhSqymp76bo9YaQwQFWuUSMDVOxqSHsD1Eu3wQGaNDJAh/s1N0CrvsZHjS4DtOqg89K1RD9A2+wiN9cH+QvUICQpx32JlDQa6qZbSf8ZfsaXSJtFSS65/DPx9JLrdQ1DytA15ETdWTek0AB1685DushLV0rZAO2X3wxurIklT7r2Oa5eIal0Q9/C98sv//qQMbKqK9cM3a4F3XSqdiS7M7qg8lY4uou0urupBl7f+5N3kZXu2lVI0e9Ax+M+YBytfciaNG6s+boyV3vdwO9Ah+NRd72o8S5Muo7HetdDdbdWMxS/A10bG+xOh5C2r+/D8ajbeHcahCTTFVJyJtJ03MeMaavGWODqq3u1bs9Emo5HV6GxwNVX1yokM7K7s9kumjeUje7Cunl978fj0fXI7gyNwcoh9XloNhNZjI2Xw35tXPTAxpp0jRj7Ut1L2GiqO99MZL4w18OZa9K4snYZrt3G1Us30zWWqg3i7jxJF2W55qS62qphvO/Ju8jrCSOgfDs7mEOdakDVhVAoaxigtlCnGlB1IRTKGgaoLdSpBlRdCIWyhgFqC3WqAVUXQqGsYYDaQp1qQNWFUChrGKC2UKcaUHUhFMoaBqgt1KkGVF0IhbKGAWoLdaoBVRdCoaxhgNpCnWpA1YVQKGsYoLZQpxpQdSEUyhoGqC3UqQZUXQiFskY3QNdn3fYr4/KE3bVV7tqvrY3rXhZ1Wp+wu3Bdn7Dbr62Lo4Sxkq5ZSBZsuvPkXeQW0qxQ99VF1bpTv5nIfBeiPmUU78iQo1vg6qi73Uwksk1Bt7QmjQWujrriHRmSukZouzNnv5Aju8hB92pdbSbSUhfZ6Zo9YSSUbGd3GY+n+62M/Z4xvgFXU7pi18zt7LqtMeSaNBrrHhmSFSfpToHrrm5ZSHnb2fl20a5u7SeMiKINlS/DcR8xRld8dI0aF9ZDdHddJakGNlTu+viyXW+dW5PGAt08125udQvJDOsNldvoToeQAhdM6M/XnceEJKPwmkipRb2kr+KSdN3RTUxBia7MVZVq6JIeXWrd0sYu0SwiXZlrjm76wjI5qdpxJ92ZE5JON3TJrirdaddFXrpCSi8ql1rxpTVpbFBX57p/Vc6wNWnsJMYC3TohGUJ3Cl13r8pJd2Zy3ssae+mKXKNGrgsvdjWkvevCl3WRi+tQqCqr7aXr9oSRwgBVuUaNDFCxqyHtDVAv3QYHaNLIAB3uxwAVGRmgYldD2hug/AV6jO7ZBuhmaVIfbC8/E89b8qRuQSvJdXWpKj4DTX0Qn7Pket0818XH9AW6hqi685Au2t4u6SK3kPI/Ay3ozkO6KC8kua4U02/hg0aDLxWtdSNWC13Bt/D5RntXL92cVA2p0p2OXeSmu/8tfAtdVLM7c9uz6Heg43EfMI7WPmRNGjfWfF2Zq71u4Hegw/Go26WsSWNQt8D1UN2t1Qzr34EmjYd1p0NI29f34XjUbbw7DUKS6QopORNpOu5TxrQ113hx1VW5zlPNPBMpaeym41xXga7KdXZsEJIZ2d3p20WFuqExaBRS3plISaNtF5no2j5hZBScCz877FPGy8Yodq2tm+8aO9m4Xy5NprHbGM1164RkRNvdWR5SL3Xd012/vg/Wdrqol7pm6np1J9vZ2UKdakDVhVAoaxigtlCnGlB1IRTKGgaoLdSpBlRdCIWyhgFqC3WqAVUXQqGsYYDaQp1qQNWFUChrGKC2UKcaUHUhFMoaBqgt1KkGVF0IhbKGAWoLdaoBVRdCoaxhgNpCnWpA1YVQKGsYoLZQpxpQdSEUyhoGqC3UqQZUXQiFssZkgF4Stv6StuqNDepeUnVKnmWbNha4euk6haTjvrpT75os7fxc+EzXOl2kT/XA7vTaTOQyO9xak64i3bJtFUx1F6lOdSrersFmpwdT3W52aBKSEdrubLWLhLrJ0gZd13vdhF2rdFFBql5PGAkl29lNG2VN91sZ+z1jegOuZnTFrpnb2XVbY8g1aTTWPTIkK07SnQLXXd3Jmi5tOKS87ex8u2g3XmmqVbuzaEPly3A83m1ljDbh6Bo1xq15uoYhSVINbKjc9fFlu94atSaNG90C15DRIqR0qmbINlQ+pIu8dDeu6dJGdAMXTFh7ylc7aczULUjVKyQZppf02Fgvc2uO647uwpqvK3NVpSq4pEefYVxZBOLxZQAABpBJREFU83Vlrjm6XYZuOlU77qQ7c0JK1z2mu39Jj4O6c9VF6SrpdQtSFVJ6UbnUii+tSWODujpXxUXl9o2dxFigWyckQ07UnanpmqGbLm3UNf+icoe0QkGqXiFJ4bLGKteokcsai10NebzLGqdLG/Vs9LLGBak6xSuGAWqre6oB6qXLAHUfzOnSRj09BmjSyAAd7vcwA5S/QI/RtaS9AcpfoDm6Bak6xSvG9TPQxWfiim5JGnW6+x9B6UJafIlUZ8k3t4t180JafExfoGvI0Z+ByrvIS/ewz0DlXVSgW5CqV0hSTL+FDxoNvvK21o1YLXQF38LnG+1dvXSzvpe1o0p3OnaRQDdZ2qju/rfwdbpIn2pOvFmuQop+BzoeB+sw3NCHrEnjpV3dPdfA70CH41F3tWyJJU+65unKXfu1q1tIZsh+pXyeLpKElCxtTHf7+j4cy3TzW0Hoqk81PySZrhDjM5FCxpC1l7kerlscUvmZSCFjyFqq20BIZpykO3Nd092ZLG1Et/hMJK8uKki1bncqzoVfJvpyPLvj1njZGC8SY4O6Atf1ycbzT2Mmz5WxX67b1hh39dI9KCQjTtWd/Z5xaw0b06UNuq5f32dKUl19FwWMM2tBqjW7k+3sbKFONaDqQiiUNQxQW6hTDai6EAplDQPUFupUA6ouhEJZwwC1hTrVgKoLoVDWMEBtoU41oOpCKJQ1DFBbqFMNqLoQCmUNA9QW6lQDqi6EQlnDALWFOtWAqguhUNYwQG2hTjWg6kIolDUMUFuoUw2ouhAKZQ0D1BbqVAOqLoRCWWMyQC8JW39JW/VGvWuaopASdUqeZZs26l3TVAnJ91z4LQVdlAzVresdnzDxQtVpBX2BW+lOzQCVbKsg3nQh02ig2xvrLqxTnTK3P9gaC1xnx6a6BiHlb9cgwKg7k6E6d6d4q5Ei3fVeN+FUnVshbC1YmprdabydXWhPsKRRuOuXoa5vSKrt7MKb1kiNBbrSjb28QrLCpDuTeWR3UchY/wmj2c5O1Z3ZXZRMteHuLN5QObqoF72xwHW4ode57uruuWo2VI5bd43R/jXQVbpmpGpGdEPljNVOl/bYLso1il3DGyo30EXipTnuCSPD9JIefch4CRslrlHjwmoWkoWu4JIefZZxYc3Xjbh66WalaodBd6bzOLiL3HT3L+lRp4uSqeY9YRLxZrkKcb2onMCqNxroOoQUHKDdYmXyjQWufbmrW0h2GHRnMlTDLkpNwRLdfWNsgOYsmVcrJLPJ1z2wO7mssco1auSyxmJXQ8ova5wM9fAucnEdClVltdO6yWwUIZXHK4YBqnKNGhmgYldD2hugSeN9DVBRCdO6yWzqhCSFAapyjRoZoGJXQ9oboPwFmqObzEYRUnm8Yo77DFS55NV0Cz4DrbPket06IRlS3p3pPPS6SePh3bk/QOu0QjrVKiFJMf0WflOB1KpmfKlorRu1qnVHV8G38DnGLuNLxaAxalXrFoe0bi0DDLozGWpS16GL3HT3v4VPL5lXF+mXJq1bkKqQsgHapwbScEO4SH2qC6vorl1VqYYGaJ/qwj416Po+teR63bVr0Ogekh0G3ZnO46julLvqUg0M0HWqR7VC4hVqXaWjQlroCvH7Ib3MGFzyQt2aIW1/SD8dD57rFY+u6r6xwNUrpAxdMyy6M13aJhq7XHfz+h5ItUoXJVM17M4MVxmKc+EXia7Wrb+krEljga7MdXZsqruwbk7l7KfjyXVl7INGkeuxukFrQapWmHRnugSHdpGb7ro9g6lW6aKCpfF6woiw2I1pnmnAmLAmjQW6e65euondmNJLs2MscPXSTVgLdJX4dGc6VM8uctNNtGfCtUoXFSyN1xMmBPuB2kKdakDVhVAoaxigtlCnGlB1IRTKGgaoLdSpBlRdCIWyhgFqC3WqAVUXQqGsYYDaQp1qQNWFUChrGKC2UKcaUHUhFMoa+QAFGa7LBUFqr/mJqL1U9wYD1BrX5YIgtdf8RNReqnuDggIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAoYYACAChhgAIAKGGAAgAo+f/NbfjSNSqyhgAAAABJRU5ErkJggg==)
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 fishery is certainly not unfished at the start of the time-series I could find (1916 and on). However, the level of fishing in early years (1880s-1916) is unknown.
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)
Management Characteristics
Types of fishery management that are possible
Answered
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TAC (Total Allowable Catch): a catch limit
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TAE (Total Allowable Effort): an effort limit
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Size limit
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Time-area closures (a marine reserve)
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Justification
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1. Describe what, if any, current management measures are used to constrain catch/effort. Fishery is focussed on spawning herring. Herring may be caught Dec 1-March 31 (HEOK fishery) or Jan 1-March 15 (gill net fishery). There are measures to constrain fishing days (which days of the season you may fish based on your license number); closed areas. Commercial fishers must have a license. Recreational fishery is essentially unlimited but relatively low. “The fishery is also managed by seasonal closures that are set every year, gear restrictions such as a minimum mesh size of 2 inches, and a limited entry (LE) permit system. The fishery is only open in state waters; open ocean fishing was prohibited in 2009.”; “Additionally tools such as port sampling, landing receipts, logbooks, and observer coverage are used to monitor catch and ensure vessels have the correct permits for the catch they are landing. Violators are prosecuted under the law. There is no evidence of systemic non- compliance.” (Rapid Assessment Pacific Herring.pdf) “
2. Describe historical management measures, if any. The fishery has been managed using a quota set based on survey biomass. ”DFW has managed the commercial Pacific herring sac-roe fishery in San Francisco Bay since the opening in 1972. DFW’s biological and enforcement staff have worked closely with the fishing industry throughout this period to provide for a sustainable and orderly fishery. This has been achieved through annual population assessments, California Environmental Quality Act review, evolving regulatory changes (fishery regulations) and oversight by the FGC. The FGC has regulatory responsibility for management of this fishery with DFW providing recommendations and managing the fishery directly." (Rapid Assessment Pacific Herring.pdf “Quotas are the principal regulatory tool used to establish adequate protection of herring as an important forage species and to provide for the long-term yield of the commercial fishery. Each year, the Department recommends a harvest percentage that is not determined by a fixed mathematical formula; rather, the recommendation is based upon modeling results and takes into account additional data collected each season, such as ocean productivity and bay conditions, growth rates of herring, strength of individual year- classes, and predicted size of incoming year-classes (i.e., recruitment). In response to poor recruitment, indication of population stress, and/or unfavorable oceanographic conditions, harvest percentages beginning in 2003 have been set at or below 10 percent. Since the 2003-04 season, harvest percentages on average have allowed over 90 percent of the spawning biomass to return to the ocean after spawning in the bay. The Department and DHAC recommended a no fishery option (zero ton quota) for the 2009-10 season, when the herring spawning biomass in 2008-09 fell to a new low of 4,833 tons. The Commission adopted this recommendation and the commercial fishery was closed in San Francisco Bay for the 2009-10 season. Since the re-opening of the fishery for the 2010-11 season, the Department has recommended harvest percentages at five percent or less of the spawning biomass. Based on accepted fishery management principles these harvest percentages are conservative and represent a precautionary approach to safeguard the population as forage and to provide a robust reproductive base to allow for stock rebuilding.” (https://nrm.dfg.ca.gov/FileHandler.ashx?DocumentID=148632&inline)
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity. Monitoring is relatively high, though no on-board observers.
4. Describe and reference any legal/policy requirements for management, monitoring and enforcement. references above
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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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Fishery season is set, so overages do occur. Recent years has seen close adherence to quota after consistent underages in early 2000s (see Quota.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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TAE is in the form of ‘limited entry’, but I do not perveive that they have limited entry in quite a while. Effort actually went down recently as price dropped.
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)
TAE offset: consistent overages/underages
Answered
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Large underages (40% - 70% of recommended)
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Underages (70% - 90% of recommended)
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Slight underages (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slight overages (100% - 110% of recommended)
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Overages (110% - 150% of recommended)
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Large overages (150% - 200% of recommended)
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Justification
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TAE is in the form of ‘limited entry’, but I do not perveive that they have limited entry in quite a while. Effort actually went down recently as price dropped.
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tgFsbRnNnoWqAZxRpK5cvTx+WUTOX+HOCEDQu025/Jm4o6/B6DTicUgYp5jSc/np8/kWrFIwlCoFfRvXKjdwTqEQTaFGj2pkqgxT4fCNScQAQqqsVZ3f32xWwr0sfzCVQoszqCQP2xXYEq/Vm93RIom3XaIBCBXlRdMKI1cZ4V6eP5BCr2LqoWVEag/tisQOv+7BHovvxARBF0MmEItLYwve3l7Grnaly3n7pA073hy33hEKg/tipQtT8HBYpBJxKGQGtrKNteULl+rg59V6oJNDNmut979RJ8gEDV/mzX4WsCxaCGbEugev4cL9BDUY6+V9xBBat9OgWBtjuQMlQC3WHQiYQhULHFb6kjaXfLUfivwhfmPETlVu8I1BMItMOfmUErgWYnVgLFoEYEIFDhnIMkmuW1gRZ19+Rufsr/pwrvic0LNBoU6D7/QHoiBp2Gf4Em3P3zu79E0higpfXCX1XlzVT9CNQfGxXoCH8OChSDGhCEQDPSevvx97NZx4FaCxJJoGIMQYkwJwL1x8YFKvuzKdB6HV4hUAyqj++58PHx45snZ5VAhVE1Z4/r9cLr5a4bSaBl77vI/b0Ygfpk8wLt9qdSoBoGxa8KvAs0JbVoIdBTzV3WvAtU2tj9ohhUgEA9sW2B1qbAt8+aJFAKqCrCEGjF8e/am1T6FmjRdSTIOsMQqD+2KVBVBb5foJVsR7aCUsNXEppADfAt0ENUG9CUlEYRqD+2LNAhfxYC3cf6AqWNVM36BRoVOyGJ8+YQ6IU86upK2LQ2DrRaZxkcsG2B7voFKhVBpbNHGRSBqkGghpQClWvwaYfSPQTqkQ0LdNif5gKll76DAAR6fPPk/o//WhXiLE/lnEmgECabFKiiAq8h0BGD6Rnm1IV/gf6eDWKq9oO3L9CoPC3A4IcKC9/QzQp0jD+FQQuBSqcPCpSBop14F2g1i0dazx2BbhMEaka7At8v0H2tALqLBgw6cpzoJvEt0Juk/Hn66tOn1+L/cjVNBLpNEKgZo/1Z1uGzD8Rtg3ZcHoF24FugV0XJ8/ZxYVAEulkQqBHtCrymQCWDqi+PQLvwLFBpKXrxY7EUBwLdJgjUiPEF0LIRNBdo26DKq1sw6Frl638xkVKWwqD3YgS6YRCoEeOGMGV0CLTboHtbAl2nQQMSaLGQHQLdLAjUiKZA+84t+tzTD8QKg7avbUOgq20ACEmgokcpm8eDQLcJAjVBx5/lbM6sACoJtDBo69r2BLpGhYbTBio4RNGdX+0KNHm3JtAV/g7XAwI1YT+wil2NpkBbBm1eukTlV40srtSgAfTC36u/vPN/ZhToLrjoBwkEakJdoENndwt011Lkvi7Qll91srhSg/oWqBgH+uBz9fqiWlt5LAh0NSBQE2oCHTy7KdCWQWsXrvnThkDXZlDfAk1nIsm+fG1ZoFNO7uD4Qlo+5KpvB7za3scwCAI1QK8Amgu06EOKxwo0miLQwVbU5ZrVu0Dj941djN/rboqEQFcDAjVArwCaN4JWBdB6K6gssoY/W37VymK/QZdbPPUv0Ph4/aeago6vz+wIdNek72QNEOhcIFADZIGOOL1PoDVFNirw7QKqTg77BbrgCn4AAp0KAl0NCNQASaCjzm8JVF0EbfvTkkB7JzsZXN0vCFQfBDoXCFQfXX+OFGjDn1ME2vBn+woD9fugQaD6KAR6iO789v57sbBUfsqb9EUh0PTl3WzF02+P7vzH6+TN5I3bl2It1B/qn/n2qP2Z7EV55lqxMUoXgQ7RFmg8LFBVG6lGDvsNOlDBDxoEqo9aoP+crWqaTgv49jh78WMm0OLlabZxc3rqnd+qpVAf5ldN+a+P2p8p3lv59iCRhd/O1gQq+W3kJ1IR1vypKIIq/TmTQAfq92GDQPVRCjTR4Jf4NpsDkJxw8iyO/5E4UMiweilOFTP+//Dl+E4MgU0+ItbxS4150fOZq+hEFD7fR+tuEUCg+lSCG/uJMQJVVeBNBdryZ+90Ud2r+waB6qMWaFo4zLY4LjY6TlzZePk8/fee9Ml0LsHz4t+Oz1ysvOiZg0C10fdnVoevC7RZh+/w5wSBRvKq993TRZdnUASqj1Kgme+yRs/Sd+kmx8np5ct7zV0848KRZWeU6jMX0Z1fp+c7eBCoLlUNW+NDCoHGNUV2+dPIoOVVugyKQD2jvAXxe3DbBlqspv9cej/1aSZIwUGcW70Ul/r0VnQkDX1GtBDcfSrNeF0nCFQXawLtNGh9qfsJAt3JCm29j0D9EaJAc/ulPeryLvHJWZUbb18Wh4c+k29derJyhyJQTUo5aQu0/Qm1QBtbhZQCHW08KYtqgzYFujCDIlB9LAn0Vhy//+PP/zgbFmh8/Pe0V55OpOFrWMiI5xR6aclHtwk0Lr8MqsN1gTb8qajhDxivvE7+8da693qXC4+tCdTKckxyn07287gqfFyekn0ya9i8ORv8TMb1y6hv1P7yQaAjkBRjVgDNvxgdh2uKbPpTbdD+zEr+VG0cgkC9oyVQK+EvzT7KxVcTaKLG/P1D3iEk9xoVbiwdeYhqn7lSfKbgoLfMytJAoCOoHCPbSesSHQJtGbTtT70iqHSh/gtE6tr9ElizQMefrUlSZiz0dpXVqusCLYYkicGcfxPn5Nq7kjuRiv/zRfmLSUv5MKbaZ0qdItAR17CQEc8p9FJZxrpA47rhmv6MNQWq8mePQPt2Vg4XBGrCVRQ9eJf8//FllKmtLlAxKP5fvqRb3QsZCie+EqtMRfk40EKcogr/8XE+fSkbSK/+TKLpZ0n59PpMWS5dDQh0BKVlanbSukSnQGuKbPkz7hJgXz6bAlVeIFsrr3Co9iPxyeoFKt7dlcvS2wr/12UXT71omNuxmHr556xYeftYOrmsut+cZQf/kJUvi8/8qPhMOZVz1U2gCHQMKvno+TPuNm5doM32r1F1eLUeewXa6GIyfDB+QKBm3L4Uq3vcfZCPb28INI7ftxcTOclOloYxPckO5s2fqgVI8s/Ex/f3RXLPrOQ9WBDoCCwINO4TaGG4tj/jUXX4IYEqx+rX3zN5LL5Yu0DL/ZAsC3Q+bvSWk14TCHQEswq0UmS7Ah93C7RvWOewQFtdTEbPxRMINBDKXviLldfTe0Cgw6jtpHmRYYEq/TmmDj/oT9VkJwTqk3UI9BBFDz/H8dfXkWIE6EaILBh0kwLVvcigQNX+HCHQ4QKoYrJT6z2D5+ILBBoKF/VuqS2CQIexUQCNuz+RS0ztzxF1+BH+bM92QqBeWYlA4+snZ1Wv0SZBoMM07WQk0Lj7E7usN1ztz0GBjimAtmY7td/Svh9/rFSg5bEFCRQQ6DA2CqCaAq2/W+qvLlJV7jr8WTeosoup46b1b3R2VirQhi8R6CJAoMOo7KR/lSGBdvhTbiOtqNzWUwBt756sFqxKoE1Nh8RWBNookkKIINBh6nKyL9DWChKtd6MmfQKt7VivMugIgbbKuSGBQCEYEOiY1NvysZpArz9LgbaLk7HCn9WZjWt3TXcq3pKTrF3R6q3aYHMCtbKeHcyB1NAy6SIz41+gUV0+dhPo9Wd7hbM+gUqmbXxeKr92Xy6jfkm792qBzQmUImiwINBhpL0xIgcCHXi7rrxufba3oO/0Z1k4Le8Ygc4MAl0JCHSYcuGiRvOiRXr9OV6gNTv2X6DPoM1SreWbncw2BLpDoAsAgQ6TazNSF++s0OvPHoFK4mwWLgcuUO9iqq0L2vQnArXPCIHGCHQBINBh5KXf5vHngECHDKps3By6QO09eW36lj8RqH0Q6EpAoMMouq2tp9F/4UGB9vix6wL1N9VznQI1KAKFUECgwzgUaP+7HQZVTjwaukLjPQTqFgS6EhDoMG1D2U+j/7r6Ah28QuO9foEGZlAzgR4/XgrezZAhfRDoSkCgYxIf0tN0Bi7bJ9AxBdD+sfrDBi1PDcKlBgK9fXlWNhSfPP08T740mCDQEH4DUCB+M5PttDWBzpFI/2UVitw1x/b351BboLVZo8WZYZRGtQV6/Tiqc/pqrryNBIGuBAQ6SMtQs6TSf9kegY4rgPYO1lcJVDXtPg6kOq8p0EyfJz+c/5zU4N+eP8kU6rcqj0BXAgIdxJFAB97uNOi4Amj/bKe2QashUVIRNJQGUS2Bil3Ko9N/lbfs+Sr2joweutvFJ1KgPK32f02gUivKrFkFPRDoIJ1LxbukU6BjC6C9s51aApWGlFYCDaZHSUegN4+zfXsa3L5MyqR/s5utbkYKtJzDWX6qegOBhgkCHaThKD+ZaCTeL9DeS3QLNFL5szJoOH3yGgL99ijq2G8iUajHrXgR6EpAoIMEIdAmhdrG+1MyqPqtqGNgVC5QVZ+8J3QE+k/d3UW3/4RAYSIIdJC9SDwwf/YJtP8z3QKtDKraMqnGjDc2hrUOpG8JVHW+96cPMg4Fevz04fLy8pdPJm33PgWa6ET8F5Q/K+WN1ufw1Vpr9nUa1O6taLMRgcodiwg0UFwJ9ONLqf38gfYQkgAEOjTW3TEdAp10ucygrYsGVwRFoBAKbgR62xrIrNkB6lGg+0KgQ2M1HZOpzVa5uJJlW8prEuj7s6irV8kpCHQlOBHoIZ1Gd/884/t0WPNzqynMiCTQoLBR7lRcTdEqEJxBTQR6/Vj0uV9lczmdjV/qBIGuBBcC/fYoiVm5M/Q6EareEBIE2sKqP/sXra8tnbdMgV6lEXeTT4j3OH4pB4GuBBcCvWpFrFDqTxZTmJNQBTq0CLPx1XoNWvbU20jTFH2B3mR/stNIPL7QDL45MBeoPKIJfJP+XmYWqAjYZoX9EEXf6fTG+xWot7R7serPkQKNFirQqzTeRCTeS4Pv3kw5G42+QPflT4HG4yZxIdCkuNmqMqmOmacwK8EKdGAVe9Or9Qk0Svcn9W5QbYEm5hTtnqIc+lw/+ObAWKB7BBoSjd/YpKt0sXCBhlqDH1rF3vBqfQaNsu1JlyfQPNyusv4jBAq2cCHQ/M9/jQVV4cMVqN2x/U1n1o7LA+xrC9x5wVSgF1lj/BIFuisOItCgcCFQEbcNW+aNUdZSmJPQBWr3am2Blks1FQOc/BdBDQVaRF1Sk9f66z0HCHQdOBGoaHr6Th68fPtCdyyev6AJthM+nlegjePyAHvvRVCTNtDoedEEKv6gL64TCYGGiROBZsOXT9IFwcWS4OlIer2BJAhUiU1/dq+4XAi02aVkL2lNjHrhT9/9Ja3BH/931B4V4hwEug7cCDSdQFfj5JnlFGZjOwLtHFmaC7TZpbQkgYqBx9mf7fQn7wXQzlvoHBVTHOxaixm84Eig8fGNrNCTp7pNUF4F6ivpEVh2u9Kf7f6l5Qk0n4P03ZdUoA438+gCga4DVwKN022535yfnz+9fGcQvghUje3CsbpfvylQ3wY1mQt/vD7/k1gE7Nt/018LbAZMBbpHoEHhUKBa12tjN4UWnT4IuQY/A8puKX2BzrvkiIlAAwOBrgMEmtO5ytDGBKpesk/boPMu2qTfC//LPBkxx0Cg2cZ+CDQowhSohxQ6V2vbmkCVLF2g3x5FP4RQca+YINAdBg0HBJqz7zIoAhV0GLR8v6nK8AQamWyEMB89AlW/lWsTgYYFAs1o+rP86gc9iskd0vgmVRG0qUpFSd4m+m2g19mWCCchLEafYipQEY4INBwQaEZboNXaDQi0Pr6pVQRtq1LVFmIRo174N9/nQ+g+z5InTRDoOkCgGQqB5nIgWlOk8U3NIqhClQEKNK4celd7GLJ9EOg6cCHQYhZIg6CWs0OgA8jjQ+tFUIUq2y0hdjEfxvQ1n9Bx+sqzQ7UFmh3eI9CwyH8XE38lixeoyp/Zl58afM6uscBda6c56dxwBRqXDtWfDWcVBLoOXAi0vanxQgS6jxFoiWJ9pkUK9PplOaHY596cFgXKFkkecSLQePo2Xn4EukegagYM2uFVaxgL9PpJXoH/+NKzQRHoOnAjUOW+cnZTmEaXQPcIVEm/QLsKptYwE2he9szr7tpretvFXKCtExCoRxwJdPIuCnMLNKvUKQyKQJWoDFq+mT23/InOkbqBQD/mNfdqIOjNmc+NPUwEWlSIEGgwFL+K2QUqNkGaUomfV6Dl970tURrslfQWQaXHGYhA837M01f1YwgUpuFOoEmNaUq4zi/QXb5tRcOjCFRNTxF0nz/O/IQZEjcSaLPbPTnmcWekrrhKjne8tcvkikBDwp1A45vz83+bNwVzqm/8rmlQBKqmIdD0p/ytIAWqmMP5yVp+DDATaNai1JgM73WD1I3jUKDTcCbQyqM0gfYiC7ReWw9QoOExRaAxAg0FBCpo+7M0KALtQiqClkX29I19rTy/ZoEeP324vLz85ZNJQ4C+QOMOgc400gHGgEAFKoHmBszSLFIAACAASURBVEWgnZQCjcTTUwt0l69iaZnpAjWSXo2PL6UWc/2F8owF2vowAvUIAhUoBbpDoP1ITca1wmZToDN8vU0Eenx7XnD/+8n9763Jdaeag/LNBJqHIwINBQQqUAs0/fIj0G5KgVZ/b8Th2tMMRqCH+sbaEwWaXe1+LuR0jacTvYki9gQ6TyEfRoFABWp/ppV4OuG7yZ+RXGCPGwXQYAR6U/dn9GBSFT4dFSWPKb0+03WyTYESo95AoHFnATQvXs2X7uJpF9jjpkDnaQTVF+iVkObbR9HJf3/zWLu0qLpaQ5dCqVoTRYwEuu8QKEVQX5S/iWmiWKlAdwi0lw6B1p7mLEVQbYHmq9lcpCsyJPqbNoJetbLDQfOiCHQVINC4T6A7mkD7aAt03yyABiLQpIAoll66SjU6eWUb1SRQ3YmhBgJN/54bCxTJzgECjTubQHPmS3f5KIqgwQpU6O2QLcB0mLgO07wC7Qz1qkIkn7JHoB5BoEUBVPyEQDVRCjT1Z3XCHBVMU4HenKX17Kmz4JMibGspUXtVeAS6IBCoLFABAtWhXYevCzQORKD5Uja5OSevw3TRsqX26qIGAo2LGnxtMvx+ZEM9Ap0DBNoUaA4CHcU4gVr/7ur3wl+kZcbKo9MEKgZFfSevTnL7Qnd9+0kClT+dHBv1NwqBzgECLZpAm0fx5yiqx7Sr5m5JTy0UgV5lBcSsG163uq28XGLM858vBW+zkfR6y90i0FWAQHOBtg8j0DFUD2mCQLW/2/oCFeM0E2km6rzz7h+Ppm/m8b4xMD86eaZ3AdcCZb7nLCBQdQ1egEDHUD4jtUBHNYI6EGiqzt/SpspUd5O3kzu+kRWqv0dyZ0Aj0CWBQLsFGiPQEdS637Kh3rWHNqYI6kKg8fXjtPnzsUlxUc3x4+Wb8/Pzp5fvDNoDDAXa/jQCdULH4+sWqNbzXqdAYwSqg7FA9b/bJgItuE6U91k3QfvYEug+W0uweNX5KBHoNBBoF93+TJ0wV7LrY4JAdb/cUwQaCGYC3ZU/FcfEcjelQOubo9ZAoNNQP77q97BZgfYUQGO5ggqD7IrFmRpHh2qYixXoHCvS9wm0erQtgeYLCXYblEUdpoFAlRTjFme5+NYwFGh3qamTEAQ604r0ugIVpdKGQFVPc8+yONMYFmjjDK2gXqhA93sEapEegfYF07wCPX64VPHLxC09ZluRvk+gcb9Am9tLyyDQiSDQJtWGvPjTEunqVc2nKW+XpKSn4a4LDYGKAaAKgl2R3lygewQ6I4MNI83ni0BBF/XcA0URVH7V027XiW+Bzrgifb9A259GoG5AoA32CNQ6fQJtOLP2Yk6BllX4l4nzHvx8efk/z6KTpxOr8DOuSD9OoPLwmV2+Zfy+z6AIdCIItM4egc6AcurBoED1Z8sbdCIlzvvDl/JHvXnrTeZckV5ToNmmXcU6Lt0C7ZshCiPQFaheqWDBAsWfFukTaBVO+8arSNug+gKtraF8EfCK9NMEGnUIdOyad9BBV8RtVaAUQGdBPfm1WQStfcf3TgRaXwI5X1fZmGAFGkWNv1UFCHQiHY+vW6B6Mb00ge4R6Dwop241iqD1ambxrddKRlugdb1NXQ90zhXpNQWaTU6SBaoc8oBAJ2IgUJ2FxBcm0D0CnYlegWYBtV++QOdckX60QPf5/5JAs2nxqqeJQCeCQGVkfeJPm2gItHw1dkVgCZMqvNTsOXlB5RlXpO8VqHyWLNDMoNksBgQ6B2MEuq+/o1MqWJZAJXsiUMuo1wWMKoM2+oqLYpNeEVS/E0keeHSrO+RIebmZVqQfGelqgZZbq7RP3yHQKQwLtPGAVyzQhj4RqE06FlZtCDRyLlAxTvM0Hfp+fK896F3BbCvSdzzC9sezJ5ZfplwHC4HOg4lANapVSxKo5E927bBO18rUhUGLZ58bdO9KoKLans6+zGw3eUH6+Vak1xLovhJo1CPQPQKdCAItkRo/8acbKoHuWwLNfg+ajaAGAo1vquU/Tn/tO3E086xIby5QeXfU+tkIdCpqge7loxsRqNT5jkBdUTdo1muUF0hLgVqY+TYQIx9firbKu/pLz00nUtB17miB7usCLQO6/ecIgU5FV6CaY0sWJ1A53CxdGLopOofLwn+lU4cC9chcApV2mRsSqIMv6YoxEKhOtWo5Am1V4BGoAwpHVsos5x6m698tWaDHD5e/GOyxNFGgeR2+FOhOpvXNTU9DoBPQFWjesj/+8uZZc5sC/vTBTjJoUeSMZIFqNoL6FujXT4Uyr7OW1ZOHjjuR8iJop0D3jZMR6DSUVYb99gTa9icCdYHkzPzhSwIdt/exjGeBljOZjq+rfnjN5UlsCbT4UBHMKoHuEehU9AUar1mgOwTqlsqZ8mCbogAa69bhQxHohTDnj+fnT8T3y9KK9CMFmj2xhkCLnxpfXQQ6GbVAa8d2DZvqxPRSBKrwJwJ1QelMebRitHSBirGlWd1dTOW0tCK9jkD3dYGWPyJQ26gEuh8QqEYRdEkCjSiAukcSaK2lrphJq9kIGohAL6oFRMRkezsr0o+kIdBYiuVBgUorC07LxHYYIdBYJdCRD3ghAqUDyRtlqbPW11HuQafZCBqGQGsrlFhbzm4kxR+g6nUVzc2HmXU1IdAJGAhUp1q1KIEiTx/0C1SzDh+GQGur4llbUHkkRXm+et14r5ZWh0C195PeLLJAy5UYpcefnVP/eXUCrTeATr8eaFBvd5YKpPnbCFQPDYHuWwLdN3+AfpJn13p8+x6BpmVTjWrVAgU6/XKgRb3dOReo1PNhYepwd4yI0e5SBfvDG+3FP2SqNtBqVZKbM9cCzUrw5evaewjULroCzfZKXZlA8adf2gKtdR3Ly40MXUpboHZXpBefF+Y8SB1H7ttAd93zQWsC3XcKdMSThpSGQKuVGBsn1X9cl0BrQ5hsZAn0qCuz2ZJSX69p4FL+BSpWJfnzu7+URVB7+8KPZUig0hZU2WktAyDQ0SgF2lyMXS3QUY94KQLFnz6pK9OVQH8/T/jjWTrgPefxxBWVM4FmpBc6/q69SLMFge66BSoZtCwoKQWKQUfRFGi5EmPjpPqPCBRs0i9QHYPqCPSmuXZ8itYGcG2OH988OasEKoyquUjz9IAeFGhe0WwJdF+9hUDHIZ5d4/m1BSqNpM8FOtqgCxEo/vRL/eE3X80k0HS+ZZPTqVt6CFKLFgLVXaTZjkC7QrncSHqvEGjxrRbvINBRtAS6b9fg5d9p/tOaBCoVQK1kCAzY1Qfb1F/WBNofdVoCPYp935IqfLYDXMon7Zz3c/y79hr3NgTaHcu1h9kWaFQKlOmdo5AFKj3WQYGO7UZahkDxp2/qT9+RQAWTd4K3joWvTJ9AGzsA1JLMBbpHoKORBSqvxNg+q/bT6Dr8kgRqJTtgRv3pN3Q63qBTx4EGgB2Bdr9VE2g9ySgz6J7N4keDQGMKoOHRJdDIukDDY16ByuV5aduP4n8EqklDoJHSn3IjSW1487jrz8vUFCiAhkizE7NkwKDTBfrJd3nUxldmkkD3CHQ82gLNfxhbBF2CQCmABs7MAj2+LceB3v/ef4vo/AKVdp2qJ1ls6qe379mmqQu0thJj46z6D7uRRdAFCDSiABo40mT5IYMaCPRQHw66eoFWO6gg0OmoBao6q/7DagRKATR8ZhVoczj9gzVU4fsWry+X/K8WbMmT3EsCZbf4cTQEmq/E2DxrV51SHFmbQC3lBuZgvEH1BXolpPn2UXTy39881t8BroE8ldO0VDu/QFODSv4skiy2lc7/t5CN9TNOoHFLoGMNuhSBWsoMzEJLoJ1xpz+MKdtx4yJdQv5Kc+GkFsEItIfsKdaKDQjUGEmgxXNTzQJbsUApgIbPrmXQrjNNBtKLuepXqUZrW3EYcft4EQLdDQrUwTd3FaSPKXtW2SNVFkAVAlVs8dd5/VmZlgIF0CXQFmhX4JnORDpkq4gcpi8moruHXIvZvzLSw6wnGUVx6VYEOo6WQNXFsUKVCBR8MLoIairQm7O08p68mlaHt1CKDUKg1Vce+ijUmf+rI9Bxey0EL1D8uQRGF0FN2kDzXYxygU4exjT1Gg4F2khS/Fdup4JAx9AQaOc6LvnTrP1uRxVBAxcoBdBlsGsbVH2ifi98tn1R5dHp40AP0yrxvgWav0Mv0hg0BLqPVytQa3mBuRkqghoNYxLNnlk3vO7+RUpyGZviTqDNJCuBxgh0HE2Bdi2EpRLoqDr8EgRqLSswPwMG1ReoGHmUSDNR5513/3g0uRNJcHN+/m/mn3YgrmZLXdkJEktlKAQ6gpZAOyaBrVagFEAXRibQzkq8yVTOdJiR6PsRaO6/MQMuxNUsJ+V9yQhUl7ECzQ3aeKYjDBq2QKnBL4/+IqiBQOPrx2nzZzqC8+SZjTxOwom4GlEvDcYp18JDoCOQ1FmsropAIWT6+5FMBFpwfX7+9POUrNnBh7gQqCGSQPufl1Kg8eIFij+XR28lfopAAyEcgTKOaZDRAs3mba5MoBRAF0lfERSBmqdZJFysmU4RdBhp/IKRQAcfcrAC7do/D4KnqsS33zMU6FexI+cvAdTf4yUIlJJpiZ5A26cMFkGDFGi1PxmDmJZIWYlvv2Uk0Pff54t+BNCFFIBABzMyaj/ebTBeoNkqLa3DyxOovL8jBdBFUhZB22+ZCPS1tG7SQ9/LKQco0NZjRqAlGxPovgECXSaFQdvvGAhUrKh88uDy8u1LsTa9hXH0E/El0FZtrBRo8zmP2o93GyDQ+TIGs5ELVPGb1xeo2NIjL3ceX29lIL0qzVa6+YG2LhFoyWiBZjuptE8Z6kUKWqAUQJdKbtD2G/oCvZBLnRcBFEEDEmjqydZwh94tATZGJdChX1u3QHufJQKFOegyqLZAjy/kQme+LKhXghFo9nz3LV8i0IrxAo0RKISDNYHWF7CzspzdRJYh0I0btLh9HYEqG50WJdC6PNXb58Ey6Fz5W3k2Ah1Os52uOFJ8X2qH1WNwt0R++8UzMxfoUCNokAItB60g0OViSaBU4Ys0uwTamjbbsxjWZjAQaIcqB4qgwQlUkmfH2qewCCwJlE6kIk2lQPdqgW6+CGokUKVuFiXQujzx56KxJNBDEg/FBKT30dRtjS3gSaCKIX2lQGsG3SPQlkBjZQdRg8ULdF+XJwJdOHYEKkqd0enPnz59evt4swPp1QJIPZl8Y+rCzI5s26DF3WsJVL3W8rIEumswZ8ZgZiwJtFiLPsV7C2hIAs0XwGis3FIq1WkGw8KiQAcMGrZA58wXzI4dgaYTkPLFRAKYCh+YQLPvjOzL9EhNoNtTaWub9zH+RKAQPCYCTfjw1/Pz8z/9Yj8/BoQj0FgSaFQXaO1bv0WBVlM4awf6WbZAqcFvAEOBhkRQAi2+M1KJs1Um3WBl3qpAe0eCBi3QWfMFPkCgpon2C7QqJhVfo6rctD2B7osSuaZA1fQWQYMU6Kz5AZ8YCvT48fLy8p397JgQlkB3CoHG9QMIdFMCnTUz4BkjgV4/zjuRfvh1jjxpEpxA6wsPpItaynX4DQo02qJAWfxzC5gMY3opDWP6aZ5s6eBLoMqjWYlDFmj2NaqKoFtcWSQdyJX9UB6ZINC+RlAECi4xHEh/8uO/Xv77H8MwaEACLRu8pCp7W6Db2//YvkDzwrwqKePrjgSBQoXZVM4/bH1F+i4BFE1eLYGW3/psrqejXAbCXiXQCderHmX7PQQKLmExEdNEewUal3X4cl+fvBF0owLNh9JXdz7FLZlA1U0hwQgUf24CbYF+e8RydnGPQKufmgJNv/b5YiMushgOQiVWBZrNlUWg4B0TgbKg8giBxmWldVcd2LBAs8dhR6AxAoVA0Bbo8QUCjbsFKv1YlLlkgRarNW2rFwmBwloxagOtlgA90AZaY1c7pSHQXbHc3dDWvCsjGwkr/pHu24ZA1UsKTrnwGMalgD+3gb5A5UJnvTjqCU8CHTylWeaqVrvbokDTvye2BFo8SgQKnjEYB3r7ODp9Vf7k3Z9+BDpCAKkm9wg0L4Q3BDqNXb5ThioxS0l0gkChQkOg357cz/hexG7yv/jv7v0ffCt0UQLN5iptUaC7aMw+SCPZ5ZtlqBKzlEQnowU6d0YgAHQE+ihS4b0OH6pA8zJXvV8p+9Zv68s1k0DVC3UEIlAKoBsBgRpiKtBdJtANdcPnZTGrAo0714lDoOASo9WYfKJyuI98jPh6tJSxK6qdm2oELSqzaQOGrYsiUAgCBGqIoUB3mxNoqZKtCXTufEAILE6gbYIN1V1LGeV3Ptg8W2dfCnRn9W9d2AKlALoVNAR67NtD7oO/GfHhygiBzitQ1XGNJI4fLn/5rJ/yiBT2CHQraHUinXYtQH/70mNXUrgyag1VLL/04ebZMul8oexH2wJVHx9I4uunQpn5tgr6O3MP3kQ+YVfzsrBIdEqgL6Pooeov9m3yhsc1mcKV0a411rsS6Da64feSQGMnzdX9SZTT6MRStjknz/s+oZtCvuVAuEEJVtFqA/39LIoeNLeSu36SxOC/WM6WDuHG6q5lDGlhEee58UGtLBaSQLNtFc7Pn4hM6Rm0P4X9ngLoltDrRLpNqz0//vwpf/3p39MA7KzaOyFgF3UKNORMWyRb8EP6qxGKQMW2Clnd/faF7lDmvhT2ewS6LXR74csNOU/un+U/5RPjvRGwi7qNEXCm7ZGrJECBSjspHF9obuw1TqA6V4Tloj+M6eOT2hjMH7zvDh9wsHYXRALOtD3q/gxIoEKaZb39oNmCPyzQVtM3rBajcaDXf02Lnyf3/9Q3sskVAbuoY6hNHHSmrZGrpHoEwQi0tg54/6LgWhM3Cn0i0M3AQPo56fTnFrrhC39uS6CZPrt/8bAuEOisdH6PNtANn1fgawKdP9WxbaDVzog3Z3q9SN0pVPrEn1sBgc5K9xcp5Fxboe3PngK5PYYFKsx5kDqO7LWB7gt9ItDNgEBnZbsCLSvwoQk04e6f3/2lLIKKQ5Z64feFPhHoZkCgs7JZge4VBdCpGyGNYoxAM9J6+1FMDrE0DnRfCVTnerBkEKgnlpnr0Sj96V+giTE/vnlyVglUGLVqDp2WAv7cIAjUEyvvhm/1wKcEINCU1KKFQHXn0XWlUBZA9S4HiwaB+mKh2R5JuwFUEIpAK45/156G3ClQ/LlBEKgvFprtkagq8E7wt6DynvGfGwSB+mKh2R6Jt9GQ3gTKCiKbBIH6YqHZHoe/2Tj+BKrepx7WjbZAxT4I0rDjD2+e+ltKOWOhJlpotsfhbzqOL4HuEegm0RZofeZw/zxiNyzURKvuhvfXHOhNoPhzkyBQbyw132PwZxNPAqUAulF0BPr7ecIfz9KtEHIe607jmIGlimip+R6Dv/4UnwKdO2UIDx2B3pxFCu6pTnXJUkW01HyPwd+9+RIoBdBtolWFv1D489R3AXSxIlpqvsewSYHOnTAEiJZAj5eXl2+TKvzPlyWflCc6ZakiWmq+R+Dx1jwJlALoRpnYiRQCSxXRUvPdTTmsAIHCRpg6DjQAFiuixWa8i+0KFH9uFf2ZSK99b2PcZLEeWmzGu9iuQHu2D4RVo18CfaG7fuLcLNZDi814F/vCoFsU6NzJQpDQBuqPxWa8CwQKW8OkBIpA7bDYjHdQTk71eWO+BDp3qhAm+m2gVwGMna+xWA8tNuMdRIVBEShsBYPl7N6fRac/BzD+s2C5HlpuzpVsWaCwUfSr8H89/2NtKpL3Cv1yA3q5OVeCQGFzmHQiRQjUDsvNuZKoMCgCha2gL9An9+v8gEBNWW7OlSBQ2Bxs6eGR5eZcSSFQr7eFQMElCNQjy825kijapQZFoLAZEKhPFpz1NsnNIFDYGIYC/SqWsvvls/38GLDggF5w1tuIm0GgsC2MBPr++7wH/uTZHHnSZMEBnWV9v47d5cTNpEVQBAqbwUSgr6VBTA/9L2234IBOs75HoJZzsfQUYDkYCPRKFD0fXF6+fXkWwpZISw5okfX9mgQq6vB+fx8IFFyiL1CxtVxe7jwmZVH/a9stOKCTrO/3azFo+nvYiWqJ91wsPAVYDvoCvZBLnReWiqDHTx9Er9QnkwaBJQd0UmATG+IiULu5WHgKsBwmLqicFEe/m9wK+vGl1Kj64J3ux5cc0EKgvpVjifwmfN8NAgWXTFxQ2cLyyrePmxslazYKLDmg0ybDaBVF0PzXsEOgsCG8C/QgeqKi++cZ6fiok+daV1hyQKf23O2WfAsFxT0gUNgQvqvwYnGnE3mXuusz3QWelhzQmT8XLdDmNh6e7wWBgkt8dyJdtXQplPqTziWWHNCZP3dLrsM3Bep5dyAECi7RF+gh+dIXE5DeJz/r1bcbJOXZ1gWSBLRKtYsO6F26H25ZBF3ggKZ9cyMkBArbwWAg/YXo6Pn506dPbx9PHkivakPVbVdddEBn+4kXAl3ikFAEChvGQKCi1FgycRATAs10k9XhxZjQpQk0hG08ZBAouMRkLvyxnAx/MnUqfL1LKmNTVficXT6pc3kjmkJYhV4GgYJLdAR6rH788Nfz8/M//TI9/YuWLUUBV6tdYA0BvUunJKVjQhdWiUegsGU0BJqYzf4GcmJm/Xe/SgduX+jOr19FQBdTksoO+aW0hhYzj0L5LSBQcImGQLO2SQtzj2pcpU0B5z+LFZov32Yj6bVGMa0joHdROaZemHM5K4wEsRGSBAIFl3gXaPz+rDGVU3eV5nUEdD6kfpdX5pci0Gwfjzic3wICBZfoCTR6bl+g8fGNrNCTp7r9UusI6MKfu6hsDl2CQcPYCEkCgYJLdDqRxADQu6KOfdf2vvDHj5dvzs/Pn16+M+jVX0dAZ/YU/xfNoRr35U+1xUZIwfwSECi4REegh0iF/Y4lTVYS0Lt8SOiuaA5djEBFToP5JSBQcInWONDr7xHobJRzyHflCiNjveixuTSMfTwkECi4ZOJydrbY6or0KnYFqhtTqrJ1ojOhZil7X4ZeAoGCS7QH0s8g0A2vSK+kV6AqN7b0pS1QU+MiUNg22gPpj389/5PVrYw3vSK9mrw5VC3Qtuv2vgXqfRl6CQQKLvE+DnTbK9L3oiiCKgc3tcp/+iOgEGhIKcBy8C3Qja9I30u1Smh5KFLNlVcIVPORGI85DWQZegkECi7xPZB+4yvS91OuEiodaRt03xpFZCBQs2dYrQHqdxFQCQQKLvE8kH7zK9L3Uq4Suq+OFAatDkbRzrtAPa+iLIFAwSWeB9LrL6isysKEDARNvkpoVcHOJk42Jstnk4Gkj+kNwo+rBUG0QaCwcTwPpEegvSS3lk3rrF7H5WojeV1+rxCo5pe8y7iDUg3w0SNQcInngfSsSN9LOS1e3neomiy/z9aR200X6OghU60PhgYCBZf4nonEivR97NJJktWQ+kKgBftyGST5IUSRagRUN+1G1JThDZpCfPIIFFyiLVDLA+lZkb4XYclqWrw06jI7mpVFpbfKHwceSs2MxYIgzXMGW0ZDfPIIFFyiLVDbsCJ9H6kqS70Vd1rN9SzbR/UEWi9bqj8wYoOmEJ88AgWXTBSohfIoK9L3kPmzKdBiruduZybQetkyS6I1G3QvbdCkvko4SzBJIFBwifZMJMHXT59bx8xhRfoe5H3j2zcqDJoPIKrebDeKNqj1SxVnNuvwedtrl0GzcQABPnkECi4xEahkTUtdSqxI30Wux11rrFJ+vJwCVBvqFPc9FeHPnVQ7V34gPakadNq6Rm10VUggUHBJGAKdxCYCumvbDH2BpnVzabnmogxbfCAfZFq2HSg2uNtr7zniDgQKLkGgy2Bw24ymQLvOzvyZly3l86TtQFNB7oqj9Qp/folsHMCEG5oLBAouCUmgxw+Xv3wePq3JNgJ6qMDXIdB9i6psGe33+9oHi/fzvv84lgadlgbNT9mF6U8ECk7xLdCqP+o6W1j55CGdSCoGl9xsVt3TH9IJnyp/5mqsiprNSbLlDk3lXsvZ67D1iUDBLZ4FWn7++Lrqh9dbT3krAT1GoLWe8eSnfaSgtnld7fyoqJrLeqwZtCx+2r03iyBQcEkoAhVL5Z38eH7+RHw/WZFewdBtljVw6UCfP8sNlKXXFY2L74r++HAbP3MQKLgkEIGKlfKyuruYysmK9CoGrFUIsn5g10K6YKrFZlmzI/FdVKxhErI+ESi4JRCBXlQLiIjFRFiRXoGJQPv8GWfKHJv6rqzga+bbLQgUXBKGQGsL07OcnRmqEuag7MbrcLcLv/gZI1BwSxgCrV1G95oEdEarhGlZdn01/HBAoOASBApjWYA+ESi4RU+gJ+mqc2/P8h/SHy21gVZrgN5oXpOAhgoECi7RE6iKyQIV5jxIHUe0gYI5CBRc4l+gCXf//O4vZRGUfeFhAggUXKIh0OOHSxW/TFlQWZZyauLj72eMAwVzECi4ZOKK9NM5fnzz5KwSqDCq3pZIBDRIIFBwiXeBpqQWLQR6+uvg+TUIaKhAoOCSMARacfy7pj4JaJBBoOCS0ARqAAENFQgUXIJAYVUgUHAJAoVVgUDBJQgUVgUCBZcgUFgVCBRcgkBhVSBQcAkChVWBQMElCBRWBQIFlyBQWBUIFFyCQGFVIFBwCQKFVYFAwSUIFFYFAgWXIFBYFQgUXIJAYVUgUHAJAoVVgUDBJQgUVgUCBZcgUFgVCBRcgkBhVSBQcAkChVWBQMElCBRWBQIFlyBQWBUIFFyCQGFVIFBwCQKFVYFAwSUIFFYFAgWXIFBYFQgUXIJAYVUgUHAJAoVVgUDBJQgUVgUCBZcgUFgVCBRcgkBhVSBQcAkChVWBQMElCBRWBQIFlyBQWBUIFFyCQGFVIFBwCQKFVYFAwSUIFFYFAgWXIFBYFQgUXIJAYVUgUHBJIAI9fvpweXn5y6cvBp8loKFiXDQQb2CHEAT68WVU8eCd7scJaKgYEQ3EG1jDv0BvH0d1Tv+moZhKEAAADLJJREFUdwECGioGo4F4A4t4F+jhTATx/fOM78WLk+daVyCgoWIoGog3sIlvgX57lATwK+nAdRLgd37TuQQBDRUD0UC8gVV8C/SqFb4ixH/SuQQBDRUD0UC8gVU8C/T4IoqaFahDFH2n0ztKQENFfzQQb2AXzwJN/vy36k+qYxWRgnnzCEuiPxqIN7ALAoVVgUDBJf6r8CfNUSRUqcCcwSo88QYW8d2JdNGKXtFMdU/nEgQ0VAxEA/EGVvEt0JuzJKJ/lQ7cJvHcKiT0QkBDxUA0EG9gFd8CFeNKkgg+//lS8DYb2aw1qoSABomhaCDewCbeBRq/P2s00Z8807sAAQ0Vg9FAvIFF/As0Pr6RQ/rkqe4KOQQ0VAxHA/EG9ghAoAnHj5dvzs/Pn16+M1hfjICGilHRQLyBJcIQ6CQIaKhgQWVwCQKFVYFAwSUIFFYFAgWXIFBYFQgUXIJAYVUgUHAJAoVVgUDBJQgUVgUCBZesQqAAFcQbuEQdJHNHoUV8P0AIC+INXKIOkrmjcGZcVrPWmtZ6b8w+NrPPtVZwrWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWH83q/+wg0TIL8EnMtf9dadjiv97uPQMMkyC8x1/J3rWWHMwCARxAoAIAhCBQAwBAECgBgCAIFADAEgQIAGIJAAQAMQaAAAIYgUAAAQxAoAIAhCBQAwBAECgBgCAIFADAEgQIAGIJAAQAMQaAAAIYgUAAAQxAoAIAhCBQAwBAECgBgCAIFADAEgQIAGIJAAQAMQaAAAIYgUAAAQxAoAIAhCBQAwJDgBXp8cz+KorsPfq0O3b48i6IT6ciYc2yllXFzFj13kNbxvTjp/rMv09Ial9jH1hFbNyb49ujOb31XNrsx+7iMN9v5ypgem9bzZSuObefLQsiHLtD3yf1kPGweOvkXjXNspZXx7VFUBel8ad0UJ53+1nmOrcSOr4tzfrJ9Y+nlX0SSQNtXNrsx+7iMN9v5ypgem9bzZSuOLefLSsgHLtBDVHGvdej56HNspZVzIR2YL60y7qLouy/maY1L7KI68pPdGxMck8tXAm1f2ezG7OMy3mznK2dybFrPl604tp0vKyEftkDFX9PTd8kPHx8nfxX+Vh76NTuSfiXHnGMrrZyD9ITnS0scOXkmKiNn+W/YKK1xiYkgFxWX2xe2H6IgKX9KF1Hfqv6N2cdlvNnOV87k2LSeL1txbDtfdkI+bIEeyr8f4iuY/nhV/BkTR34aeY6ttDLEcy6DdL60rsrf4iF/zyit0YnlJ11UR6zcWMJ1WgQpQ1KZusGN2cdlvNnOV8b02LSeL1txPEO+LIR82AK9qIrSyd8LcXPJrRUFm/zImHNspZUimvP+R3HyfGlJR/IfzdIad2MX5ZE8+GzdWPIXPvl7Hj14XAq091Z1bsw+LuPNdr5SLMSm7XxZi2PL+bIU8mELVCL50ypuKf9PIN2vxjnT00r+Tj2/Kn5D86WV/A7vKU81T6vnxlrRZOvG0ud18kzqRGpfefqN2cdlvNnLl93YtJKvOeLYRr4shfzSBFoVzmt/Z8afMzmtJCB+issgnS+tQ6sWMTmtnhur1Wee20isEujJwy9yL7zyVifemH1cxpu1fFmOTSv5miOObeTLUsgvRqD53cm/jqvmTY45Z2paiQmSX4gcpDOllf6bDku7+6w8dVpaPTcm2s7SFvWXeTuQrRuL46/icnWBNq48/cbs4zLebOXLdmxaydcccWwjX5ZCfikCTe42LVPLN9b82zbmnMlpZQX/8q350hIJXeVjKrLxc1PT6r2xtKXSYmJFWjmSQNtXnnxj9nEZb9byZTk27eRrhji2ki9LIb8QgYpxhEVnWtdNjjlnclr5/7aCtCetJPD+WI5KS+UzNfD6H5AYzSF48MXqjRWvlyVQl/FmLV+WY9NSvuzHsZ18xXZCfhkCrcZhd9/kmHMmp1U07FkK0p600qGTaRXj6+t8NLAFp3U/oKsyyE+e2byx4sCiBOoy3qzly3JsWsqX/Ti2k6/YUsgvQqDHcqhr902OOWd6WhfN38dsaaWBV02QqNXNTNIauDERTA8/51H+3OKNVUeWI1CX8WYvX3Zj01a+rMexpXzZCvklCPRWmtXSdZNjzpmeVjs250vropz4VvQJTgq8/sSkCdTvsz/atm4sZ0kCdRlv9vJlNzbt5ctyHFvLl6WQX4BAxQT/chWCjp6yMedMT6sa0majp3MgzxfSkezdKb2XA4kdekefTLmxnAX1wruMN3v5shub9vJlOY7t5ctSyIcv0LSkXc4KaN/22HMspFU1mpRLEMyWlni/HXim4+dGJPZcOtfijeUsZxyoy3izmC+rsWkxX3bj2G6+bIR88AJ9HdUK08rZAmPOsZGWIkhnS6v267yaltZwYsoajpUbi8trLGMmkst4s5kvm7FpM19W49hmviyFfOgCvWq0pqnmq445x0paiiCdLS3xX9mPnf09NJ5DPJxY+4+vrRurklzAXHi38WY1XxZj02q+bMax1XxZCvnABZrc5Z366tBXrRVTxpxjKy3pnedD50xNSwxhy36J76sBdCar2IxITCzt9bw8uxh6bOXGMiSBKq5seGP2cRlvtvMlvTMpNm3ny1oc282XpZAPW6CN6Sz5oXSpP3l9xsFzbKVVUgXpfGmJ37A48rWsjRilNS6xC3lMxz2bN5YhC7R9ZbMbs4/LeLOdr5KJsWk9X7bi2Ha+7IR82AKt10uyZ3KoDjwfe46ttOSTiwPzpSWdldcnTNIal1i2jmTGabl6o5UbS5EFqriy0Y3Zx2W82c6XfPKU2LSfL0txbDtfdkI+aIEeXygeRPx7bd+SMefYSqtCboGeL63iSDHXzCStsYlVp31nnpg6rfwd6W9696163RPJZbzZzlfFtNicI19W4th+vqyEfNAClf9GSN/H2s55Y86xlVZFbZjYfGl9ffN9cuSHd9UR/d0MRyf28Ul6ZEpiHWnFTYEGuiuny3izna+KabE5S75sxPEc+bIQ8kELFAAgZBAoAIAhCBQAwBAECgBgCAIFADAEgQIAGIJAAQAMQaAAAIYgUAAAQxAoAIAhCBQAwBAECgBgCAIFADAEgQIAGIJAAQAMQaAAAIYgUAAAQxAoAIAhCBQAwBAECgBgCAIFADAEgQIAGIJAAQAMQaAAAIYgUAAAQxAoAIAhCBQAwBAECgBgCAIFADAEgQIAGIJAAQAMQaAAAIYgUAAAQxAoAIAhCBQAwBAECqFyFUV3fpNe35xF0XNvuQFQgEAhVL49iqJ71cvji9pLgABAoBAsh0gucjYLpAD+QaAQLheSM6nAQ4AgUAgXqRIvKvA/+c0NQAsECgGTVOJP/pb+lFTgv/viOTcATRAohMxF7s2kLJqbNOH4/n4URT+8KoX69Y04cPLDq+JD3325/j4541fn+YWNgUAhZEQlXtTcL6QKvGgNTTnNBXkVFWSF1ESg78WrSrkA84BAIWiySvxBqsCX/ix6mCp/5pa9iO6m5zDoCeYGgULYJGXPe8cXVWlSlElPX4l6/FmmSHHg4efkh4+Pc81eiLIo1XdwAAKFsBF+vC9V4KvCaN4ueiiLmknZNC2TXtDhBI5AoBA4h6pxU3BRFUYPjZFNiVELgTLiCZyAQCF0LuTuoESScmto1cz59cNfz6JSoAy5BycgUAidmidFjV4ilenx+smZ3K10Qf87OAKBQujUBCr1wRcClQ8hUHAKAoXQaQq00UGUlUnv/vCnn//zEQIFtyBQCJ1mFb6xJtNVOaL+GwIFxyBQCJ2aQMWiIrUeImmM6IEqPDgGgULo1ASaLgtaTeH8SRLo7SMECo5BoBA6dYGKJs+TZ1/i+OvrbHjTRVaFP745K6a/I1BwBQKF0KkLNBtYL019l18jUHALAoXQaQg0PpzJ/ozj14U8n+btowgUXIFAIXSaAk1q62L5z7tPP+evr5+kL78U0+IRKLgCgQIAGIJAAQAMQaAAAIYgUAAAQxAoAIAhCBQAwBAECgBgyP8HjnkRYvCGySoAAAAASUVORK5CYII=)
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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Effort really only varies based on license purchases
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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 minimum size, just restrictions on minimum mesh size in gill net fishery
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)
Size limit implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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No size limits
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)
Data Characteristics
Available data types
Answered
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Historical annual catches (from unfished)
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Recent annual catches (at least 5 recent years)
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Historical relative abundance index (from unfished)
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Recent relative abundance index (at least 5 recent years)
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Fishing effort
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Size composition (length samples)
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Age composition (age samples)
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Growth (growth parameters)
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Absolute biomass survey
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Justification
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1. Provide the time series (specify years, if possible) that exist for catch, effort, and CPUE/abundance indices. Catch data are available from 1916 Effort directed at herring (measured as commercial licenses) are available since 1976 CPUE is not available; abundance index is a hydroacoustic survey conducted each year
2. Describe how these data collected (e.g., log books, dealer reporting, observers). “Additionally tools such as port sampling, landing receipts, logbooks, and observer coverage are used to monitor catch and ensure vessels have the correct permits for the catch they are landing.” (Rapid Assessment Pacific Herring.pdf)
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality. Hydroacoustic surveys are conducted to create abundance estimates landing receipts are used to generate total catch Effort is based on purchased licenses Age composition based on research surveys conducted by California Department of Fish and Wildlife
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports. Growth, timing of maturity are all fairly well known. Biology when offshore is poorly understood, but that has little impact on management. Status also unknown because unfished abundance uncertain. “Currently the stock assessment for the San Francisco Pacific herring stock consists of spawning biomass estimates each year, which are used to set precautionary targets for harvest. Other reference points (unfished biomass, B0; biomass needed to obtain maximum sustainable yield, BMSY; and fishing mortality needed to obtain MSY, FMSY) are not available, and neither is an estimate of unfished age distribution.” (Seafood Watch Herring-Pacific-California.pdf) Annual uncertainty in productivity is acknowledged. Assessment models attempt to predict available biomass based on ocean conditions when setting quota. (https://nrm.dfg.ca.gov/FileHandler.ashx?DocumentID=148632&inline)
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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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Reporting is quite accurate. There are no concerns
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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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No reports of hyperstability; however given that the fishery targets the spawning aggregations, hyperstability could be a problem. However, catches are so low relative to the available biomass, it is doubtful that it is an issue.
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tB6lH48cimZIEQEHseGhSUTTJDoBtBDgK9PT396PV6pdZGA5NNyQLDObT5M59khkA3gvQCPb9XbWP32cOtj2OeJ5uSBQZDG+9FAYGC1CQX6DM6QE4FWiw+iHiibEoWGAjTp9Gf+SRzV0S2IdA5kFqgZ2Qh0ld3SoGunhbFm5hID7po/AmBgtQkFihZf/SkrHyS6UvEoO/FO1U2JQsModZnYZlHmU0yQ6AbQWKBLovi7poJdH1F38Qim5IFBlD70zoPPZtkhkA3grQCLSudpN+TCbSsjkZsw2dTsoA3TfXTOgSTTTJDoJ786D/bZvyZf+8fWw75H/4Xn5D/6O/9y2Wo/+r/PCR2KsmXchJ1MoGyd5HIpmQBXxz8mU8yd0SkjD8EaqQR6Pb2T/0XpiN+551/wUeg33+HhfpvDoyhCAQKJoKgz5aF5NkkMwTqSSnQf7F68bu/tG005XfMH3fwg3e2f/rvr9f/tPTzvz8shiJowoNp4ObPfJIZAvWEC5Q6z1Rb9BNo/a0y/D9r6RrwIP0g0gMu0DMMIgELXJ/MnxDobBEEKrwU8RJoE9b3LT0DXiQW6BWbQ08EWr7GNCZgRKp+tu4El00ydwsUBjUiWvObdWXx9/4iGf75G+Tl96uOTNIM/6O/96+QjtI/129Y6AfvzEegZO7n4pgIdPVhgYn0wIhc/WwXTzbJDIF6Igu0evmbbPiH6LQRKB8Vkjo1v7MtYOoBmFMNlO5Jz8FSTqBR7Rsi+3P6AqWXAIGakPtAqRpLJ/4b/3j9o//nneovrAn/p7+4/WfLuuePfucdqUnfKdBvenWhWkgtUFoHZWAzEaCi67PDO9kkMwTqSSPQ3/2lqgVfevQv0Q9Y3ZEJlHeFfqdXlfIH7xg7Vj1JLtD1+uaI7Me02HsR9zTZlCzgDrFn/XiW+rN27YRP5tXL0488tlqEQD0R54H+NDXkd/iwedWkVweRerXJy+ADVkBzEOhIQKCTg+pT9+cIAr29rJV5sV/1LvV+YCwE6ok0kf4vVR/ULfFKpaJAf/R7/9O/a5twbws94DRQCBRki9GfXdYJksx8ScfqWdNB33OGCATqSdOE/6P/kXZi/ukvCp2aRJ1coL/7F1tXLJkDD7oQCQIFmWLWZ6d0wgp0Scz51sHBo6L3HLvWiFRXAYGaEEfhae+mVaDfpO781/7G70gCbRtECu7PZAJdvTw18RFWIgGK1Z9jCpRMTa7a7jdPi57rjCFQT0SB0qVIpUBl6fFBpO0/9/fJ+++7CvRPf2mbDUcFI5VApelLDVgLDwiVPj38GVagy2ZtHJkt8qBPGBCoJ5pAtfVIlUCbj11H4f/pL27/VMj+TwIECvLDUv10UU5IgUpbfF/1XOcBgXoi+vL7tA6pTtysBMorpuUXnARafiHgDHpG8ib8EZnB9P7p6a/sFIvHaMIDe/XTyTghBSptD9Z3rzAI1BN5JRJRHp+5yf6k1EC/7zaI5OrZfqQeRDoris+95i97tZF6AoFOhDZ/zkSg7DogUBPCKPxvblcvv7m9Tda7/94vVQpkfZ7frNYn/aa6ltPCd8LOX2Kk30yk2YBpic1EgF2fbsIJ3AfarC6+3oFAR0GcB8pm0P+oXgtfdWH+4B06PFSPzv/0f27e9U5GGssPNxKfxX6gDOwHCob6M5xAP1jT33feKArZB1pfCQxqoBHoT1XbLxHojM8/86//v9W733mHOvBHv/kOfe6HZdc7mR+8M0OBys0i7Ei/6TB9mv05rkBL7vzsiy/zH3jyUbBReAh0NkCgIBtkf6p/dbONQzLf0vnGq5b17eIcEZolV9/aCTkPFAKdDcmb8EK3Z99GUj8g0Mxpr34GE+j5vYLt4t22+9fq1cmjnUagxKg9N1uEQDeCxINIZ8Lv+k3fRlI/INC8CePPzmR+VluxdGKXEqlFa4H23WyxJSL8UiDQyZNYoOSXfeuYvFqd924k9QMCzZlany3+DCLQ8he72PoqsSJp/Tg3eFZf771XLQS6EaSeB3pVlZdd+n/sSL+pdFU/nf3ZkczX5a/0E/YMLrn/KDgQ6EaQWqDr633eXY8d6TeUzuqnuz87krla3M6eAnuV6imwEOh8SC7Q9foV3ZH+Dnak30yqh3bQl1Z/9jBNazKzecdMoMnmHUOg8yEDgY4EBJojTvrsI5rWZOZLNOuRoSTT5pqrgUAnDwQKEsLt2eHPDATaerRxazHbwRDojIBAQTIEfYbyZ7wmPAQKDKQX6MuvHDS8i4n0m4Nb9bOnZjoHkR5wgZ71GkQKtxsTBDojUgv0ekf60cZSzo3BsfrZ1zLtyXzF5tCTfEZm0PWZxtQ8qXNgRCDQGZFYoIo/IdCNoYc/AwqUzP1cHBOBrj4soq4ctkdEuB4I1MCPf+OQ8Rf+6+9ZDvlf/0+voP/Zf1mG+h/8Q/XjP6Af/wOvINMv5Szuv3/J6fUb3w8INCNEfVr2DmH09GdXMkuPkkmzcEO8IBhUpxHo4eHP/femI777pX/bS6A/ZIH+uvzxb7GT/VWfMNNvJhJxLrMEBJoPztXP/orpSmaS5RiJFm5AoO2UAv13qhd/8KuHRlP+vvnjLv74S4e/8A/X/+w3FC2XWv3l75GPD3/d9s0Wkm9nF7UWIAKB5oKh+hnMnw7JfEMXbiySLdyAQNvhAqXKM1ULPQX6yeEvfE8OXzxd+e8vWHoM2kgu0Jj7h0hAoJnQz5/hBerI6uTR7ltfazpJQ43CS1cEgeoIglNcV+Mn0H/+N1kV84fS1/nHfqEmb8L7CHT16qP+naUQaBb00aePYEIl87eq4c3F41qhEOhIiNb8pK4V/iEd5/m75CXrySTW+5P//S+TPs2/og0LmeDe5Mqs31W13CkKlAwiOc8keXl6Sjutbuj2I4sv9DwVBJoDsf3pkMyrf0Sc+Nmf/1rbEPwZ7ymtR+oh0JGQBVq9rMd5iE4bgf7wS/Vgk9h7+fuHAn9V/JzJuDyB8HHddLfUdrtIvx+oY64832G5+WpHydmOQKDpkfTp4s/wAr15xPeYb/kNJtPrto4vL5+Rf6sMCoGOhNwHStVYOvE/+t76x//kS9VfWF2xrDv+Qln3/PF3vyTVHW0C/UQQqKjKUsO//L31n/y3liH/DjKYSL94fNl9XF0juEsfrnBwQMYB+o3fQ6DJ6Vf99NNLRzJf7QgP6bA/AOGs/n0mzZ3KoIEEKl8TBKrT+O0PfrVyXunRX6Mf/LCSHBMob3P/vpP7PuHa/ESua/7xr1LX/rxTR4BK8kEkt4n0tEbw/vMyN3+eZfuznutIINDU9Kx+etqle0PlxdtUjbfP7BNBhb2W+cb1EOhIiPNAf54akje+mfrU3sofDhPoP6l6An7u13xiOxGBLqtcTCfx3eUf9aqCQqBp8fBneIEuxZ4few4SZVnPVYZAR0KaSP9ra6nPslKpKNAf/+H/8V/ZJtzL2AT6SdU/8Ft+M+kTC/TRrsx9cxblNYKrptbQdztcCDQlvfXpKxeX3ZgY9hwkyZI9ER4CHYmmCf8n/xuV2j//m0KnJlEnFyhdg2lfsSRjEegPD/kovE8naOo+UDd45hVycbjdcUB0RvOn036gxnf240g//QeB8ptyVRCojjjGQ6VmFegn1J3/4d/9rqS+noNInwizmzyqoBAoiI6sT1d/JhSo8rw5sofTxxDoSIh+o0uRNLPxQaTDv0J3APmhk0At05h4ddRvHtM0BMqbXlVlYM1eogk/CYz+7PiOrz87m/CCGK/sU+GUrULLt2/8NxDoOGgC1cxWCbT52K3xbZlIvxEC5f39y2buSb/tcCHQVPhUPweYpT3oM2HknYzI2+Yxkb/tCavdlq1DnD0iol4XDKohiqzqoPxEGXWvBMorpj9WtwcxY1nK+fvTbMJXDSLnUXiy+e3bl5fPyBPkeV0U05gmwMj+7EhmmuH2ji8vL18eta7FOFMy47MwAtWuCwLVkFciETX+8Zfq/Zl+Q5jGxI/7odsgkmUzEb5hybQGkXoKlFUByiz/bVI3OD1tz/4mINAEKPp092ckgco7eLftBHa+I2fG852kAt0g0Qqj8L91WL385PCQrHf/w1+tHMf6PJv5R2470Vm2s/uEbmf34/pcPUkm0EdkypLrNKb1evWszvJnnbI1A4GOj1/1c5AuOpdyHnF/7rX+AK8u5Ad0rZ7tJBXoxhhUnAfKxn1+XK+Fr/ZC/uMv0eGhenT+5/878653Gt8VAyEV11+XzvfLHrvZTaUPtOTVV3bv061x2D457dlfBwIdG8/q57DqlsNmIvQxhu8eR3ychzUiEGg3jUB/rtp+iUBnfP6FX/7/qnff/RLtG/3xb32JPvfDefhHeqTHD3m99Q+arZ56Mx2BNpAS8H7v/ewg0HE5HODPqAIdCVNE9AuDQCfOFAXqRzYlazPw1ufA/r5skhkC3QggUBABVZ+j+TOfZIZANwIIFIRnmD/jCpT2gNa8G68jFALdCCBQEJoh+hxsij7TmHrP5BgYEcOlOV7tNgSaKdMVaPva5MLAiJHbZJL602E/UAgUhAMCBSHRxt77+XP4hPHOpZzF/fcvOf2fTTgkIhDo/JirQHUg0PgcWv3pGMBwTXRuJtLvQTBBIwKBzo/pCnR926/+AIFGR7dnv+pniKGSru3s2pZvBkWPiOninAW6SYs5p8SEBdoTCDQyBn2O788++4HGJeicLQg0VyBQEIbh/gziiK4mfGYCdbxmCDRXchDo7enpR6/Xq4gd+gQINCYB9BlGEZ2DSL32QIwWEY7TRZODINAsSS/Q83vVdJLPHm593HXs6vLlaWnbS5/pzxBoRML4M75AR2zDDxSo9PlGCZRvt8awbXrdCn8aNWcZZ9JacoE+q+fjdXbwvzoS7urei74ngkCjYdJnb38GMkT3RPrF48sQJxoYkRrLVcvD7hBoXzZGoORubX2V7LSoX7LEzb5yX7c+6HcmCDQWIaqfwQTRNYgkM+5EehPmy96GQCFQF8jKkCdlviaXpjwKUeaKLiHZZUuYSau/WPTrzYJA4xCm+hlssfdkBSook76EQMMKNBKJBVo9LK4SKHnwkW2WM8n5i2Phg4u+T1iAQOOQmT87BOr8BITIEWmQrLnNX603V6AVpMQPMOCGCJQ9rpgJtOVBxWeaLskN7vXbBIFGIJA+A242lE0y9xcoN+e29If1xguULiC73i+K+x9zMQqGvHhU1q7uyyPQ1Z/JAPWdJ9UnTRN+db5LWrNPqm/Tp1OuTtiR/EV1JHlX3HnM4kFOVH7x8afi26QCZYOiTKD2IVJT677lqd5GsilZMyKUPwPaIZtk7ilQ+u/2ttD52dwT9rfAEcwbVaA/8ZD2uOgCJS/0pj75dIuNOlfBcIHyDWWqURTy9oB99PZnbKTlLo8DhY5u8xMpb43Rz0ygpr9gLXxqjPpM7M98ktlHoEpPqHzMZhlUFShzpC7Q+nm9skEb29U6rAUqbMhFRSht0HWvfvHeWgqahCD0zZKA+Ftj9DNrwkOg+WHYN4Tgoc+guwX3O7fXjGI3/ARq+AsESm1YzXHUBHpFqpgf00k6og6qrzypHkdNv8oESv/w9uvqMb8kACrQrY/Xqy9Tpx6vV0tmTPKXz71en1fGJF/8yfL4m/94i7Th67fpB5EecIGeWQeRmGgl0IRPSrjqZ9jd1rtOvnrOt6PfvZfPKHzrRk0QKK9fagIVK5ZCFZR+hVYjz9h32YFXvIG+rI643hFC4HVSVuUkZyBBVfPUi7fl+JG3iQV6xeJWX5ptZtJSs2Xvnckg0ICY9ZmBP7uS+SrljvQmIFAzqkBZBUoVKDnsbv0HwQfMekJATKBLHhTzZK1L+oIGzcOUgqo6Bd6qHwdcv00sUHprjolAVx8WLVVKenHiONtNc08dgUDDka8/e+5Iv5dLEx4CVVAFWo+gGwTKEfTRDNLLVVVh8J695ALl3pRO/epkv2jqrrSVv0dFVL9NvBJJugEtRqRdtouD908Jz6uZ9P1m2EKgoQipz+Be6N6Rfu/5w2LxRVIuei7FCBmRBvsQuzKcBIGudYFKv4hCe6KfQB/UZ5QFujrZEUP+Fj8XbcrXb43RH082wnBZ62Yi50rdgfYQ9wECDUTW/uzekf4BLUvv8S6uWIQTqL2SOmMyECgN+633L/nZV2zmJ+tqZG+N0R9TNjdH92jFuGN7kObngOrzcd+8D4EGwaJPf3+OKVC2Yc0ZLTKtS4cjR0QAAjXSItB6zqPUB6og94GSI9r6QI0CrV0rnL3k9jlp0vNT3mYgUHdWr05PDg4OHp++8Kg5QKAhCFv9jPC4c5cd6dma4Zalw7EjImBfZQSBtgj0qpBH4RWagXuXUXijQOvOUfJWPAXvNKVMSqCDgECHE7j6GUMKLgJlE47LdxHb8BDoICwCpdq7+5ruhSHOA119+C/tfSR8veoZJLM4lXmgdNBFnQdqFejimA5X02+++pV7e2QC6LPKyOxtBgJd/SM6d+DPfy3u2n8IdDAT8KfTIz2YOePurhxcoJtlUJtA+eB30TSwa9R5oNLnS6HqWvcDfrDuaMILR4onLgNq3hqjP55sbh7xPo3FF2KeCAIdSHB9RmjAdyXzkhaaxqN5CLRjV3oIVBBorbWtv6auhRenudNPf4YtbH9bXgvPpwI3a+HNg0jswMV/skPb+s0wNhUvf2uM/miyudoROoX9tv5zBAIdRnh/RjFC5zQmNqDwXv+1bCEj0gCBGrEJtBpMvvP4dTOJgg6G39mT5vDQ+RbS1krCbkz0C/ePq2+3TGO6eURnfdZz9FcnZBenYtYc/+kAACAASURBVJeNX7O36TdUXlS/ELfP+k6N7wcEOgSbPnPzZ/czkUjZIAvgXnzbMoA7SkQaOgVq2F0EZEP6tfBNJWCZRYYGBjr86RVmjAZ891JOYVleHj/Y2/b7AIHmTxa7MTFaNlQOAATqTYzqZyR/dibzxT7t/qTdY33XYgSNSA0EOmmy2A/U+C40EKgvU/KnczJfHBzUO4vHIYBAlUn2EGiGQKCgHas+B/kzmg2ySeYeAm352xoCzZvkTXhhNV0eo6JAIkr1M6IMsklmCHQjSDyIdCZ05CtbooYmm5I1JSJVP6M14DNK5l5r4dv+BoHmTGKB0tmfe8eXl5cvyROgctgdBzRMz5+2ZF69PDXxUd4tHnmVEgSaIakn0kvbUcWcVQKB9iaWPqOqwBIrad/Zhsz73JVlnjBofqQW6PrmiOfmiNuDryHQ3kzSn/MSqDLLHgLNj+QCJa2rrxwcHLx7HHcvEQi0J1Z9BvDn+ALlTfgjsjrv/dPTX9kpFo9zb8JDoNmTgUBHAgLtRbTqZ2QPdMTsjO5xVr/Mfu8FCDR3IFBgYqr+7EhmaQ/lZRY70rcCgeYOBAp04nV/Rm7Ad+8HOq2lwxBo7qQXKO0BrXk38wy9GXT5c0jYkf3ptCO98d3AsxoIEK68zhMCzY/UAlUe1J37qOgmELP6Gd2fMxPoGgLNnAz2A4VAc+Iwqj/jO6DzscbTWjoMgWZO+qWcxf33LzkR98eBQF2w63Ma/uzekZ7/Rt88nMDSYQg0c9JvJhJxD2UJCLSbyPqM34B32ZF+65i8Wp3vRG3wxBAoDJofybezi7p8UwQC7WQG/nTYkZ5QPc1mAkuHIdDMSS7QmJUACQi0gxZ9Tsefncl8vc873Lc+bj80bkTckG8ZBJodyZvwEGgmxK5+jlT8u6P56uheQZ7i+CJ1RPoDgWZH+kGkiItBJCDQNqJXP8cq/dkkMwS6EaTfD3SsKmg2JStHRvEnBDoUCDQ7MphIv3h8OcaZsilZ+TGCPsfyZz7JDIFuBMkHkTCRPjlz8md3Mk956TAEmh0Q6KbTps/p+bMrmae9dBgCzY7EAn20K3N/Whl6Bjj4M8BZxiv57dGd+NJhCDQ7UveBjgcEamCU6ueoBb9zKeeUlw5DoNkBgW4yo/kzE4FOfukwDJobEOjm0qrPifqzczu7aS8dhkBzIzOBXk5rVHTSjFT9HLnU99gPNGFEfIFAcyO5QFfP+ZyS3XtT69SfMGNVP8cu9F1NeAgUhCS1QK8mPa1kuozpz3wEOvmlwxBobmS2I/0emvBjMJ4+Ry/znfuBTnrpMASaG+k3Eyn2nj8sFl882S+KRczaAQTKmbE/HSbST3npsLI76Mi1e6CTfDs78lSF6gHdZ1EfUQOB1rTrM7g/cxLo5Fe+8bu5zYlwFuBO8qWcZFrJGdWo/MSv4ECgFWNWP8f35yYIVHQnBJqY5AIlWfiqmt58FXWWMwRKGLX6mcCfHQKd+tJhreIJgSYmC4Fe79DGe/ku+8fMTpzZ+zOfZI4oUOmDCGcB7iTvAyUCZeaMO0SaTclKSLs+w+0dUpGkgy6bZB4nIhBoYhKPwi9pH2jjUQg0IuNWP9P4M59khkA3gvTTmEi3ZzUMfxVwGL4wECjoqbIR/tw0gcKgiUn/TCQizVKdb7z49sOAg0gQqIpT833y/uxYyinuRj/BHekNQKBpSb6Uk04lITOYCDG3ytlsgY5c/Uzmz5lPY9KBQNOSWqDri33a/blP/fkk4ok2WqAb408IFIxKcoHWXBwcPI64P/hGC7RDn3PyZ0cy3/K96J8flb/XU9uR3gAEmpZsBBqdzRXo2NXPpKXa/UKud4oZtHgg0LRAoHNn9Opn2kLd40rO0va5B7rpMGhSINCZk8Sf0xBoWQVNuHQ41G2HQJOSSqCrl6cmPpr8tJK8SKDPxEW6x8WkXbgBgc6CVALVxkPnMiqaFZvnz5410HT5Ldidh0CTAoHOly59xvLnVAQadwPa9oiEu/UQaFKSN+GPimKx9/7p6a+QrcLRhA+Ioz8DnzX1Fr+uF7S6/LBIuH0iBDoTUg8ilbWAz73mLx9EPNOGCTRN9TO5P/tNpE82Cs9jEOBE+h1PnQabRGKBSnsoL7EjfTA21Z+9BJpu5Ru99REFmjoVNofk+4EKlQC2r3IkNkqgXfqcrT977Eh/P93KtwICnQtZ7EhvfBeaDRJooupnFgU3m2TuEugaAp0DEOj82GR/5pPMLREpINDZkLwJL3R7htxQWSebkhWbRM33TMYusklme0Tqux8oFSDQlKTfkZ5XOm8eRh2Gz6ZkRSZR9TMTf7ok8+rV6enpi3QR4fcfAp0+GexIv3VMXq3Od6LOo98QgaZqvmdTajsv7WKf3YL7H6eJSHP/I7XhtzNJio0g9TzQqyoz70aflrcZAt14f3Yl8+pImMYUc9pxu0DVV4OAQBOSWqDr632en7eiVgk2QKDp9JmNP7uSeUl+p9/62unf+nxsg9oiUkCgcyK5QNfrV0f3yox0Zy9yr9T8BQp/rruSmTR42Mq31TPHJs/q5elHHjNGbSVLSIFIo0gQ6IhkINCRmLtAO/W5Ef7sSOalsvLNthb+lj/sg3WZLt7uOz/EQaCRRpEg0BGBQOfBoas/Y5w8pwLbtZTTaeUbn5FMqqmMRc9lxuaIyGkQS6CZzIjYBCDQWZCy+pmVPzsF6rRwg/+l6jI9OHhE7l0/gxojoqRBnE5QCHRE0gv05VcOGt7FRHoPuvW5Mf5sT+bV034CJV2mVdv95mnfSXamiKiJ4J4krQfKCUDeZZUksya1QMtmlAiWcnqQ1p+ZFdbOPlBp5ZulD7QWqNBLShbN9Rq0twq05X1LYG0HQqDpSCxQxZ8QqAdp9ZlbWW2/TLHSKVdHTYdJK437LjQ2RERPBQh06qRfylncf/+SE3GDsbkKNLk/8yqrHdd5s89WvtFXtp9rJlCpjd93qxs9IoZUcEyXjgSEQNORfjORiE9VkJipQOFPGcuF8p1AyZzjovyX/HNn935rHygECrpIvp1d1OWbIrMUaNLR93WG/rQKtNdDDJs+0CZ79n2Gp1mg3R/xz5XBJmeDQqBjklygMfcPkZijQOFPjWAC/WBN+z35wNHwPlAlHUjSmROnUFJNfa8BgSYjeRMeAvUm8eh7lv4Mk8yVbu/87Isv8yroZ303W+yKSJV6PHVMem+C6iFQ+jrDhJkp6QeRIj5HTmJ2Ak1d/czSnyEFKlRSV9/qvdliP4Ea68fCniMQaKak3w90rCrozASavPqZpz9DJfPq1cmjnUagxKg9e+s7IlKmniBQgzplgbZPZNIECoOORQYT6RePL8c407wECn9a6HfBl629mtSitUD7brbYHhGafOV/jSzVmmeTeKpQdSDQZCQfRJLBRHo3uvUZce8QSqb+7Ezm1XO+bnj3nnN+W3299161rRGp0o8J1PJLp5gUAs0SCHSCpK9+ZuvPrmS+ymLpMEs/Pg5vTKr6U/kfM0JqQKCjklig9fTmGsvE5hDMR6DwZwvtF60uHd5Ls3kNSz9RoMYQePN+3bGaEwJNReo+0PGYjUCdm++b6M+OZCZLh/eePywWXzzZ77/FZ6iI8ARs2vDmEKSmu5tA2at8E2hmQKBTI331M2d/ticz21Kp2pPprOfM+GAROdQFagmhYMPv/K31bDxFINBxgUCnRQbN97xLZ+uFs6XDZ1Sj0l5L3bTOuCtMWI4VUrAWaFeozTtbBCDQRECgkwL+7KJLoESCbCNQ+36gLd+1ndVZoFIKVgbtClV4azsUAk1E4qWc4m702JG+iyz0mXUD3k2g7GFI5bsebfjhuzFR5CTs9RhVpzY8BDoumMY0HeBPB7r6QNk2dUygffLbbb/das0RUZLQSaDiO+uhEGgaINCp4KBP+LMrmav96RqPjp3f1DR02s2gPtCpE1T9F8QlcR/oLd+L/vlRsXiCHemtuPszajRy92f3NCbS7VkNw/fdoG54RPQ0dKmC8m86VEHVvlAQmYwGka53iicRg5+2QPOofubvz45kJk2eUpqlOt948e2HUR+HYIiIIREdqqDsmxBolmQk0LJ64Ljhzerl6Ue9qw6TFij86UrXUk7aTURmMBFiPg7BKFCXj+q/KIfxnUcsQKBJyEmgZRXUrUbg1Xk1ZYHCn8503YKLfdr9uU/9mUGLR5gUKn54qM526pozqm4EOoGkmgU5CdTZixsm0DxG36fhT+dkvjg4eByxx72/QA815IPkNrxhsikEmoKcBNry2K5msInwqhToi74PQZ6sQOHPPmSTzP0EanCntGBprW5+pxsUAk1BTgK1L07u90gwM9mUrH5kMntpKv7MJ5l7CdSUytKS+bVVoLJBIdCRyUagq8sPC+uo6OYKNJfq51T8GSaZx8xvVfPclMj1h83md50C1XZlApHJayK9dVT0fKf8I1/w+fmdYvFW34WfUxRoNtXPyfhzigK1prKwbSj7V9UmBJqarATaMip687RonkqzKYNI8Gd/wtyKm/1xBWr7U/N/8YV4EtmgRoFOJu2mSEY70t9vHxX9Vlnt/AL72mYINBt9TsifoZKZ7Rw6QkTaUrl+cpLwTjuLi0Ank3rTI5s+0G5IreBNWgndDIHCnz6Euhs9dwuNE5FD9vBj/tZwFiH9RYFKrfnpJN/kmJBA16sPWSt/EwSaT/N9WgUw2O0YutVIkIh0ClSrgrLPINCRmJJA1+vrffocsA0QaCZ7hxCmVf7C3ZCrYY34MBHR5tPrp9EEWmULSaBTSsFpkYNAV69OT09fuB36rKyEHs9eoBlVP6c2BhHujrBN79JGpHP/ZaUN33wEgY5CeoFe1AOe9z/uPria0PSWfcmSnQkJFP70J+AtuT44+E+ziAinswrKP4FARyK1QFdHwjQRpxbTzdPeM0ookxGoiz7H9Oe0Cp/DPbk9JZt5raKuhB9XoIX2gSBQaYESCExqgS7J9M+3vnb6tz7vbFAyoWnGAs2q+jk5f3Yn8/m96vf3s4dbTk2eaBHxwaUKCoGOSWKBXpVJ/blqPRHt3vzA6Vs3X/F4+txEBJpb9XNqJa/rtjyrp8SzRxwni4gXpi2bzAItINBRSCzQpbj8fTn2DuEZAn8OpOO+nJU3buurO2xT5YhP9BhLoNouoYVJoDBoLJIv5RRqAexps5GYhEDRfB9K+50ps1jxpMx2pAdo8FT5IREJhV4FhUBHJblAhc7MBE9JzAt0fw6n/dZUjZxKoKT/aPotHq0KCoGOSlqBylPt+gm0/ejCwKCojgD8GYDWe1PmN9LiYQKdRYtHrYI2uV16wPE0E3MCpO8DbVpR/WoEcxNoXvqcqj/bvcXyDBPoPFo8ysPm6GuxCir/AwKTWKBiHu658qNv9s9coPBnGDZVoPXZyMvDQwh0LFLPA73ZL7aO+ate2fl2Ts9Eymr0fcL+3LgmvGLQohLoIQQ6EqkEyncCJdOai/Jf8s+d3fvTrxF44e7PESIzZX92DyI94AI9m8MgkrBRfXXW8l+TQGHQOCQTaICHJvQjZ4Hm1Xyfsj87kvmKzaEn+Yws4pj8NCaCaFBWAYVAxwICzQD4Mxzt94jM/SS7eb3xDbK57PQm0hupB+IL3oJfE4PaBDrl1M2P1H2g/Vhdvjw9Pf3o0iffZyvQzIaPpu3PrmSWfrint5TTTGNQ5k9BoNpDPtTlZZNO7fRMSKCvxI2b9tz2DxXIVaDZPLiYMW1/dibz6inPQxPcTMQMzUD8stoFuq0LdNLpnZrJCFR7TuLWB/0CyFSg+VU/p12euu/TzREZuFz0/wkOHZFw8Coo86csUJZ32IR6dWuRqSd4YjITqLVxfrVDMscuezA8Hbpf9BsByFKgGTbfJ16csknmcQXaGLR+FjIXKM899Lnx6rKk6ad4WpILdPX8oGb3nnUQiXRdLY6FDy567wmaTckSQPM9OO3zQL8ecdSoT0RCIxiUC7RgsuQZqGm9y888nnyapyS1QKuaZeco/Jn2J6LUXs/8yk+guVU/5+DPzpVIW8cjOXTc/MYNyrKUJtBCdCUEGozEAr2W/UkeuWnCtPPYVc9ZKNkJFP6MQZdAS+5H7v10iEh4aoO2C5QdLI0szSHV05FYoGR/273nD4vFF0/2W3o1TauWp74WPjd9zsOfHcnMnmC42Is6AO8QkfAcstEj/raoxot45UQ8WFTpLJI9Gcm3syPt8GpPpjN7lXKGAoU/49A5jenkXuXQx5Gb8qPnt8Nq/hJ/JwhU3bUeW90FI/mGymQy8xnVaMsO4WwTCIlpN+Hhz0g43LDbk6rjKG536Pj57VDsFBIEWq3sNFZBIdChJBcoW5VMdnVo2Q90qdmS6LbXVhA5CdS9+3OM2KznNJTgdstujnba+tzHi0hQ7AIVDFr3h9I3EOhQshAo21esfGerU5LBpjfFfivydPh+K/EyEmhus5dm5E/3ZKYL22a294KYrQ4PRYEygzb9oVydwsM/QH+S94FWG9zWArVm6DPab3Xw/inheTWTvtcspnwEmt3o+2ya7wTXm7a6eDQ/gYpwgVZdo4fydBcu0AICHUTyR3qQamTjUXuGPlcmPBWLJ/1OlTpD18CfUXG7a9SecUeSUuc3KtCqArqupjVJsCWd9UvgSfppTKQjsxqGbx8WWp2ICu2f9VNnaEZ2+pyXP12Sud6VJu5q+NT5jQi0YBXQtWjQ9WFtUDbHaVbpPzbpn4lEpEn2uX3x7Yddw0KrV6cnBwcHj09feFQcUmfoCvgzMl03rh4+2jpuPy56RKJDDCoK9LDKVXWHaCNQGHQAyZdy0n6oeo+xmBs0Js/QBPgzNu1r4VkrJvok0K6IjIEs0Hqa6OFhY1DqT77tCPAhtUDXF/u0+3Pfp1uzF8kz9NrFnyPrc3b+dFjKOcYypK6IjEElUHFi0yGbKVo/8mO7qIbo55YHxiS5QGsuyqZ5r6ds9iV5hs5v9tKcpi/VdAn0fuymu1NExkAVqJD/Dqul8syfEOgAshFodDLI0PBnfNqb8B/NdDs7YwSIGS1Zrp7WRLIkOS51XKcLBDoW2elzfs13Qupk5qSPSItAmUHrDUggUG8g0JGAP8chvbcY6SPSJlBq0MN682UI1BsIdBTya77P1J+2ZK4WaWgP057xSiQqxpZc12w9QtrwY8VpdkCgY+Dsz1FiQ5mpPyFQIQbt2Y7/EZ2gA4BARyC/6uds/WkV6KPd+98g/5e5P3eBOkVCFGjz4xIvYnMCAo1Ohs33+fozA28xMoiIw7INStGItigOYdA+QKCxydCfc5y+VJNNuc8gIo7+lAR6yMngAiYABBqZ/PQ5a392zAN9eSrOBH15MuPdmHpQcFsWEGhPINC45OnP8U42Ol0rkYRho75P1QoYkczYrqugRbV8iexz59h/uulAoFGBP8cGAvWgEAVaNVG2UQV1IgeB3p6ShtUq6kr4VI9Y6PDn+N31M/enNZm/dVDy+Z1i8dZBzf7MpzG5U7fhi3pdPDNo4mhNgfQCPb9Xzcf77OFW1F1y0jzkq/0A+DM4trt5rT7RgNLrsYRhIpIlzJaFsLEIqqBOJBfos3pCM3vEcTSSPGa2/QD4MzzW27k0+HMrXgV0igIV/blGFdSJ1AIlD4vb+uoO21S514PeezJ2hu6cvpRgtt38/WlP5hV5GmHZhK+eS0i5TBKRHIFAfUksUNKwelJWPklfFDHoe/FONXKGztCfs56+VNNjEClhRHKjGjOSNqenm9lP6RrSkPypnKQbqhIoebzHbPqk8my+z9+fveaBpotIbhgEiiqoE2kFWlY6Sb8nE2hZHY3Yhh81Qzv6c5zIVGyEPlN5yzRANSn5bNPd7aSnI6EK6kJagbImFRPobOblofmejn539TLQD/b0BbpNFx9BoH2BQMMDfyak67aunvN5oLv35pHfQkAFWqgCLVxX028uaMIHJ7/uz83RZ2cyX8nTQSFQhlWgk7qKBKQfRHrABXo2i0EkVD+T0n5n1en0ezP4wQ5C9Yx4OZ+gCupAYoFesTn0RKDl6xlMY8rSnyOeLTXtt5ZMO957/rBYfPFkvygWEbPbbAQ6qcsYn8QCJXM/F8dEoKsPizlMpIc/E9M+jekpbfEs6S/12RzyWyioQNeqQNeognaReiWS9JSa6S/l7PAnFh9Fp2siPcljZ1Sj81q4MRSaTboFCp0qpBYozcaMyW8m0jX8ju7P+LisRGIrNua0cGMwBoFW1VIpS7s+JGRzSC7Q9frmiOzHtNh7Efc08TM0/JkBLgJl0z3Kd3OY9RGG7W3Nn4YqqMPzaTaMDAQ6ErEzNPSZBV19oNW841qgmMZUYxWoaFC6XEkS6jiRy5jE80C/PtbK5OgZGv7Mg/ZbvKR9oI1HIdAai0DXqkAlg6JCmn4l0tbxSA6Nm6Ex+p4JndOYSLdnNQx/FXUYfjYCbQx6SB95zLM6e/jcqNHMjuQCLbkfufezImqGdvNnxAhobKg/O5KZZLhSmmT68YtvP8QgUkOZXfQco7ThK4HWBq3kuekKTdwHerFfzV/aizoAT4mZobNrvm+sPzuXctKVG/XUj5jz5iYmUGOPj1wFZf6sDFo9+Lh6s8kGTT6ItDq5V+XliI/opkTM0Nn5czO7Pyld9/lin3Z/0h/uxZOEEcmNHgIt6gfHV/n6UGD0aKcmuUBLbk+qFcpxu0OjZWgMH+WE642+ODh4HPU5sHMRKDcoNSbLziTL8/nbkkGlorABPs1BoGsyF7Ry6AQ3d+jwJ/Q5Ltl4K5uIOGLMNWIVlAl0zfJzIcCPFwvDZtRIMxFoyaujYorbi6H6mRfZeCubiDhiFSgzaO1P2Zxa/q6tuSlt+mwEurp4NEWB5ubPDddnRt7KJiKOOAtUMOha1qnQP8rcOX+DZiJQas+4I0lRMjSa77lhud3SpjUNk/vBjoddoJVBD5usLLfc1Xu6FqueoQV62Po2ATkIlDbeSQdo1PmgkQTaekZUP0cHAvXEmHUUgdYfyxlbM6jwcWCDqoNU/UKPodvkAq2Hj7aOI58oRoaGP7PDJtBHuybuQ6Dt1G14JS/LGVv7XRI+C9uIl7tVe3ayRulPSLwWnk1gij4JdB0lQ7elCPSZhmy8lU1EBsGroI6ZWa/kh9QWm8Bfv6Fv+3x7dgKlDasxliGtY2Ro+DNDsvFWNhEZRF+BGmqjAb0lDkzxYaoeX45g0OQCvR+76V4TOkO3Nh/G9if0WZONt7KJyCBYtuqTm4WGPDdoGHGxflhW9TysO2edvz0/ga4+itV015sSgTO0gz+Dnq8V+JPjcNtvT0/LfLeKug5pgwUq5v7GoAHUxWcC1MP8vboI9PpqEJsmH0SKRGyB5lT93NydQwx03vdzsvcCfRTs5B8hMwaNQX2+XZeEIAqtV9+v1+vGn64GrewrHhqmXjxXgeoEzdDwZ6503fhnNHGoQGfwEMP4DMxbvCgM33Gk2ctECLpwnSnF945qPpi0QKvdwLXZedOYl4fuz3zpuPPkwfBbX91hW9rhscadDM1cTWFwVKj1b41AlRWlLgatNz8Rx/CDdIlCoP1pywEpqp/wp0D7vb/eKYonZbYj+QyPNXYinEFrLOXnUEH7s9Qbx/5lAu34bt19yqug1TEh6qDJBPqITGLWpjdPYWIzqp85037zl3QT+kqgeKyxE0EEqtwLfTq8CfU7ojklj5qCUL/Mi6a4jX6bQB3dij7QvsCfWdN698tKJ+n3ZAJlTzdOEZEJIeUwn+xmKhSNwVqcp6zarEMR/WmZH6CGJu5eWk+Bqv9gprtSy6/O/LHl8AkTKENn1HyHPg203n/2HE4mUDyV0wVFoP4G1RXaria1lsqDkMKzFDk5XCbQpsHPvmgVaHeFuLk488eWiwrM6uWpOBP05Un2uzHBn5kDgYZGzGV+Wa5QoB+2yrM+onl1KKy/lwqag0HrCqg4jiQ06Fu/K4RhuTbzx5ZrCoychSeQofPxJ/RpBk340CgC9cp1RoVaDm1eCu18WZRSELbwxNqj2PwXI2Qs0GaxW0o+BNqHtq4QVD+zoHMQ6QEX6BkGkVwQMprx2cdudBvUINlDYcTHWryE8Gy9BPwY6V9zFdRWL85NoN86KPn8TrF466BmP/dpTLn4cxv6tNKeCFdsDj3JZ+VrTGNyQBao0ifaIxybQVVxKgZlha6lfJm/qh3BX0nfUMVo71cwf55MoNc7pnuWdY0gE39uw58ttKcCmfu5OCYCXX1YYCK9G01mUwU6qEtUetNmUH5ce3gtCjWeTpgCxQ8U36ghZiZQ0prS2IpXAR2eobv8OTB4V2DPVjrSQVq6gaWcTvD8Vr2QaqTDDNpmT7lItZawLoOK78W/NwYVtxi1Bmks/+kEujo9PX1eNuHfP+Vcxjzf0AzdMpFhRH9Cnx10JQSpg9Y/19hMxAmrQGmXaIhheUMJkj/qKGEd4Wkh1e/ZC6ZQofppDC8zgRLiDhvJDMzQ8Oc06E6JmyOyH9Mi7hO4ZixQ/n67atEPHpZvO0J/3Sd04Z09XPJCnutp9rF5zlNW80CjMixDZ+FP6LObbLyVTUSG0xhT/kdt0fehQ59rwXQeRcxeG5V12rzR9akHmJ9Ax2RQhrb5E9XP3OiXGC8xD9QBpeapNOWHGLT7iG7RunxZ6RFti4TlfLYqaGYCvcwzQ+fgT+jTiT6pcXOU97S5XDAKVHgXK18O8Kfrtw12NX/BVgVNLtDVcz4PdPdepvNA4c/p0JIctye7u7uPmyd5nO9kmt+yo330aASDDvt268In6e8tx1uqoKkFeiVPB80yQ1v8CX3miDVBVtVe9MXiC+z9Ua75LT/kKqe2Imm7IfCJ4xcx6QxtRTpPgarT6fcybMLDn1PCmiLNvOMH5O35jiDTUSMyQVSBqpXOuAYNHKThDOwkrSXa0oZPLFDyhIW95w+LxRdP9sv8HHFlnXeGTu5PLDzqgy1JyMLNxePTk52qwC78ewAAIABJREFU2kmro1Engm6SQDs/zxnezu8o0eY/Jp7G9JTWB5Z0UfJZlkvrzP4cWZ/Ty5XJsCXKkrXXbx6SLPcscvWzJSKTRFsEbz9wenlVagN3HGb41HxwqMi1w56MeEY1muUzahL7E/bsiyVVmsxFfqfP+1Q/yWRlj2fIz02gjvlwlMGl0Lj401IFTS5Qti8O2UUkw2fUZODP+GeZFZZkaR5ifL1TLO4VxedaGzu3l7UyL/aroae3+zaONlSgXJvTajq5FOl8Bcp2ti3fZbbBbZs/B0eokyllwGywC5SNuNPtRDp62/nR9dB991dcIzJN+mwEWq/wHLB5aAIcyrTxkOR9oNUjFmqB5jWtxOjPsaqfk/oBzwcngXZtw8SPJkP3ZMfaRyTJ+xl0VgLt1RwXxuPnlYPzE2iZQUlebjyalUBT+hP69MRJoA86AqmPJkP3Vdv95mnfSaObK1Ch6TSvPGwq+emnMZFuz2oY/irqMHzvDJ3On9PqPsoLF4F27gNaH71seuXZhJHBEZkovvlxXtk4P4GS6kApTfKkhRfffpjVIJLJn9Bn9rgItLMqyY6R5oX0/Xmfm0DH/Z41OGUCf9DQO8lPoOwhNfUutzG3CO+ZoZP6M+4ZZk1IgUqH9u1gmpdAvQmbmZXCMXZRyVCg64t9mlXpZJHFk4gn6pehU/kT+hwIBJoXMQXas7AEiEqGAq25ODh47DFd2Z1eGdrgT1Q/J0FIgbIxzorrnns3QaAVITO0vCCq70SpKGUrG4FGp0+GTuNP9H0GoGUiffX0Lek5XJbnIRCBfrCmHUx84Giz+0D9CS9Q+Ykifb4NgQ6gn0D1b8f2J8aOgmAXqAlLnbI6+s7Pvvgyr4K6zH5yicjmETBTs01NxP2d3UOPM7EfAjWg+XMkfUYMf2MIKFDhkNW3djZ7HugAwuVr6WFM6jb5Lt+ekUD7ZegQuGdorQEf3Z/QZzBsm4m8PDVhfaTh6tXJo50mS7osX3KLyAYSLGuL0/P7z9WHQIfhnKHH9ifa7iEJmU7UorVA+24eCoHWBMve4kOZlCfcOX45fDlLJtBHuybupxeoxZ/hI1QBfYYlTkqtvt5772UIlBMoh0vj79uGj7u/PR+Bjo9jhlb9GbX6CXsGJxtvZRORHAiSzSVp9hWoPuQUpuBBoDJj+hP6jEA23somIlkQIqfbQnDcKl89NkzZg0AlRvQn7BmFbLyVTUQyYfCD56zf8xNooOKXg0Bv6WjoKuo6JLcMrfgT+pwe2Xgrm4jkwlCD2r/mEKA2Zh9qv+f0Aj2/V42+f/Yw6kMSXTL0WP5E2z0e0bzVugTUOKUkUkQmT3ve99BkD4EqU6E6v9dJcoE+q6cvuezTOITuDD2SP6HPmECg+WPO/tsK2p/bAmT/dh4hN+WDbC9i/nhwwI6QB8NvfXWHbWmX9rHGkj+j6jN4qKAmjUDHjMgM0IqAKk9DKWkXaLt8pa5PIQLTF+j1TlE8KfOmtn1teDoz9Bj+hD5jE89bzZM6E0dkBqib0jkIs5dAW6qvfutArSR/JhLZhL4SaOLHGksN+Aj+HDYECRzJxlvZRCRLxMEcS6mQP+y58+e28l5+7bKMSVW85bDkT+Uk/Z5MoOzpxm3HX5IlzR9d+rT0OzK06E/oc7pk461sIpIlvA1tLxPyX/oVnW27fenoe7dAOyu1jCyeC88E2tHL9OpI6KDfe9H3XO0ZOq4/4c7RyMZb2UQkT7bZjiAOQ0Pqa8fgbd+W/mQJV3fn5AV6s6+McW590O9cXQIVDgzrT1Q9xySotyK2eDYeh2IhzXr3CF4PRwvLHG57L6rEVJrwV3Rvsd2DCjJ1tFj0G3FqzdCaP3sF3Qb0OS7hki5qiwc4LAWSZr37hK+Gowdmm1DVEhmZ9INID7hAz+yDSHQ/xmPhg4ugG9w2Dfig1U/0e45PqLSL3OIBLjQdpX7fdhh5ME15chjT4iQW6BWbQ09cWL62TmM603QZ8hELUfyJYaMkBPJW5BYPcMKho7Tj6/0Fajs+T4GSuZ+LYyLQ1YeFfSK9aYpowId8RfAn5JmIMN6K3OIBjkhD5tFOIb/tt2dJ6pVI0s701qWcpuGlcCtDan8G0ieqnikJ4624LR7gTPyC1NJB2nZgTWqB0spl3ctk3UwkqkDrBnwIfzp1u4CIBPFW5BYPcCZ+SVLGlByW00skF+h6fXNEupgWbeOcbLReIlSGDudPuDMDgngrbosHZIVQZPuON62zEKgLS82WpJLQa+GnXaDVX8Poc0AAIAQQKOhJU27by+8UBPrSUqckm468Kbbwb572fc6s5UqD+BNVz2wI1YSP1uIB+bHttDlT/gK9ObL+xp/RQaaD9+nTvJ9X80p69elbrrRqwA/wJ3o98yKMtyK2eECG0PLrPrFfIKVAb092d3cfN3uEne+0NJLOd5SJzYsn/c5mE+gAfUKe+RHGW/FaPCBLnIpxXgJdPWMi/AJ7T1bOtfQyrU5EhS4e912fbBWolz/hzkwJ5K1YLR6QKw5FOS+BLrkMacakNcxaphZWr05PDg4OHp++8NjdwXilff25LdM/FiAyobwVqcUDpoyhxCcT6BWtRp6esBUez9onggbAIlBnfcKdkyCYt+K0eMCUyUmgS9Zev6ErPJ51Vz+HYrpSB3/Cm9MipLfCt3jApMlIoM1aj7OiePM8dvVz3SpQw9HbOnGjB8KQjbeyiQgIh26BVAJtHmJ8vVMs7hXF5yI+kJNiuFLJnwZlwpvTIxtvZRMREI6sBMpG3Ol2Ij23CpNDMFEY0I45PLRZE96cKtl4K5uIgHDkKtB+M+zUEEy4CFTxZ/8ogPzIxlvZRASEI1eB9pthp4bghqEG6jV7HmRNNkmaTURATLIQqE8FdL2+vfy0+6AGZOiNIJtkziYiICZZCLTfVt+eIENvBNkkczYRATGBQMGsyCaZs4kIiAkECmZFNsmcTURATKYl0NXly9PT048ufeaMIkNvBNkkczYRATFJOZGebXWzU78ibmxR46sjYUpS2wNAzCBDbwTZJHM2EQExSShQE/a66M2+cujWB/3OiAy9EWSTzNlEBMRkKgK9olvj7B5U0O0Ze65eQobeCLJJ5mwiAmKSbDORl6cmbE14ulzpWPjgYqd192UDyNAbQTbJnE1EQEyyeiaSnTNNl70XMCFDbwTZJHM2EQExmYZAm83vGvo/JRFsBCEz3gBS3wYwEubUHzm3dRDmOd1gIwiZ8QaQ+jaAkTCn/si5rYMQAtWJV9amGPIkI52NLj0IGPc8g8o0WqMElVm+LJvw2oYjfZvwOlMs1xDoSCHHZ2pOSBrW1ILKLV8uNVuSbtG7wwKdYrmGQEcKOT5Tc0LSsKYWVG758nqnNKj40KSbp37bMItMsVxDoCOFHJ+pOSFpWFMLKrt8eUa6axcHbPVnNZPeZxtmkSmWawh0pJDjMzUnJA1rakHlly/Pd5TBr8WToUFOsVxDoCOFHJ+pOSFpWFMLKsN8uToRFbp4PPwpnlMs1xDoSCHHZ2pOSBrW1ILKM1+uXp2eHBwcPD59EeQZyFMs1xDoSCHHZ2pOSBrW1IKacL50Z4rlGgIdKeT4TM0JScOaWlATzpfuTLFcQ6AjhRyfqTkhaVhTC2rC+dKdKZZrCHSkkOMzNSckDWtqQU04X7ozxXINgY4Ucnym5oSkYU0tqAnnS3emWK4h0JFCjs/UnJA0rKkFNeF86c4UyzUEOlLI8ZmaE5KGNbWgJpwv3ZliuYZARwo5PlNzQtKwphbUhPOlO1Ms1xDoSCHHZ2pOSBrW1IKacL50Z4rlGgIdKeT4TM0JScOaWlATzpfuTLFcQ6AjhRyfqTkhaVhTC2rC+dKdKZZrCHSkkOMzNSckDWtqQU04X7ozxXINgY4Ucnym5oSkYU0tqAnnSwAASAsECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgyRwFenO0UxSLvY/7/WlYyKuT3aIo7kQIueJ6p3gvfNCrcxLr3Sevg4f8atiNJnz28I1v9DtpUuToXjwi2eGxcGP1ez3GlXTFSk+n2LEylBT9lC6fjB4r4zEzFOh5ed2ExRf6/GlYyPVfiuLtwCFXfPaw8BVoS9DXday3TKYaEPLqWX07HvgEXIXxtDAJdGASRkOKbvmGxfKD+iP9Xo9xJR2xMqRT7FgZSop+SpdPRo+V5Zgo8UnJVcFRldPyp2EhC38p7oaNc8XSM8qtQfMyXRRvetRBW0JeNn/yNeiqDMMg0IFJGA0putxUTSz1ez3GlXTFSk+n2LEylBT9lC6fjB4r2zERopMUUlfbKivZr/a1Atjyp2Eh07+8WFd/aiodIeJcceWdczpux+IJaZns+HiuJWRiC9LQuXnqdTsItLTr92JgEkZDju5Z0Vx/9aF+r8e4kq5Y6ekUO1aGkqKf0uWT0WNlO2Z2Aj2rf+JJ7nng+qdhIV/x3yTyp/5V0K6IkZTyFGj77WCZ8cqnCtoeMrsJS88q6AWtsOllZWASxkKOLkkuFrf6+vV7PcKVuMTqrvZJ1FgZSop+SpdPRo+V7Zi5CbS8urrOU/6+Slpo+dPAkJeN3QKHXP/9jb/mJ1C32yG8DBFyeT/qP115dWnc7JPK0r4u0IFJGAk1usLvUWkt8ql+r+NfSXes9HSKHiu9pOindPlk/FjZjpmbQMu8Ud9gVQstfxoYsvmoYCGXv3TvnfkJtCXoMhv4dNc6hDxYoGekvWsaRBqYhJFQo3sm1JKqW6Hf6/hX0h0rPZ3GvL/sXPopXT4ZP1a2Y+YmULHELmXptPxpYMgCPgLtCLksfQ/WngJtvx1DGkNtkZaahh7RPlu8/do4Cj8wCSOhRldMq+q1fq/jX0l3rPR0GvP+spKin9Llk/FjZTtmhgLlWfXMbgwPH7l93afK1R5yWQbK5PIXqC1o+pbOdbvzJGzItLuNDk4c+Y3v35LvWAQ6JAkjoUZXjFnVuajf6/hX0h0rPZ3GvL+spOindPlk/FjZjpmbQMWrVX73W/40MOSGMkv2b2G0h1y1szzzTUvQJNwzNi3DYx5oa6Rp/5tvyAyTQAcmYUyE6Ao/omzkRr/XI11Ja6z0dBrx/tYlRT+lyyfjx8p2DAQaIGQOmXfnNQhvD5l9EEWgn+cT2/rPDWm/HTdszuGef4f/dAVK/MQqmmdFLVDlXo8vUD1Way2dxru/vKRkJdCWWNmOgUADhFxjmfw9JOS6TzW4QKtp1aQBd/us8NB+6+0447ZY+HQP1BGcqEDp/PS3P62axiSWhns9vkC1WK31dBrVVG9YKr3pBNoWK9sxEGiAkBmrp37zxttCXhpSNEjQtFA3y096x7st0mesqFJd+PZYTVig1bxdygEXqHyvEwhUjZUhnUYzVVNSMhJoa6xsx0CgAUKuuPFbhuQW5xhN+GaAx2NosyVkYeH+uf/KkQkLlPctLp5csSa8eq8TCFSLlZ5OI8VKLCn5CLQ9VrZj5ibQdKPwZGMBvyETe8jN/MHwo/DiIiGPXNl+owPMOpnOKDxFju7q/F5Z0sraXRVL/V6PdCWtsTLOFxohVlJJyWYUviNWtmNmKNA080Bpc8hvyMQectNHVdH7t7cl0meDBdoS8nvCa88Kw3TmgVIsm0fxORS6QMe4kq5YKek0SqzkkmK0eIJ5oF2xsh0zN4GmWon0zEdvnSEPFmhLpMU84qG5lpDDtLimsxKJYlYVWzSp3+uRrqQ1Vno6jRErpaRkshKpM1a2Y+Ym0CRr4Wle9E9Xe8iDBdoS6fK9OEDb92e9JeR4Tfg818JThOgKUWO3Qr/XI11Ja6z0dBohVmpJyWEtvEusbMfMTaDkMqvrHXE3JpIV3xiwV7ZDxHy7flqCJvPZqrzoNdRjD5nsksYi6zO+zzBWngYmYUSE6JK4Vdd/Uw/T6Pd6nCtpjZUhnaLHSi8p+ildPhk/VpZjZifQet8+236g5j8NC9lr/VG/iPkKtCVoUn7In279uh9aQq5nHPrNMGUYBTowCSMiRveMbf5Jxhyqy9fv9ThX0h4rPZ1ix8pQUvRTunwyeqxsx8xOoOSXoqZSTnPp2p8ChSy3tD1c2hJnhvfgY0vQQrR9mkX2kIUZh/5rOZUpjGGSMB6WGZfCSnTlXo9yJe2xMqRT5FiZSop+SpdPxo6V9Zjw0UnNt5SHmQgyUv8UJuRqoYlyc4PFucJ/9obD7fBccWkPubkj/h1WZoEOTcJoGGdc0k3NK/R7PcaVdMTKkE5RY2UuKfopXT4ZN1b2Y8LHJznK4/REGYV9KicLWfwh9xRoW5wpA6a/tQR9e0ImBt5/ET7kV4/on3xDXlsFmutTOZUZl+TGFvePhQP0ez3ClXTGSk+nmLGylJTET+V0iZX1mDkKFAAARgECBQAATyBQAADwBAIFAABPIFAAAPAEAgUAAE8gUAAA8AQCBQAATyBQAADwBAIFAABPIFAAAPAEAgUAAE8gUAAA8AQCBQAATyBQAADwBAIFAABPIFAAAPAEAgUAAE8gUAAA8AQCBQAATyBQAADwBAIFAABPIFAAAPAksUDPxIct777r/NRn+XnX7LML8ozr4o4Yys3x2oXPHhZvvu6K4J09t8CsEZTi1HJAO2fFXXYKw/UaPhSuYPfxpz1OFOMSHNOjC/qA88XblgiUH/OnyHfCkr78zntBojYPykwj3dnrMlPh/pjISaAlbzt+z1B0znd4KG8ye6yeFQ+cgnMSaMnWB47xs8uljpOvQK932NcM12v8ULqCxRP3M4W/BOf06I4Z4W5AgTb3FazpXal/pwnkht+1H73JZCZQ1wKmF50rMRT2tyvX8FwFWixcf4atcqnj5ClQXlMyXa/xQ+UK3OsR4S/BOT26w6F5JaRAy/tkyQIbyZWUVdQKKeCkFygvUrek+uSYTlrRIT+ZW8ekBFyelMFUZSGMQFkQq1dHxKAfOAXYbR9P6mJuvF7jh2e8JKwu9oselgh/CaEEetZ+GX4CLV8EidxMWAplEQ14OxkJdL2+eehawrTCLZYpnt5BBcoCdhRQJIGWMXivjpd+vbYPeeYvr9NdLVkLtK08+wm0DBW1rAahEU8a8PhtsZCVQMlbt64WrXAvxTJTBxNaoErDplcEhSAGZMZlHU/j9Ro/lGyz7FGV2DSBogoqccWbWx0V/s0mL4FeNb9657ulrO4f84S7PSEfLO5Xw7jtAi1rX3ebDkFa1lYXj+TwVudkIHevGmnhpYj2louZRYng0hJBesabR2Ro+FMlgtKBTZyEA6So0c+rUeY9bVJCeZoH1uu1fKgIVFELMfJFebL7H2vX1MRQuvfqJQjhl6ekt1FLvLX8Re2iOYL7WGDa/SBVI9ZdzmNYnfDO40+FQM7lW6jF6eaIpNZr4bcTVVCJJfOm1GzpKJdyftoE8hIo99N1PZq8pY0lV0XU0IRXqw9igb3ZV8K73hdHhepSpPnTYPjqvEoEia3YR1Vm4xGUDzQIVIka+fzv7PDD1NtVZ2XD9do/FJvwSl2izPDndayVa+IxlO+9egm1qJtTaYnnkB4Ms0Cl+2EQKD8hH9xa/PWlmL72DPXmbze3pPl5AuvqRpP7sRRyVVe5lPLTRpCVQEnyPKhfMNQyXB2hCZR84215lqNQYHmhq8NrPqAp3UwGVPypOqn+NVYjWL7/yadiiHrZpu91gapRWz0tGpRs+JlU2NXrtXwoDyKpGXtZ3KExvKtfUx1D5d6rlyBUpatXWuI5pEeNUaDy/dAFKoRGL5UEck8O356hfqK5p/aOnM2kasRfKR3r5ttYsHIi5KfNICOB0pFjLpWtY9Je2KmSgnxAzfCKjSPr/XM0KRdvvS/6g/e5lT+ii8ev16uTHd5bSKdEkooQC78M1eBPVaDkkPcMEaQ5i/wq1x8IZVs6UJsDpEaNCmPx5DWZNKlWKMUqkul6jR9K05i21JYVqai9yZvGUlSFS5DuvXoJ3NBVXVS/ZIf0EO6vSaDK/ajP2ERg60X59uZpoXzlQ/YVY4aqk6vxg9bBseEsq7m2/KZ0l0shP20I6QUqU4+eNx37JPmavtGyWJEy0zaRvumguWoqtCwTsFe8W4e9oAJdLXV/WgSqRbAZn2dnYBHUDlTto0WNnKGZwSkLSOrONFyv8cP2ifRLHkEtqs0lyPfecAl367BM96bBmh7i/TUIVL0fikD5yBh7T7/ysfgVLU5nQnI1Au0YnNo4iB93hQLQXS6F/LQh5CVQVr6FmoA6cFumnEWg1TTHKpjHr6UvCyZa1s3QuzwC7zGBmvxpEagWQUEE1Rl42VavRK++yVET5ozUYzIcuYakX6/xQ+UWK22rpoNLi6pprq1JoOU/9WCD+ZI51vQQ769BoOr90GugUqVH/4oaJ+E04hBzqFkCs4H2ujR5sLtcquk5f3IS6O5j/vMm9ro0Rf725VdYK982xebVyaOiSfQ6lZfSQPFdvapBzvhlXm1RIqgLVI+g4LpKzlUEDVei2EeLmq4Q8eTqRcvXa/xQ6AOlSwHk/M3Pr0dVPl1z77VeiDOxbm1NvHVLeoiXqAtUux+KQK+qjouvvbYFosWpLu5r+Sar8QVLsR/eoVz2mic3C9ILtCqLJzvFnbp5KQ4K1B5gm2QQ2gRKuOGauOIjTjwXVOVF7eyqz6gXH12g5Tf1CAr5SbSP4Upk++hR6ydQ+XqNH0o/FtqaPH4n9Kg2k4Tke68JlHXNLuUxHiHxaqzpodxf8S8OAl0veaX7U2MgWpw+M48cQaAq0h1xKJeb142ciUDZCHLzUkko8aMugWqddeLBVXkxCvQnHhp+PY2j8HoEZYFy+xiuRBOoErX+Am2u1/ihJNDP1Gvkd0KPqmEigVmgVRuemchwyRxreoiX6CFQOhhV8cAUiBYn4c4qAt2sDrxOJIE6lEsIdGQEP10V9Ws9H1e/fXfuv/v+b5v7QJWWA3vbqwZ69/WVYSm+Pg+0KpBKBC01UEOJDFMDNV6v+SZIAmV9uOJBjUCVqEqThIR7r28mcsamuzwwhqNde/AaaMnFUWNQk0DlOKEG6ogq0K5yCYGOjOgn0h9aT2tXRHbGJ+BYBpGUAeszSaCiWaoeSlMf6GtxnZExguv6CD2C9j5QVcn2PlD+RQeBGq/XfBMcBapHVZgkJN17XaDXZIX+kk+ptbYNrOkhntNPoCW3z4941VlrwstxQh+oI2oTvqtcQqAjI/qJT1jRSrlQIq7MTXi5EVsf7zAKz+cu1g0SpRGvrYWvpxrJxwnnr+zAK5hqgA6j8DaBCrnTeL3mm6A24eUMzoPUo6rVka8sTXjy4q64mMs2jNA9Ci9c4lnhKFAhL1TFWPuKKUPVH2AUvg1JoA7lEgIdGclP1/W06rNmQPxMnnVC9msyCZSkbTNJ/Ewp6dq8w+aDpTR0fKbNYnOLYPMXZaKqdqDLPFCrQIUBddP1mm+C4yCSHlVVoPW9N+wHela88bfr0+iXzOmeB9o0AsjZHGugjYQtAtXjxBP6s4eYB9qCXCfvLpcQ6MjIRaxuxJNcTVaSrG+fVVW+ZWWGarBAmOTdQHuz9168rmdC1qPwVeEQV77QT9hKJLK6hfXz8eqTXAdpIijuB6pFsDr9x8ZlPNKBPE7CCLIUtTaBXjcrkYzXa/xQsIJhvL7J8FpUGz3J9167BHZi9lq/ZI49PaQs8Pbr6j66CpT0nvP1MMZeEC1OdE3Ni/X6AiuRWpEF2l0uN+8WZiVQ3oi/Egb7HijvzQJdn0sjhOKWJO1r4eulflUp0mpE6kx/9kc1guX37kjTOeoIqgfyONUHGNbCWwUqDniYrtf4oXIFym2T50ZLURVnWUrXr15ClXC8pGmXzLGnh3iJjC8+dBUon8ZU8Jq4+hUtTvyDn8Fa+BaUXuHOcgmBjozSyOMt4St5f531szqRHj8Vuhgl6v2VyFFfqD6i5ZqGoO3+wz+g4Yu76sqFSNZP00BWIkgyGstNW3W3YBVB9UrqOPED9N2YrAIVdmMyXq/xQ+UKlLsmZnglqnUM1XuvX4IwAGi6ZE5LeqzVLz/4zF2gVbg0uA8st1CLE1v0Ku7GhC5QDW0pREe5hEBHRu0l4wVxdSLu8Fi2tR7Rt6+lQW6FV0fV1oR8Scp6RdqsdHZpvf8kP5juB1pvWyjtqivFSNDP7rsvhD/IEaQZjdirXg0g1M6UK2FxEg6QotYq0GtpwzX9ek0fCldwZ0+8AoqU4eWo8hgq995wCer4lXLJzR/s6cG5fbZD/9BDoOSqdwq+AYDxFmpxuim/Iu8HurTPH9hUtHkJHeUSAgVejDUBZolGZjSwIz3oDwQahLEEer2DceJYYEN60B8INAijTcHGw3djgQoo8AACDcJoAi2LOaqgUcBPE/AAAg3CeIsAr3fQ0IzB9c6GjX6AIECgQRhxFfUZ1mtHYPUUNXvgAQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAADkVM8/AAAAWklEQVSeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4AkECgAAnkCgAADgCQQKAACeQKAAAOAJBAoAAJ5AoAAA4Mn/DwBPG91S4dI6AAAAAElFTkSuQmCC)
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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Annual catches are accurate; abundance is based on hydroacoustic and assumptions of how ocean conditions affect recruitment. Length/age compositions seem reasonable (though sample size is unknown).
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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