![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWQAAABuCAYAAAAQ92nyAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAGLSURBVHhe7dQxAQAADMOg+Tfd2cgBIrgBkCBkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgaIEDJAhJABIoQMECFkgAghA0QIGSBCyAARQgZI2B5eXJ/QXTof9QAAAABJRU5ErkJggg==)
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
The history of the fishery is uncertain. Catch data are only available since 2000. The duration of the fishery (No years) is unclear and requires further consultation with industry experts. For now, we are assuming that fishing began in 1960 (hence 58 years). A potentially important source of uncertainty is the fact that Bocinegro is a protogynous hermaphrodite (female -> male) and DLMtool does not currently model such life histories. This feature is a high priority for DLMtool development and is expected to become available in early 2019. The group noted that there is a recreational fishery for Bocinegro but the magnitude and duration of the fishery is currently uncertain.
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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)
Stock depletion
Answered
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Crashed (D < 0.05)
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Very depleted (0.05 < D < 0.1)
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Depleted (0.1 < D < 0.15)
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Moderately depleted (0.15 < D < 0.3)
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Healthy (0.3 < D < 0.5)
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Underexploited (0.5 < D)
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Justification
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The current depletion level for Bocinegro is highly uncertain, as is the case for most data-limited fisheries. Ideally, we would use standardized CPUE data to derive an estimate of depletion. The annual CPUE indicate a 20-30% decline, but are only available since 2000. This would put maximum depletion at 80-70% of unfished, but this still does not account for the historical fishing prior to 2000. As such, we concluded that the stock is unlikely to be ‘crashed’ but also unlikely to be ‘underexploited’. Formal stock reduction analysis (SRA) should be used to determine a more credible range of depletion (Advanced mode). This could make use of length composition data, mean length data or patchy indices.
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)
Resilence
Answered
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Not resilient (steepness < 0.3)
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Low resilience (0.3 < steepness < 0.5)
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Moderate resilence (0.5 < steepness < 0.7)
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Resilient (0.7 < steepness < 0.9)
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Very Resilient (0.9 < steepness)
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Justification
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The current depletion level for Bocinegro is highly uncertain, as is the case for most data-limited fisheries. Ideally, we would use standardized CPUE data to derive an estimate of depletion. The annual CPUE indicate a 20-30% decline, but are only available since 2000. This would put maximum depletion at 80-70% of unfished, but this still does not account for the historical fishing prior to 2000. As such, we concluded that the stock is unlikely to be ‘crashed’ but also unlikely to be ‘underexploited’. Formal stock reduction analysis (SRA) should be used to determine a more credible range of depletion (Advanced mode). This could make use of length composition data, mean length data or patchy indices.
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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 effort has been declining since 2002. On average this appears to be around a 50% reduction over the last 15 years. However, there is likely a poor relationship between nominal effort (days) and fishing mortality rate (and hence CPUE with abundance) due to the variability in species targeting among years.
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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 effort has been declining since 2002. On average this appears to be around a 50% reduction over the last 15 years. However, there is likely a poor relationship between nominal effort (days) and fishing mortality rate (and hence CPUE with abundance) due to the variability in species targeting among years.
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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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If fishing gear is composed of pole and line and spatial distribution is assumed to have a well determined spatial fishing distribution, then, unless there are key technological innovations (e.g. live monitoring of spatial catch rates) fishing efficiency should be expected to remain relatively stable.
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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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This question was not included in the version of the questionnaire used for our meeting.
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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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This question was not included in the version of the questionnaire used for our meeting.
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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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Highly uncertain. Unlikely to be asymptotic due to the fact that fishing is up to 80m in depth, but distribution can be as deep as 250m (and we suspect offshore ontogeny). In addition hook size experiments may indicate that hook size is limiting.
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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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Very few fish are discarded.
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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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Likely to be low, but rendered largely inconsequential according to previous question F12.
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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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Likely to be low, but rendered largely inconsequential according to previous question F12.
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C3XyFlz6jyG/3z9j4pbX6fvPP96O+3iVbeUBVAzRZUTnaupSzsDHZSVeHf/V+v7L/8JXoZVKCkXeLff418iryz/7Nfot/8+9/eZ00Xb2RFcNAT3979bKXPQaBAQ0cCjdyy/ytC0YyqJy57knLoz6cC/cErSrGYJeNFMLkdW5Nsf2xlyRGFQOPWh/1/mwg0hpo1fmf/PyyzN6LLg0D9AQIFGjoT6Mu/931BoN8nAmEFOFoaTarwb8d+kjFMxnO6+fE63f54y+wUEm/spyQCja7l419b/t1+KtAvkR4xch1vk9fvUueSj36NvUYV3h8gUKChK4FGFVpBoKQn6VdZPT4tjZJOpB9/UV0wyyXjN492M24VVs4vj67TnqaVD1saSa8QKCuUvpEIlLjxbfH66Edf/lJyaRComv0OOzUrAoECDR0mWF6gxJ+ReXiBsmFMbxd0wUjJmBsgXzqSzy55gbKGiGXWBrpk/yQDDkhpO/6B+Hd0xNbYBFrVi8ndaj1CNYBAgYZ+BErF8uWlKFDKu3/4sa+nA0J5xGQsDAPtXKBSG2gSfZ1ASUvpH9NXL5NepHEJtLIXIVDgGb0I9PvMn0u+DTT50K+mA0IFxGRMmjY34ilGlA535qwpUN6T7/7v33mFFlwhUO3nnDIoBAo09CFQ4s+XqYT4XvhlfODlP00HhArIqzHVn1Zkae8bRS+83AaaCpSpldflD74YD3odkUArexECBb7Rg0BJvTYZ6vlGNg50Gb+XjWcSkdcDrT+x3dLeNwqBRi8/xvfCpwIlH/550voZXSUZdvC15fLvXiGl7R+8MqJBTBAoGCw9CPSNzJ+xSJJOGPrelysK1KDV087eN8XjQH8nL9Af/1YsBHYkbgSNG3/HMw4UAgWDpXuBCh0r3Fz4JX2Pls6qVOGtdxs1EOjy3b94Zf/jf5JvAyUzkdLFUuKZSC/HM5R+EJn1575eGMigqO5FB/0JgQId3Qs0nakTFzuz1Zjoe1/mVhURyHUi2d7JuHlGEWcKgJTKXoRAgWc4lVx//EXq1ArDmGoUQU+P2SD78F7xcPtlo4wS/SZ8nFbklbP4QXUvOqdPCBRocS/BFiAl4/AgmOydlX/tZJqud1eyGlODjJK2SoynZ70eDnqxMhAo0OBNymbJWB5BXzKQfhEEG7tsLfr2BLr84R8Thf7sl0bSKzQqIFCgYeACndEVRE74PTwLA0BGAQqQLoAG7wQqbgdWsi3Y1XY8XHSRbUFXHAAyClCAdAE0+CbQeqTOnAfPP4NAgQFIF0CDN837hivSJxOWoro8BAoMQLoAGoYtUNYGuqTjnn4KAgX1QboAGnwXKBmmtFm8VPL5NOlfutrB/t/AAKQLoMFbgT7dITqcl+wLv7zYSawZHkKgoD5IF0CDrwKd0/Lk+bTOesrhX9qYifSdtbX3VfskGAIQKNDQlUD/73/9wNraP/6lb9E//vafra395BfIq+/9wtoLv0xefGftg/oTiMmYmDOyJtUoWRzUwn5xHQr0e7/U8ASgOyBQoKEjgX430ifhvcSg34xfR8Z85/PkxafIixd+U3+G3GIizz9L1lVeGKyurAigK4G+899QhPUICBRo6EagRJS/TMxBrBnJ9J9+Kzrynq9GL9/z1deJTr77gTKnyMvZkXZPUg69Y7o6aC6ArgSKNgCvgECBhm4E+r1f/AApe/7oE6QI+s01Utr8DpHpd6K/v0l08npZAVS5oPI8YHM0exTo934jKlz/9BeSi1u+zq4u+v87f0aaLT5JP/Z/fnGNNWG8nhXFgQdAoEBDp51IkWPe89W47EnKoe9LBfrdD5QKRSXQWdx91KdA/3YtbY+g6iRl7Q+SVor3fitun1hb+5fLtNWCeBMC9QsIFGjoVKDfIeKgFmUFtqQK/03SDqpHIdBka7moJv+8rn+9GkYCjX4GXvjC8nufJw25tExNGnvfRzRKLmrtk8t3XidvkWv+c/YaVXi/gECBhi4FSuTywaSqm5RGSSfSjz5RXiDL7cp5J2kCJQXRvjqRYiWSK6O/DO/9VvRudF3R35/KrvN95H8vfPJbqhMA14FAgYYOBUr8GZU9eYGyYUzfLBvDtFT0wq8++TVagw8fBVb29zARKGuOIP9G1ffXoz++ufbPo5ffiSWa1tvjH4qf/kLuBMB5IFCgoTuBUqF8aikKlPLO59/z1XRAaBFiMk6WBd2KX1kogBoJNL0I2v4ZvfPJz7/wnz6x9sHXafNEItDoI+/8Bn31AulFgkC9AgIFGjrbxOs7zJ9Lvg2UvbX2wXRAaCFSMo7nID3/jAr0RvMWUBsl0OiS/sknSKPuT/5C3BrKe/Kd//5vyB14HwTqGRAo0NCVQIk/X6CC5Hvhl/GBF34zHRBaiJyMw6e7t55E/179q80nVmLYuA00HqFEhhWsMZ2S6+Q//t1PxINfIVCPgECBho4ESuqzyVDP17NxoOy9bDxTMa0n4xoCTfiU0Asfv/XBpK2X6PR934rLpmT4wZ8vl39LPctsC/wAAgUaOhLo65k/Y4EklV/63qe8FWg6wJP+GESFzugYaY4gV/KjX8jeSj72QtwIjHGg/gCBAg3dCFToUOHmwsfv0VJZ3Sq8dcwEymYi/Y/4vbhwzer1y3f+LF00JZ6J9MK/+HPy+ruRWd/7VftXANoAAgUauhHoN9d4gXKrMdH3PsWtKlJItisn3R+u4q6cNUBGASqQLoCGznrhi/jRJ6hTqw5jgkBBDU7v7WbcMhqsgXQBNPQu0Kpk2xpvfCW/uXHBtsa1AkBGGRrJetuNfmWRLoAG3wS6DFsLABllYEj+hECBfXwTaHjXRnVdGQAyysAgG2ZtPDhLecvoLEgXQINvAk3bQK1rFBllYCSLdRVwcX93fX19d694S9cYpAugAQJNA0BGGRZRIinervV8J63Zrxbv6UpAugAaPBRocAcCBeXoEsn5NFiNK/ePd3S7Yi+RLoCWfV8MmiTjWVRmWLlO/odeeKBD11w+4yr3M/1iXkgXQIN3Al0EKjAOFOSYF64Te7XNJRjhjzxIF0CDdwJdPr3eq0BJ10S8gwgdzW9hLxHQEsV1eAgUWMI/gRJ6bAOlAqWtZnSYIQTqMNETmuydKd6IHmJWNl3oHyIECjRAoGkANQQabC3jYYYQqLvo5vsugsnt+MmFJ1P9hjAQKNDgp0DDe4YTm3UB1BEo6XaYQaBOo10wgf76ra+vJ7+GxUCgQIOfAm0lgOoC/YltOhZ18lIs0PAoqsyv3KZvXxxErycbZHR2lEe3nu4EwUbZUG3QCvoFEy6P4rb0lQ+XPB4IFGiAQNMAqgv0/Xcnn4tqgc/9ARVoXCYNghvLbPo1aSSNBLpiq4cL9AYECjTs+2LQXDK2sFKZGEB1gW7NomrfPHj+hAo0EuXtZTijY2ZmVJ2HtFpIaom3lxfbVjZdBn0BgQINvgrUykplYgA1BLoIrkX/Rv9EAr3apvX46J94PPbl44MgESg5Mi9rZANO06NA/ciZ48ZTgdpZqUwMoIZAz6fP/eft4A4VaBYVUp0/Yn9tpeaEQHvl8jjiVd1CTKpxoELiajF2WrzJm2PGm4ckJmM7K5WJAVQX6J2ouLkbVdYjd/ICjfJhVJGfbL46h0Ad4SSZdTG5XfiZRgJtM/N4kzfHjDcPSRzGpF+pzCyAGgJl05ESgaZRoQcSZ0KgvXPIafBGYTP5pfbnV5su2sw++/veZM4R480zkgfS65fQMQmghkBpCfha7Es2qH/BDrARohCoA5CnNNk8Pn5MxpaZ/uJCoECDNw/JpZlId+iSJluswBnp8tqz6HCkdDJ38HPLE7SBOgFpXGHlzvAwMP3J1aWLVh0HgfqANw9JrsL3KNDUlHEH/NVO2m8Uz05iU5Ug0J6ZBcKidYZFUAjULRy7I948pFwnku3BlbUEmi6MH89Euh4Eqw/pu4eRWW/8DfU7BNov8ZNKYM3T9elNoP40r3WJazfFU4G2UIfHgOmBIaYR4xQDgTqFazfFU4EWr1RmHgAEOiw0ApWmyWv3M+itE6mr2qoX2T/BuXYN1+JTiNyJ1NdAeuALmip8eFA99fQo0E7w6xLcFagrESoCAgU10XUizSt3KVUdSO9DJlLhSf5nOOcr5yJUhChQ7UplhgFAoAODjDVLJiCRoWVCt+Osai9kxXThSTbK4Y0AYpyLrnMRKsKV5eyAP5BBZXT34sc7uYH04d2KtRYI1Clci6039w8CBXVJVmpNlnoR+PbuZyudpFq68CYfyfgWcddi6839g0BBbcJ0MvykeCp8CRCoWzgWV2/uHwQKTKDrbt961fwEAxeoc0U6z9j35cnLm8qJdLciPRgZECjQ4KdAMYwJdMXAO5GcqxN7BgSaBgCBAgWDFyhogp8CXV6ma9E/PggmtztckR64T7rUi41f2arpwoM8BOzjqUB5zqdB8X4NNQKAQIdCLwIFo2QAAl3OrSxPj4wyGK5ukqlplqarIV0ADfu+GFSTjPldiRoEgIwCFCBdAA1DEKidxUGRUYAKpAugYQgCjUqgECiQCU+PX+WGB58e7VlfkR6MniEIdJ6f6GwSADLKsOhgRXowerwXaHj2yHzLWiEAZJRhAYGC9tn3xaDagfTohQc83yDTe1+aBpMX08m+OxjGBFpgEAKdYBwo4CE7wuexv60xGD2eCpQf4rexZ2EeEjLKoJgp/Llq1tGIdAE0+CnQVgJARhkO4fHx8eOoCv/gOOXM8FRIF0ADBJoGgIwyLOwMD0a6ADog0DQAZJRhIY0DNQXpAmiAQNMAkFGAAqQLoGHfF4NCoKAhZ5iJBGwzDoFe3FvfKJvIh4wyPMLH6TjQ9esYBwrsM2yBXm3TTDOPR4ve0QeAjDI0FuJwUAgUWGcMAl2QNevPHpXMV0JGGRrycPpNVOGBbUYg0PBuQMuec/1UFGSUoUEqHpuPt4PJR492SisghSBdAA37vhjUXKCsHh8VSLR1OGSUgRH9cAZbdFLSnSYrdiFdAA0jEmjyb1EAyCjD4mqbNtrMqUaJTc2KoEgXQMMIBLqcxY2f51NtGQQZZWCwmUiLeBWRBRYTAS3gs0AvyRTnV3UriZBVm1ZevD8lWSecoQ10VDCBnk9p5T36y6wOj3QBNPgr0JPrFRazO71/kw1gKZ0ZjYwyMKJaO3nizJxdLqjseFYCFvFWoIfc+JQb2qJFeHr/Q0SgJaNYINChMaNtoJlHuxKo+5kJWGPfF4NKyZgMUZlsHh8/Ppja2dEDAh0c8zhhxN3wC9NueAgUaPBUoGSMNCt3hofY0gOoIC3gkTQjdT735K+2O+tE8iAzdcfg74OnAp3x2WGGTeWAigVt/SYjmBpsnAWBNmD4d8JPgUZ5gssOrJ+1DNU4UGGqn4VYAqd4ukObP3eabJwFgTZg+HfCT4Ea7VgLgY6Wp7u7xhtnQaDmjOBWyAJ19kqbC3R5qc1DEChQgU4kc9zXSmP8FKhRFb4sAAgUKIBAzXFfK43xU6DoRAJdgYH05rivlcZ4KtBFEARJp8BJYLpOhBgABDoU4jYdMooJCyr3i+tWaY6nAiWlzmD1wdnZ2eMdDKQHIhCoK7hulebkBOrqtUrJOBncR7HQAup+RnH54TjG1c31ja+Q/4ts5ASKvbLaZvCp1leB0glIbIB08VR4KQ/lcxAfgNsZxfHH4xfYKwtYwluBRpze293dvfWq5kvhQfU6nOMZxfHH4xfYKwtYwmeBVqFkIyQ+AKczivPPxz3C3y+umWCvLGCHvEAdzaHiONDT41e53HF6VNyQNavaQ+92RnH98TjI1Xaw+lCdLrBXFrCEnwKtMRMpvFux89XtjOL643GQuBd+44nyLeyVBawweIEuv7372WoBOJ1RXH88LvJ0J+4k2nxNfgd7ZQFLeCfQb+xGvDQNJi/uJuyYDvETA3A7ozj4dFyLT57wKN73ZSI18WCvLGAJhUDdzBNJMiZLKecZ/lRO9x6OezFScXkUJxixORR7ZQE7eCdQOgdJZrV5AdT5jOLco3E6ufBcHMQOlTbFwl5ZoDn+CTQ8Pj5+HFXhHxynnFkJABmlFo6nF5E3DzCVE7SBfwIlGG+xqAsAGaUWjqcXgfDpTQgUtIGfApXGgdoJABmlFo6nFw5qz3xPUkWQLoAGPwXaSgDIKLVwPL0kvMlm826qxoNSsNULMEclUCdzBATqGi6nFkbSfbT6UPMhHwTq+o0eLxBoGoALGcUnXE4thJANYCqturu/V5brt3rEQKBpAA5kFL9wNq3E0KmcimlINXEhXbicMUcOBJoG4EBGARaJBLqhq7pXxIF04XbOHDdKgbr4nCBQUI9QP1Dj4v7u+vr67l5ZCdWBdOF0xhw5EGgaQP8ZBXTG+U42jU27nrIL6cLpjDlyINA0gP4zCrDP5TEZMhxK/UTn03hLQropofMr0judMUcOBJoG0H9GAbY5uZ4sGbIqVNX5FZg8WI3J4Xw5diDQNAAHMgqwy2GyFdbVtlDOFIZ+erCgssP5cuyoBergk1IkY3XtzDgABzIKsArZdXP109N4/yN+82vfBOr6iLER469Ai2pnxgG4kFGARcjSsbeZH4lBs82xkv3kKIsAK9IDU7wVaFHtzDwAZJSBMaMLbbMC5kJYdZvsaBxbMzyZ6rcdRLrQ4qguOsNXgRbWzswDQEYZFlHCIL+sTKBRcZRPJST9BOvr6+SfLe1pkC50uCuMjvBUoMW1M/MAkFGGBVs0lglUXkL2km2XtPLhkgYgpAsd7gqjIzwVqAc79GQAACAASURBVKZ2ZhwAMsqw0Au0Mr6mi07yscvG6Ia1NU8MKi6orKudmQbgaUYBBVhKJJ6mi24yssPC6Ag/BWqpcCEG4GdGAYXMaPMmSyRz02qKp+kCAu0GCDQNwM+MAgpZsFEaJHFErw0byv1MFx3lZIeF0RF+ChRVeFAO6V2cPCSJJHwUGA/V8DNddJWTnfVFV/gpUEu1MzEALzMK0ECXVE4wHSzsZ7qAQDuiSKDO3RExGdupnYkBeJlRgA5SBk0WrTOdruZnuugsIzspiw7xVKB2amdiAF5mFKDn4uA63dijcE/OUjxNF67m46HhqUDt1M7EAPzMKKBlPE0XrubjobHmSyOonIxt1M7EAPzMKKBlfE0XTubi4eGtQG3UzsQAPM0ooF0Gmi6czOQeUihQ124uFlQGVQlPj1XoN5krYpjpwtFc7h9+CjT8fQu9RnIAg8woPdJfKhIayDPGNRdej6O53D/WfKnDyzORVh9adugwM0p/9JiOINAynM3m3uGtQCM2LLV+sgCGmFF6pMd0lFbhD0gb+YPj4/vTYLKHKnyGs9ncO/wU6PJpvK33ZNNKB3wcwBAzSn+4kJDmQfD+Z+lL/brJhQwyXbjwdIbBWqFB+46ZRG4YE1sQd7JnqSo/yIzSHw4kJGGd2Nm4FhMpwYGnMxDWfDGoalfOo2k8DtRKc+ggM0p/9J+O2IozjLGtB1pC3w9nMKwVG7TvqImok/HFQezQTazG5Bj9pyNxlcPRrUivp++HMxjWig3ad9RECpPxmwfGHaxiAIPMKP3RezKCQHU4mMW9ZG2tUKF9R02kKBmHT29CoC7SezISNxtcmC45g3QBNKytFSq076iJqJMxtaedniRkFMv0nojm3A/rxbZpNzzSBdCwVmzQvqMmokjGtPJOGkCtjAdFRhkaZLTw6kPyKjyZGtdSxpQuHMz3rrO2VqjQvqMmIifjpPsoziE2AhhRRhkJi/gHdt2tFelpRrN8Tju4mfPdZk3GC4GGbACTtUGgSwh0iJzvuLcifZLR7J7VCm7mfLfJCZRTaN9xE8hP5bQ5DWkJgQ6TN+mahysOrUjvrkAdKTv1H4M6KASaOrTvuAnIAt2wVXVPA4BAgQLL6SLLZFZPawM3BOpCHGqgFmjs0L7jJiBW4c3WhdAH0I9AfUosowQC7ScWfcahBoUCde0RD3RBZc+SywiBQMcXiRpoBerSU4ZAQS+MR6BOJMahCdSZJ82ScTwjL7dirq8zkXxLLiNkPJ1IEKgBVQTqxOOGQEEvjEigLjTI+5Yjqgq092eeCPTm+sZXyP9FNiBQ0A4jGkjfDEvJWJ0hnL1ptQTa51UMsw0UAnUeDG+rhq2ErDyPC0U4NfUF2tOVDFOgTjQ7AR1V04WjGbwzrJUcVflheALt/ILEcaCnwg5hp0fersYEgbpOxXThbhbvBnVdytJd6bHgVkZDgXZ3WfJMJBtr5YoBYCD9sLD0KwuBVgICdVylQxUoaIsWV6TPknryyuEs3g28QNP7YOuuOHx3bQu0tctMkvE3diNemgaTF3cTdvwdxgTaoz2BZsk8feVwFm+DfL2JE2j+9kCghliMaJKMz6eBgmva71YLAAIdDDZ/ZSHQPKraulQAXbMpUIcbSNqTp+UUlSbjmcKfq80LoBCoB1RNT1V+ZS/u766vr+/ula2JmE8XXSR3m9iPllag3K2wdlccv7kd0DiiaTIOj4+PH0eFiwfHKWeNz76EQJ1An1aqJ6bSX1l+qWX9UvXVBOpeFk9jYz9m6g6j5ACf6auHrf/YPn3bxd5WC26shXFENZ1IdoBA+6cklVRPRGW/slERdfXBGeHxTslmH5YE2iz1VyYNJotP46yXQz/9g8/syrBVsSmJpLuj/Uwk2BiTiOrGgVoBAu0ffQKpmYB0v7Izrj4/07egVxSotcJzI6TorBVXo5vEprpAVcEUR6cwjvoAe6Wq81qgXkQHOhMJcJSkjZpJR/Mre7Ut9M9razPVOpHKMEv0RScqD6YswzWKT4nPSs6ti45wNDsEgWqoGFG93s58nYkEOEoSRe00U0jnArUWdf1pque0ZtHR66xqHKsehEDLKY+onIzDx+kIlfXrGAc6CErSQ53koie8G9xJ/1gEz+t+fqsNpC/BWtS50yhOVzmTNYxPic60J64cH+4YBFoNXUSlZLwQB6pAoEOgLCVUSScip/d2M25lnlwEk9vxX+HJlJOpAivpoloar3Ue1QmVmUr/QbN4NJCZMmjVQf6Y0p8W7mdzKmitc5QRFZOxPNBvs7gMYT7eD3SNNgXUF+h58a/snByI0gX5Z0t7km4EWvG6uPOoTqh8u+SDXaMOWnGM/6BKoL1dgUAlo/VALqJiMibpf/PxdjD56NFOEEyKixBNxvuBFPUzaScYTUj1oiH/ygrVlMuj6/TgyodLflntpIuSKyu7cPlzRVklO8a9qzizJqO1jjJkxUEhjooib39XoIqFe0gRFYcx3aXlhllAal+RTAsbsRqN9wMJBc+kpYBsnYz8ym7ET5/yltFZPBUodys5+aQvrT3R+mdRB110qPCDhabolppW6xQhovJAemLDOdUosWlREbTReL9xomreUj4R1yHpwp01ErT3ryDNaz5ZY3gnV/3NXtp6oibnqfqF4gvU3ICuaWS4tuEjqpqJtIhzyKIwozQcrjJGdK1NfhmU/co2RTWrvgR6q2p/odK30s9V/0ryRMWXteNYEp82UJ25+g1o/uirYEl1LcGnYz7WTKBRBZ1U3qO/CurwEGhtjASqe683qs73VaWL5vl+rY5Ushtc7aN1QsmGAPEvLVEj4sXfNwuwNOgWkpQCC5ZrEy5J87GOamck0TNzFueUpuP9xodyxJ3qeSwV73cSw8qwRFKKDwJVvFc1FHsC1UTCUKCN7lTZl1tIUgqa+a11uCQtRHtGa2eZR4tyStfj/bxnQAIlTeTaJ55wqe1dMraCiRfqvF0xCGsC5SORvKhxrapPmd8oCLQaXDoWoj2Pmz3jbviFphu+4/F+3qMUqMnkPDsxaXSGnrZ6MbkdJd9ocn+5J6p+uAZxTF9Wv1bV59Tf1p6O/4r1JGdCXaN1TBZRMRlHeYNIM1Lnc0/+alvX29rxeD/fcUagTbJ6wvk0mOydNYxII4FWvivaD5beYO23uTtpclOTc+cuS3pV5TRrFQRa5VLtJrVGVHdZ9wgRlady0nHRZKQKwU5va/NzDAB1Hss/j6U6a7UcjzqQH1kBsTja2gw17nZUvy/aay27wfp3ywSqfbbKwqbBFSovQXuw5ERlAXZFsb56Ro6onIyf7tDmTzrRaHLbwp2AQCnVxZU+qeKHVvr10mg0MKhWoG3OUMvuRuX7ov/ZKrvBJcFwZ1Z8TPllxSVwkeDjU/G5Ky9BdZA/pnz+tRNau+TE5QSKiBYl46e7u3tmU0zkACBQSmVrZQ9L89gqfLs4Fg0FenNdZCMTaKsz1NJL0yZogeKiYYXzVA9G9TnldxVBc6FUD7Akjopj3AdttOK0juoG9UpRRJvrrXS4SuMQRgX3yMqene7rBW9LArX9mNqdoZZcWHmqZvBXm30++7L+NJWDKRGW6qDyKVcPsCSO+vhAoLXRRBQCdQz+qZU9PP23VWRKaWN4SkcTLColbAInUOmmxq/1p6kcjOqDyi8r8yb3uYrhqcJWHC2Io4VKSAeoblU/lETUQr4pG+/XPIQxUfnJmX270J9jFGjDTnrdB5VfVufP7FMGT77yV9IPlgrUCbkWC607KkWUJeNcz4Cqg9UICLQeNZ9f5W+zJ2qrAHp5THZGCsXfzq5mqFW9Q5kruPtS/QbX/VwNgVYuOZZS9StpgGUCdaN8Wkd09qkRUQjUNQweYv7LwteFRyrq0zCOJ9fjxHG1vSoMV+pohlrlW5QrgHYmUOHL4os10w7CZiTBQaAa6kc0EajctZrrYDWlfYE68Lht0ixrSd9W/iw2rrIfJr+uuZWZOpqhVnKD0rdVAq1xg6s+B9UZuWPKoBs844ZU82fPWcqGDethGFH/tzV24nnbpFHWSpODRp1Nnwix5Oqnp2zGhVhRd2GGGpclkpTB55OGOUYfoHRQftsgYMtxrSNQ60FXx6oby2gSUQh0YNAU0YI1M8iWHrdZH5Fu1W093QhUeUyfaUwSk/aMzTKqjUwuob1CZcdb97QmSwELETVKxlKFX1vRb1ugjlQ5HKGVEqfEjK6RwDrZi1fdLo2p3VhlKPNH5SxjPzU1y69dW2wkArUWUUUyVnawCoQHQv7sdUFlCJTRhTsJUaGTtHsygbLFt+vTsUArV0cdE2gLWb4EZbtx53igzphcMi7qYBWZVy53QKDtkSSIAnW2k/jZanZMoMZr23Ut0Iq0kJwgUAOcF2eCnIyLO1hFZlWbviDQ1kiSRkGxs6WUA4GaRqjJdzu0mKrjrXPcNydDSsa6DlaB8G7FfINOpJYQFh5PRcp9oCwBGaYu56vwjYQFgboQtCWBdhFRMRnX6GD99u5nqwUAgVonLmdmCSVQpZiydGScymZ0iCcT6Ny9TiTnBNqoLcUBifUQdEOBdhhReU8kGx2sYgAYSG8TrqLel0AXrImH7YDt3jCmRsJy7fcYAnXWnRR5V04btTMxAEzltITc0lmSfErSlHmSI1WTyUOSSMJHgbadR381Rl9rHdcE2vto9h6DdludMap94Zv2D4gBOJpRfEI9QqkvgYoLJ5hu++JsulDq0y2njgAf3EmBQN1GsGX2ir6XJh91StKnriapL9kzi/Q4lu19VIRX6cK5Yung8UKeBFThnUVV2gz45s7eBLpcXhyQ4cKTzScmX6Z4lS4g0K7xQp6EXCeShQ5WMQCfMoorFFbXS5dJ49GnsZ4ToU/pwpGxxv3HoDu8kCdBTMZ2OljFADzKKB2hff4mzZ1qGaozfYl0O6PrdNHEPm4I1IU4dIYX8iSIydhOB6sYAAQqUZgKlO4UvlKYiFQnVGY47tv9JsWO00Uj+0CgneOFPAlSMrbSwSoGAIFKKFNCoTuFr9RJSOpcbyUZhk/v7Wbccm0mkgr/BepEJDqjwJ7uXb2cjG10sIoBQKAiCgXq3Cl9p6FArfyQn0yFuLo2F15FQ/u4oC6zS+g92oYU2NO9i8kn4+YdrGIAEKiI5LAyd4pfMljY0rpAF1KEIdBOMLoEFyJuRIE93bsU/1ek9w3eYVXcKXzJBYHOophuvnqWot3VuhCvBOpCQW7MAt3fb/oAW0NMxoerD60HAIGKZMmiojyzb0mvSlClOAsCJc3k+v3iKuGXQF2ggT/9u+wifTp3JaqB9HYDgEAlFP5sJRxlimteALUzQc2rTiQ3GKtARX+6diWqqZx2A4BAKYm2hGU8W5MnRZXemgs0+pWFQHuh/gU4q51SivTp3JXIJVAItB14a3L6lD7QVUQanWFmpZri00B6b3FWO6UU+tO1KxGTsZ3Zm2IAECihrN7evGRYG9PkGNVTMMXXExy1TjlF+nTuSqRkfDINVh+cWQ0AGWUpLH6srrh3L1DzFHk+DW40nqOGdNEFrmqnFD8FGt7bfcnCED8xgLFnlCCttccCVX5I3TveaoppkCIvdoJgZT1hw4NxoKPFSelUoMifzl2L3IlkY4y0GMBYMoqqAJneSLUgpS/L77eaZhokyXP/ZiIBz/BUoDfXRcwKF2IAI8koeQHykhmSQCV/QqDAPkX+dFugrQQwkowiCjA3xaikjVMl0HYTjfnZZ0Ew2TvzayYS8AwINA1ggBlFoULegDl7Lss7iTQFUMcEStp5sE4saBdfavAQqAEqGXK9RDl5Zh+odc6WU43pyf2ciQT8wpcCKARqQFWBLusMW89/0lGB+jkTCfgFBJoGMJiMkihO2eEjC1Q8ahZgy4nG9NxzVOFB20CgaQBDySipDJUCFWa4579jhKOJJiqCYrdW0C4QaBrAUDKKRqD8QKUlV7RTqrYGbiYZYtDVxsttDyZdgDaAQNMABpJR1hTE7/BDPcnf2bNuKlAnIYOF6QVjJhJoDV/8CYFWhZMhZ0VVj/vQBWpnutpQ0gVoBQg0DWAgGUUhUPWAJe5pj1WgF/fWN/ZKmkmHki5AK0CgaQADySi8DHP65D/IP+0B+lPH1TaV6Zzek4m+q34o6QK0gp8CDU+PX+UKDqdHZcWIKgEMJaMUVNwD+QJHL9BFMLl9dvaoZNnlwaQL0AZ+ClScZGJnyslgMkoqQ408CcLTHqA+Nb+yVKDh3XiY6Fy/7PJg0sWA6dFZEGgawGAyiqbdU8Ddh20FTSKhAmX1+OX5VJt6hpMuBkufCdmTmfCZQL+xG/HSNJi8uJuwg/VAZfLyVBQxHX7aNqgq0OTfAgaVLoYJBFqBJBnLizzGYO8bDlXRU9nI6eqzbkzZr2zszFnc+Hk+1c5XGk66GCq9ess7gZJVHnOsjmvRCF2DZUHNfVy9RGW/smSE08qL96fkSDhDG6jfQKBVSJNxeHx8/DgqXDw4TjmzEoA3GUUjw6J2T/VAz+EqtexX9vT+TXKIVuRL2n98SBeuZtpugECroOlEshSABxklpkigmm4jpUAHXCqt8isbnt7/EBHopn4InAfpwuFs2wUQaBV040DtBOB+RolRlyY19iz6zoAFShjPgsoOZ9tO6PP6vdjSmICZSAkqGWrtWfAdtYiHg6VfWffThdsZtwMg0ApAoAk58VFvssGfZV/SnQeocD9duJ1xu6DHi/dXoKf3djNujWgqpyS+IPOnxoUQaCHejwN1O+MOHFULqJPPQUrG0kCVUQ2k57yX3oBSF+bfHa5A49bPqsvZQaDAHE8FKg/0G6dAs+s3kqF//qyYOusJdHmp3TDeg3Thcr4dOp4KlCxEtvHgLEWbBSoG4H5GSWDtnVy/0TgEWjV9Xt0kq8+TFekFaqxIL4i3aYwbfL9GKI7m26Hjp0DDu1Zmb4oB+CPQZa7b3aw67pc+uxSFJYF2FWFnc+3w8cWfuYH0+kUcTQLwSKC5zD3c9kwOuyn04v5uVCrd3Xut5HM+CBT0hrcCHfFMJFXZaAT+tCrQ8530Jq7qf4obpAvHsxSwgJ8CjarwYxVoQc0SAq3F+TRYjZvQH++0tyK941kKWMBPgZJOJP1ONgYB+CDQ4oa5weuzto9CfqCwNFiYX4GpvdWYHM9SwAKeCrSFOrwHArXSMewx9RKoZhiTMPSzvXGgjmcpYAFPBUrqYJO9M6sBuG6lsevTP4GiE2n4+CnQymOk6wTgjpdU1fHR25NQL3lepsOEHx+QDTizwcLJfnKURdDaivRO5yhgA1/8OSaBKjqE+tGnw8mhLlGN5Tb3J9nROLZmeDLVN6cXbmhaJdgB3UGgxFOBNphkUhiAuwLtqfTpdoKoyVzsbCdT2YIo4ZB/trRfVNz1Qd0Y0Ag/BdpKAK4IVB4Ur9Nnq33vbieImkRFUKGz/fLoOr2pKx8uGUkPgQINEGgagM0QmtxIUaCpPlWubHX0p+spoh7G4zby6WJYNwY0AgJNA7AYQtmt1L7JCzQrfSpdaSTQqg/Z9RRRj6gEmhdoeFq+Zj0ECjT4LNDLY7JnQ2hhJSYaQHcC1b+dCZSvvKtcaTQDvvJjdj1F1GMeKDrbS0YwUSBQoMFfgZ5cD9i+tKtl60FUC8CeQMvuZcmd5v2Z6FHpSgi0IuHZo0C1fhcEWocRXnI5vvgzJ9DDZPiSrZWZuhNo2b3mBJoK0ppAazxox1NEGfJYN0UqMROo7zfGkHFedRm+CpQMQ1n99DRK/2RtUO1I6KoB9CPQwr6hrOcIAjVCEujktuojEGgZ6ZWO6qor46lAyZYet1n6Jwa1sLJIPwJVG1DoeZfgP9egBl/lQbucHsoRBgtv7Kmayg0F6vmNqUWaWpw3RD94KtAZbdFi6X9hZXn67jqRygSa73rniqDCmVoW6OAx64UfFRCoHj8FGhU6SYsWE2hUHLVQh++lF15RsFR1vRcJ1GQgvePP2TnGLdC8H5qnnEElP1/8qVyRngnUztp2HQ6k1whUnHbEv23gypLAh87h6kMLZ4FALStiWAlwHAK9uLe+sVdSSO0yo6R3WhJobtamQR29euADh1VTmgKBMjFYLYAOJgn6KdCqVXj2gXncDavvaeolowgCVUx6b0OgY8HSotsQqF2Buq+aWvgpUNKJtMX7saATKf4AWbvs7OxRe3vfNEDhz/z7fUTMfyxtnDVugfLatOMH91VTC08FumBj6GM/Fg5joh9IVs+dt7b3TQNSgfazYt2gKf5hrcPIH4l1LwiqcVo5lfBUoGTs5+Qh8WNIJukVdcJTgSaD/c6nrW3d0ABWxIQ+W+CE7r3Z8CRjfyi2rcCrxnXpVMBTgYrTTArr5oJAW9z7pi5FQz+7i8EICO/tviTMRbK1nB1ohFwAdVg6FfDFn7m58KQMyiheTCR25iwW7Pm0tb1vaiJ3DUGfbWBp3xc8F8vkC6AOa6cUbwW6XF4ckPWYJptPir9E8tDKi/enpCksbG//77qox362EJDbj7RlLO37AoHaJk2VHminFI8FWoXT+zdZ2aN0UEt3GUUc/Nli75HzD9UHINDW8EA7pQxcoITw9P6HiEA39SPp+xFoq53vzj9UH7D0bGw9iCE9UA+0U8oIBFo1gB4EKgydb2fKkdtP1QPspAtbT2JYT3QAV+OtQMOn93Yzbrm1mIienECFo/bC8eCptk74lyRlXP3MZ4wTCATaHgO4Gl/8KQv0ZGqhg1UMoPtOJKH2DoHa5+JmkKyWMPmI4TmspAtbj2Joj9T/S/FUoAuDESqqcaDCSazFtQxeoPIxiwb14bG2ymIapAKlc39NgECBBk8FOosyxOarZylVduZ0R6Dcnh3ioZaKoPbO6BVk24LJDVp3vzzUTLfQA4ECDX4KlJQo6hcoLrWa7VKgCmVDoNaZ8XN8Z6YT4yFQoMFbgdpYaEcMoMWhRHJIihJvGwIdQBNTA8T1QI23LUAnEtDgp0AtrVQmBtCKQBU3tqDBoAV/jhvxV9b4NxcCBRp88WeuDbRyi9bF/d319fXdvcIJ80kAHQm0qMEVArWMUwLFQPqB4qlAo+xQrUXrfCftI1rVK7fVyZTprdX0V0GfdhG3u14UL3qoB1M5gQZPBUqatG5UyA/ndEVIwuOdPlakl29t5/39Y2bO9byTHnmzcUx4WkCDrwJdXkRFy5XShXb4FZj6WI1JvLXdj5caNXT05+bD6Nfz9CAwLYBCoECHL/5UlEArDKQXhn72saDy/j6tmMf31po+e31YzqeUDCGRmO7QCYECDZ4KVPKnswIVNo2Lh883P2cbj6vyCX1IKykXB2kKKVmLqxgIFGjwVKCzqESxd1Y6EynZT46y0FfiWhZoEFjrZm/hcVU/pQ9phSM8JWvO3HpovthMmwL16U4CJX4KlLRu6Xd5Z5AdjeO8E55M9V9pJaPwCy/ZEmgbz6vyGZsG7nw6y9GiQH3Id0CPtwKtOKhvTqpv6+vrQelqEm0L1NpUoxaeV/VTNgzch5QmAYECDb7403gm0uXRddoGtvLhkpH0EOggBXp5fPzqs2VYZbUZNe0J1JOcB3T4KVBSsKxUha8TAATaukA7T2sn1wO2I1bx1q0ljFOgjkbLPTwVaFQENRzWVxxAq51IgcXVQuw/rxppwEoBtKu0dpgM0SArKjs3jMnhnOdsxJzDU4ESg65q9jM2CaDtYUzohe9aGaQBfPXT00igZFqn9Ivb7xoJBIdznrMRcw5f/Cl1It2Mu4WCZlt+iwG0klG4wZ/2Vgux/7hqpIEmgXeb2Mhg4dts+K84Mb73NRJinM15vkjBATwV6LY4jt7ZPZGEuUcurxbSUQroNK3Fayiz+RMLYUHlvtdIiHE25/kiBQeAQNMAWsgorU99d+/B6WPEpbXWo84WVGYCFRdU7nuNBIZ7jy/GFyk4gJ8CbSUA+yF040+nHl1ZjNI32486GyzMBCoMHe51iq9jT0yFL1JwAAg0DcBmCGzyUdtLL7n36CrHaLQCde+ZKfAikk7gp0DDUzI6OuX0aK/5mCabGSWbv9mJP915dpVj1EHUNVX4PtdIcO2RKfEikk7gXh4sQDOV084Wc+0I1N45Fbj38FwSKOlE2koFOhc6kfpbI8G9Z6bE/Rg6gifP0y+B2hszr8e9h+eUQBdsDD1JHNFrwZO9rZHg3jMDTfDmeSbJ+Bu7ES9Ng8mLuwk7rvXCQ6BOCJSM/Zw8JAINH+VWpO9rjQT3nhlogjfPM0nG8lLKMdV2mNMH0DyjyHOOWh/16d6zqxyjLqIujHZzZCqnNxkOVMKb55km45nCn6sWNolvnlFSa0KgbgiUlkGTJOLKYiLuPTPQAP8EGh4fHz+OqvAPjlPOrARgTaAWF58vw70nVzlG3UT94oDU1Ceb5usmQKBAgy/+NF1QuUYATTOKYuk6KxED7YKB9MAcPwUqjQO1E4BFgQbQp4OcqpNML5sNgoHgp0BbCcCmQK3EyBQvnmfnXBwUefJSu1w9BAo0QKBpABYFaiVCpvjyRNvl8mh9fX0vU+PJtE6rj9BF2Ub0wEDwTaBx66ebqzG54U8INCI8ZGOXPsL+PqiXSCBQUA0INA3A3jCmXvFmXEWbZGPd6DSjkykn05pAoECDN7ktEehNsvo8WZFeoMcV6TNnBi6UPyHQZTxxc7J3fDSNf1oPmwwEhUCBBm8ym6ttoFmx05H6HgRKC6C0TnKxTYqgh+bFzyUECrR4k9mcF6gj/mxHoH6kkYRsA6R5EDx/ki9+SjUYbf3FhWcKnAUCTQMwCoEfu+SEP3vetNMJsk2Mz6fB5HoQvF8aAUr7lCq2oLvxUIGjeJM1vBCo7TgZAYFmE9Vob+NEsd7nvPL6M448VeAm3mQNcSbSvV2RW32tSC8ItHEc8pg8HOsP1LdmVVGg6mWYZvpllDMgUKDBm5zh6K6cLU8/svd4mpzGb4Gq10sO71ZMMxAo0OBNznBUoC3v3mHtEvTYbwAAE2RJREFU8TQ6kdcCLVoH9Nu7n610MggUaPAmZ4jJ+PIs4fFBMLl9pp3NXDGAhgJdOl13Hq9Am/62QqBAgzcZozgZn0+D2zYCaDKQPkj9afVmWjNXwxP55U8IFHSGNzlDk4znxts1CAEYZpRs/CcE6giVBRqelq+KCIECDd7kDE0yjoqg/e2JlPenpfq21VM2PZEniYRRWaAlS4FSIFCgYQgC7XNbY27+kXXbLe0V/ezJ3QdI11G844uw90u+tAmBgoZ4k630JdC+BMrP33RZoL5VwpuRG6RRNFQDAgUN8SZfadtApT2/zQIwyCjC/HdbAhXOY+vpQKAQKGgBb/JVUTIOzx4Ffe0LL60f4kh7peasNk/oMOHpsQpU4YF1/BSoXMTopxdeXn/JaYECBeiFBw3xJqvqBDrpZRyo7E9bpTwI1CkgUKDBm6wqCpRfz3Fjz8I8pPoZJe/PhqQPAv50CQgUaPAmrzq2nJ39+e+ZNiFQl4BAgQZvsqpbAm1h/7gWut6BBSBQoMFTgR6uPrQeQL8CRcuno0CgQIM3eVZcUPmulY53MYAaGSVbBdRa8BCoo0CgQIM3eVbuhbcw90gKAAIFCiBQoMGbPCuXQPsUaACBjgcIFGjwJs+KyXhuZfKRGEDljBK0IVD0vTsKBAo0eJNppWR8Mg1WH5xZDaBqRiHDP9vthQcOAYECDd5kWnlXzpd62BOJ3qugJYFi8JKbQKBAg58C7WdTuaSMSCYgWdcncBQIFGjwVKD8VE46nbMTgVJrEoGiuDgeIFCgwU+BthJAWQj7Sb0dsy3HBAQKNHjjAQgU9AIECjR4o4H+BcqNXeIHbXpzB4ERECjQ4E32zyfj8C/JYrhXP/OZ5tt50ADMBIqy6MCBQIEGbzK/nIwvbsZd72QHxo9YCQACBQogUKDBm8wvJePFNEgFGgRbNgIwEihfmQdDBAIFGrzJ+2IyPo/8OblB6+6Xhx3ticSPns8VQP24iaA+ECjQ4E3eF5PxjN/JeNbJrpwBBDpKIFCgwZu8r1kPNCqOdrAvfDKBM/4ruW8Q6NCBQIEGb/K+Zj1QO6uDlmSUoi3k4M+BA4ECDd5k/v4EyvaPK9iCEwIdOBAo0OBN5per8MGd9K9F0GYVPmn5LNrD2Js7CIyAQIEGb7J/bkHltBGU9MhbGMdULtDmYQD/wHMHGjwVKB39ufnw7Ozs9CCwUgAtyihtLD4PPAICBRo8FSgtdqZY2aETAgUqIFCgwRd/5qdyHqT+3LQyGR4CBSogUKDBW4Eul+Hpvd3d3VsP7awlAoECJRAo0OCxQCtycX93fX19d++1sgAKOtm5VUDBCIFAgYahC/R8J63pr+pbSiFQoAICBRp8Fujl8fGrz5bhW5pvndPdjwmPd0r6mgqHebKdkPy4TaAOF/fWN/ZKmoAgUKDBX4GeXI9347zaXi2unc+4ZUZm+iVHdOPkvRmrACpxtU2nrs3jMRx3tJ+FQIEGb8wgJ+PDZDtjsqJyUdGSZRTFH4oA1BklgD+HR5wUFsHk9tnZI7OaCQAEb9QgJWNSeFj99DTKB2RaZ9FA+uYCDSDQAUKTQpRwaNlzblQzAYDgjRryCyrfZkoUJ8YLJHmEstBPWFJmFFLKhT4HB004yQ/q+dSkZgIAwRs55BZUvpaWKRfFCyqTWlpszfBkWqRZFkCRQJGBBocgULOmHQAIfgqULajMkr5uQWXaT7C+vh6U7pykyijw5zCJE84sbvw8n9avmQAQ46dA2QqgTKDa9UAvj65TDa58uGQkvZRR0lVAzaMMXIWsRbPy4v0pqbiEZqMzACAMXqDVAxBCwCJ2g+b0/s1sEIc+8SAFAA1+CrR6Fb5GAGqBNj4vcJTw9P6HiEBL1qKBQIEGPwVKOpG2+PHQtnflxBIigAGBAg2eCnTBql/xeOjCYUwCqt7WgIc7DoECBgQKNPjiT0mgZOzn5CFRYvio6or0ECgwAAIFGjwVaLynR80V6S91y46IQKDjAeNAgTm+CpSWQZN16sqW+jQA/hwNECgwx1uBkk09yAjPyeaTNoKDQMeDvmYCgQINHgu0IlVXpJeAPsdMUds4ACIDEehpUS9S9RXpAUiBQEE1BiHQi4OiVqwaK9IDAEBNfBTo5VFUJ9/LGq5OpoWz8WqsSA8AADXxT6DhIRu79BH290E8qVlFnQWVAQCgJv4JdJa2TdHl6aLiZyZTGQgUqLi6uc6zgXQBDPFOoGTi5mTv+GgaFzsPtQNB66xID8YDrbVk4IcVmOKdQGcsvV9skyLooab4SaixIj0YEyUbIQFQDd8Emm2ANA+C509K5yFVX5EejIoZfk6BBXwTaLaJ8fk0mFwPgveXVMsrr0gPRkV4FxV30BwPBcoSPl1OZIJiBDDj27uf7TsKwH/8FmjLQ+MD4B6tPnEkg+HQTeLwW6Cttmr2nQCAkjYfOdLBgOgmdXgt0HYLoNYfAU7o2gnD01cxsg2MApVA2+0GcDzz44TNwdwKMBYgUJzQ+gkhUDAWIFCc0PoJIVAwFiBQnND6CSFQMBa4gfQPjgmPp8mriDb6AhzP/DhhcyBQMBYygapoIx84nvlxwuagFx6MBQgUJ2zjhACMgmQxkdNjFajC44QAgEL6mIGCEw7/hACMAggUJ2zjhACMAggUJ2zjhACMAggUJ2zjhACMAmQcAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQzoS6NOdIFh9qD/S7ISXh9MgWLlt74SU2eRz9k749GYQTPaMd4rOn/DkeqNLjpg/9xV9EAAADd0IdB5QtnRHmp3wYjs+cs1aDOOjxgItvOTnDQ2aP+Gs2T2MOAkEgTZ8KACMjk4Eej4NbpPcmtkof6ThCWfBjbeiI9PgjqUTEhaBsUBVlzy5TUVvK4aLYPKQXLKx48NHgSDQhg8FgPHRiUDncaFmnpVt8keanfBqOy7YzQ2LoMr4nE9Xd0xlkj/hLDbnwloMG97D5flOsLrDC7TpCQEYHV0INLwba+h8mlRf80canjDhfGqkJ+UJw7vP/Ze7hgLNnzBRvCGKGKa+MyvSLmeTvb+5ywm04UMBYIR0I9A4m15tJ9k1f6ThCRMMS0/KE84mnwvNBSqfMFJ7eGDeiaSI4fmUVOGfTo1uYcTZs/SsRUEAALR0IdCk8JVl1/yRhidknBvaRHVCUrIzFmj+hIvgp7YbdCKpYhjVwSNWG7RYCjew4UMBYIQMSqDnpn1IihPStkqrAg3iAqNZGVl1yd+YEoFOGoxjgkABaMSQBHpCe5HtxDBuCLQq0EYtjIpLngerr1EjG7aBLiFQABoynDbQ8DCYmKokf0I2JDIQB/o0OGEiTkM9Fd/DJn0+aAMFoBGD6YUP79ICma0YNhaofMLGAi3q1m9SYJQEil54AOoxkHGgxJ83GmT7gvgYV+HzJ4wiSMvHpnpSDH1t7jtRvhgHCkBNhjITqWGuL4iPuUCVE4duN2iyVE2+Wv315fKvdhpcuShQzEQCoCadz4VnBSd7c+HpCa+2kxq3YXEsH0OCuUAVJzy0Nls/PmFUpm00uX7JN3vaeCgAjI7OV2NK9GRtNSZ6wkXQUKCKGC4bCVRxwoaLJ+VOGB6RE5ov75QTKFZjAqAeWA8UAAAMgUABAMAQCBQAAAyBQAEAwBAIFAAADIFAAajJXJqfdj4NGixIAHwGAgWgJmTUMTeclwzINR3dCzwHAgWgLmTYcVbklAukYERAoADUZsY5ExX4MQOBAlAbrhJPKvCY/DpaIFAA6pPteD1vtBoB8BwIFAADZsybUVk0Wy8hPFkPgmDjYSrUyyNyYLLxMPnS88+eXo8+YbxyLXAMCBQAA0glntTcZ1wF/nzKVrRJlvaeS2vcRAI9oftYYcHAoQCBAmBCXIlfcBX41J9JD1PmT2bZWbAybbKkIXAOCBQAI6Ky57XwblaaJGVSshZgeDKNFUkO3HgrevHmDtPsjJRFUX0fEs4KNHx6k/xYr9x6TXuQ+5Ff33urzvnvFg7eu3hY8oEiLuwspUnX+ZzcKIgAn2dLifIwejhagvhxnavAZ4VR1i66SIuaUdmUPsoZOpyGhqsCPcmqQ9lPtuIgX0uqtUV6oR/DwzhP1BZo8sWmsJXmr0GgjrMQF/CeZc9lIY1sih5DIlCMeBoWjgp0wXsx21o9f1AQaJ0BzYV+TBJ/bYHKucYUdplbEKjrzPjuIP5WRyXOrJnz8vTeNEgFiiH3w8JNgcbNSSQ5nh1Nk1955cF5miTDpzt1KkilAq2NLYGWDCyEQJ1B8GS2LVfW7c6anNIf/Bn634eGmwKdS32bd3QH0990YUheGU4LVFdMgUCdQRAo1wefCJQ/BIEOEzcFKiS0OWuLVx4UbFOnhgSBgqbIApVudVwmXdm49eCvtyHQgeKBQJNkqjwoCVRKn8LMD3GaSCZQYbZI0s56h32AO3+SQ3LTTZbiF5e06qb4CO8+djIaSNzrvkm7xdKK4FYWwzjAFTbIID7JSfaV7CNcgBcHpCP/GQTaJnIVXvpFnqcj6q8g0KHipkDnqsJc0UG+Ci/Zgp/5IU0TSfUkzhaRBcrlERZUbrpJDC/Qix3lRwoE+kdT7qsKgWYVwaRza/Lrs/jA5E56NjFAdlHP/zUE2iKCQMngCaHmwD3tBarwQ8VNgRIh3JBHdSoPip1IcvLkZn7I00QSPUmzRWSBZgVV9io33YTBCZTrThDLJEqBZpD38gLlOyfusJNcF89fPAXmJyDQFhEESpcFzX6/trinfbENgQ4VNwUaG2Dy4oO3yg4Kw5hW5Uke2cyP3DQRTk/ibBFpGFNq6Di35M6TkbaBktEte8+W4ZH8kQKBTm4/I4NIk68nIWYRWH0S/XlxN5C+8oh9RTkFhtwLOm4WAm0NUaDkrpPnsrw8jH8MZ/FToOkgfvAQ6OBwVKDZmHm+IVFxUD+QPpv5kZsmwvSUny0iCTTNJHEPVe48GckXo2+wN7JXMWqBZiNaryUveIGmPWPsb/qV1/iv5OKUjlc4n0KgLSIKVBinvCX9DYEOFFcFGg/rjJPe3rPig9JAemmVhmzmR26aSK4XPmnolwQa/ZMsWxbrrHC6SfL3PIuGNPNELdAt4YiqBCpMn85/RY4TFwwWq2wTSaDLhdhavTxMEytrH4VAB4ezAiW8eXSTJkDBAeJBrg30zYNA7mZKS2/5aSKiQLnZIvJMpHmc6OPDhdNNuC9yg6mkjygFKh3JCXQRN1x85lnRSXJx4vqD82NrgD3kFBDV1vnxEsslHYyxEv3Ws4oOBDo4nBYo4SKvRf6gMIwpt7tXmmDz00SyQULSbBFZoFEu2UpPpZpuksC+yI/TlPxlJNDlLC3HvKU8SS5OnFExjAmANnFeoFnjpPKgIFCiEmEkyYxrjSwQaG62iCzQuA7PTKSYbpKSCTSNruQvM4HGnRBpzTD3lVycOG1DoAC0iZMClWYUxX8qD4oCzQ3F4wUqiUQYJMTPFsktJjJnC+duKc+T0VYJNOLpQWZQlUDFOKEECkBHOCnQudgbFBtFebCqQPPTRLhBQuJskZxAI0HdSc6UP0+Gog10ETRvA2VcPj5Ii865Kry6O2yJNlAA2sVJgYqVdmYM5cFcFV5spE8FmlNrNk5eni2SE2j04lpSksufJ6O8F57rRJgHFQXKaTQWY+4rqikwyQH0wgPQJk4KlBhglV90Phn/mDtYtRMpN00kJ9B0tkh+PdB58NwfJMHkzpNRPg6U7gKRhlaxBJpJuECg+Til2rzahkABaBEnBRr3i2w+eZaM/NwqPMgJVNFfnwk0N00k05M0WyQZlp4JlAbMXufOk5GOZ+dnIon6IqNWbzyLpwzVGcaUzpW6pvpKLk50JtKT5fIpZiIB0CpuCnR5InQsXys+KA2klxooxSHmKVxneX62SNypfYcTKJ08ea3gPBnJF4vnwnPvfHS79jCmIC2Jy1/JxSk98FPoRAKgRRwV6PJ8J1XC5COag6JAV6UOHn7gsjRNJNFTbrZIvL7HFt/4OA+4hgJ5uklK8sXi1ZiyL29dVRdotuDI6ueW6q/k4sQmvWI1JgBaxVWBRjXWg3iZzs880x3kBLqy+UQ+hzDzQ5wmkvpRni2yDElTwA1eoFL/lTTdJHsj/uIyWw80f1WXh1P6Rg2BkqueBukCAKqv5ON0EX0F64EC0DLuChQAABwHAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEP+P9XGOa0vfux3AAAAAElFTkSuQmCC)
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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Assuming that the SEDAR 2012 assessment is relevant to this fishery (on the other side of the Atlantic). The assessment (http://sedarweb.org/docs/wsupp/S60_RD01_2012_S1_UpdateAssessment.pdf, page 76) estimates relatively low recruitment variability (CV ~0.3) for the same species in a different location. Here we bracket that with an answer both below and above this level. However, the Gulf of Cadiz is unique and annual impacts on juvenile survival could include temperature changes and other habitat suitability covariates that are region specific. Note: the answers in the version of the questionnaire were provided in terms of sigma R (Low (0.1 < sigma R < 0.3) and Moderate (0.3 < sigma R < 0.6)).
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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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)
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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Proposal is for a very small MPA with respect to this stock.
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![](data:image/png;base64,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)
Spatial mixing (movement) in/out of future potential MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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No idea, but diagnostics results should be analyzed to determine whether this factor is of consequence to the MPA management procedure.
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)
Initial stock depletion
Answered
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Very low (0.1 < D1 < 0.15)
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Low (0.15 < D1 < 0.3)
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Moderate (0.3 < D < 0.5)
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High (0.5 < D1)
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Asymptotic unfished levels (D1 = 1)
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)
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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For demonstration purposes, we kept all management types to visualize results. More information is required for the following topics.
1. Describe what, if any, current management measures are used to constrain catch/effort.
2. Describe historical management measures, if any.
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity.
4. Describe and reference any legal/policy requirements for management, monitoring and enforcement.
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TAC offset: consistent overages/underages
Answered
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Large underages (40% - 70% of recommended)
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Underages (70% - 90% of recommended)
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Slight underages (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slight overages (100% - 110% of recommended)
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Overages (110% - 150% of recommended)
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Large overages (150% - 200% of recommended)
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Justification
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Various aspects of the fishery suggest that TACs and TAEs would be followed fairly closely. For example, there is a single port for landings. However, the recreational catch is unknown, but could comprise 20-40% of the commercial catch. We assume the recreational catch is proportional to the commercial catch and reflected in catch underreporting.
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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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Uncertain, but unlikely to be either closely followed or not adhered to strongly.
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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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This question was not included in the version of the questionnaire used for our meeting.
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)
TAE implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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This question was not included in the version of the questionnaire used for our meeting.
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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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This question was not included in the version of the questionnaire used for our meeting.
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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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This question was not included in the version of the questionnaire used for our meeting.
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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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Self explanatory. However, historical catches may be reconstructed. More information should be gathered to address the following topics.
1. Provide the time series (specify years, if possible) that exist for catch, effort, and CPUE/abundance indices.
2. Describe how these data collected (e.g., log books, dealer reporting, observers).
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality.
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports.
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Catch reporting bias
Answered
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Strong under-reporting (30% - 50%)
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Under-reporting (10% - 30%)
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Slight under-reporting (0% - 10%)
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Reported accurately (+/- 5%)
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Slight over-reporting (less than 10%)
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Justification
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No justification was provided
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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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Gear configuration is likely to be constant. However, spatial targeting dynamics (range contraction on high CPUE areas) cannot be ruled out and spatial CPUE standardization is not available to counteract spatial targeting. Thus, a wider range was included here.
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)
Available data types
Answered
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Perfect
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Good (accurate and precise)
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Data moderate (some what inaccurate and imprecise)
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Data poor (inaccurate and imprecise)
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Justification
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Assumed to be data-moderate due to precision in observations of annual catches. A sensitivity test is recommended for ‘data poor’ conditions to determine if dataquality would affect the performance of different management strategies.
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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