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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
This MERA file follows closely the document
The primary reference for this MERA case study is the 2015 stock assessment: Ziegler, P., and Welsford, D. 2015. An integrated stock assessment for the Heard Island and the McDonald Islands Patagonian toothfish (Dissostichus eleginoides) fishery in Division 58.5.2. WG-FSA-15/42. https://www.ccamlr.org/en/wg-fsa-15/52
Referred to as the ‘assessment report’ or ‘assessment’ herein
Fishery Characteristics
Longevity
Answered
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Very short-lived (5 < maximum age < 7)
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Short-lived (7 < maximum age < 10)
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Moderate life span (10 < maximum age < 20)
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Moderately long-lived (20 < maximum age < 40)
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Long-lived (40 < maximum age < 80)
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Very long-lived (80 < maximum age < 160)
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Justification
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The ‘moderately long lived’ option is a reasonably close match to the range stated in the assessment document 0.155 (Table 7, page 14)
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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 stock assessment estimates current spawning stock levels between 50% and 75% of unfished (Figure 14, page 26).
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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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Steepness was assumed to be 0.75 (Table 7, page 14)
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)
Historical effort pattern
Answered
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Stable
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Two-phase
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Boom-bust
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Gradual increases
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Stable, recent increases
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Stable, recent declines
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Justification
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Fishing mortality rate is not explicitly provided in the assessment report but is estimated (catch over vulnerable biomass) to be increasing rapidly in recent years.
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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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There appears to be very little variability in fishing mortality rate around the underlying trend.
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)
Historical fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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Since effort in the previous question was mimicking fishing mortality trends historically, stable catchability is assumed.
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)
Future fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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Future fishing efficiency is assumed to be 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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The assessment maturity ogive implies 50% maturity at around half of asymptotic length.
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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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Currently fishing selectivity first captures fish around 1/4 of asymptotic length.
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CeU6BJ4Uyk0m6j6n+NhoBqx06A9pQCBgQ0RNqxk6A9p4DBhAH9+zzy63Jx9NN57gmHMYnQjp0A7SkFTCYM6Nel6fPfTgTuacYBTY8D1a6dAO2JBUym3IRfGfp5LLACOvuAasdOgvbEAiZTBnSzXq//jDbhX64LNyJ3RECDoz2vgJHuTiQhMw+oduwkaM8rYKR8HKgMAhoc7XkFjDgTKSyBBlR7WgEzlYBu/k+8Evr9v/5TaF103gHVjp0E7WkFzDQ+1viX9G3Q748XR7+J3AMBDY32tAJm0wf0drkoArpYnEncxawDqt06CdqzCrSYPKDx4fRHPyfb7t9eR//8Q+A+ZhzQIN8BJaBw1eQBXS0WP34p/QdnIo1MO3YStOcUaDH5YUwvyiud0eroj1zOblTarZOgPadAm0CvxnQ6W9qxk6A9p0A7U4DGb1pumoBqz6ke7dZJ0J5ToIMpQOM3LRdtwi+eF/91u2ATflzasZOgPadAq8l3Il2V9rzHe+QljmMioEHRnlOg1eQBTY7+fPTq5ubm08VCZgV0xgHVbp0E0zYS4IbpD6SvXFdZ5DBQAhoUAgp3aZzKeVH085HMyfAENCQEFO7SuZjIp9/Pz8//8UrqunazDah26yQYd3MCbuBydiHRjp0EAgqHEdCQaMdOwJaAwmE6Af22jq9Lv/ksdPNzDah27CQQULhMI6Af7i+SK9p9f3z8VuQOCGg4CChcphDQ18kO+CSgHMY0Ku3YCdgSULhs+oBexZ8G/2/LKKDxaZ0cSD8e7dhJ0J5ToJPKBZWfRSuf8UVEqifGj4eABkN7ToFOGhdUPtlmAY0vJtJ9QWW7T0EmoKHQnlKgm9IFlbOA7r2gst317uYZUO3YSdCeU6Cb0gWVs4Du7SMB7U87dgK0pxTYw7mAfrspu45+4E30/8OOGCWggdCeUmAP1zbhk6vdNQ1bDZ1lQLVjJ0F7ToE9NHYinRUBvWrsRCKgtrRjJyAZF8eBwmGTB/Q2O4Y+TmL078ZhTB/iz40/z/26XBz9FF+5adCueAIahmRcBBQOmzyg8bGfR6/igG7+w3hF+rvoB4pTPNmJ1Jd27CQkAyOgcNj0ZyJVNtKNp3L+Ha12/lb8MAHtRTt2AtKBEVA4TOFc+HgdNNNyMZG7J9GqafItAtqXdu0EpAMjoHCYyuXs7i7i6zEdPXrT9gPx1v3Rsy0B7U07dgKykRFQOMzVCyp/fZJ8YhIB7Um7dgKykRFQOMzVgG43r9OdTQS0F+3aCchGRkDhMGcDmh7Q9NOSgPahHTsB+dAIKBw2XUCHHyJ/92L4MfQJAhoA7SkFenA5oMkBTQS0B+3YCdCeUqCPCQP6ywOTh519vPt94ElICQLqP+0pBfpw+D1QewTUf9pTCvRBQAOgHTsB2lMK9EJAA6BdOwHaUwr0ohPQb+v4o442PS+T3H0wqHHX1Ps50Y6dBO05BXoyNckui319uJ9/LnzLufA1wwOqPafT0o6dgNLoTk/VJhbYz9Qk2zT28jo/fCkKo/FqTHWDT0ea2Sa8du0ElEbHgfRw2PSb8FfxVZj+bRklMb4sU/eHcma+8ZlIHbRjJ6E0PAIKh00e0K/LxeJZdkX6uKD1K9KPgYB6rjw8AgqHaXwm0knxmUi3jc9EGsWsAqodOwnl8RFQOMy1T+UcBQH1W2V8BBQOc+5z4TObm0/r9fqvG6u8ElC/VcZHQOEwJwN6fVE6JKn9uvWt5hRQ7dhJqAyQgMJhDm7Cx5+IVHHc51inMgLqteoACSgcprET6awI6JVhJ9LtMo7mg+yD4e8nn905cFf9jAKqHTsJ2nMK9DZ5QG+zY+jjgEb/bhzGFF829OhV6Qsfh18TlIB6TXtOgd4mD2h87Gf8WUc/vIs/erO5BX/VyGWc1LNB90FAfaY9pUB/05+JVLkyfeNUTtOx9bc9T1gqzCeg2rGToD2nQH8KV2PavNjtHmpcTMS0X55z4Vtpx06A9pQCA6hczu7uIt43dGQ6QImADqEdOwnacwoM4NoFlbPDnCrYhG+jHTsJ2nMKDOBaQOPDnGq1jDf5h50xT0D91Rgjx4HCYWoBvf79/Knpcsrx1Zp+LH8j/nT4XpcN3ZlLQLVjJ6ExSAIKh00b0M3rZfpuZna20SPDlvlVsnf+/OU69md6JP2wo5gIqMcagySgcNikAb3Nj4kvDmU6Nuwc+rCsncp59Gzg/cwkoNqtk9AcJQGFw6YMaLx1ngZ0FaXz1c3l0vzm5uaynNCjp4OvyERAvdUcJQGFwyYMaLwzKD3wMyppfi2Rlnc3N9fry/Pz86frNzbXs5tHQLVbJ8EwTAIKh00Y0NviJM2r/F3N1eC3N3shoL4yDJOAwmETBrSo5e5Yz8FHePZDQH1lGCYBhcOmC+gum7szi/Jt+ZHNIqDarZNgGicBhcOmC2glmyf1r42KgHpKe06BgTQCWrwFSkDtabdOgvacAkNpBHRV7HtnE96aduwkaM8pMJTCe6Cl1U52IlnTjp0A7SkFBpt2L3xyqeTdW6Dxl4ZdJqSfGQRUO3YStOcUGGza40CT1c1Vcc35+NSkgZ8X1wsB9ZL2nAKDTRjQ+AT44zc3r4vj6e8ey2zBzyCg2q2ToD2nwHBTngt/m5/eHq91bj5emD4TaRQE1EctQ+U4UDhs8qsxRdH8Lf53ckGmoR/43hMB9VDbUAkoHDbx9UA/np8//Zz8Mw7oQ9MVlUewWLwPm3bsJLSN9fR0ypkFBjIFSKZrFZv/sZZ4+zMRej9DDGjrWAkonGYKkFTZJhL6Jrx27CS0DpZNeDjMuQ+VGwMB9U77YAkoHEZAPaRdOwHtgyWgcBgB9Y927CS0j5aAwmEE1D/asRPQMVoCCocRUO9ox06C9pwCdgiod7RjJ0B7SgFLBNQ72rUToD2lgCUC6hvt2AnQnlLAFgH1jXbtBGhPKWCLgHpGO3YCtKcUsEZAPaNdOwHaUwpYI6B+0Y6dgD0j5jhQOIyA+kW7dgL2jJiAwmEE1CvasROwb8gEFA4joF7Rrp2AfUMmoHAYAfWJduwE7B0zAYXDCKhPtGsnYO+YCSgcRkA9oh07AfsHTUDhMALqD+3YSdg/agIKhxFQf2jHTkCPURNQOIyAekM7dhK05xQ4DAH1hnbsBGhPKXAgAuoL7dhJ0J5T4EAE1BfasROgPaXAoQioJ7RjJ0F7ToFDEVBPaMdOgPaUAgcjoH7Qjp0E7TkFDkZA/aAdOwE9R85xoHAYAfWCduwk9Bw6AYXDCKgPtFsnoe/YCSgcRkB9oB07CX3HTkDhMP8DujB5HxTt1knoPfjTU8GZBQ5latLkFTxA+P0koICzTE2avILjCmwTXrt1EvqPnk14OMz/TXgDAuq8/qMnoHAYAXWeduskDBg+AYXDCKjztGMnQHtKgZEQUNdpx06C9pwCIyGgjtNunQTtOQXGQkAdpx07AdpTCoyGgLpNO3YStOcUGA0BdZt27ARoTykwHgLqNO3YSdCeU2A8BNRp2rETMHQKOA4UDiOgLtOOnYDBc0BA4TAC6jLt2gkYPAcEFA4joA7Tjp2A4ZNAQOEwAuou7dhJGD4LBBQOI6DO0m6dBItpIKBwGAF1lXbrJNjMAwGFwwioq7RjJ8BqHggoHEZAHaUdOwlWE0FA4TAC6ibt1knQnlNgdATUSdqtk6A9p8D4CKiLtFsnQXtOAQEE1EHarROhPamAAALqIO3WSdCeU0ACAXWPduskaM8pIIKAOke7dRK05xSQQUBdo906EQfMB8eBwmEE1DHaqRNxyIQQUDiMgLpFO3UiDpoRAgqHEVCnaKdOxGFTQkDhMALqEu3UiThwTggoHEZAHaKdOhGHTgoBhcMIqEO0Wyfh4EkhoHBYoAF97yPt1kk4fFZOTw+/DUCMKUCTJ29c9NMVI0wLAYXTTAGaPHnj8nITXrt1ErTnFBAW6Ca89iMYTrt1ErTnFJBGQN2g3ToJ2nMKiCOgTtBunQTtOQXkEVAHaKdOhPakAhMgoPq0UydCe1KBKRBQbdqlE6E9qcA0CKgy7dSJGHOCOBMJDiOgurRTJ2LUGSKgcBgB1aRdOhnjzhEBhcMIqCLt0okYe5IIKBxGQNVol07G6NNEQOEwAqpFu3Qyxp8nAgqHuRrQzc2n9Xr9180Xm1/2IKDaoZMhMVMEFA5zMqDXF4udR28G/77zAdUOnQyZuSKgcJiDAb17sqg6/mPgLbgeUO3SiZCaLAIKh7kX0NtlHM0H56n78X8cPR92E24HVLt0MrRnFdDgXEC/P46C+ar0hY9RUH94N+g2XA6oduhkaM8qoMO5gF41chkn9WzQbbgbUO3QydCeVUCLawHdvFgs6hvst4vFj4P2xjsaUO3OCdGeVkCPawGNVjcb2+umr3VyMqDanROiPa2AJgI6De3OCdGeVkCXawGNNuGP6kcteb8Jr505KdrzCmhzLaDbVaOW8duiJ4Nuw6WAakdOzkQTyHGgcJhzAf26jAr6tvSFu6ifjZXSbs4EVLtxcqabQwIKhzkX0Pg4pqiY5y/XsT/TI+mHHcXkQkC1Aydp2pkkoHCYewHdfljWTuU8ejbwFnQDqt03WZNPJwGFwxwM6HZzWU7o0dPBV2RSC6h23UQpzSkBhcNcDGhkc72+PD8/f7p+Y3M9O42AaudN1PTTuUNA4TBHA3qYyQKqHbYJTDST7QgoHEZAh9Nu2lREJ7E3AgqHEdBO2g2b3lgzNxoCCocR0IJ2ujSN/QwA8+BDQLvPhV+YvB9MO2GTGT41AFqZmiQXQxvDA2oxDdpd62/0JQCANVOT5GJoI4SrMQEIkA+b8NtvN58H/TwBBTAFLwI6FAEFMAUCCgCWCGhYwjtqMrwRISCuBnRz82m9Xv91Y3MqPAENSXgjQkCcDOj1RemQpEdvBv8+AQ1IeCNCQBwM6N2T2lGdx8OuR09AgxLeiBAQ9wJ6m1wM9MF5Krkg/VH9k+L3IKABCW9ECIhzAf3+OArmq9IXPkZBHXYcPQENSXgjQkCcC+hVI5dxUod9KBIBDUh4I0JAXAto/BnG9Q12i8+Fn63TU+1HMLbwRoSgmAJkH8BDmc57tzgXfrbCy014I0JQTAGyD+ChRglob+Ft6zMi9wU3ouAGdOiIdDfhj+pHLQ3ehO+NZ959jMh5wQ3I44BuV41axm+LnsjcGc+8+xiR84IbkM8B/bqMCvq29IW7qJ+NldKR8My7jxE5L7gB+RzQ+DimqJjnL9exP9Mj6YcdxdQfz7z7GJHzghuQ1wHdfljWdnMdPZO6K5559zEi5wU3IL8Dut1clhN69FRmB1KMZ959jMh5wQ3I84BGNtfry/Pz86frN3L13PLM+4AROS+4Afkf0InwzLuPETkvuAER0J545t3HiJwX3IAIaE888+5jRM4LbkAEtCeeefcxIucFNyAC2hPPvPsYkfOCGxAB7Yln3n2MyHnBDYiA9sQz7z5G5LzgBkRAe+KZdx8jcl5wAyKgPfHMu48ROS+4ARHQnnjm3ceInBfcgAhoTzzz7mNEzgtuQAS0J5559zEi5wU3IAIKAEoIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYIKABYIqAAYCnUgN5dLBeLo0dvh33LZe0Pe3P5YLFY3AtoRKmvy8XzKR/P4TpGtPkQP0kPnn2Z/EEdomNA136+jGLfH//wzvBlqzAEGtAP0VTEjn4b8i2XtT/s/DuLxc8aD8zavifi++OFZwHtGNHX/Ek6Nr10XdU+oM3rfKE703hgB9m8WJgCaheGMAN6uyjUX4Id33JZ+8MufWdxovPgrOx9IlaePUVdIyr6uVj86M86aMeAVrtv+VbQTfTYDQG1DEOQAY3XXY6jNfHrJ42p6viWy9ofdvKdN9v0W0d/KD2+4fY+Ebe+/Y3bs9QdPYvfbFl6FJyOAcV/EOJt3bsXXi10sWj907TE2YYhyIBe5X/n48k66/stl7U/7NtivTP+lj+roPueiHiB9iug3Utd9qK89WgVtHtA2aK28ullFPmYbAs0E2kbhhADGk1B/lcx+ktZWV47vuWyjoe92lUmkBHl3//hX70KaL+lrvRP13U9RaviW7c+/dXe3kXrl4tHT5oBtQ5DiAGNVl7yGagvrx3fclm/h136KeftG1G0QvD8yquAdowoekl6FJlc11Pka0Cv4rdSTDuRrMMQYkDLz+mq+iLs+JbL+j1snwK6Z0RRcs62fgW0e6nzajM31fUUVTbhPXqSro5+/mLcC28dhkADWiyvV+2Lssz1uCMAABCHSURBVEevz34P26eVge4RRYt49KfAoydo2zmi5D+TowzvPVN4ZJa6nqL4HepkJ9KFR+/pRr7Fj7UloHZhCDGg5Qmo/fHv+JbLej3saKH25j2JPSNKtxD9CmjHiOLhXHl3HGjnU5S8mejZgHKmgFqHgYD6oM/Djg9v82YFtHtE2RdCCuivxUGG3hw8173QxQcwxR55tP6ZIaB7zDKgLYcHu6prRPl7uaEENDnyMNni/fbao7MdOhe6q+IPwpFH70qkCOgecwzoxrMjmrtGtMqW76ACelZ8x5enqespivv58+fsL4JHT1KCgO4xw4De+XUaUr/nKJSAxrt1iz0t/uy17hhQ6TIFH7za8EkQ0D3mtxc+vg6CX2/mt49od9CkR0/QtvM5Kp+t48+f7e6XkY9HA2bYC7/H7I4DTTao/Hozv31Eu3fX/LpWRcdzdOVrQDsG9Lz0b08GlOM40D3mdibSa48yk2sfka8B7XiOyq9Of3rTMSBP3wnLcCbSHrM6Fz49Pc2XvwSF9hH5GtCO5yj67+IV6892T8eAPN2Qy5gCyrnwZXO6GlO8MP/g4WXBezwRfr0H2jWi+BDd9DXp0z6X9gHFV7PLnhqPDivIGS+ozNWYSvJrZLZdD9T8LZe1P2yvzj8q6fFEeBbQjhHFwYm/9c2rd1s6BrQqH8bky4GtOWNAbcMQZECbV5feZSaUK9LnI6pu8XrU0o7nKONZQLtGVHqWvHnfqGtA6dVaU34d/rGtBvTgMIQZ0O3ftc83Kb0469/yRMuINi98DWjXc5TyLaB9ljq/Tn1sH9BuufPoD0LGHFDLMAQa0Pon7JVfnGF8Kmc2ovKqgGcB7XqOEt4FtGtE3y7vR996+EbrodnpGND1L8m3PBtQrCWgfConAEyKgAKAJQIKAJYIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYI6ETG+vDCu1fx/w78SNH0l0rK12HOr7lZvxzi5vVycbT7tORbm0vnGj89oesxmn9h99XGSMZ4KF133cn+0Yyi/e77jchixKb76F4Sr/KP/Nh8jK8gurj3j3wJi37Vs+u9GhDQiYwT0M3r9FYGBTT/pZLydZizhfhD7YLcWWPzV5jd0t77JVoaWEdADSM5/KF033XXLR7waEbQfvd9R3RIQPsuiV+X2V3ky1d8Efu3te95jIBOZJyA5rcyKKCGuy59AEzWxcZHwlwtjp5t7x7n6w+3Vp8d1vslWhpYR0APmcTWh9J91x2UPxG9/e77juiQgPZcEou/u+UlrrjXKw8/EKSGgE7ErYA2Pi0j+VDCt6UPJYzu4Sz53fxTxKw+LWRwQMf4qYEPxfpGnQ/oPhMENE9ksny9iv95c7ksPkgp+qo3n1HagoBOxK2AruqvnMbHYn9dJomNFvHn6fetPryWgMrxIaDZUlRavraVT5W/8umzxY0I6EScCmj069Vtp9LtRYt3/L2vy+QL2TqC5QooARXkQ0BX+XK2Kv/UVfFZ8v6vghLQiZgW6s2HB4vF4uGrdBlLFudN8uGNu13hd7/EP/E2WtCiJfG2eJMyXWw/3Dd/iuC3y/h2jx6+yu64srM99v1xbYUyvf38YcTLejWgrSug6RDuPf3cMSbD15Mv7B59ZWDRL5TeYUh6nn61+Kms8YZpjV+wH+/HM9bxUFqmx3zXpoe+rf7iNtnDbPiRxp3VJ6w+kORpSCbmOP75Tby1e+9Z/mBOkqXh6OfP3XdfH1F9sktPXsuzM9qSGD3os/yJKQU0GUvK+1VQAjoRQ0C/5vslj5MlL15s//ey/LpI/lYn/sWw2P77KtttXt87nv9SutVkCmj0tefpC+JV8YWikKvkZ7ONr/T/vj9uWcyLIeSDM4zpneHr0ReelB59/TVfeYUVXy1+qrTWs6qu/0QB/ZDc6h/tD6Vtesx3bXjoxZQV83r3xPgjjTurT1h9IHGd/v+L/Pv5rZ5kv3iS/XLyK+13bwhoZbJ32p6dEZfEfHhXLSvFu8R6ioBOpBnQ3Wup2G2zky545V2XjcX2fuW3d65Kv3RmDmi0YP+afflRvtZyVvr957WdSKuWpbxxNJRhTMn/179e+s349uuv+dKqUem/dz9VvBxLa86J1eJeck8n7Q+ldXrMd9186LsnNB93aRq6n4vGhNUGEv/vf8/n5d9flH8yehj/Jf9Cdcrqd98MaHWyd9qenbGWxNKzE9/Fz5+3DfUn0DsEdCKNgKb7JeOtp2W6kpEstkfPvsSH2O1ebvE6QXIIXbKcld55yn72Pxa1G45/KVlU4x3qlV/aWVVfDtW98tmPlw5jaj1eL/q14zfR/9+9SG/HNKb4Vxtfjx9BdPPJutNJeXqyXygeT7pCWD+Mqdj0rQ8tHlh6lGHXQzFPj/mumw+9+ZTGg3n6Jd3irvxI487qE1YbSFK6+AfukuTFz/3H7DaTyOULw0n33dcPY6pPdq7t2RlpSaysXiZ/So5+elmP6GrQGSHuIaATaVTstnwwR7wQxYtiFqrsXfar8oZfY7H94W35Z8u3m/139Fvmoyfj345fctu7i0Vey0ZAs9WQ43ftK6DZ1v62eCmaxmT8evZ/u3/UXvPFhvQqXx2ujiQ/iuCq9vJbFXfU8VBapsd8143bqcx0nvPsG7t/tTwX9QmrDSTuVBHU3b+y1O4WhsqUNe++NqLGZOc6nrUxlsTqwXLFgfTVd4obB9R5hoBOpFGx0p/e9Hv5AUTbYsVkVX4HqrHYVn/WIHo5mANaeiFdLaqrXeX7uMxO5UxXQOP30bIdGoWr3VklrWNKu1H7+q4s2T3XXvP5YQLZEBoBvU1/q3E0waoYattDaZ8e8103bmcn/+9SOFb1qa7dWX3CagOJA/o8//nsfrPfLLU5u5P2u6+NqDHZubZnZ6wlsbp2ufmYv1Wb/PFumVTfENCJ1BeU8ps/xXZq9VCi/BW+3S2bhoNHWgL67dPvy8X+83fi5f+5OaCFVbYmFvu5Pqh4u+yfXzrGFD2E5tcb6x31rc6ryrpUI6DZYQSNXRCrUoCMD6Vjeox33byd5mPe1aXxI/U7q01YfSC7Z7zxr+oO+5POu297U6Ku7dkZaUk0HCV1ffnL7n2jjhnzBwGdiCGgZdESZVpsf6ylqVdAs6s2FO/qd/6RT3djdAX0Nn8sb5svxVWxTvG5bUzpS7T29cY7X/WKZUXJfq55KucqS0PtZlal9TbjQ+mYHuNdN2+n8ZjLR0I2noz6nVUnrD6Q7oCe7O6klEnD3ddG1Po2Y9uzM9KS2HKYafG+UXkw3iKgE6lnqbTns22xLS2QQwJavuX9AS02qWt74QubF+kKaHJ/q9rSnuy4SJ21jCk9NGhoQNNt2nzYzYDeZnuAa387ittteygd02O86+btNB5zuRP1ncqNO6tOWH0gvQNayqTh7ocFVGxJbAno7t1n0y/5hoBOxBDQ+orjOH/30xWKew//8fL/tb0H2nxczeNASz+Q7j7O9tY3XhIfL4ogGMeUvkTbQld9GJWjNaOfqH91N5Jk07d5EGE5oMaH0jE9xrvuen3vXwNt3ll1wuoDUVkDFVsSSwGtLVN73/TwBwGdiGETvtaikd55uioO527dibSt/vhz05lIpUcVL+ur/P5N6xTf/rxIVl2MY0o3EpvHR3a/B5oewZ+/9JsBTTZ9G1vwlU1440PpmB7jXTdvp/mYSzm4re6Ibt5ZdcLqAzn0PdDad3q/ByqzJJYCetWYFwKKQeoVy/beVL9SXRRLP2LY99my2Ja+c9u2CV86LWR34ErL7V3lx20a1kBLr5DkJWYc0w/vDGOtHN9jeM0n/zgpsm4I6NdlfKR5fe2wCGjHQ2mbHuNdN2+nMojuvfCNO6tPWH0g3QGtrc5Z7IWv1art2RlnSSyv+pY32qt/o9kLj15MFcuOn8uC1lwUi6PviuMDhwQ0PhjbHNDd4rxZZS+uxtWYMvlVRMyb8LtepC9z05iydaDq13cH5Zhf8+ld/a/6UZOlkURf+pfmlSh2L9mWh9IxPea7btzOzt7jQJt3Vp+w2kC6A5rFr3786t7jQBuTXXp8xmdnnCWxvKIZL1W701yvSucscRwoejEdjJmcwbH99nrRshaYn//xsXz+R75i1LbYrtLfSfdW5K+n2q7hF9ldxyfIFBuPySkwxfVAM/lVRG7zh1g/kGd3ps2JeUz5G4+Vr+cnx8SnuuQ1qOwuyva/5J1/Uf2p9JHdWzbe29sFtO2htE+P+a6bD708+nwrfHcqUPdzUZ+w2kD2BHTx6G3pjKj2u6+PqD7ZpeXA+OyMtCSW36NOH/6bL/nhoMVrgTOR0MttZVfnD++qX6ntDSi90VTdAZzuMX3etdhW7ij5ofyXdso7Xs8av1b6yeIydnsOY1rsOlgfk/Hr5WNn8tWofGC7aBaNqe5BL860bO7fqR4Tbnoo7dNjvuvmQ6/NYte58M07q09YdSDdAb1XOSCq4+7rI6pPdq7t2RlpSawck/ChPBW7P8P1wxa8Q0An0gzo9rZ6RItpUaxeAyd7aUc/3rXYvs5fsE9fFKe51F86X4uTQn7Lv/T3sv6VbfkydtmDrW0zb4rLThz/Uf6xRX2zuPb10hWEzko3dFbb8VDaAsyPMKr8RuPds/L6TMtDaZ0e810bHnp18GfbjqsxtdxZacIqA9mzFz5bho7f7bn7xohqk10agPHZGWtJrBynWyxylUXM97dACehUDAGNNrrKF9M0LorZVRiLd/83F4v4dKDOxTa5OOS9p1+KvQfZL5Vtsh8qXduh/qmcyW3v1qjiR1I/lTNyHf9W6fzmxpjytbrLxoVD7y+yC3dWB1ZaM8v/udu/UxqJaeOv8rWWh9I2Pea7Nj304hvFo8kvyNmYnsadNSas9r5D52FM1dNp2+++MaLaZOc/1vLsjLYkVo8zu75IL436z9IPNT4awTcE1Au+H+whwPuNv1y/gbiyBAx7HKs9Q/vOFekhZ3eEX+tFKuar7RK93uk3EN2A2i6JX5fd+9i9vyA9AXVZvPc03iz7Vt99inh/cBhT0nMg6gG1WxK7P7jY/xVQAuoyw85yxG5DmZL+A9ENqPWS+P1x1yoonwsPUR/adgDP3NficETP9R+I8nug1kti66cZJN/z+xjQGAF12rf4oxFNO4Dn7fuTxeLnAPo5YCDaO5Gsl8TWD3TNL7PgNwIKAJYIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYIKABYIqAAYImAAoAlAgoAlggoAFgioABgiYACgCUCCgCWCCgAWCKgAGCJgAKAJQIKAJYIKABYIqAAYImAAoAlAgoAlggoAFj6T4lU6+V1+PCSAAAAAElFTkSuQmCC)
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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Selectivity is assumed to be dome-shaped with decreasing selectivity of larger individuals
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)
Discard rate
Answered
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Low (DR < 1%)
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Low - moderate (1% < DR < 10%)
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Moderate (10% < DR < 30%)
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Moderate - high (30% < DR < 50%)
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High (50% < DR < 70%)
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Justification
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Discarding is assumed to be very low.
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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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Inconsequential given the previous question, however discarding rate is thought to be high for most gears.
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)
Recruitment variability
Answered
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Very low (less than 20% inter-annual changes (IAC))
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Low (max IAC of between 20% and 60%)
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Moderate (max IAC of between 60% and 120%)
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High (max IAC of between 120% and 180%)
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Very high (max IAC greater than 180%)
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Justification
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Year class strength rarely varied more than 60% according to the assessment (Figure 10, page 23)
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)
Size of an existing MPA
Answered
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None
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Small (A < 5%)
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Small-moderate (5% < A < 10%)
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Moderate (10% < A < 20%)
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Large (20% < A < 30%)
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Very large (30% < A < 40%)
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Huge (40% < A < 50%)
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Justification
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No closures currently.
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAKgCAMAAABtOycFAAAArlBMVEUAAAAAADoAAGYAOjoAOmYAOpAAZrYQTos6AAA6OgA6Ojo6OmY6ZmY6ZpA6ZrY6kJA6kNtmAABmOgBmOjpmZpBmkLZmkNtmtttmtv+QOgCQZgCQZjqQZmaQkLaQtraQttuQ29uQ2/+2ZgC2Zjq2kGa2tpC229u22/+2///bkDrbtmbbtpDbtrbb27bb29vb2//b/7bb/9vb////tmb/25D/27b/29v//7b//9v///+N/WmeAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAbu0lEQVR4nO3dfYMsRX0F4CWAgyExihJDjBqRSIAYEy4Q+P5fLDs7+zK93TPTfba7q7r6ef7Qe71199yq+u3Zl5lZ734CIHJX+h8AsFUKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKdLwfv/n1R3d3d+//5svkL39293f/+fxfY3z/xyCGXXt3d/fLZRNMZZcCHe3rY3uefDi9QqcW6I9/XvpdgfYsXaCm8jUFOta7uzNjP4t8MbVAl/9cgvYsPTWm8jUFOtL//eru7oM/fnv/q//+4v5T0Q+/nfj3FSjLU6BrU6AjfXVWmt/dN+i/TPz7CpTlKdC1KdCRPr9770/Pv7lv059N/PsKlOUp0LUp0JE6BXr/KeixQO+/rP/w2x+//vnxi/v73/54/Nr+/d8+Lfrhi7+/u7t77+PTw5a9Av3x6+Mff/zHp09rT79//9O/HX/z9A3XqZ/nsm9DBdedw/tB/vDbb+5H9uPjA6Hf//o4g18+DPLDn5rKiRToSF8NjOZx7v73s9NQ/fKn7z85/epnz3/h6TH74zS+LtDvnh7T/+D0iP7z7x9ijCqJgQJ9NYfHAv36+Lvj5wNPf/ZPTwVqKqdSoCMdR+kXf+v+b8cC/dfHoXrv3z+7O5+vl7k9Dd+rAn2ZzNPvj49Rnf19o0qiX6Cv5/C+QN//6PHj/PkTSx4K1FROpkDHepjE9/7hD2cl+jBfH/zl/iuhXz191P7mo7unr+5PffvXT07D2S3Q02P6x6+QHtd/dXpDP33/2eMs+24T0/WmpjeH9wX69DzmhyH88vEJzsc/M5XTKdDRnp9I//wdouPAnb70eXd39qvjL949fyl//1H9rDkf/+vd82P692/j+MXU508f158+RTWqTNebmt4cHiftcfSen1jy3UfPQ2sqJ1Kg4/34zSdPX69/+jBnxwI9DdjjwJ1+1X2Y/fF/6Bbo2UNSp5n86vXLm4wq012ZmqfB/Px5yXM9PlWpqZxOgU7z1y9+/fIto5eyHPrV0Q//9W8f3fUL9OVRz6dH9N+dvkHw++fn5xtVprs0NS9z+FKbZ5N6P4P382gqAwp0uu9/9/gN+asF+vijR56+If+6QM+dPvo/fXJ7+iarUWW6gal5NYcvn2ae9eXpl6YyoEATj99PulagZw9o9gv0/A8fR/XhSaRnD5YaVabrT83rOXwp0NOnnQ9OBWoqAwp0nM+7T944/fZKgZ4+mr//8W/+8D8D3wM9m90z3/zubFaNKtMNPgrfmcMrn4GayoACHefVize/ulWgXz0/F3noQaTeI01PfviP3909PyJqVJmoNzW9OewUaO97oKZyKgU6ztOTQE7ua/A4hZcL9HHB0buBL+Hv/7P7bOSzl8g/vimjynSvp6Y/hy8FejaEp0fhTWVAgY5zHK4Pnp/R8dXdje+Bvgzu8Tn2/acxHd/Al89v65fnTy4xqsQuF+jTHJ49V+n5eaBPz2c2ldMp0JEevsP+j3/59unpoDcehf/81Lenb8IfJ7b/SqT3fnv/xn748+mPj08YeX7FyPGbBe+CnznK3vUKrjeHZwX69Eqkb85fiWQqp1GgY33deYjy4RuiVwq08/Pr+wXa+fPHlyh3Hyw9PSTqVcdM0Rm74yD15vDVs+U7j7mbyukU6GjfffI8TO/988P/cu1pTH9+Wvrp6TtLr38a07vu80OOf/Dogz+9/N7XS0zRK9DeHHZ+LmPvpzGZyqkU6AR//d3pJyv+/uXZH5efSP/N8SVL73/67ePLkfs/D/SLs5+0eHrrx+l9fqH9j8dHPn+x0s5oQ79AX89h9wfbPv480Mefb/uTqZxMgcLevRQoEylQ2KeXF4d87svylAKFfbqvzfeO/z8fx8fcp///dPNAgcI+nb/23SegIQUKO/X1R/rzrRQo7NUPX/y8+5g7UylQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUIKVCAkAIFCClQgJACBQgpUICQAgUINVaghxKZJUKL2M1GW7KbSyuz0aYK9FCgyw6FQlfPLBPaENPZXOhPWynQw7mrixbKvBo6X2blG1Wgg3Zzabt5l5hgAwV66Lm8bA+hDWy0IRUPiulcQf0F2j/DwbO6crwLh86VOTK03EYVaN/Q+VV1aXNlms5h1Rfo4IT2j2v5ixt487OGjtzoKqGLZrZk0qUtHDq8bNnMKkKLTmftBXrpDF8f2CoXt+TN1bXRJUMbUtelDa5bOHP301l5gV4+w+6JDY/Q/KFD65bOHAqdJbPM6TbEdJrOugv02hl2jmzGQyyRuaPQhmzh0kpkbjh0uqoL9PoZnh3awLEulvk6dIbM8RstEjpjZkumnt9mL210ZsnpVKADbh7iobtwncxDd+E6oa8WlgidI7MlJS7tdqbpXFfNBTpiWk4HN+PFjcosEjpzZpnQhlQ7KMVCO/+ANULPF86QGdl8gZ7f3GqZhwLTch5aIlOBdo09v81f2uTQGTKLnG6k4gIdeXHd89xg5kY2qkA7dnNpJTLLhEYUaPHMjWxUgXZs49LenrmRjSrQnhKHWOTidrPRluzm0jYS+vbMUL0FupEPfW/P3MhGNWjHNi7t7Zkb2ajPQPtGH12Jmyvw0MB5+nqZHkQaVuL8ilza6NAZM4ucbqbiAvU458XQEpkKtGvs+W3+0iaHzpDpUfg5jDzCMk/JXDt07swyoQ2pdVDKT+dm3yUSNReoVyJd2uiuXutRqxKXdjvTdK5r0wXaW7hCZi90hszxGy0SOmNmS6ae32YvbXRmyeksNZ5VF+iNU+wv3GrmjkIbsoVLK5G54dDp6i7Qq6c4sG7x0KF1S2cOhc6SWeZ0G2I6TWflBXrlFIfWLR06uG7hzCIbXTK0IXVd2uC6hTN3P521F+ilU7ywbNHQC8sWzSwSumxmS3ZzabvZ6FTVF+jgKV5ctoPQBjbakHHv4i1c2m42Ok39Bdo/xmurSoTOljkutNxGNeiQyqdz5dAWNjrFFgp0pCKHWCJ0NxttyX4ubTcbfdBQgf50PMedhO5moy3ZzaXtZqM/tVagACtSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQUqAAIQUKEFKgACEFChBSoAAhBQoQaqxADyUyS4QWsZuNtmQ3l1Zmoxsq0MODGysWCb21YInM6ja6RGhD6rw007m0bRTooePaoqUyr4XOlzkutNhGFeiguqezrXeJa4tmDB1vAwV66Lm8bA+hDWy0IRUPiulcQf0F2j/DwdO6crxzhV5YNlfmyNByG1WgfaZzaNW6mUWns/oCHZ7Q3nGtcHH9Nz9r6MiNrhK6aGZLJl3awqHDy5bNrCK06HTWXqCXzvD1ga1ycUveXF0bXTK0IXVd2uC6hTN3P52VF+jlM+ye2PAIzR86tG7pzKHQWTLLnG5DTKfprLtAr51h58xmPMQbmYfXC+fILLLRMqEN2cKllcjccOh0VRfojTN8ObT+qS6X+Tp0hszxGy0SOmNmS6ae32YvbXRmyelUoANuHuKhu3CdzEN34TqhrxaWCJ0jsyUlLu12pulcV80FOmJaTgc348WNyiwSOnNmmdCGVDsoxUI7/4A1Qs8XzpAZ2XyBHo9u9Wm5j+rc4tqhJTIVaNfY89v8pU0OnSGzyOlGKi7QsRd3fpxbzNzIRhVox24urURmmdCIAi2euZGNKtCObVza2zM3slEF2lPiEItc3G422pLdXNpGQt+eGaq3QDfyoe/tmRvZqAbt2MalvT1zIxv1GWjf6KMrcXMlHho4S18v04NIw0qcX5FLGx06Y+aGHuKsuECnP39itcyzR/+KhJbIVKBdY89v85c2OXSGzCKnG9l6gXYWrpRZJHTuzDKhDal1UMpP52bfJRI1F6hXIl3a6K5e61GrEpd2O9N0rqvqAr11ir11K2T2QufIHL3RIqFzZrZk4vlt99LGZpaczlLjueUC7S9cPrREZlOhDdnCpZXI3HDodHUX6NVTHFi3eOjQuqUzh0JnySxzug0xnaaz8gK9copD65YOHVy3cGaRjS4Z2pC6Lm1w3cKZu5/O2gv00ileWLZo6IVli2YWCV02syW7ubTdbHSq6gt08BQvLttBaAMbbci4d/EWLm03G52m/gLtH+O1VTsIbWGjLal2UEznCrZQoCMVOcQSobvZaEv2c2m72eiDhgoUYF0KFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQg1FaBHg67CS2RWSK0IaZz0cwy07mhAj08uLFikdBbC5bIrG6jS4Q2pM5LM51L20aBHjquLVoq81rofJnjQottVIEOMp3rhV5bNGPoeBso0EPP5WV7CG1gow2peFBM5wrqL9D+GQ6e1pXjnSv0wrK5MkeGltuoAu0znUOr1s0sOp3VF+jwhPaOa4WL67/5WUNHbnSV0EUzWzLp0hYOHV62bGYVoUWns/YCvXSGrw9slYtb8ubq2uiSoQ2p69IG1y2cufvprLxAL59h98SGR2j+0KFlS2cW2ehyoQ2p7dKG1i2duffprLtAr53h+ZkNTtAymb3QOTJHb7RI6JyZLZl4ftu9tLGZJadTgQ64cYYvhzbjGd7MLBL6euWqoTNmtmTq+W320kZn7nE6t12gh+7CdTIP3YXrhHYXzpFZJrQhJc7vdmYF07ndd4lAzQU6YlpOBzfjxY3KLBI6c2aZ0IZUOyjFQjv/gDVCzxfOkBnZfIEej271abmP6tzi2qElMhVo19jz2/ylTQ6dIbPI6UYqLtCxF3d+nFvM3MhGFWjHbi6tRGaZ0IgCLZ65kY0q0I5tXNrbMzeyUQXaU+IQi1zcbjbakt1c2kZC354ZqrdAN/Kh7+2ZG9moBu3YxqW9PXMjG/UZaN/ooytxcyUeGjhLXy/Tg0jDSpxfkUsbHTpj5oYe4qy4QKc/f2K1zLNH/4qElshUoF1jz2/zlzY5dIbMIqcb2XqBdhaulFkkdO7MMqENqXVQyk/nZt8lEjUXqNd6XNrorl7rUasSl3Y703Suq+oCvXWKvXUrZPZC58gcvdEioXNmtmTi+W330sZmlpzOUuO55QLtL1w+tERmU6EN2cKllcjccOh0dRfo1VMcWLd46NC6pTOHQmfJLHO6DTGdprPyAr1yikPrlg4dXLdwZpGNLhnakLoubXDdwpm7n87aC/TSKV5YtmjohWWLZhYJXTazJbu5tN1sdKrqC3TwFC8u20FoAxttyLh38RYubTcbnab+Au0f47VVOwhtYaMtqXZQTOcKtlCgIxU5xBKhu9loS/ZzabvZ6IOGChRgXQoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCDUVoEeDrsJLZFZIrQhpnPRzDLTuZ0CPZzcWLJ66K1/0xKZRTa6QGhDKr0007m0bRTooePaoqUyr4XOlzkutNhGFegg07le6LVFM4aOt4ECPfRcXraH0AY22pCKB8V0rqD+Au2f4eBpXTneuUIvLJsrc2RouY0q0D7TObRq3cyi01l9gQ5PaO+4Vri4/pufNXTkRlcJXTSzJZMubeHQ4WXLZlYRWnQ6ay/QS2f4+sBWubglb66ujS4Z2pC6Lm1w3cKZu5/Oygv08hl2T2x4hOYPHVq2dGaRjS4X2pDaLm1o3dKZe5/Ougv02hmen9ngBC2T2QudI3P0RouEzpnZkonnt91LG5tZcjoV6IAbZ/hyaDOe4c3MIqGvV64aOmNmS6ae32YvbXTmHqdz2wV66C5cJ/PQXbhOaHfhHJllQhtS4vxuZ1Ywndt9lwjUXKAjpuV0cDNe3KjMIqEzZ5YJbUi1g1IstPMPWCP0fOEMmZHNF+jx6Faflvuozi2uHVoiU4F2jT2/zV/a5NAZMoucbqTiAh17cefHucXMjWxUgXbs5tJKZJYJjSjQ4pkb2agC7djGpb09cyMbVaA9JQ6xyMXtZqMt2c2lbST07Zmhegt0Ix/63p65kY1q0I5tXNrbMzeyUZ+B9o0+uhI3V+KhgbP09TI9iDSsxPkVubTRoTNmbughzooLtO4nisx5c7vZaEt2c2mTQ2fI9DSmOYw9wyJPyVw7dO7MMqENqXVQyk/nZt8lEjUXqNd6XNrorl7rUasSl3Y703Suq+oCvXWKvXUrZPZC58gcvdEioXNmtmTi+W330sZmlpzOUuO55QLtL1w+tERmU6EN2cKllcjccOh0dRfo1VMcWLd46NC6pTOHQmfJLHO6DTGdprPyAr1yikPrlg4dXLdw5uBGi4TOk9kS07n76ay9QC+d4oVli4ZeWLZoZpHQZTNbsptL281Gp6q+QAdP8eK6lUPnvbopoSUyNWjfuHfxFi6t4o3OGzpN/QXaP8Zrq3YQ2sJGW1LtoJjOFWyhQEcqcoglQnez0Zbs59J2s9EHDRUowLoUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChASIEChBQoQEiBAoQUKEBIgQKEFChAqK0CPRx2E1ois0RoQ0znopllpnM7BXo4ubFk9dBb/6YlMotsdIHQhlR6aaZzadso0EPHtUVLZV4LnS9zXGixjSrQQaZzvdBri2YMHW8DBXroubxsD6ENbLQhFQ+K6VxB/QXaP8PB07pyvHOFXlg2V+bI0HIbVaB9pnNo1bqZRaez+gIdntDeca1wcf03P2voyI2uErpoZksmXdrCocPLls2sIrTodNZeoJfO8PWBrXJxS95cXRtdMrQhdV3a4LqFM3c/nZUX6OUz7J7Y8AjNHzq0bOnMIhtdLrQhtV3a0LqlM/c+nXUX6LUzPD+zwQlaJrMXOkfm6I0WCZ0zsyUTz2+7lzY2s+R0KtABN87w5dBmPMObmYdXC1cJfb2wROgcmS2p+tJKDsqupnPbBfpqXNbJPHQXrhPaXThHZpnQhpQ4v9uZFUzndt8lAjUX6IhpOR3cjBc3KrNI6MyZZUIbUu2gFAudc1BKbDSy+QI9Ht3q03If1bnFtUNLZCrQrrHnt/lLmxw6Q2aR041UXKBjL+78OLeYuZGNKtCO3VxaicwyoREFWjxzIxtVoB3buLS3Z25kowq0p8QhFrm43Wy0Jbu5tI2Evj0zVG+BbuRD39szN7JRDdqxjUt7e+ZGNuoz0L7RR1fi5ko8NHCWvl6mB5GGlTi/Ipc2OnTGzA09xFlxgdb9RJE5b243G23Jbi5tcugMmZ7GNIexZ1jkKZlrh86dWSa0IbUOSvnp3Oy7RKLmAvVaj0sb3dVrPWpV4tJuZ5rOdVVdoLdOsbduhcxe6ByZozdaJHTOzJZMPL/tXtrYzJLTWWo8t1yg/YXLh5bIbCq0IVu4tBKZGw6dru4CvXqKA+sWDx1at3TmUOgsmWVOtyGm03RWXqBXTnFo3dKhg+sWzhzcaJHQeTJbYjp3P521F+ilU7ywbNHQC8sWzSwSumxmS3ZzabvZ6FTVF+jgKV5ct3LovFc3JbREpgbtG/cu3sKlVbzReUOnqb9A+8d4bdUOQlvYaEuqHRTTuYItFOhYJQ6xyM0VmRYF+jams7nQo5YKFGBVChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQgpEABQgoUIKRAAUIKFCCkQAFCChQg9P+157/ewKOJPwAAAABJRU5ErkJggg==)
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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Inconsequential given previous question.
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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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A hypothetical 10-20% future MPA is considered.
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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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Mixing is assume to be unknown.
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)
Initial stock depletion
Answered
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Very low (0.1 < D1 < 0.15)
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Low (0.15 < D1 < 0.3)
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Moderate (0.3 < D < 0.5)
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High (0.5 < D1)
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Asymptotic unfished levels (D1 = 1)
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Justification
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The assessment assumes the stock is ‘unfished’ in the first historical year.
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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.
TAC control is the current approach.
2. Describe historical management measures, if any.
Coming soon!
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity.
Coming soon!
4. Describe and reference any legal/policy requirements for management, monitoring and enforcement.
Coming soon!
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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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I assume that enforcement is relatively good and TACs are taken exactly.
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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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I assume that enforcement is relatively good and TACs are taken exactly.
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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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For hypothetical TAE management I assume similar quality to TAC control.
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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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For hypothetical TAE management I assume similar quality to TAC control.
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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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For hypothetical minimum size limit management I assume similar quality to TAC control.
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)
Size limit implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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For hypothetical minimum size limit management I assume similar quality to TAC control.
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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.
The assessment makes use of a wide range of fishery data. Given the assessment a calibrated index estimate of Absolute biomass is also available.
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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There is some history of IUU but it is not substantial compared with the reported catches.
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5ApUMD13opUtAcgILZAtWNINNU1YedZ+SPCAG9O6pHfL42uzGRHSarJvznk24QiS64fEkn0r9ko0Al10Qms9j3b4tap5vnldouj7hqnzjPvazne3WO4y7uCbQQZcidSLde/UiTvCdlwF/zRLq0qoJufvmFrl2KJFCVUweu9VKkoDkABZJATXUIgQ4QI6Cv2X6gbTWO8hNamaRLM9lSzg1XHW1N1W0o2pi2hh/d71ZaNlNEr9l0L+HiEYGKJ14fbX7OZyNk0F3Tll24tCvhL4L0gUKgQKJX5YRAnREloPeXT4Ud6W+eVqJ89LHpLbz9VW2pPdlM5GG3mQj5v2vtk905NvVGI+X+4kGV2J3nYhbCbh5CtyR/8ZhAhRPJANDlCdvOpLeZSDfQ3padL2BVU1VvJuLlvYdAgQQE6gsENGPMaO53k4dAQTAgUF8goBkQKAS6UCBQXyCgGRAoBLpQIFBfIKAZyxFoL9gh0LUDgfoCAc2AQCHQhSIGm3Y8CJfM/egU10Ogi8Lb4kp1Zj5+0ksIFCiAQH2BgGYsVaAKpQ5e66NEYXMACiBQXyCgGRAoBLpQIFBfIKAZECgEukx6wQaBugMBzZgjUONLIVAQjJ4xowhUdTkEuijsBVqksr1NCYECGQjUG3EC+vMrYS18jxvpJnGqm8mPI6cxnYi1QAsIVBcINAYQqDdiBPQN241J1hzZBE7acN5UoKo0vAmUvBDjgIRAQTggUG9ECOjro+LO8x/JjkVHhWJ2uuqOHaYCVd71w5NAa38mJlBpzAACXTMKgRpGHwQ6QPiAlnakl5+PJ1Djd6PRp5VA/Rh0QKBamUGgyyQBgVYJqA6qz52TUWDCB/QZJ81dIYsuK4F2/kxJoOWh/HWBQNeMC4GW88IVAnWE4Lb9r76jvaA3bFDpjHaOkttmfCUbKj/qNlSuNyVuruO3S6YPhBEplgaXcHeXpZPi4A+9NNr0zS3Y6DMdgZJAhUCBgBhs+i0SPgUIVEnwgFbVA7ftoNJjTn7NLT3o2dVFzQ016lsOt/fToCJsb+lxr0uvS4NPuL1HfONPIY3qqZ9x6WvD/AmB6gGBxgAC9YbJm1IYMZDIVu72rFT5+AsdnCdjSk0VtfqP3FTumHpxRxz4pe0zJXd0e16Wfzyhj7b0Bm7lBT8g1aQhJkwFSu5V12iXS6NOv/O1wTuSi0D1wh8CXSazBUqjas5nR/JUHVWfbJ9PcAzeFDN/DqV7xtUUG1qnCvcI3rV1z9p97f3d+XsK12cqEmS3F+YTJim2/uylUadPSm22aR0EagoEGgMI1BvBA1rlu4bupsUv2Hmt4NrbsFf/VxJsktiSP87oTZFVKfUeVgL9p9afvTTq9CFQCHSZiKNGVGYQqBtSEej+6j0Z7+kEyt9Gs3dXTmbHHalhkub3HXKfeQ7+1ppdwpUl7zc3GpbTIOmbd4JCoKZAoDGAQL0RPKAVfaDlzau23f+iVw9t6Au0gxz+gY42bXiHtlcLCe+6K8p+GjR9OtUNAvULBBoDCNQbkUfh//XZRzqfvigefPv6j0dWAi33vz/ptb6bq8WEK4Ee/ONx1zMQXaAzhzWHi1SKBoVAV090gdYxqDisPns8sf3nc8IH69K4JO480HpWfduLyQ8iaTXhOS6ruiar2nb9qHzCu1qV7Rg/n8aSBVqXEQJdMwsSaD2zu2bT67mLQfiA5tvwldmeMJntuCZ811d6Vg/ycAIV3drBV217tdhd0Qm0upic1ksDAu0K5RkINAaLEejlSSFyMLCjWzDCB7S0Fr71HJkRL01jqh496Qm0UnCjSuLiToXDAm0Srk+gzu6lYStQzp8Wu9uEFGgJga4Z8mu9AIHW+tw8PH1dteDfnz6tFRq3KR8hoHdHdd37a7MbE6kUVi3tzyfdIBIxHJmx+bG8qSuMokCrf8nc+f3botbp5nkl5Msjrk5Zp9FLuElk207X59KAQNtz3RcodA5ARhCoQZ84l0B8gZLvanHwd/wQ9Fe6ivuxNCodkBgBfc32A21md9aPfvKy0R6/lHPDVUe7waE2gca0NdzofpOGmDCr09790kvDgUDNd7eBQEEY6pkZEQXadCMpjqtPVx0k1ngs93mSiTZmk7fdEiWg95dPhR3pb6rK+ObRx2ajpttf1TLck81EHnabiZD/u0Y5+eXZ1BuNlPuLB2Qq6HM+hyYNIeE2kV0jXi6NSAL1YVAIFPRRCtQo+OILtPrqP1Jsv15ShZrer8IhCOgO8y0PIVBjEG8RkAVa5ifQnw4PF938FAJNAPOp7RCoMYi3CIiLK/IUaKogoDsWJFDeoK1AdTKDQBeJD4EaXg2BLp+lCJT8C4EChhuBlj2B6l8Oga4C86ntOQi0m0ACga4WlUDNYp2em5RAL7rbVcQFAd1hLFDBnxCoFoi3CDT94ssQ6OUJGXOv7zURc/5SAwK6I7hAfUwErbtAIdBwZPCKHAlUuCKWQLd09592hnfE+UsNGXz8oYBAIVALTEwSicgCbb8nA8kqDg+nRcxZWZNqlCyXUe2KEZT0P/1gQKAQqAUQqEb2zgS6pQtkiDrvsTv9xCT9Tz8YECgEakFuAm0DIkuBkntB/q6uh9abYkRvw6f/6QdjSQItIdBAFGsQaDO5OL5AG2Vui3ZHIAg0HSBQCNScLAVK/g8m0O5ronpKfcVgWo0yz+rho/UK9PMrYTORHjfS9K6djzeK3uKTw4tA5dfSZVZe/5lPgfa+LxCoHzIS6GEzGSl7gTZdoKQlL99gLTAxPv0btp2dQi/7t/KOSLkKVPVausyCCJRtxAiB+sB8B5oIRBUo+5aonlNfMphYvTd60wVKKqLpDiId9nGWZfXy7zz/kewnd6SaCau65VGSAhX9qbxUefumNrNKoH/i/MsHgYYlE4GW0QRaOBUo6f08+PBr2oLf/73pHXh8EF6g0i095OchUGsg0LC4FKi396ZOuC9Qg4LPEuiIQcwF2t5O90n9V/QKaASBnnHS3Cl+QvIUqPqdhEDD5xAWtwL19OZ4EKhu1++oPy0E2qxBqm+lFvdmHjXBBSo4Zf+r72gv6A0bVDqjPzDkl+Xr226/ACLQi/vsHnx0N/k7z76wB+KIlLiDvfLqgzetQJvEmh27vvmnt+2tRprydkf4XKuLi+LPi+JP/sNf1m/O/j8X3ZPtNfe71yIUuCsABJo75jt4jSaWk0A1N5h1LdByf3n6HbmP3O1fP0rhzvDBBaqqTG7bQaXHnECb5a707Oqin9dnUPneNqNQB+S57p5I9+RMOoH+THH1t7VAb7shrUqgf1UUPxOX2FYybI4IuVKBUv70v5K35oZ/sr3mZ225hEtZASDQ3MlYoCbNrRkCHRWIjUATI7hAt3K3Z6XKx/Vt3prZscRz1X/krpzH1Iu7glbXmz5TshzheVn+8YQ+2tLba5YX/IBUX6Dt1c0t4Zur23uCtg//siwrgRY/+bLnftpIS4EeEXOlev9Ph4f/7c+Kf1sXicjwop5X0V3TvBbxUvKoCiySoz+BlhBoCLIQaLc6LbhAe71ciufVl+mWyyX7T+ffy/esmyS4QM/kjt/WqZWUpPvC76jl2kWv7aPalfWZigRlgaqvFh4WxX+kAu2ldnvcHBFzpQIlb8v/OKqz2PwF7dZsX8K9kp3bu5Q8IhFZPQopUJ0vDAQ6iLLgdQi4ek3LFqj6efVlE8l+PT///ku5t9BdP6GrNo36lvPFxrhXNQWBtnR3fX/BzmPOIY9ot2VVg2uS2JI/zujN30X6AuWuZgWgN4hniRXFv6MC7e3v0tymvp9rJ9A6veqfOqDoo/aaJn+pwPfqiNx6EWjzR/PF7r4uEOg8lHZzKlBvU/IFgbKAMBZoaSrQqQqonUDJcAbtUjtWTSM3oVvJRG85X7MxnBiVikD3V+9fdTsE1NLhTCYIkQ1D7eq7FZPhGfHXSB5E6h6xhKlPWWIFaYv/lTQtoD2hlyvtA6VvCqk/k0TrgNo2A4QvuIvFS2kBaEReH3kXKFcBhUBnAYEaC7TwItC37dBI04ScQSdQMvCy+fb09Gk3UKJNCn2g5M7ORTfK05cOoS/QDnL4BzratOEdOi7QJuHb41qgHf/mD51A2w1bX/AC5XO9PvqmCUWSOjmpDqhd89H2BMpdSgtAI/L2GALNhiUItI2I+nAAgU75w0KgZMD54G+PmgWd81ZytgJtBkkqbl6abtIceRT+X599pPPpi+LBt6//eGQl0HL/e9qBMTKI5EOgrZsgUBMWJdDGEGsQKP9fk+bU5dP+tBAo+d49J9Nc/tCu65xBK1BuSajxJs1x54HWs+rbXkx+EEmrCc9x+aoQJujX518fmTThD0utJnxzcesmkyY8AU34LAkhUE+rQoUduoIJtPAi0Np1tUBnb6h8283LYV/QnWG1NrhAhTZ8paEnzC87rgnf9ZWe1VtPKxUowFdt2bCRJFC2EmrXDCI1idF3YligvVyZQNWDSLxAe5eSAtCY3vkfRIJAXQGBClfoCHRaH8YCbTZUbgQ6dzemRqDCrnimW+SFD2hpLTynKHkaUz2gLSpw277EtvJHH/ACrcVJf68kgbbPNZ9Flxj95RkWqJgrFehfHh5yc6PEaUy8QOVLX5CYbuaOOqWbxQSBOkYh0FYRbl6T0yml/ZTp/wsQaKe8Vg6zlnjnKdByd1SP+HxtdmOqREKa8J9PukEkYsTqKJlI/5K+HFGBZPjtTT33gOp087wS8uURV80j78LHenKCJNDKqptffqFLh5p5+1xiIwIVTyQC/dP/ckimzt+rSytOpO+ueSJdSgpQRdeNj4n0TKAlBOoUCHSWQEfTlQ4PJupFoOQL2Y2fVF/s1AVaXrP9QNuGNuUntDJJl2aypZwbrjramqnbULQxbQ1fm9/Vh/5GHkRiF/yiXsrJdictRwUq5tqWuc22W8r5kb+mfS3CpVwB/uQvHL//KoF2ByDQGUCg/BUahfUiUPdNeKKAHTdw5KwP1Cf7y6fCjvQ3TytRPvrYdE/e/qp+DXuymcjDbjMR8n/X2ie7cWzqjUbK/cWDKrE7z4UsyMqCgzeKUXjChbyZyObRpECFXIlA//ufsw1KepuJdCP97WvhC0zWndYF0BCo2QcEgfoCAk1BoKRT7kkn0O38QSTypf3Fh193VVByyM0o/Oqg74R2UNWDSPwRw63w6mu0ZiPrJysK9LDgW/AQ6Czkz6EzRK4C1c9OKdCJy/0IdNfMoa879uZPY+pNiPzhyNk80NUxV6BGbyUEmhtZC7T+vxVoyT3ULVp9hbVAJ0rWPzycKun+2rwhAqUb0s+9JdL+87un3K5vxKiGq5uyDWjnGAq0KP5ivkA18oNAk0Axy50ZwsWL0lCSfdL1/zQgzPp0urL1LogmUKHWOHcpZwO1aCtQ0/X1uQa0eyBQCHQYWaCcILIR6GE4geq04G0EygaN1feknMX+H4xTzDWg3VO/EzMEahL+EGhmhBGoH4N2iS5CoGTrDLIf0yaJDemzDWj31O+ESVCFEqhRzZaVqS9Qjc8aAh0CAi1nCHSyZL3DesVKglwD2j1LFaic6XSx/JFrvEkfAy8IuxclXpWdQCcuh0DXxvIFqpOZflZ25BpvXgRa8A8cDuhLGTV/QKDuyTWg3WMhUPGI0cRk7cnMEGgSZCxQceLSHIGWSQj0029OGd+5vrHx+PLQQoHjAmTLQgTKleewV0uGQO2R1n47EWjBPViwQEdOUh8eSZetoWbTN10CgdqSpkCnN23onc6Vpx+9EKg9IwI1W4M2kCIEyh8eTrbnz9AClck1oJ3TBIluUMldoN4EatO3StOGQN0BgdZ/dAciCZTc0ePh66uOHyeKbs5XszRzDWjnQKAlBDrMsEANd0EQEmAXBhRo94RPgWp1gZoLlMyin7V/iHNyDWjnRBLo1EUQaBp4Fmibmn+BHloJtPeHmUA1Eu4dHrxg/p04XZNrQDtneQItIVBnyB/DXIGKU9G71Dy8P+LqNIcCHbven0Cd93rOI9OAds9SBWpUQAh0gGGBltrbGqmu542UgUDbK4wEqpNw7/DgBfuXEGiixBHo5EVmAuV7uCBQh7gRaCE8ii5Qg2DvXWAiUK2Ee4eHr9jO3ALUOZkGtHssBNo75E2g+glDoJ7wJVDeSHkJdOJlcz0cOgn3Dg9fkVwbPtOAdk/zRswQqMF7CYFmxqBAyZ/6Ai24B4eyQE02idfHl0BHL/clUDIRdPPsajTVoGQa0O4JLND2Lwg0CzwLtE1seQLVTLh3ePACYTtlLxPpTck0oN3DeqM0T4dAbcg03rwJtL7Us0C7P4MLVL9owuHBC9wKVErNIs1MA9o9ZgJVjCF5Eag41KBTLO6RFMIQqC1DAq3/1hWoPHF+qQLV86eFQJ8+EHkIgSZC+0ZofxkCCtR8yUiTOATqCNcCZYPUwQXKPZOfQB1zcwKBusKBQE1qiprXzBboQLaT5fJFpvFG3ljVIHr9YJT49K0AACAASURBVI5A6bHWxmkKVB7y1BSoSdGEwzqlcgJZGmp0G3iJTAPaPRCozgmU/dWn8/Pz769stmLMNN4GBNo80I8Z1lE0IFAPBuVTdCPQZgBgSqBmReMP65TKDcSgsyaWZhrQ7jEXqHQweYFOpqORz+dXXGPH/L5emcabA4EKw4H8Ssei6KqzixKoYdH4wzqlcsTciaWZBrR7INBSIxqkTqMDw60d8ow3+nE7FCjvT16gXtrwSxOo4x3pd/Ma8XkGtAcWIlCxQK4FuqPb2T5ogpfcXLbYmDWA8oy3AYG2D/QFKs77zE6gZXyBOt+Rfuby+jwD2gOxBDp+UW/Bin66TeJuBUqmfWzecAcuj0xDOM94K6Tt20SB6nw+gwI9LFh11oNAhVaJW4EOX+9NoB52pL8+Pf2t/dV5BrQHIglUc1/vNAS6lQKWKNWoAZRnvEGg3Z/cgeHCao4hWQjU/470huQZ0B4wEqg6QKy6KjMSqGrEclcUd026ofKMN7VAuwcGAuUG3TmBHkKgwuHBC7AjfbIkK9DSXqBlr4wzBaoasFzHPbj8CrRBOyXjsrMHvbCdJ9DhePImUOxInyxJCrT+4kKgsVmqQHX7q3p/RhVo9O1DRPIMaA8YC1Q+unSBVu0n6ed/NU34UhIo97yBQMmpSoHWCbk3aE+gwnM+BapXNvXhwQuwI32ypC1Q7d6qXokMCzjx/JlkS+M+qTzjzYFAO2l2s5ZiCLTMXKDYkT5ZujfCXqDab2auAiVzSO5+5A7cVP4065PKM96CCdRDG35ZAk2uDZ9nQLuHhVlyAjVow3sWKJ1EUmxOX58T3tcz6c2WceQZbyqB8s+bCPQwZ4HWF0QUKHakT5RFCLS3ktO9QMuL3jzmYvNco1wmOSSJH4GWmQq0i/7wAsWO9KmyCoFOFnA6l/07XqGbZ6ZLkbOMt+ZjcCbQQ4VA25Q8CFQoqfCcJ4HqDsJDoMuBuUf3y6A8rpsZ+1tToLpjW/oZ2zxP2X8+f3d6evrs/IPFRg5ZxptbgXLOhEDVhwcvcLsjvQuyDGgPJCvQMjmBGlAocJtDEBpjCIMppvMpZYGWEKhFH2hqZBnQHmDvQ3oC1W7DQ6B+mBbo9MejFGiZq0DHL9ftAoVAl4OxQFXHbea7j13T5pOtQGPk4AEIVLiACXTgegh0fUQTqM6uis4EOpUKBKokgEBZSq4NOpZcpgL9SmbRff+jVha+yTKgPQCBSgXzQpbx1ryvwwJVvbHiEbU/mUFZShkJdOh6vwK9uG85hc4LWQa0B5IXqOZy6/ETIFArLAVaCI+G5n3GFKjWxyG81vgCfcv1pz+efUOP2WQZ0B5IWqC6VdDJUyBQKzwKtIRAFYdHLiGL4TaPzs/fvyITkuPvDZplQHsAAp1OQJrFbDGXOct4aydDsMLbCVQxbWmJAtWexWQhULIdQ1Pv3L813YjBB1kGtAdMBDoYIBDo/CKmiH+BcikFFahxx1BsgZ7xtc6zBKqgWQa0ByBQjQSkmxpDoA32Ai09C3S8X9ybQHULpz48eIG4JW1VHTXajNYHWQa0B0wFqnzCg0Cbc9IQKN3+c85NtPOMt24sz1SgBf+ot/SIXZqbQLnwDy5QcTe7FPa2yzGgfSAMEEyeOxQgeu9mb38cDYFqGtT/IJLqvnJG5BhvPgTKX5uEQIczhUDHyDGgfQCBaiUwO2ZzjDelQMVTdAUqT1tKRKAji2x7XRF8imjCZxnQPjAQ6EgfuVuB8j/1qQiU3ARpTiM+x3hzIFChN1sWqJCUW4MaCHQg25QEikGkVFmHQKfO0Cj/zNt65RhvOgKVPx1tgZYJCJSUb0ihSQm0+v0u2gVIF0UCN0jKMaB9AIHqJVC1m05Pfzt91pwcUqP9vEwFKvaZCkuPehdPJDUHLYEWNKYHDJqUQEmtszh4fXV19f4EE+kTIp5Ahy9KU6DzyDHeNASqUIm+QEu/Ah17ts6raFfqKxUqHKKnHPau75+vOw3URqBkGLMjeg9ongHtA+59mO4oDC9QPYNCoF7oPi82ZC1V6zIXaNuz4Eqg8wo3WuR9txh+k8BS+CwD2gf6Aq2jbTIVvbxG8zMV6OReIhCoFU4FWg5HT/t8aIEKO0WpRsPECyILtOLTb05PT7/7XjMTv+QY0D4wFOh0Knp5jeYnRCoEGo2FC7TITqApkWNA+8CNQPVi31agGn0LhlkbPu2AHOPNSqDNsAz3qDvVvUCHJ3FOf+KiPxMX6P7T+fdcu/3TO+Pbwromx4D2wFRQiKfmK9DJ1zaVwFxyjLewAtVeECxkNtKRPnnlYT4CxUqkREleoDpteAjUC0wIswTKTp34lMwFSnsLBoNo4tLeVvkQqBkZBrQP+LdhPIDHxpAg0EkyjDcHAhWdMiVQY4NqT4NXPd2/14iiM1e6gJU1nEB/OK34+VGx+fa05cRwKzAfZBjQPkhRoL1v3bRBNTKHQM1JXqB1SOpMg1dl1kdDoNzlqgrrVB/FZOGUR8lWyjLRZ9LPCegMvwxDQKC6Kcwkw5hhxjAWKL9SUjs/S4GqJ3HGEah+ydWHlUfPFP48iF0BnSnQ/L4NA0CguinMJMOQYcbga5S9k5wK1MygBtPglZnlItD9+fn5+6oJ//q840o3I39AoBThlYy9rFF/+hSohkEhUC8oBdo/SfpoYghU3SM5ldmEQKV1c7EESkhh2EgEAqU4Eqje2wmBZoWWQKV3NphATabBKzPLSaC9eaAJAIFSEhWocBoEGocIAjUx6LhAp2ZmyAJVvBDxofA4sEDTAwKlxBToYBh5EOjEORCoAjcCNcjQSKAT64h8C1SZow+B7seWvn+KVyuFQCm5CHT0mwWBuoOL7TkCbY5CoEOFVx9WHLs9Pvg4kMrNq4j9ohAoRVegTbjqpaN7kp5Ap6ugEKg7HAiUtcWNWvBmbfiphZguBNp7GKkG+qooHv+oeOLmVdR9QWcEdFGYdNWkTUiBSjE98DZCoBHhpqVDoOLDcYEavVajPtAfjori0YfewcunRbH5pXaG7oFAKcILGXlZAQUqReJkGx4CdQcTKP85jHRpxhHo5Er2yc6DfARa3pCbeBTfvm5nf179/imdTD/UtA8CBEoxE6hmOsNpiAcg0PRgwW0nUHLKHIFqfrU0BKqT2Vgi6Qi0qm+etJvRP2gXdh680c7NCxAoBQLVTmEeuURM0W1wxH9cZgLtDOpNoNJOIAqf6WRmJFBxaDOoQMvy81NhKefDfpM+OBAoRVOgUy14O4epvy1yJEKg4SgK1Qh6JIFOxWNIgfbCP7RAKy5/Q6ufmwdJ3NQDAqWkKVDpvFGDas2VgUC14GZxRhIol97gdsmyP9cg0LSAQCmuBKrzjkQV6Pyp+PPIJGLMBVqOC9Qod/FzLoIIlFMpBGqAfUCzRs4CMBLoSDoQ6ASZRAw3DV5XoOI7606gxWBFReFPa4Hyf0OgBswT6GIMqifQyQpoCIGOlW4ybwhUj06gxRyBtga1EmjXBTtUUZE3k7cXqPCg/0r6FwiPFAKdyHG6dHnESA0EShn90eWOexKo6jIINCKtm4YEqrhkWKCGXaCCQIvhr5nKn5YC7T00EGj/abPXCoFm8n2YJKpA1VVQhQ+nBDqZNQSqSScn8R5qwQVacJ2xQ0WcL9D+YwhUHwiUYiLQsXQg0AkyCZgUBEqvLAY/c7VAJ9YRqfPqHzARqDz7AALVvRICnUpI8xT1RrhyTgO1DP2sIVA9ODmp7uKrJVB6bLZABz/yAX/aCFQ6AIHqA4ES9KJuugVvLVDVGjxFTvMFOn4WBFojCFS+i6+2QFuDWgt0qGXeH0Fik5DMBSpnDoHqYx3Qw50zGQKBmiQxhzwCpm+nlrACHa5XqkpoK1BV5vxVEOgoEChhJOqEUJr0p1OBypcOfZ10s546CwKtcS5Qw/wnBdprwHMXmQpUmTd3lbxzQ+8hBGp74VhtKDOGo45fBRJfoKNVUAjUGZkJlL9K8plh1v1oNBeoQVaJCHR/9en8/Pz7K5ttmSFQwrhAi+5vCHQuicTLRDGsBKrUjp1ApwyqqoCWiilI8wUq1yhHBWrYW2En0P1nelN4RxsxfX7F7e4kbdg8ySyBDqyhyY/eqzgUnNkqVKcL1Fqgmis6IFA3jN+NZsBPZVP8ASsNC9SwC7ScEqg0gsRdtnSB3rw66nS3efajQWbq5E4KkYPfmSUAgRJGBXrY1EJ1KqC+BTpmUAhUn5AC1YgaOa0JgQ4UTzGEPk+gCiFGFeil5Lt5+ynvqI0fnNbcp1Z+YZQCBEoYEiibx1wUCxOocosfCLR5NrZAJYNqCrT/jbR5u/ns0hJorc/Nw9PXVQv+/Wm9t/LBjKb87XGVHK/gy0qoZrf4tA1o+hmuRqDcqhCzlJRnTM4cGTitPXXAoPoCbX++LZOYQyLxsiCB9q/jz7SpgPJV0Ppb3nu29ziYQPdviS7/jh/p+fqOVBofW9+Tcyvpkij1iUkSEChhQKB8oLb9TmYpKc+YI9CRKqiuQBtULwUCbZ51JtBSSkKTFARapCTQ6xPlfY3JXY03hv2WLfuXRdFvsO8Mb5I8V6DLMKiGQDWrEtYC1Z1PN1wFNRDo0GuBQJtn69h2JlCLEo5UQUf86Vqgqhx6jwMJtKoaPlLffrNSqFmrm09TulJ1bIw5Ai3Vq7gzRC1Q1XLjqZSm3w/VCQEFOvpaINDmWWGHduGZcvA1LE6g6jbXlEBNcjIR6E+Hh4tufgqBxkVuP9f/RhXoUA5DBoVA9RkVaNtwVbxN4QQ60obn41K+aqEC9UHVhJda/yGb8OWyBaryZ8IC1YxdCJTgX6DdUa8CVVzVO9Ey66Lospk6eUaGkQVankm2JN2i90ySgEAJ2gKdTMleoLoT+BTfqIkrlJdDoCNPHvL7c4hPlYYClTfc1GRQoGMV0Hk+47Jeh0CvjyqD8j2rNy9Nh6QsA5r9SCfyjZiHSqBWFVCNN1R5goFAh6qgmh8EBEqYFGj9l5lABclxh+0s1jOoUqCTpZgh0C6bqZMzFiiZx1QZk84rJTNL6Ux6o1lMEChlRQJVjy4bpmFPIuEiCbTXc5iWQOXVQWsW6KffnDK+s54DWnPBFoY2y0OfmyUwQ6Dk/+UKVOnPlATaf+chUH3kVQSFWgMmAi0dC7TkPie1QNUXuRKoZszPydBCoNei8SwnMDH27/gEN89MhTxToAsxqK5ALZLSO8FEoANVUAhUn0K61fqAQMve23RYt03UqaoF2k9CH+5j4j7uCbP1TWuZcaoC7flzvkBLurvTu6oy++z8g0V1FgIlKOojlhVQS4FKBtUQqDRur1G6EgIlKAWq9I6dQIVPz9affAdCWIGK3a+T5woCNcrHXKCk0/Lh66sOeWlSYCBQQnICHf0ph0Dnoi/QMqJAOXurBDp0zZIFajzLyDsQKEEhUJU/gwm0GI9EpUEhUH0mBco9E1Wg3J99gQ5eFFigPWUb5WMs0Ntj64XvnrALaPbRrEqgNklpntAX6GhmEOhMVAId28KNP2/YEs4Fyqctrk9PU6DGg1Y2AnXR6+kQCJTQfw3K6qdXgQoGnYr8rkBir6lO8SBQQlCByje+tEAS6MiZTTGUW4Fo55amQKsmvGeBjiu6UGCTCz9TLo2vxDzSEqhyFzFl+SBQO/IX6NiZ8wUqfAGmzw0nUDKIZLZjvCmhBaqxdjF9pJcQVaDFdOSrqqAQqD5KgfKGGrkyL4HaZ6cd9EEF6r0NH2Y3JmGqcRrfiTmMCZR7YJeW5gmH+l8RCHQufgTK38lAODyjpCwRITo0TgwoUD5Ho2zMBUomgm6eXRnlYsZXs6lRAQSaxndmjBGB8g/t0tI9oY1DnT0cOIFytR6t8kGgZaPB3hHeUCZXcgwI1AlCdGic6EqgWueyHM2ysRlEcj+RfhZBBJrEl2YEuYD9+Akj0HoPHJ1NcBQGhUD1UQuUKcrkSg6/Am2mUOkKdE4XKASqjdVHzf+2TQrUtp81IMMCFY5YpqV5QqtDrT0cuCZW+/6aCtSkbO5IIxaWLNDShUBHo0RdsjKIQJ8+EHmYrUDbv9ciUF2m346hCw+FPXAmsu4ZtDAUqGnhnJFELJAvuliQ5m1vFTV2aVYCnZOdbvy3b5x5F6hNH2hqeBeo3F+fHoMCtUjLWqCmWzj0K6EGArUonCuSiAUiUGnvlsQFWnKbHGucCIEGYrZAp4yxNoFOvaOOBNqbaWU9IU23cK5IIhbGBDrhnXUJVPtUCNTwIuUq3aFTkzfokEAdJab5tKjEqWzEsw8nVs9rsnaBNn0oo5dmItB5XaAGo6YRBPr1/Pz7L+XeaLqRLyDQclCgrhLTfNpMoPJkf/OiGhTOFUmEQqYC7brIp07sBDovO93LW4Oa/4ZbCfTifj36fnt8oL5RfFA8C7T+wJP41oyQhkDNViBDoPb4FqiT1oCUeNfDM3miI4EanBpQoG/b6Uvzd2aSJkVZTI2yCWgxxhYrUGeJ6T5tqEMI1JZhgR7OEmiZhEBLRwI1KVk4gZIdlQ/+9qiSHNkb1OgW7hLpC5Qb3EwZCHS6cI5IIhRmCJRf+6V8tk3fPRBoWd/S43llPiI5YtB5O4vcnOQh0NQNqhSou8R0nzbVIQRqSTPkIR5pI3X8ncxFoDPHkMwW8AcU6Bndkb4WaLmbvT09cbDZbYz7zBfoyDwm7nfdpmzBSESgRpuIlRCoNSMCnXwjR6c7eBeo1ufcjTZ5KMRAhhq9xyqMBVoJj/R7NgKtqqPz2vAOarHRBZrCN0olUIeJaT9takMI1A6lQDV33dITqItSSonrfs4LFmiz2VwjUBd7281Nw4VAh/zIZoWPCjT+VwoC1SicGxL4tCFQ1+QsUNIPMKcRD4GWSoG6TEz7aWMZQqBWzBTo8JNeBaq9uiO4QLs5qqbXxW/Cz75LiMVn3f+lGfIj8+f4OJNpEdyHp9MUZwjUeA8TCNSuDIelWJL6yFIEWh4G9mdbBfUvUDKI9KQT6NbJPY6vT09/a391lgJ1HZ+pCVQ/MwjUqgxUl1xRINB5hBPorplDTwRa/e35Bkka+BMo78/RcSYItMPYhBCoVRnUAtV6+yFQVYbBBEpGzTdviED3f1/MnUjvAgcCVQ/DF9oCNTUoBCpdAYGalcGXQEv/AtU6MbRAy2ACFVcPzVzK6QKPAj30J1DHAZqMQM1XQEGgNmXIU6Da0aE7YdQdh/UkVdPLLARK66ANmW4mYizQcsSgSxToaGqTAjXNDwI1L8OAQHXqeOMfb7uv2+wyqlPXFaireNDGMgRtBFqWN6/IfkybRx9Ms/OBnUDFA0oF8lsDDwvUZrORxAU6Ub4pgVpkCIGalkEWaP0/BGpJUIEmhflnLVfVgwvU8dJQx/E+vlx6QqCWWUKg5mVQCFRDURoC9bOSs9Rvn4QXqGUEzhbo/vf53VTOVKClY4FaNPonU3SZWjurOEhefKYOUoFAJ9/GHATq7AdVn0ACvf2fwrD7zUmGtzXWEyhfAZ1erNR7dqKfPn2BDho0hXVXI0CgSQtUu4cnuD+DCfT4HjMomci0CIGqRpH4CuhIFXRIoKOdiMaN/gk8CHRAoTZTPUKyeoFOKwoCHcwxiECLzqDXZDPPu8sQqCy0VqDtCeOT7cUnp0ZhshCoyqA2+y0EBQJ1I9A5pRvDZI8EX2VwmaWxQMkcptqge3prj8cZTqT3IVDh2WJ8lCgXgVKF9vIJPL3ZGAh00lHj1UsI1AjzQaTWoJdH2c4DVUTQsEBHzuDO6gs08G2WfAm0XwkNPr3ZmFUItA1gVhQ+pCc/n/FPEAI1wWIUnhr0X0j1c/NL4/w84EmgYgVUY728EM1LEaho0N5vSoqsSqAshow6Laf2GknhNUYIs1AC7VYiPUqg+llafNiqbrxBgXJnjM8V7Qt0cpf7PATKK7SAQIPkoFGExQt0zobgIbO0mge6PyPVz+fmuXnBkUDlcXTRFfoCnRJkZgLtDFr0K+UpAoFOM35qfUM3y5K5Y8kCpQa9F330qMGJQOUqqIFAS8GghaZAXRrUq0AbhbLNqZzm5RgIdBoI1F2WdgIty7fpGNSnQEfPYGf1BCq16RXXZCXQw7rPpn3kNC/HrESg9f+8QA0uz0OgEbL0K9Dbpw8YdDMR+tfD7OaBKn+t5ZmcfVUMr1ZqjNM2dKU2vSL/zATa3dAbAk1BLrI3IdBIeZoIlN8HlJHfSiR9gfbOGJjqVJZcFbTQF6hDg/oXKI/TvBwDgU4DgbrLEwJt6PtMtV5eT6B8rW04fwjUDxDoNBCouzxt+0ATwvTDVi9GnBbo4GT75vLDOvKEZu9w/hCoHyDQaaa3u0t7v4OUgEAbXAj0kB9p0RCoO4M6/1JDoBFz0C8CBBobCLRFXow5LVDurFaggmmURWvyT1ugowZ1nZdLINBpNARqUah1Ml+gV7FnM1kIVHVYR6AjU52MBNpekLBARxTqPiuHQKDTQKDusBHo/v1py4P7+Q0iDQq0d48u3dVK3ZMKVGXjBOrMoF4iPkd/rkKgLILbspi1uSFQd1gIdHeU9yi8tUDHJ9ubCtRpFdRTxOfnz5UJlFu8YXD9xLnSJoZgGHOBXov+LB4tpAlfmgtUaOf3PbMEgSoM6icfd0Cg00Cg7jAX6JZI8/1xsfmbdydFsXnhqWD6+BCoet/g8cn2Pc8MVUE7NWu04bVfmreIz82fEOh8IFADjAVK9rJ7UpZnRfGCyvRu7AqoaUAP3pNCR6DyVCe1QLvHIwLVqIJqR7LHiM/LnysRaP9Pp2WCQA0wFuhtVff8HVXnk9qm0aug7gQq7kinPMWJQLkL+M4QVVnjC5R/YR4zccXiBKrIDgJNBxuBkmGjXVHcK7v/omIuUPUTdgIVExBEozbosEBV3xS91+Y54DPy5xIFqvgN7v/ptkwQqD62Ar0+oo336lH0NrwrgZamAu238/sVtSmBSvsWK8qahEBLy1u+xgAC9ZIlGMCmD5QItDFno9OoBBaoOFLf2/BOEM2CBBplf1srIFAvWYIBzEfhz2gfKPPoEgWqHkNqThEsOyZQtUENBSr7V9lXOvCS1sfSBFoobpANgaaD1TQm0u1ZD8PvEhiGdyhQflP54VN4zfafFZSq8qJwkZ1AR0cV1g4E6iJPxJMu5gIl24JW0qzU+c2HPx5nN4g06MaSq4KOCbRTqKKa2u8pnClQ9ZdnvE23diBQJ3m6TG7RmAuUqvMP3b2NSXs+LsEF2hhUU6Dy5Pt+coYCVcwygUA7FiZQGmRyL1D/T7dlyqW/OwUsBFpentDuzxPqz/g3NzYW6OBzugLlbrImPS+fPiLQCYMOCFQ2KATaYfBW7D+df/+j1xzmoxIoH0L1U46rjBCoPjYCbbk8PX1mEYCucS/QkVqqYFDFhk2K090LdKxKsnYm3oqvV23EXp7ULajHpn34SQn0sO1NcpkpBKrPHIEmgkuBdvE4JVByplwBVZ8uFNBQoMr9nxRHpwqyGsbfim7WyP5tt3zBdDuHkG92/XFrCNRprhCoPubzQKt2D/eb/ends7xG4Ud/rE0Eetjv8Bw8f0SgpbVAe9XayYKsBU2BnhFzfnt6+pQo1Myg4QUqNWL6D1wXCQLVxlig4szP/OaBRhZoP2lLgfYMCoF26Al0V71/ddv95qXplrYQKGBAoDzTAjXenKgX//3sbQUqGhQC7dAT6BmbftdsL+YqB1uUqbKfy8FTIdC4mAj0B3ITj58f0aZPw0luO9KPubEV6Og5jgVajgiUnDso0N6iUo2SrAMtgQq7iJkuBvElUEWy3M/lUAEg0LiYCLS/F31NXhPpJ8Yru3u7j5yRiEB5g0KgHVoCFRpO460oVcg7LC6fj+ogBJo4Rk34M0UwHcSugCYuUPleS8NnKkZbVTuQygaFQDuWJND601bs491/AIFGw0ig+/Pz8/dVE/71eceVz8LpEU+gWjmKFQiXAmUGhUA7dPtA2Qq6qmFl1A0VQ6C9gch+aSDQaMwcREqBsAI136Ddn0A7g0KgHdMCJebccQNHyfSBSuk2U40h0ISZOw80AVwLdMKf8sbJE/DhPz4HQDVhelSgrUEh0I5JgVbc+cWHX3dVUHIoiVF45SQMGmQQaLoYCzQ9XAq0NuikGk0Fym80OnKiJFDpYO1UaeAJAu3QEWgNbUjtfzhKYx5oUgIF2hgIdP/9SDqf4tVKTaJnctGwnkDNbnHhWqCyQfEF6ph6K/af3z09YgIlRjXcUMzLmz247QH5Y6wbvZl356FIQAcDgd4eH3wcSOXmVcR+0RgCpUGtm6muQHuvpJWlOIbffaP4RjwE2qH1VlCLtgIdjOo5OZiiEGhXAZW60fmz6k57DyUCWpjUQF8VxWPV7ks3r6LuS+9BoDpJeRCourapEGjfoPgGdRi+Fft/MNSnP4Gqp/zSP0cEWuLjj4pRHyjpL3r0oXfw8mnVCPql42KZ4FSg5aFeBdQIFv/mAi2VAu0ZFN+gDv9vRVCB1n8KbXgINCXMBpFu6B6K375uZ39e/Z7uZmPaCHKLY4Ga9G5q4lKgXJq8Qd0WOGMWI1CuAtqfydEvDj7+eJiOwjfb0FaVzgftws6DN95Kp0VGAp2aRGUg0LE1oGsGAgUhMZ/G9PmpsKztYb9JH5z0Bcrv1Dx6mjxBZVig5muiVsGyBNo+YFN+IdC0sJoHevkbWv3cPPhubGZTKMwEOnWGFx3NEqgwDX9gO3unpc2aPAUqLzoTKqCCQSHQlFjXRHqdAfaIAi1736Dm2iGBGi8qXQOLEih7eMgMCoGmREoC9X+XxFgCbQ1qI9BSEKiULAQqsmCBNqOFEGhKxBZo2Lskpi5QZX/n2Ep6CLTPQgTaa8HzBoVAUyKyQAPfJTG+QCdOMxWo2ar8NZCvQKUZv6ruGnnSLwQalVQEGuYuiVqLjLzYqN0nb+IsY4GWEKhIzgIVF7yr+7sh0LRIRKD+7pIoxFtMgdYb5U2cJQi0u5TNc3zjDgAAGFdJREFUwldcD4EK5CrQUhou7H2qQ5N+sYwiKokI1N9dEnsC1UgvNYGWnEAHkoZAOxYkUPGUwSkXEGhM0hCox7sk8j/QetuE+LGRlkBLG4H66bXNlSwFKi06g0BzIQ2BGtzkS8a1QP1wqLXPk7KskwvpIVBG1gLlO2ukDxUCTZEVCFTzhhqe0ROosqzTO5FAoB3LEWj/JAg0RdIQqMe7JFKBFt3fNoV0g3Aj98GT7AQKOiBQEJIEBOr3Lon8Lg3RBTqZvVqg3TpQCHSSnAXafvxKf5ZDk34h0JjMEOgF2V555k6g/u+SSIOx+2G3LKYLtKYbqTct01tIDwiZCrT+f0Kg6km/EGhMbAR6eUKa2Nt62ZDZDbn6+L9LYjIC1ZpuBIHOJW+BsrbG4IQLCDQpLAS6pYa7PuK0NwPfd0msBzTbX3b7cs5Ha74mBDqTHAXKFp21OyYMRwoEmhbmAr2uq4hUo8aT3gfweJdETqCRDQSBhmDpApXnrEGgMTEX6JaO8RB13qMDPveGT7XA9V0Sa3/q7YXkG50xIOV4FwSqT9YCLTUEqrgaAo2HsUArc5ImNqmHvjCfs+kDTYFq7OXhGa3bzSunLGntRAII+QvU0J8QaFSMBdooc1t3VWYg0LKrgsZWEAQagDwF2v7VLPg1FKjr8gB9bAV6VshLiCIxJdDOoNEjzUig/aMQqBbLEKjR5YiLiFgKtOkCJS15o0nvPoBAASNvgZaHxhVQCDQqNn2gxYu2C5Tfhs4Z47XaQsFIYvRJ1g0aF51Ih0DnkaFA+U8WAs0Mq1H4gw+/pi34/d8bbx+vgXuBtjeUySHS1HP+C2w7rkn+AjXenTCHsF4s5gJtFw89qf9yXgF1uxsTJ9A8ts3sFvMJR3V2cgKE3AVqEacIjIhYrESq1yDd/UIFanwPTQ3YnTq10BBoRvdeU8/5hEB1yVygNndoQWBExGYt/P7y9LsP1f+3f/3og4cimaIj0HzuvQaBziNLgXIPLMIUgRERG4EmxlhAc4vk8vBnJ1DpKASqBQQKQrJ4gbZ/5SLQEgKdxQIEano9AiMilgL9en7+/Zdyb9RXOcb+6tN5leSVTY+qnkCzufWaUqCYxKRL7gLFDa7ywkqgF/fr3eduj013TlLy+RU3Jcm8W3UVAs2l9NHJT6C930Z80FlhI9C37fadt8dzN1SuuDnpzeo8MExSU6C5RCYEOov8Beo2deAXC4GSregP/vaoWdA5dyXnjk6KenBac5/ucm82N19XoJmEpnrjPQhUEwgUhMRcoGQa6POq8kkmu9frOudAd6B/wx24dHpLjwyX76iXbUKgmuQoULfpgZCYC7Re/l4LdP6GyltJl05vKpdhcB6ql23Cn3pAoCAkNpuJ1BuBUu/N3Y1JVYV1eVvjHIMTAp0DBApCYrsfaCPQufuBqq53uRY+x+CEQOcAgYKQLFugWcYmBDqH7ASKGb5ZE78JL02EctiEh0BXBwQKQmI1iPSkE+h27iDSmWTLdrN7bdYhUKBHhgJ1mhwIi7lAd80ceiLQ3ewNlcmkqLv8cqabl4Xh7PylCRTr3ueQiUDZPuBZxihoMRcoqSFu3hCB0g3p506k39Kp86evzwnv65n0RrOYFinQ2GXIl4wE2u6d7SA5EAuLlUjtlvSU+Us5L456Szk3z80SWJpASwh0BtkI9LBxKD7srLHaUPklW7fuYDOR/TteoZtnplVaCBQw8hAovfPR4fQtvUDq2G1nd/OKNLU3zjak338+f3d6evrs/INFhwAEChg5CbR2KPq7c2bZGyrnaSIIdAZZCLTzZzY3SgADQKDpAYHOID+BOigSiAYEmh5o1c0AAgUhsRLo53enjO883NjYiOGAztOfuez8nCY5CBQt+OVgIdBrcQv5WWvhXbA4gWLZ5gxyEWjZ3mobH3bWmAtUmAYKgfoA3yl7MhAorYDSvyDQ7DEXKFk69PD1VYezO3PaAoECRiYCbf+GQDPHZjemmfuHuAYCBYzMBAoyx2Y/0PnLN50CgQJG+gKFP5eE7YbKCQGBAgYECkJi04SHQEGyJC9Q+HNRWA0izdsC1DUQKGBAoCAkVvuBplUFhUABIweBOioISACLifT7V8Xm2ZWf4tgwGNDw5wpJXaCogC4LA4H2Z9AnP5EeAl0hECgICQQKFkXiAoU/F4aJQJ8+UPEQAgXpAIGCkCx5OzsIdIWkLVD4c2lAoGBRJC3QAgJdGhAoWBSJCxT+XBh2At3/P7KL8u1P/y72ZsoECBQwUhYo28cOLAUbgd48rYfeyb4iv/RRKDMgUMBIWKBowC8QC4HujopOoEXxxEuxTIBAASNpgaICujjMBXpd+XPzmLbdv74tEtjbbiig4c81kq5A4c8lYi7Qs6K4+4V7EH13ZQgUMJIVKBrwi8RmOzuu0llVR+/GHkiCQAEjYYGiArpAZm6onML2yhAoYKQqUPhzmUCgYFEkKlA04BeK1U3l2IbKuwJNeJASyQoU/lwkVjvSd52gZEQ++jwmCBQwIFAQEnOB0tmfj95cXV19elUkUAGFQAFHmgKFP5eKxUR6Uu3siD8NFAIFHMkK1H1BQAJYLeV81fnzUfT6JwQKeJIUKPy5WCw3E/n0m9PT0+/eJKBPCBTwQKAgJMvdzg7+XCUpChQ9oMvFfBrTp/PvuYrnp3fPYldDIVDASFSgPgoCEmC5E+kh0FWShkAL/iRUQBcMBAoWRTICLbgH8OdiMRHoD6cVPz8qNt+etpyke1tjCHSVpCPQgj2AQBeLiUCFCaAdqW5nB4GukiQEShrtnUHhzyVj1IQ/U/jzIHYFFAIFHMkItDMoBLpkjAS6Pz8/f1814V+fd1z5LJweEChgJCLQsjMo/LloZg4ipQAEChgpCJQ6szUoBLpo5s4DTQAIFDDSECj5tzYo/LlsFrsSCf5cJwkItHVmY1AIdMnMF+hV7PooBAoYSQi0+YMaFP5cNDYC3b/v5oE+uB+/RxQCBYyUBEoMikVIy8ZCoDtxOigEChIivkD5Sif8uXTMBdqfTh99S1AIFDBSECj3AAJdOFb3RCoevT8uNn/z7qQoNi+GzwwEBAoYiQkULByru3I+oYuSXlCZpnpPJITxOokuUATeqrCZSE/ug7SlGhXvcRwJCBQwIFAQEtuVSLt6F5FdspuJII7XSWyBIu7Wha1Ar49o4716FL0ND4ECBgQKQmLTB0oE2pgzhZXxypeAOF4pECgIifko/BntA2UehUBBQkQWKOJuZVhNYyLdnvUw/C6BYXgIFDAgUBASc4FWlU4izUqd33z447GjQaT91afz8/PvrdbVQ6CAEVegCLu1YbOUky7fJDOYCKQ9P5PPr/iFTR9ML4dAAQMCBSGx2Uzk8oR2f55Qfz6fW4Kbk/5NQgyVDIECRlSBIupWx5zt7C5PT5/9OLcA9dYkD5rdne5TKZvNzYdAAQMCBSGJvaEy6VHdvOEOXB6ZbvAEgQJGTIEi6NZHbIFuJV0SpT4xSQICBYyIAi0QdOvDXKBf2z/ezm+/KxfTm06NgkABI6pAfWcNksNUoBdHbYWR1BQfz50DqpqIbzo5X/USEMtrJZ5AEXNrxEygpMLYzluiGysffJyXvS+BltjHdqVEEyga8KvESKB07mc38fPm1fwbelQpShNJnTThwUqJKFDfGYMEMRLoWWXMn3BuI5XQmQuRziRbEksbJYrIBYxYAkUUrhMTgRJfiiM+u9krkUiad/l+gJuXpmkidAEDAgUhMRHoVq4anhlOOVImWhnz9PU54X09k94sSYQuYEQSKIJwpRgI1MWUIwUXvbt8Gq8ORewChl40YPMa4AYDgapGx6sW+Oz9QPfveIVunpkGNWIXMDSiwcfmNWClzBSoow2V95/P352enj47/2BRJUBAA8ZkNPjZvAaslDQEOgsENGBMRYOnzWvASjHrA5WGx5t7y0UFAQ0YE9Hga/MasFJMRuEVQ+6KgfngIKABYyIafG1eA1aKiUDlIXcyMD9zGtN8ENCAMR4N3javASvFRKDyb/XWyS095GxG2lSFAtclAPkyHg3m/fiINzCG0VLObW+SO3nsvgWPgAb2QKAgJOabiRy8qds7+wsyhOlhCMnJbkxgpUw24bF5DXCI+XZ2ZN7HgwcP6snvBz7mMH29MtqpGQENGBPRgM1rgFMMN1TevxUWXf4k9hQmAgIaMCaiAZvXAKcY39Lj69t24eUd40WXfkBAA8ZUNGDzGuASm5vK7T+TfRi8FMcGBDRgTEYDNq8BDol9V84G57vjgJUyHQ3YvAa4IwWBYncc4AytaMDmNcAR8QWK3XGAQyLe1hiskOgCxe44wCUQKAhJbIFidxzgFAgUhCS2QLE7DnAKBApCElmg2B0HuAUCBSGJLFAXu9wjoAEDAgUhgUDBooBAQUjiN+Ed7I4DAMNlfCLewBTqIPEdhS1OdscBgOE0PhFvYAJ1kPiOwhYHu+PMIUBzbBlZLOVlxML9a/Pwbq20kF6SdJ7iEPN3x5nDMrQAgSbPSt2URSHzFuj83XHmsAwtQKDJs1I3ZVHIzAU6e3ecOSxDCxBo8qzUTVkUMneBljN3x5nDMrQAgSbPSt2URSEXINBoLEMLEGjyrNRNWRQSArVnGVqAQJNnpW7KopAQqD3L0AIEmjwrdVMWhYRA7VmGFiDQ5Fmpm7IoJARqzzK0AIEmz0rdlEUhIVB7lqEFCDR5VuqmLAoJgdqzDC1AoMmzUjdlUUgI1J5laAECTZ6VuimLQkKg9ixDCxBo8qzUTVkUEgK1ZxlagECTZ6VuyqKQEKg9y9ACBJo8K3VTFoWEQO1ZhhYg0ORZqZuyKCQEas8ytACBJs9K3ZRFISFQe5ahBQg0eVbqpiwKCYECAEBCQKAAAGAJBAoAAJZAoAAAYAkECgAAlkCgAABgCQQKAACWQKAAAGAJBAoAAJZAoAAAYAkECgAAlkCgAABgCQQKAACWQKAAAGAJBAoAAJZAoAAAYAkECgAAlkCgAABgCQQKAACWQKAAAGAJBAoAAJZAoAAAYAkECgAAlkCgAABgCQQKAACWQKAAAGAJBAoAAJYsS6C3x9/8gT26fFoUxZ1nX+pH20LgSX305tVRUWwefXSSBeGzlKDzLOQjRlns3z0g148XUefIzCwI4ks1fqeiMfUR7S/IG/DgOTsU4bUFCNVZBAhE/yxKoPuXBQuZ6kHN5nf0sVKgF0fNOb90kUV15G1P0B6ykI6YZdGeXBSPh6/XOTIzC+mlmr9T0Zj4iMrr9g04aM+K8NoChOosAgRiAJYk0P1ZwUKmi5iKF+SASqC73jkzsyjLs14G7rNQZGqUBXdycW/oep0jM7OQXqr5OxWNqSjo/FkUd+saX4TXFiBUZxEgEEOwIIHSIOlChviSVPNvXvJf0u45+pHdHld1hOqczyfyOVZZkG9Oe6T+qXeehXzEKAt68oeyPnuoiDpHZmYhv1TjdyoaUx8ReSWb56SJetTIKcJrCxCqswgQiEFYjkAv6c9++6aSN7r5YT3jGimUXVsx2LZ/kGgTz7HLYtv9mHJHnGahzlQ/i11XQnL2PfX1OkdmZiG9VON3Kho6UdA820Za+NcWIFTnESAQg7AUgd6ckN/Yky5kOknS6BF+q6rH9S9e9Rm0PULV7/FdrnvdNouzLsEmPpxnIR8xy+KMtXyas+XrdY7MzEJ+qYbvVDSmPyLulTR/Bn9tAUJ1LgECMQhLEeiWtJq4bvMt9/t0xnXvl1yNtIql9iPgPpg5WUhR6TwL+YhhFozmQvl6nSMzs5BfqvXLCMz0R1R9s++J1wR/bQFC1SEBAtEfixHo5vGXUgyZro95K/Q37/ie/S7Sz6b7pDWyENpFL3xkIR8xzILRBKN8vc6RmVnIL9X6ZQRm+iPaSW3L4K8tQKg6JEAg+mMpAv1KnDgQMkInKPfDxUf6dvrT0MiC9DXRnvlXjaWdZyEfMcyC0QSjfL3OkZlZyC/V+mUERvMjopMV7zyvjwd/bQFC1SEBAtEfSxEoRV2h4XrQS/6XV/gE5GqDVRa084ly0I6Zu81CPmKTRXM5/SWRr9c5MjML+aXavowojH5EpHG8nR0FngvpJlSdECAQPbJUgZI4aX7/twX3TncjSOVsuymzuGkm3D364icL+YhlTJFpgu3Yp6e4HclCfqnpfTVGGP2IKoH+vJurSE+LLlBfoeqkmP4D0SdLFSidJ/z4x7qJwr3TfCfKTLupsmCz9TfP/WQhHbGX2zcDNQ9HcTuWhfxS0/tqjDD2EdVz1knr+OvbZo54dIH6ClUXpfQfiF5ZrEDJj27DKXunhaG7uXaTs9g2cUq/Oi+8ZCEdsZNbN33aW9yOZiG/1PS+GiOMfURUoGxtTzN1IrJAPYWqk0L6DkS/LFagXR/P5jn3TguTx+baTcqChGmT4kX9u+o8C/mITRY3J2xRtKe4Hc9CfqnpfTVGGP2Iztiky2akOL5APYXqbAIEomeWK9Byf3G/+nSqX1nuXecnxFkN6Y1moZx24TYLZaamWZD9GLptLvwMfk5kIb/U9MZXRxj9iPhJH7t5EyX8FdJNqM4lQCD6ZsEC7WBzhsXJtzaTykaz6E23e+IhC/mIeRa09dbVw71Mv5vKoiHDeaCUqSiQBRrhtQUI1ZkECETvrECg3FJOcfmXzbKG0SzkBobzLOQjxlm8LYS2j48FIJNZlN2j3FYiUUY/ot44pWUUeC6km1CdR4BA9M9SBcqpcifM/HwinG68sHY0C/n30XkW8hHTLLaFGHgeliBPZyG/1PRWOY8w9RHxo9+WUeC5kG5CdRYBAjEASxUoGd2rf2JvWHd5vxm8Nd/aZTQLskVYk1Uz/uo8C8XrMsuiKtg34mbe8vU6R2ZmIb1Um3cqGuOBRiY21l/tCzYRNPxrCxCqcwgQiCFYqkDp7xvZk5H0U99TPE9o9yQ02FxwPIszfm4I23LUZRbyEaMs+IUE7FDvep0jM7OQX6rFOxWN8Y+IyIm8kq9dGzXKawsQqjMIEIhBWKxAuZlv/DGx1r/rztHtjx7PgjvSji56zIIbf9HOgk2fppNafqe+XufIzCykl2rxTkVjItC4dyDejvQhQnUGAQIxCIsVKFvre9A1FORukx9m3bBIzmLf3Tqhy8h1ForXpZ8FKx8Xt4rrdY7MzEJ6qebvVDSmAq19Je0yySivLUCoziqc70AMw3IFWu7f3a/e54dv2PPyTo3Gt/ibyqL8/JQm+MFfFopMtbPg6x0sbp3eDFE7C+mlJna/xREmo+ArObR5OCMKAhRyfqjaEyAQw7AogQIAQEggUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFCQKtui+OYP3OPro6J4Ea00ACiAQEGq3B4XxT32cP9SeAhAAkCgIFl2BV/l7FdIAYgPBArS5YxzJhrwIEEgUJAuXCOeNOCfxC0NABIQKEiYqhG/+R39q2rA3/0SuTQA9IFAQcqcNd6s6qKNSSv2Fw+Konj4phPq13fkwObhm/aiu18u71dnfAxeXrAyIFCQMqQRT1ruZ1wDnvSGUg4aQW6LlrqSWgn0gjxiygXADxAoSJq6Eb/jGvCdP9sRJubPxrJnxR16DiY9Ad9AoCBtqrrnvf1LVpskddKDN6Qdf1Qrkhx4/GP1x+eTRrNnpC6K5jsIAAQK0ob48QHXgGeV0aZfdNdVNau6Ka2TnmHACQQCAgWJs2Odm4QzVhnd9WY2VUZtBYoZTyAIEChInTN+OKiSJN8byro5v376zVHRCRRT7kEQIFCQOoInSYueg8p0f/n0iB9WOsP4OwgEBApSRxAoNwbfCpQ/BIGCoECgIHX6Au0NENV10jsPv3v9z8cQKAgLBApSp9+E7+3JtO1m1N9CoCAwEChIHUGgZFMRYYSImyO6QxMeBAYCBakjCJRuC8qWcD7hBHpzDIGCwECgIHVEgZIuz83zL2X59W09vemsbsLv3x21y98hUBAKCBSkjijQemI9t/SdfwyBgrBAoCB1egItd0e8P8vybSvPZ03/KAQKQgGBgtTpC7RqrZPtP+88+7F5fPmUPvzSLouHQEEoIFAAALAEAgUAAEsgUAAAsAQCBQAASyBQAACwBAIFAABLIFAAALDk/wMgGBzngBIycwAAAABJRU5ErkJggg==)
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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The possibility for hyperstability in the fishery dependent indices is included.
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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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Overall the data are considered of very good quality.
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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