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 questionnaire was populated using the information from Castillo-Jordán and Tuck (2018) - referred to as ‘the assessment report’ throughout the questionnaire.
Blue grenadier are caught by demersal trawling in south-eastern Australia.
More details will be added to this section at a later date.
Describe the history and current status of the fishery, including fleets, sectors, vessel types and practices/gear by vessel type, landing ports, economics/markets, whether targeted/bycatch, other stocks caught in the fishery.
Describe the stock’s ecosystem functions, dependencies, and habitat types.
Provide all relevant reference materials, such as assessments, research, and other analysis.
Castillo-Jordán, C. and Tuck, G.N. (2018). Blue grenadier (Macruronus novaezelandiae) stock assessment based on data up to 2017 – development of a preliminary base case. Technical paper presented to the SERAG, 19-21 September 2018, Hobart, Australia
Fishery Characteristics
Longevity
Answered
|
Very short-lived (5 < maximum age < 7)
|
Short-lived (7 < maximum age < 10)
|
Moderate life span (10 < maximum age < 20)
|
Moderately long-lived (20 < maximum age < 40)
|
Long-lived (40 < maximum age < 80)
|
Very long-lived (80 < maximum age < 160)
|
Justification
|
The assessment reports a maximum age of about 25 years and an MLE for natural mortality of 0.173.
|
![](data:image/png;base64,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)
Stock depletion
Answered
|
Crashed (D < 0.05)
|
Very depleted (0.05 < D < 0.1)
|
Depleted (0.1 < D < 0.15)
|
Moderately depleted (0.15 < D < 0.3)
|
Healthy (0.3 < D < 0.5)
|
Underexploited (0.5 < D)
|
Justification
|
The ‘Underexploited’ category was chosen as the stock assessment reports that the current spawning stock biomass is estimated to be above the equilibrium virgin stock size. It should be noted that the assessment estimates depletion to be above 1 but the Underexploited category includes depletion ranging from 0.5B0.
See Figure 6 from the assessment report.
|
![](data:image/png;base64,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)
Resilence
Answered
|
Not resilient (steepness < 0.3)
|
Low resilience (0.3 < steepness < 0.5)
|
Moderate resilence (0.5 < steepness < 0.7)
|
Resilient (0.7 < steepness < 0.9)
|
Very Resilient (0.9 < steepness)
|
Justification
|
The base case assessment assumed steepness = 0.75. Steepness was also estimated internally in the stock assessment. The likelihood profile on steepness was very broad, indicating that the parameter is not well defined. Consequently, a wide range was selected for stock resilence, ranging from ‘Moderate’ to ‘Very Resilient’.
|
![](data:image/png;base64,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)
Historical effort pattern
Answered
|
Stable
|
Two-phase
|
Boom-bust
|
Gradual increases
|
Stable, recent increases
|
Stable, recent declines
|
Justification
|
Table 2 in the stock assessment report shows the landed and discarded catches by year from 1979 to 2018, and reports the CPUE from 1986 to 2017. An index of historical fishing effort was generated by dividing the reported total catch by the CPUE.
The ‘Boom-bust’ effort pattern was used to generate a historical effort pattern that matched the reported trend. However, it was not possible to fully capture the fluctuations in fishing effort that occurred in the later 1990 and around 2011.
See here for data used to create the effort trajectory.
|
![](data:image/png;base64,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)
Inter-annual variability in historical effort
Answered
|
Not variable (less than 20% inter-annual change (IAC))
|
Variable (maximum IAC between 20% to 50%)
|
Highly variable (maximum IAC between 50% and 100%)
|
Justification
|
The assessment did not report information on the historical effort. An average annual change in effort of 35% was calculated from the effort trajectory described in the answer to the previous question. Based on this result, the ‘Variable’ option was selected, reflecting a fishery where inter-annual variability in fishing effort ranges from 20 - 50%.
|
![](data:image/png;base64,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)
Historical fishing efficiency changes
Answered
|
Declining by 2-3% pa (halves every 25-35 years)
|
Declining by 1-2% pa (halves every 35-70 years)
|
Stable -1% to 1% pa (may halve/double every 70 years)
|
Increasing by 1-2% pa (doubles every 35-70 years)
|
Increasing by 2-3% pa (doubles every 25-35 years)
|
Justification
|
The stock assessment document does not report any information on changes in historical fishing efficiency. It seems unlikely that fishing efficiency would have decreased significantly over the historical period of the fishery. An increase in fishing efficiency is perhaps more likely, as fishers developed an increased knowledge of the fishery over time, as well as the introduction of new technologies in this period. However, this increase in efficiency is difficult to quantify in the absence of more information.
The changes in historical fishing efficiency were set to cover a range from ‘Stable’ to slightly increasing fishing efficiency.
|
![](data:image/png;base64,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)
Future fishing efficiency changes
Answered
|
Declining by 2-3% pa (halves every 25-35 years)
|
Declining by 1-2% pa (halves every 35-70 years)
|
Stable -1% to 1% pa (may halve/double every 70 years)
|
Increasing by 1-2% pa (doubles every 35-70 years)
|
Increasing by 2-3% pa (doubles every 25-35 years)
|
Justification
|
No information in likely future changes in fishing efficiency is available. The same range was used as for changes in historical fishing efficiency described in the previous question.
|
![](data:image/png;base64,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)
Length at maturity
Answered
|
Very small (0.4 < LM < 0.5)
|
Small (0.5 < LM < 0.6)
|
Moderate (0.6 < LM < 0.7)
|
Moderate to large (0.7 < LM < 0.8)
|
Large (0.8 < LM < 0.9)
|
Justification
|
The assessment reports a mean length of maturity for males and females that is about 64% of the asymptotic length.
|
![](data:image/png;base64,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)
Selectivity of small fish
Answered
|
Very small (0.1 < S < 0.2)
|
Small (0.2 < S < 0.4)
|
Half asymptotic length (0.4 < S < 0.6)
|
Large (0.6 < S < 0.8)
|
Very large (0.8 < S < 0.9)
|
Justification
|
Figure A.5 in the assessment shows that the length of 50% selection is around 40 cm for females in the non-spawning season, and about 60 cm for the spawning fleet. This covers the range of 40 - 60% Linf.
|
![](data:image/png;base64,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)
Selectivity of large fish
Answered
|
Asymptotic selectivity (SL = 1)
|
Declining selectivity with length (0.75 < SL < 1)
|
Dome-shaped selectivity (0.25 < SL < 0.75)
|
Strong dome-shaped selectivity (SL < 0.25)
|
Justification
|
Figure A.5 in the assessment shows that the selectivity of large fish in the non-spawning season is dome-shaped, decreasing to about 0.25. Selectivity in the spawning season is reported as asymptotic. Consequently, a wide range for selectivity of large fish was chosen, ranging from 0.25 to 1.
|
![](data:image/png;base64,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)
Discard rate
Answered
|
Low (DR < 1%)
|
Low - moderate (1% < DR < 10%)
|
Moderate (10% < DR < 30%)
|
Moderate - high (30% < DR < 50%)
|
High (50% < DR < 70%)
|
Justification
|
Table 2 in the stock assessment report shows the landed and discarded catches by year from 1995 to 2018. The fraction of total catch that was discarded was calculated, with an average value of 0.16 and 10th and 90th percentiles of 0 and 50%.
|
![](data:image/png;base64,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)
Post-release mortality rate
Answered
|
Low (PRM < 5%)
|
Low - moderate (5% < PRM < 25%)
|
Moderate (25% < PRM < 50%)
|
Moderate - high (50% < PRM < 75%)
|
High (75% < PRM < 95%)
|
Almost all die (95% < PRM < 100%)
|
Justification
|
The species are caught using trawl gear and it is unlikely that survival of discarded fish is high. The assessment assumes a 100% mortality rate of discarded fish.
|
![](data:image/png;base64,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)
Recruitment variability
Answered
|
Very low (less than 10% inter-annual changes (IAC))
|
Low (max IAC of between 20% and 60%)
|
Moderate (max IAC of between 60% and 120%)
|
High (max IAC of between 120% and 180%)
|
Very high (max IAC greater than 180%)
|
Justification
|
Recruitment variability in blue grenadier is reported to be large. The initial value for sigma R in the stock assessment was set to 1.0. Asymptotic standard error estimates of recruitment deviations ranged from around 0.1 to 0.6. The range for recruitment variability was set to ‘Moderate’ and ‘High’, which covers a wide range of quite high recruitment variability.
|
![](data:image/png;base64,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)
Size of an existing MPA
Answered
|
None
|
Small (A < 5%)
|
Small-moderate (5% < A < 10%)
|
Moderate (10% < A < 20%)
|
Large (20% < A < 30%)
|
Very large (30% < A < 40%)
|
Huge (40% < A < 50%)
|
Justification
|
The stock assessment does not mention any existing MPA or spatial management that is in place for this fishery.
|
![](data:image/png;base64,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)
Spatial mixing (movement) in/out of existing MPA
Answered
|
Very low (P < 1%)
|
Low (1% < P < 5%)
|
Moderate (5% < P < 10%)
|
High (10% < P < 20%)
|
Fully mixed
|
Justification
|
Given no spatial structure in this fishery, it was assumed that the stock was fully mixed.
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAKgCAMAAABtOycFAAABLFBMVEUAAAAAADoAAGYAOjoAOmYAOpAAZrYQTos6AAA6OgA6Ojo6OmY6ZmY6ZpA6ZrY6kJA6kNtmAABmOgBmOjpmZjpmZmZmkJBmkLZmtttmtv9mzPKQOgCQZgCQZjqQkLaQttuQ29uQ2/+2ZgC2Zjq2kDq2kGa2tpC225C229u22/+2///Hx8fHx9DHx9rH0NrH0OPH2u3Qx8fQ0NDQ2trQ4/bax8fa0Mfa2sfa2tra4+3a7f/bkDrbtmbbtpDb27bb2//b/7bb/9vb///j0Mfj2trj49Dj49rj4+3j9v/t2sft2tDt4+Pt7e3t7fbt9uPt9v/t/+3t//bt///249D29u329vb2//b2////tmb/25D/27b/29v/7dr/9uP/9u3//7b//9v//+3///b///8mEuQqAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO29eaP02HHeN7QlgY5jm14Sm6BlyePIjvJyolfMMMsMZSek43CSeInGCmlqlHAG3/87+PYC9FnqFOrUgoO+/fz+mHlx61ahqvCgui+6cfDJAgAAQMUnoxMAAIBnBQMUAACUYIACAIASDFAAAFCCAQoAAEowQAEAQAkGKAAAKMEABQAAJRigAACgBAMUAACUYIACAIASDFAAAFCCAQoAAEowQAEAQAkGKAAAKMEABQAAJRigAACgBAMUAACUYIACAIASDFAAAFCCAQoAAEowQAEAQAkGKAAAKMEABQAAJRigAACgBAMUAACUYIACAIASDFAAAFCCAQoAAEowQAEAQAkGKAAAKMEABQAAJRigAACgBAMUAACUYIACAIASDFAAAFCCAQoAAEowQAEAQAkGKAAAKMEABQAAJRigAACgBAMUAACUYIACAIASDFAAAFCCAQoAAEowQAEAQAkGKAAAKMEABQAAJRigAACgBAMUAACUYIACAICSFxugv/7kkx+EBf/NH0h/87c/+uSv/XeiH4KX4ctcm3eptlTx9vPv/dPufUCi3mCAevHbfyYPDXWCivgBCon6gwE6IjTUCSriBygk6g8G6BOEBq8APUBbRA9QIAMD9AlCg1cAA/QZwQB9gtDgFcAAfUYwQJff/tnf/+STT/7mH/z8svHpKsv//+8m//q96+/97L94/N62/df/4b+6B77yw0fcN7/f/flvf/Y3Pvnkdy6fff72j77/9tv/6OZ6vZb05nO7ovS2+baL+wWm6/9++0dvbt/7W3+8xvrNNcU/voZ0bQg4DXvXQHMN3Aboz3KZQKKHgwH6m793F9bvXLSwqfgit+1fF839p++nv5dsX3+toc7/7Ufrr6y7uc3iqxBvorw53zZXdf6L7+fhvrxv/p0XU+dLsTNACw1cBugffnr70ffuMoFEj+flB+ibhlYu2njT3FUwV0Hc/vXpakh/L/W7aKihzn98//H3/vBHyS+vQnyLeXmXewn1wyVR54Pbm+BfJz95KXW+FPwALTVwGaB/I1MkJDqClx+gby/i3/uHP7/99fJ7D71eNXJVwu1vkouCLn/m/PZnt9+7yP13/tu3///mR/ffq0Jf9Xv5nd9chXx5V/Bnd+d1L59efT/dTolNnd/7Rz+/fGvvFvK67zfvy65fS50vxZeflCQDtNLAQyb/TSoTSPRgXn2A3l9hH//68rb9poj/6vavt5//4Op418X94uin60t58hahVufN59efJP9KhHh7Yf/1/VU8Uef9qteX24lw8768xXgpdb4U7ACtNHCVyR+vjheZQKIjePUB+uX6h/pVbz9Y5+XbL16u8vxwWSfqp4/PPG8xLpL54zQSqc4frv96fCC1XYW/O/31798dE3XeA73lchHjp+mFppdS50vBDtBKA5RMINHjefUB+jjy98uf908Rv/zkd//Xv3v/m/72F/wmi9vvXS/6fO+//Cc/b4a+K5H616bO29WkW+iHOtcT4abOh/cqV/Ae4a6B1hqgZAKJHs+LD9D023Tbi+nt48YfvP3rbfv2jjS9Hn+X0/0T0E++d/uSiE6d1z957hkw6lwl+WrfEXkpdgZooQFKJpDo8WCAbjf33g/99VtLb//+4e2P919ftZJ8wLmq8/qx0+NPLaU6k8tJLXUmr+mvps6XghugtQYomUCix4MBWr4DfVPADy6XQK+q/eHtbWjjD5M/+/1Enjp1frmpGy/vL47xHSgkOoQXH6DpNdBfb9/f+N2ff3qXxe/db0NKLvLk/OU///37y71KnZdr9+v3AHCB6bWxXwOFRI/n1Qdo9Sn89WP3P/zR9Z9vY/Rn29eK0y8gZ3/739WjUudln19m937U6kz2/Wofcb4U3ACtNcDJ5AYkegSvPkCr74Fe//Ffb99g+gePG+nu37q7C/3TLZJBndfv3K3fJWmp86HJx9f2wPuDvROp0gApE0j0cF59gGZ3Im3f1bhfNb9el7+9Qb0I43LvxfKX/+z2meTlOyJ/+/Lh5r/8e+X3mO/sq/P+wn1fsaGpzvU2jz97uds8Xgp2gFYaoGUCiR7N6w3QhFWZyeaFT1cRXG0/rD1/sP5W6nj7FDS/0XhHnfl3opvqfN0bjV+K/nvhGZlAogfx8gO0WI1p/aWblD99TNXl1/lXQpIVFX7nnz62k1NgV53bRYPbnXJtdb7sUjcvRf9qTKVMINHjwQDd1gPdfulxg1vyEdPb7/1RsrjihX/5+9//JFl98beXDzv/9pKG4dX56Rb903yxxUqd62KL21pR4P0hXA/0rgFSJpDo4bzYAH1yXk2doObkGjh5eu5ggJ6fx3dVP60+AwOvwck1cPL0AsEAPT+XLwpcLjBcPl2lvysN3jsn18DJ0wsEA/T8pHc5v9SrO9g4uQZOnl4gGKBPwM++/5riBA9OroGTpxcHBugz8JeXJyCmn66Cl+PkGjh5emFggAIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJSoBuh0JdlkjLl16nHtiNvlGhUXpfbHDeAdttY/blip85VkU+x6wlIFKAbotPLYZo1tK2tsxJW4RsV97lI9UnIuNYAhre2K+9wq4uPOK4/t5y1VRPcAnaYi3yyj0soal5Zx33U3rndKKDWgVH+cW0sHtsc9oYqUpWauc8L2g6ctVUbvAM1qmbh0K2uH67rtHXeKi4tSu0v1h0zmfbb2hKXOczFBm/PzGU4YIbYB+ra7drp3I29VGbd2GOPSgVHqMaUG0JWMtQXNvRrj8gmfuNS5IBugT1eqEOsA1bfByzUqLkoNjhuAPlVDHUPinjClcn7mHyfp444pVUrnAPVO94T6FblGxX2lUv1RpOpQx6FxT5jSamQHqCLu2FKlYICqXKPivlKp/ihSdajj0LgnTGk1YoAK8K70Wc/+qLgnTCkqbgDP1oKouGNSOtEAdShVivEa6O0HrWIWrlTeGBr3hCm9YKkBjKlD7xqV0phSq9Gp/hDpDKUKif0aE5Mv67r0uEalhFKDS/WHTKaZqraOU7T2hKX2fY1Jm9JRpQqJ+yI9a5y27YC4xpTOU2p4SoNL9cexjudu7ZBSqz/dWxP0KUqV0X8rZ7HPYqeFsZEvazTEpVyj4qJUe1x/nu2Qla4T7XpkSoa45aXPbIA+XakiHFZj4nfKWvVGm2tUXJRqjOvPEx6ys6VkiDvni4mcISVndWI5OwAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBAiWqA5ssAFDdcT5yVNRri8q7501netlljZj2o1MWr1Mo1Km5q7WphnlIAUSoa0tqwE2b/kAWUygol6kQ0zAYBigE6rTy2CWuy2Wk0xCUXVSkXx56Jw5Ya2+vHnL5Uv7g9roYW+nP+Q7bsGQ9IqWfVJLdSiRNxrq2k0S8ltg87i59QWJazm+qMWCNljYr7sLJrFFIrGJ6n1Kmz1K64bt3XtzAAHDJJqS6q703phCcim5IM04LKE1PLnlVinBziznN+bNLXm541tJ+g1NJ1Urr2ldrdwsgBOqS1jnGPUZH8kDmWyp9rehU5ppTNBiHW58JnGZHGlnXZd1XFzV3nAuaw3Y38U1xOXCprrFIyxm01WPAgnCUOQx2l8QStjYprOGT6lMgTsfFO5qATkZ8NQqwDlO3gvtHBlY9bNok7bIX12Uo9NCWHFgagb4F3f054yFart+pPeCI6pCTleR9rLIrLHxnW+mylRqXEx9W3MABFC+z9OeEhM7zmGeKyrlEnYlhKUjBAVcfthKVGpcTHNUjfH0UL7P054SHDALWnJOV5B6jINeq4nbDUMXEN0vdnTAvOF9dwTkSlFHUihqUk5bgPkVijY9ysSfyFYtLocO16TKn6uAZXQwsD0NcR1Z/SeIKUjlJ9x4dIY05EdjZIsQ3Q+w+a1izfDtelx5WPW/So42tMT1eqPiVDXLaFfKn+kHU0q5T3Z0xr++PKSu04ZI6l6k/EvhNGnu+QrzEtRULtfLcfsK5NY/PQyOKSatl+QBnn0ji+1H3XqJQ64na1MHf1R9zaOhl9CybK1SFu2AlDHTLyfYNnqeyJaFBRfwuFKcmw3In02CasC2GVGQ1xKdeiR40byMg7yJ6t1Ki4vKuhhf482yErXSfa1Tkl9pwIK5XYKTFBk+3wlPjZIEK9mEi21bZOhbXPVb5XPm55qNrG0vp0pR4VN7OyLeRT8md6V63djatMyXDIHE/EuWkcltLSB5azAwAAJRigAACgBAMUAACUYIACAIASDFAAAFCCAQoAAEowQAEAQAkGKAAAKMEABQAAJRigAACgBAMUAACUqO+FT28o5e5LXbi7d3njwty0etl0imt0zTafIO7JUvInqo65FKA67sIbz37C9MQ9qNRx6lQM0GnlsU1Yk82mcSGNdFxusZbulHrzPbZU15TOXao/UXUQAuyN+z5OGNe45z5hJFiWs5vqdFkjZRXGfaw7RS3cp09pIqyDSy1T2o37vKUG4FuHUIAnPGRRJ8xMBB5cKmu0uIowLag8MQntWfeMmXWeiwPX1G9fSl75OpZ6jpQOKTWAqNayAvTqzxOcMFFxz3jCyDjumUillWvDtPM8FUa/B6V0WNwTpuQUN4CoOioBtufGKVpL5ts6YXoO2euciFKsA5RLN7eyRj5uqYft9c8YN8r12eKOSSmAqDo4/Z3xkEWdMC90Ikp5iscaH6pfkWtU3GPFMrZUfxSpilzZuXHG1kadMPoBGlZqVFwpGKAq16i4GKAWFKmKXBUD1KE/BtdDB+jYUqPiSnneATr0hS8q7glTioobQFSqigF6wnegDifM+U7EsO5LOe5DJNbIx62OmPi4GfIdU2pX3Mkp7phSA4iqgxSgKu4JT5iwE/F8J0yAOm0D9P6DppXJl3VdCtfqFa8tYL+UxpQ6JKUxpfpDJtNMtaOOUoCzWIBRreVL1efLpzTkROw7YbRxS1chpu+BbtutStv5ssbKWh62/e8xy1Lqzze81PEpHVZqAM6t3YysAPvjnvCEiYp7whNGFleI5U6kx3bTyFvlxuKwNQ+cfqcGV99SHVM6e6kBRLVAqD+XQ0bNBn2+vieMc1yPUp27v/ShWUwk3eVtszJmjelzbRiX9KhVCxp0ptSupj/fgFI9Uzp5qf5EtXauBOgT9+lOGM+4Jz9hBGA5OwAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBAiW6Alreilsb8blO9K7fXM8Y9YUpRcd1S8sfQguIO92zjsLjHHO2oUtl8izvn52qvbVc+pai4u+gXE9l2S96dnxjF9+73xDW4BsZFqZ1xAzC0gF0vxB53fmyycaem0e9od6Ykjsu61jslnilvj2uopl+dluXspm2bshIZEcaJMJ4w7glTeg+l+mOoo2vFOlXcuY5buu7GdTnaUaXyrj196CmVqMYlrgjTgsrTut0yNtPdXJvGzHpI3F3Xpy61z/WQUgMwtHZOWZilgg+LG6aiqFLZfMud8nuVlxoVV4jxmUhcRlPPQ+6rWcbGZaagJK7MFaUGl+qPoY55Ls7E9nnYdch64va09oSl8imVe53TvfZUc1BcIdaHymVHhjROEuMJ454wpai4Y1IKQF/HTHLeuCdMic+3f6eyUtlqDHGlPMVjjQ+NK3KNivtKpfqjSHU1ep+HomlliHvCUlmjYmpHD2Y+rhQMUJVrVNxXKtUfRaqrMeqNzAsMUFG+GKDmjLxdh6YUFfeVSvVHkepqjBp0LzBA8Q60h2p/6U5Jo+6Qs3E7+qCPi1KDSw1A34K+E9wQl3mS+kEqiiq1/nnqSvZBN7bZuLNTXCmun8KTRt46JG7DGhUXpZLGAAx1VGcgM1V6WhsV94SlsimRO23sNSpuV5eEmL4Hum2TKa0/YF1JY2XtjytzjYp7wlLlKR1WagCG1pZvYNLz0DsufYJXrvrWjimVMtKTjt1rX6lRcYVY7kR6bLNG3tprnELjqlxRqjJuAIbW5qdh80SMj0uNK3avA0vtSInaKfVKoo8713HD1Wm4Fz7ZZI1TZRS7jo57wpTeV6kB6OvIz+/GLdWKuKJ77GnXwuh2tMNKZV3rndb3XGpKlcSNUieWswMAACUYoAAAoAQDFAAAlGCAAgCAEgxQAABQggEKAABKMEABAEAJBigAACjBAAUAACUYoAAAoAQDFAAAlLgMUPb+Uf7uUoNR7zpzRktcPrDeeL4WRqUUgKEOw/GMUtGQlJ5NRQeqM2oxkSnZ7HQVxbWtNeAad042R5caHNf9qAZgaIF5hQ13FdkX/XgaFfnFdStVgmU5u2nbpqxERoRxIoy+canVrrrjUikRy3MNLtUl7pEp+WOoQ7jGm3NrWXXGp7TUrmGl9sYdfcKIMC2oPK3bpJVLd3NtGtvWvrh9q8fuxiUHszGuW6l6V75Uv7jRA9TQ2rk4oK0X2gPVyaZkKJVPaXjck5wwMlwf6VFZp9Ta47oTN7PycedChdlfRG5x5464YaVSRplrT1y/o+qPoY7yeDLTKkydhYrYlAyl9rhGqTMuJa+4QqwPlePSza2sMSzuTCGKy6dExo1+NmxU3DEpBaCvgz2env3JzlJ2p4eltO86NO651fnOH2usEKEopai4x4pF5BoVNwBFqqvR+wXRQUXeKdnzPaOKouJKwQA9Ku4JB+jYo+qPoQVDptX7GKBRcTFA3YrRx40adO9jgOIdKN6B9uR7RhVFxZUSeg10Gd+HSn/iQdd3wmWX/8eUWv1cHHfMUQ2gPxndK6K8tXx/WHX2pSQvlU8pqlR93DGlSnH9FJ408tbouJX8GBVGxT2o1B7XqLg9pQZgqIM8oJoW+KnIWWLPo6KR6uyVp+l7oNs2mdL6A9aVNE6OccuX77YKRXFp7a8/GFsqG1fuWpUalpI/htaKj6fDIROq6MiUwks9T0qyuEKc70SijJR1kbl6xC1EyN/N0ZESFZcKfGCpXXFPkFIAhjqK49lx24+0P70qKo0BKS0y16bRS0VRccPVqbgXPk/oul1b082mK2t0i5trcP9+YnFKdVzi1pVDS/WLe1BK/hjqKITCHk+31hLqrO/lpI3PpiLCWFsVcYeqE8vZAQCAEgxQAABQggEKAABKMEABAEAJBigAACjBAAUAACUYoAAAoAQDFAAAlGCAAgCAEgxQAABQggEKAABKXAYoe/8of3epwah35RmS0rOVmq0n4Bg3gGc7ZGdMKSrukJT00iXQDFDJjf3i2/6Pj7s4x32FUnsXZJEaA3jSQyZefwOldqakl64E5+XslsJI9ygxToQxNu4zpjS6VGJZNZeU/Dn1IXunJ8ypS+1aEfCIATqxxZRWndHguv6gnbAt7kuWmqxLaVw7upC+O0/XWp+4KLVlLKXbeu1Xq9P1kR4LZZz0rk1jZnVLKSrus5c6z7kMs7+IDKX649afE6ooKu4JU1oErrK4M6VdmauQ0IfKCaxD454wpai4BteZxCElf/qTOby13MixxN03nvCECS9VL10p7/yxxlEpRcU9YamK+SlLyR9FCxzq0LtGxUWpd1jt8nGlYICqXKPinrBUDNAzxT1hSicuFQNU0KQhKUXFPWGpGKBQ0bOWer4B+j5e20RxT5hSVNwwFbLGAPQtMNQxJO4JU4qKa3BVvPiTumJw/RS+SoYrlXWNjdu0quO+51Ir/XEq7Cg1gENb29yrOu6Oa1Tcd1xqNTrF0pViG6DrD0jr+gPWlQ48JG7pilLvVC/fbRV2peQPX8chrbXFlbu+UKmGlKq3nql0XdQZ90V6mZHsgzHuCVN67lLLP39aKuyN68/TtfYUcU+Yklfc6i/3Xe0ufSjuhc97X+x04qys0RBX5ppsu8a1l+qeknfc8vIRrcL+lALQH7JnVxFKJa2cdB3U6bEaE7tTNiU+X33cPdeouC9TaqZCx7gBPFtrX0hFY0plFxIbMkABAOAlwQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAl8QOUvzlKf19fVFyDK3uTWFip7E53Aus9o7p/MGNUxBuDUuLVGaUifqdDThhXdWoGaHEDfpFuZZwqY+Pe/fPHLVzz9VmLG8SjUipWhWV36ldqVPf9iapjro62T1yJqyxujzqjVMTGlZwwjbinVadhNabpsdk0LrRR4towPqyjUyKWKFLG3U0pKZVbnSu+++a4Ows92JEl068iv6Md1dpGvg+hLIT1semSEhs3vIXOs0FE3Hqgk95ocF1/0E7YFvdhTVYarFYZDiu13GlLhL6l+sStrf4YWku14BHY52gvu1av1rL5RqmIitve6yEnDNV9YakyXB/psZTGzNrnGhm34doVd54LQaR6iCp1LvfaFKFnqY6umdGfsDqovssW5XdLyZRvJpQoFfFxO06YpUdFhi6xpQqxPlSOS5d/tInAtWXcemWMSwcWuc6lWphTyq9Ucq/RpZJGj+7705VMRwvYvh/WWn2+29Dar4aNy6fExu07YfQtNLiq1Bn/VE5dpXLXqLh9YtmXg0NK/HkRVWpU3AD0qfJ16I+2oT8GV1YoUSri4w45YQxxpRz2XHjaaHCNiityZcXinhK7U9EDhqNSMsQNIKoOfd/HtJbN111Fi36v9lIVRl91YoCqXIfowV36zyFROVF1PNvZrxhlDipS7PW8LRQT/yd89B8zUXENfyRFpcTu9OkuoAQQVUd/30+szigV8XH1LTy3Ol0/ha+S4fJlXWPjNq3yuJUUOEG4lVrpb3enDqXyKelLDSCqDrbvh7VWnW+hzn4VyUpl4/adMFEt9FenbYCuPyCt6w9YVzrwkLilK19q9Ura1oNfqaVCmRPZsVQ2JUOp/oTVQfWdPtp9cfWufKmsOr1UVObLxx1ywhjiCon7Ij1r3ColSzXGPSalQg773wvuL7XSw85XlaNKjYrrj2MdxqMdkVJHa9l8nVUkjHvACbOfb4erjANu5STypYyGuN2uLnFzObQEIYnbk1Kx12ynYaX6HdU8pQD0dSyskTjavXEPPWFYdYapiI3rd8Jojmr/bBDhsRoTu1M2JT7f88XlXTO1HJUSu9OwUqO6H0BUHTt9N/QnprWsUKJUxMcdcsI4qxPrgQIAgBIMUAAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASlQDNLv/vrx/tDDm1qnHNTdm6xAs5b3I+rhsvmNK9Uvp9KUGUAiF1cmTtNY/7glL9TvB3UoVYF+NqWexlsLKGvO4xVJY/PoxHXEnB1fnUrtS6ojrkZJzqQHIVk1ybm1X3OdWUVipDgtEeZ8wEuLWA512jUvLWLsmawlWi7EektJxpXbHfd5S/Zm7hCKvo891N+4JVaQs1UtF5XFbWsftuFJluKxIL7N2uK7bq3EuT4z0vOhLKYvrla9jqY4pnb1Uf0idyITybK0ljU+rIvYEH3PCCLE+VI5Jd+KfT9LxkPuZxB63shrzdSiVzMgh7glLDaCSCKcTawsWNrA+Lq8FVVxrSuGl+p3gbqUKiX8qp67SzMgOUENcb9eouFNw3DGlBtB1HmbZePfnhIfsxKX2vUM6JCUphz0X3uJ66Hkhco2Ke6xYxpbqzwnPQ++4J0zJIe6Qd0h8XCkYoCrXqLgnPBuj4gaAAfqkpWKAaiuN7m9USlFxT5hSVNwAFAP0fbb2fCnxcb0HqENKUozXQG8/aBWzcKXyxixu1VnuxBDEdUgpqlTvuCdMqZSUI9UZyA1QtzrO19qnK7XrBD+VOmO/xsTky7ouC9ff5YxfY/IqdUhKY0r1h9RJUyjaOk7RWtLYtJ69VPYE7zthvEoVEvdFetY4bduyuOUb+2Z/HVIaXOqRKQ0u1Z/qL8CWUPbreO7WPlup5YFrvvIdV6qM/ls5i30WOy2MjXxZIxk3Py2aJ0Z3XENKUaXqXZ+uVH+K+bl/R+DgQ1a6TrTrkSmNKVV/goeVKsJhNSZ+p6xVb8zvce5NiTWqU4oq1eQaFTemVH9YnZzzkJ0tpTGlmk7w49SJ5ewAAEAJBigAACjBAAUAACUYoAAAoAQDFAAAlGCAAgCAEgxQAABQggEKAABKMEABAEAJBigAACjBAAUAACWqAZovA1DccD1xVtZoiNvpGhVXXWpcSk5xs4UerttSI19qAENU1NWC058wVTVOcQ2l7vc34KgKUAzQaeWxTViTzU6jIa50sRZl3NctlVsqhzfycf0Zc8j0LSCMo1VELIykjOtWql9KPS2UYFnObqozYo2UNSqu0HUirOcpdTpJqewim5RVGDeAIYeMWszSIyXDITOUyh7tqJT4uNKUekvlXUWYFlSeyn1OcqvEOHnHneLinr3U/pQ245yxFPpljWypAQxpLd+frrgnUFFZTfrGb9AJQ/U3IqWshUKsz4XPMiKNLeuy76qKK3BtVWON+z5LnQty/ZbG/ccQLXH4tbbjkHU90MeSEmd0K5U82gZzhw0AACAASURBVK0Gh6WUGdmUDKWy+UqxDlC2g/tGB9eouCj1Tqlfbn4WVjZuAPoWePcn+pm8YaX2H89wdQ5JScpTPNb40Lgi16i4JyyVH5GG6eGPogX2/hx7fkeriD/ah+Y7NiUpGKAq16i4JywVAxQDNLqFJ0xJyvMO0KGDLiruCVN63wPUobX6FkTlG3a09XEN+Y5JScpxHyKxRse4eR/0cVHqnUq6qYBZIx83AL/WevWn9DyhivK4ZDWquCdMqaOFUmwD9P6DppXJl3VdelyjUkKpd8qX/mxGVu8LUiNfqj9kHc0q5f3hXdkWGOKyrmGlske7PyWHUvu+xtQRl3UVYvoe6LbdMrbz3TU2D40srsy1bK9XXKdSx6WUxS3ky3wPtDLyKfkjbm2djL615fnNtyDqkHmVyh7tiXINL1WcUmepvKsMy51Ij23CuhBWmdEQl3KNivtKpebybU1QysjH9WfMITO0gDAOVlExrPbvS1Wm1FFqVEp8viLUi4lkW21rmVKfq3yv54h7wpS84lYzs2ksblTeScmf6sRsJ+PYWrYFUSoKK7U82l5xDSfMUSktfWA5OwAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAlGKAAAKAEAxQAAJRggAIAgBIMUAAAUIIBCgAASjBAAQBAifpe+PSeUe6u4KW+Kzi7MVUetzRyrr1xT5hSVNyTpeTP+dW58MZnUJE07pOXuo9igE4rj+3Eyq1LsxSeS1EYF7c2Glyj4hKuKJWL6w+/P706n661L6SiqFIlWJazm+p0uYX7SFdhXNZocJ0Ia1RK/XGnd15qAOz+utWpbO0zHrLBKZ2wVBmmBZWncp9zxiJYnrxpzKxTl2vbWFqj4p6w1L6UDik1AHZ/Xup8YRW9UKlCXJ+JNBewD8jh2jDtPE/F4Dox1jPGPWFKTnEDYPcXpc4TtjYq7glTCitViHWAZumWEs2uN5GezWL2jVNw3BOmFBV3TEoBsPuDOp8z7rnV6flYY1ahT3NQRa5RcV+pVH/4/R2qTqjomLhhpUrBAFW5RsV9pVL94ff3Ouo84dtIRVwM0Hf8Gh8V94QpRcUNgN+f/k/4qBZExT1hSlFxw1KSctyHSKRnsw/LrlHXX3lcx5RQKhU3AHZ/51Dn+VSEUqm4UmwD9P6DzVq+uDNvQUtXytgotXDtiDudIS5KDYNMpjFB9eo8RWv5UvVxT1hq3wnjVaoQ0/dAt+3VWP1xlEqUdKWLKa2skU9pSNwTlipP6bBSA2D392zqPDQllFpaZVjuRHpsb8bq2lJDo4Sr0GhwjY17wpTOXmoA7P6qS5/nVCc1Gwan9IqlytAsJpLu8raZGPP5Wa7dwLqyxsI6dbhOlWtU3E5XlBoAvz+rOp+otS+koqhSBWA5OwAAUIIBCgAASjBAAQBACQYoAAAowQAFAAAl4gH6CRARebBAi9FH/WkYfaDeHdKOjj7wz0Po4QIko4/5EzH6UL035AM0NI13A/o0AnRdCBrlDQaoL+jTCNB1IWiUNxigvqBPI0DXhaBR3mCA+oI+jQBdF4JGeaMboPktxEu2Ud5gPFdWuetSWttxy7tjveJ2lpr2iU2pvGF3Ka3ZFmP0i8uWWt1g7JWSB7k6o1rAqyiqtV2ueUq1sJNGnUKdgaVqU1r60AzQesGlhTMS1kXo2jYW1ilfFCDviSFud6mPPrHLFLD5Tm6uPXHZUuu44hUZ2JScKF62jC1INmujqD9urfVT/c11a1SUijrjBpaqTWnpo3+Azg+27cfvFcZlzzgTxu6405T3ITsyLvmKXdc+sSlNhTVXEuEqLNUQly81KiUvqpctWwse24Sxuz9drpM8Jb5UWtj3RkWpqMs1uNR2vq7q7B6gc8q6XZcyE0vWUq5NY2bl405T3oisDfK4uylJSq0USqRUGjMrazTE7etSVmpYSm5Ub6wUrdWr0xA3yrWV761R+kPG56uPG1CqOSUZvQN0nouE2zqbZ2bk7LjuxG3r99KA9pGZuSlYxlWVSii0SqnDODH6FcWVufKllq7yuHypftTv+yWtzeowqDOqtawrX2pDnbdGGQ4Z6xrWfVWp3Snp1GkcoHOWLmmcJUZD3InEHlfnSim0SKnfOEmMhrh8qVEpOdIYoB0tMEjBEJfNN8L10ig23zHqjOqSISUpnQOUTZdvg7cr2wbDeSFKqWncH6CGg+odV9QlQ1ze1RHqwoks1dWol0JYa71d10axrooWilyPL9WYkhQMUFVKTSMGqDglR843QEVx+Xy9XddGsa6GFhriRpRqTEkKBqgqpaYRA1SckiPnG6B4B9oTN6JUY0pSrNdAuY9d8gu6bJP64hr6K4+rK1VxDZS7EN9zyPVx+VLJuA4pOdK6BipvgUEKfXHlreVTYkttuvZfAzWok3UNL3U3Xx91un4KTxodPvLm41btYfrLpmTOV/YpfL/R37UwsqV6p1RKywHRp/B8HW4C9Gttx06lqt//FJ5PqcNo6L7fCW5ISYjpe6DbNlnN+oOFsrLGysrHzbvAHZq+uJpSiT8m120y38rKGvlS+11lpRri8q5ueH8PdN0mjZW1P67BdRG5tvKtX9+rnRpaSBk9uq8qtZ2SLK4Qy51Ij+2FM/LWXuNMxM270Dw0griqlNJSO+9EYo3TY7vXVRC3o0uUp0dKblB3IrHJUK3VS8EQl20tr07h8cxOmL47kQQtVLkeUqo2paUPw73wyebCGefKKHaVxs3bcN12idvv2rrZuEip0zhVRve4fKlRKTlB3AsvTSaxGtQZ1drCc9eV3elcX+ugXQ0qMnffrdTCM0qdWM7OF/RpBOi6EDTKGwxQX9CnEaDrQtAobzBAfUGfRoCuC0GjvMEA9QV9GgG6LgSN8gYD1Bf0aQTouhA0yhsMUF/QpxGg60LQKG8wQH1Bn0aArgtBo7zBAPUFfRoBui4EjfIGA9QX9GkE6LoQNMobDFBf0KcRoOtC0ChvMEB9QZ9GgK4LQaO8cRmgM2NbZt6qNwbF5e+G3UuJ6RMblzcaXKPiBqWkQ69Ow9HmPaOEbTtk7Ua9KxVFHVWCqMVE5mSztrKuori2dUgSI7/WQHep1bpAdFyJ0WelB9e4U7LpkpITYnUajrbE00HYbithkK7lWjdecVWuuYq8S93QH1UJluXsHqtHVdluP9sz8ivWxcedprz7WQcVKXUuZzfVRj6l+LhHpuSFVJ3Co73UrnwdQnUKVLSbr+1o9y1nF6ui3bguKRmOqgjTgsrzuk2ke/th0zjvGdvWvri86zTlPcw6qCmVejpPGbc0tq2ssYprcKWMHinxpbrRVGf7aFfJ8CoSu1Y7jVIn39qGkXhgQukpP9qsMVKdHSkZjqoM10d6VNZs5PS47sTNrP1xN+uUk3dQVargkR5Lh7Gw9seVufbEnTri8qX6IVMnW0ePK3eSWtQ5d6hTd8j2H+lxkDr9VMTGNRxVIdaHymVHnDTOEuOYuBOJKSXFQ+X2jZMoX33cMSk5IlInmyqvIrYO1rX++a6KRPkqD1n/Q+VkcaPyNboajqqU53+ssSGuvvlN41M+1nhIXE8k6jRMQb4OvQAV+RpVdNLHGnu7OhxVKRigquY3jU81QKPiYoCGv7wrjsraqIi4EfligLpJKSou20Jd3KcaoHgHineg9rh4Byr6Pc010OyaOK+WfqMubnYJim9hf9xzXQPlLvBbUsou0xviOnL0NdCstawrH5dUkSjfw66BylUUFfewa6BZSlJcP4UnjbLPIw+N22jhko0GXVzBp/D9Rn/XqLg9pToiUidfh5vrQerUHbL9T+H5UgNSCo1rOKpCTN8D3bbJfNcfLJSVNc5HxS0aWJzgmlKJ74FWccu9ttXCuvbFlbsupWtYSm7IvqXM18GqiK2jX51CYetb2yq1fn33idvON1xFfFz9URXifCcSZaSsi8w1PG7R+3b3pSnZ70SijJTVGvcEKbkhVCdfB6sitg6pOnuF7X/IzHci+acUG9dwVGUo7oXPE7puJ79YG+fKOEuMB8XNjlrZwv6UypuNp2Sz2mm6V2lKB8U9KCUnxOrsOdq5ivg6etS57BnrvdL5Kg5Z+fruFVfkShhrq1upK4ajKgHL2fmCPo0AXReCRnmDAeoL+jQCdF0IGuUNBqgv6NMI0HUhaJQ3GKC+oE8jQNeFoFHeYID6gj6NAF0XgkZ5gwHqC/o0AnRdCBrlDQaoL+jTCNB1IWiUNxigvqBPI0DXhaBR3mCA+oI+jQBdF4JGeYMB6gv6NAJ0XQga5Q0GqC/o0wjQdSFolDcuA3RmbMvMW9VG/q5Vww3Xhnxnrk98NawxqlR9XENKsffC1xhUFKXOYSm1GzVGCkEqOlCdmgEqWWFDvP6G1Ni7nEA77uKcb2at1gViq2GL0ZRaGBfnuA4p9S/XIECsTr6OKHXqXQ3qJOOWa93Q+QZLQbzUyHEp0UYJzsvZUatHsUbhql/UAlys8WEt47qlRMatl/Yl4k691QhL7Y7bdp32XF1S8kKqTjaZLiksmrixKUniapazU6kzVkVRcY8YoDN73Eqrzlhbp6LUVhu2/i5kYFu+Elfi6TxsMfvVdJTqG1fp2jTWVjeaCyp3qIg62kvTaourdG3qT5wSvaDyc6uoOyVhqTJcH+mxUMaZNkpcyUKvJaaVTqU1a0NHSku+V1Wptz7xrmy+hlIpY8M1Kq7EdfFHpk62DtXRpuMu8rgdKS096mzF3X+kxxlUtPSoqCNul6uQ0IfKCawi40TCWkVxDSm1SiUHqKAah1JZo8E1LCU/7A+VM0ihT4DZoOP7o0+pWWr7mYeylPSuh8Y9UJ1P8VhjfQejUmoar31iXb2P+KSPK3KNiutJ8GONFXFFAuT7453S2ijDIdO7RsUNO2GkYICqUmoaMUDFro6cb4CK4vL9iUgpYoCyRgzQ9fcwQEVGDFCxqyPnG6B4B3pM3GcboIZroPwh79eDrA/6fA3XQPm4UYdcH3dMSo7Yr4EapGCIy/YnIqXdAQp1duL6KXx1PLlD3vGhYlUk14fbD9i4zb2q891cBZ/Cs/kaSiWNTas6rjmlUloOiNTJ16FXJ99ax5Tk6mzG3f8Unj9kbL49cXdco+L6q9M2QBduIK0/II3ltzIq1yxuUSjXh8LIx2VTUpVKDdCyVCpfupq+UuVxS1fSGJ6SHzJ1snVEqbNPCnJXXanEAF3UKirz7YsbImzHuELivkgvM5KCqF2LHjX7sNTWqJRoY301ro5bHnG+mo5Su+OSQjsurhtCdbLJlJ4dwmZb4JiS/YSpvki/pFZBSidUUZexw1WG4l74XGb5cVtmzsoa+bhFG4pSWWMRd5Hnqyi1ei/EVpNsu5QaHZe0dsXNU/JCqk4+1R4pLF5xWVf3E2Zt1JOrqCOuoVQRHqsxpceNMDJW1sjH5Utljfp8912bfeLj7hSjLjUuLmM1xFWiViefapQ69a7WE6bZqHeloqgThgLrgfqCPo0AXReCRnmDAeoL+jQCdF0IGuUNBqgv6NMI0HUhaJQ3GKC+oE8jQNeFoFHeYID6gj6NAF0XgkZ5gwHqC/o0AnRdCBrlDQaoL+jTCNB1IWiUNxigvqBPI0DXhaBR3mCA+oI+jQBdF4JGeYMB6gv6NAJ0XQga5U38AOVvjtLf18fet7awxp3Aas+3Upk+6UuNauEZU1KhVyevIkMd+rh8a/XqTNa6ofaqjrtTDWscMhtc1akZoMUN+EUbKuNUGRv37hfLNRRtqIxzZaRXenCMW7gSpT76xJYa1UK/uAel5EOqTsPRjlInv2IF21qDOinXrVFD1ClxlcUtUoo6qgIUA3SaspSyuqiVUQgj6VosPUOvPJNYl17XhXAl4rZdcyNZarncjU+XlqarW/cPiqtY70YAsRqTQkU96uxRkb4/BnXSpVby7E7pFCpqHBrnoyqie4BOU1FqllFplRvnlPUHpHXX2BK3R1xyxcWkmnufxH3o7BLV/UXnuhvX46jypbpBrgfaebT51vrGVZwT7E7FKVXrgb4DFUUdVRm9A3SaimralU5FpbxrpoeZE8tcVDp3uc5t1664jVJrhe53yauFlLHhaoprTGnxR/RID/5o83XoVWRorUGdLdf9R3qcQUVLj4qijqoQ4wCduA7yzyeZGLHMMyeWR6/6XTmd9cRtlUoOUEGXWsb1wGu7v7CB9XE9UvKj9VC5DhWxqRpUZGitXp3NUqkBekYVyeOGHVUh1gGqb0Nu7RJLZuU7qI/bd16sxZAK9epSVNywo8oaHbE/M5avIypu/06Nwn5/T+WMOqpSOgeovoO0cbWybVAYo12bxbQVauiSqIXHutrjeiJ5LrzieNrVaWitQZ1t41ujDIeMP57ecQ1dsh9VMRigKtdmMRigUldPzjdARe+BFDs94QAdqqKooyom/k942dnEFqOX0rF/wk+v8ye8Q0qO4E94YUr4E37PldQXg+un8FWmXB9y16oMTg/ch6C8K/v5aU/cVqmCT+GjWkgam1Z1XHNKpbQcEH0Kz6uITZWNy6vI0Fq9Opul7n8Kzx8yNynsuMrjhh1VIbYBunBn6foDupjCuBS1MGpZf0D3YeHUzcblvyhSujZKpQZoWWpUC+VxS1fSGJ6SH/QAXXpUxNcRFZdtrUGdrZSIAbqXUpQUvFQUdVSFxH2RnjVuHST7sP2AKpU1Wl2bKqxd6VKZL9KTapF1qWn06v6YuG6QX6TffrD9mvR4Eql2q0gYV7rTXnU2jO0v0huOtkepBhVFHVUZB9zKSXSJMi55LUUxhZG37rq6xCWradwrt9+lnbgt67C40qPKpuRF962cC2XtUWePivSt9VX97HorJ9mlg1S0e2ik3WePqgiP1ZjYU4I9YfiziS2GLZXvgz4u7zpNzGpMfKlRLdTHHZOSEk6d+qMdpc69/jBWq7BbjRolhRgVRR1VCqwH6gv6NAJ0XQga5Q0GqC/o0wjQdSFolDcYoL6gTyNA14WgUd5ggPqCPo0AXReCRnmDAeoL+jQCdF0IGuUNBqgv6NMI0HUhaJQ3GKC+oE8jQNeFoFHexA7Qb3/6oeQj9Xvf/aL6vc/+nDWv/PgnP/nJ//A//x//9lfCjL5KfL/QlLQDFDoCqFMI5OnN4QP0TygxEb8nlOhDq/+LRKV/9ad7qRiBQkcAdQqBPL05fID++JfE731TS65XojKRfr2bihEodARQpxDI05vDByj5p8nX9a/1S/TDh//+3+/kUwT6XFMTDxQ6AqhTCOTpjWqAZvffl/ePpsaLROc5EcVMuq7Kud30v0l0u2n1ar95pqE+VIF//EUWt0rpm9zzehoUGRWu2QIH5S24hOujT3SpohYWO+X32pEvH1fvOvW4ht8LLz5klTo/sOpMBfimnO33BOq8pbSps9Gfb9ZfTtRpOGSUsB+N0h8y55TC43a5HnEvPLuCSW789qelrDLX9V+3twLbsil3+TyKfpPo5jk/IhFxbxotu7nt9Kv7L69+XyQLWuUp3ShWcskXIiD6kAxQNi7bwqnY68TttSPf0yzBs7jTXiusccjusutQZ66/z/58Tgcor84tpfsEbfXnq/WXN3UaWksL23E1JkNKyXbT1VyqKC57IoroHqDzXOSbpVtYv82URLle//9NqrK7gj5LKv3uF6lrpdDUeL1y1Ezpp4Xrx2ZKF9KMth+0Ss0VysadadfGXtmddrhS1QhL9Ylbu7pBrla7270OdWbWizqTvu+oM83oqs5m936az88PHw2tbUisvR7oQgau4opTWirXLtXbSxXE5V1l9A7Q7OSfy32W1kyibdeviAE6JU36LnctJJob/+RXXEr3395PaSkO27Qwhy1xvfWpo0vrtmivfNzSNW0hH5cv1ct1KVLyQ/a8hLJ7HeokVXQPy6szT+lNnUxriwHa3/ddofSuSO+oIla7HSlJS1WklJ2IQmwDdM4fRk8aGxJNXC8XkaaCD+0eJUrl41Ku7feuSSOp5k8TM8rm7VEs1ACVdKm10+3I97ty50URl3UljQZXidw6aT3ykD1kd0FI1Fk5pX3/rrRmcbv6c/vtlqu873SpCzlAuw6ZX0rc2waXUpUpSeSWYh2gWbqsktqVXr7+xnaQdt2Na0iJav5+SmufFCmxO504T50IBdbouI6InhlLd0+kzv7jOXNDkO8POz9lrW1WM+6pnP3SNZZqTElK5wBl02WVxEj0mz2xND3/4i/+4/8VktJe85ue+wOUNYaJhbXqjRZXR4gnUdX7U0rhG9Vr9MVwUaeiP6IBqih1bZQhbr/R8NofPZj5lKScYYB+pR6gYSmpm48BKnZ1JHKAfqUeoMr+YIC6lGpMScoJBih1CVTQJNFAUqakb37IABUdcr6FrFVvfPoBuvsnPHUJND9k+qNCG6MGqOhPeD6u3pVvYUSpxpSkGK+B5p95Vclc/3vXw49J43K/A7io8QP7IVJ+AbowfmCN3Kfw/IVt7vPwnQ+R2Hy5jw3LT2z6821pnzfqP0TqiOtI4xqo5JCJ1FkYP7AfIrFHJRd22Vr2Q6SO1rbUSX6I1HPIAlIaF7f0HPAh0rLzNaa73K581nL9plbLB/ZrTAs3tj/k6q6saUqeX2O6/+8VvsYkj7tQxoAJqvsaUyqFHXWSKrqH5dWZp/QhH6CVdf0lYoAugkPGl7qQA3RxO9p83FZKAldVqdaUhMR9kf6ymX7T7rP/vXS9/+OrSi3XX09K/e4XiedHbqfXnf1Jy7qdC/8TNUGruEXv291P+tD4In12aPgWlnttHnLWtc6XjcuX2h2XPKdqVzfIL9LX++tS55KqMxXKNm/vUTN18iq6qrPVve002NRpaG1DJ+0v0huOdtMoSqkd11aq2VVG/62cxT6LnebG9Ga5z/7dn27GXyWu+Y3wm5LyAZrcSfex3msu7kzdlfEa6bG+TlFMq/uP7Vapd9fqnToVl29hsdPWIe/Ol43r4dof14vyFm/ZIetRJyOxPXUywk6tyVmwqdPQWlqA1cXi7rh+Kc10l7xKlbjyJ6IIh9WYmJ1++9PHneef/Ydt8ZttLZuL62MRxM/+n2Q5muJe+Acfqb1mv/HjXxIpJWstznO6Dk+6sA5fzbX7beOSDlDSyHoq97rnqo3Ll6p3DR6gPfszqTMboH3qJFJK1Dnd7umk1WlobTpA+1yjpGA416LiDhmgDPmgeqy3/UXyO4/Fwv7k//0FrRxKogXpWt7kSopfZ6HTFcq+IH5bDdYLGwHUKQTy9ObIAfrQRbrU4UNcn38XJ9E0k4/52t+uS39DoSOAOoVAnt4cOUC/oVSR/MoXgRJNVxX/Io/ouvQ3FDoCqFMI5OnNkQP02/oyU/pq++Nf6iWa/UZx3ejKV4U5/SvJc+lvKHQEUKcQyNObIwdooqPHlZ3kItOv9BLNHsdFSLT4Gyl3oCStBQodAdQpBPL05rgB+vaHEXWZ6atEOnqJZo+tIS4bVZfls5COF+qh0BFAnUIgT28OHaDEZab0ItOilmj+eLD6N4jAX++EVAKFjgDqFAJ5enPoAH1sbpfG04tMi1qi6UV66iU7/ZPoY/0jxwv1UOgIoE4hkKc3hw5Q4jLT1w17j0S/+z8zhRKCI75Yl8X0u1APhY4A6hQCeXpz6ADNLindyH6ik+j/9z9mCiUuMpE3Hn3NumiBQkcAdQqBPL05doBWl5mSX7i8zpZf57jTkuh3f/EX//e/Tj/hvFL/jZR+zW57Oc8+GnW7UA+FjgDqFAJ5eqMaoFN2R35xw3V65/5FgevaCBdR/tW2bsL9L5nHwgmXHzwWa7hKNL/beE6t1+1Ul49FGK7iz1NKXG+PPd6CbnHTX65cWWNuLZe1YLuUbrdauOva7n5o3Elq5Ev1wUmdf7rq5K7Oh8QuP9i0ex+g2UoNBnUmce+PPV6i1FmuCdRyZVXEp6RXUVRc3rXa69KHYoAWy5sUd+dnxm9/+tDcRTqr8f6q+jDel2dIZFgu15AZi0dvP1ateUg9aUnqenvq8fXn+UqPyS8Tro/tpbamrtXCaslm3SRBC3dco+JqXBVxnfBRZ6KTizpTiV2Xttm0Wy9106POPKUsbvLU4xB1thYLy+PyLWRTYl0JI3Ga9sc1nDB8CyX0D9BpylPKMiqM3z4UuopjlcvH229vKvs4P7hKNCkrW3GRU+hbvM/LlHLXzx9H5vIGJDFuKwIulOu2vWMklvZdtx9xpS2cKmNX9/m4upRqo6FUN1zUmQrlos5UYh8T16s6k7j5eqCd6szjfv4whqiTWK62jsu2kE9Jr6KouLw62RbK6B6g05Sn1Krl+uNcopnxPk83maUdXJeV3wboTFkphdYp5a7Xle7WuF/xK9IvcuPDSj2dh+3Sut1q4b5rs/uT0nUvrta1LNUPVp3N1ubqzI7nfZ7SEpvY5yV0qTOP+/b+9GEtH2a3CNQ5k8bElXhgQhm37FLWQv6E6Si1tHbH9ThhymqyFgrpHaBTQZYRadwkWhh/mQ3QuSB7LgdpnGlxFymVrr9K4n7DPxOpdF12jdsALTPa7xLfQr3r0rBa47asHaU64qDO4nj+MhugpWv2XI7ymUgd6iyNv0paG6FO8pmH+bTiDxmbkqL70XFLIzsbNG9AzQOUS/dGS0m5tSyGFcsNNi7rerd9S8eVuDaN1FO7JF1ijZPEaIircHWI64henROnv+YUzOIa1MkZ3dW5ypOPqyiV7a89btgJw+5USucAVaQrGqB8B0kjH1d0ZFirzrg/QPmD2m80xBW5RsX1RPRYY9LIvoAbXqNF6lTEFamzPRp2B6giJba/DqXyrv1G2WyQggHasuqMGKBiV0cwQDMjBqjElW+hlOcdoCJ1a+KajCEDdOigi4rriX6Aiv6E5+PqXTVxJUbDn/CGlKJK5V31e+VbKOW4D5FKY/YAws/KOqQfIv3kJ3x/SdfW2w6vD5HoPrBd4lvYMOal6uM6ptQR1xG7OhmJ3b+0lJJ9iNSn902pEQAAFTFJREFUTjal7JwIUCc5QDs+sWFd+0rNhGJIiY3LGs/wIdKSf6xVWa//u+vhY268/+BuLL5F8oH9GtPCfW5YpjQXgdf4hEaLuKyx9RUI6lN4tkvrtqgaRfeHxuVL9YNVZzPV6/9WdZY6+ZjopPgGHv81pqVHnWRcvTqb1tVIfApfxOWPtlupPXH7ThjWyM2GY77GtBQJtfO9bKfftPuYWdfX9bvx86yY7T3pPWwm0Y9r6Utrr2lK35Vx229BL7fnZXGLY9qW6PJIifhjct1u5tueZbuubPf3XQ+PG/QWtKnOZmsv27k6C6F89lDM/fvtK9t70nvYfIBefiJXZxn3Q5JSLs9ddTbHa2qsvwe6bbfybb8F7Sp1Rwpdcdmj2iFstoVCLHciPbYfv5cb05vlPibG6w9+/G8exi/Sah5/1N+DfveLh5buyzU0GlyllH6b7qHKD7VGPzzu39viFu0t+lsYb9bqvVCSoiRfk2tUXKFrf1wvXNSZ6+TH/+YhlC/SuI8/6u9BTer8kMfN34K6q7O+E4lw5VtIx1V0v/hrxC9uhwD5FopQLyaSbWW/mlgLid6Nj/G16fHPHwXcTeW98Nvk+7j9amOnWUpf1UMzG6Cp8SMRt1Ll0rRmA7SnSzvG0nqOuF4pucAsJsKqcxNgMvg+VEJZ1Zlot7wX3qTO7JzITxCBOjMBLqV1ya35YiKFsZVw2ULW1aAiQ0oGYbMt3Oe45ezu0soW/1pZVzzsXDCsL4FdPJb+xnphI4A6hUCe3hw+QIsHHNz4vLb5SPSbalccDkt/Q6EjgDqFQJ7eHD9AKdV8cbcl63C7SJR8Q9HGYelvKHQEUKcQyNOb4wfoX1WLdD/+OvGWKLEvli/2Q+4AhY4A6hQCeXpz/AAlXne311ZviX5d7YrH/gRZKHQEUKcQyNOb4wcocZlpMzlLNPNr/AWUXchPd6oDCh0B1CkE8vRmwACtX3i/IEweEs0uaLWuwX8l+SUxUOgIoE4hkKc3AwZodenn8QUNZ4l+Re6kINOx+UI9FDoCqFMI5OnNgAFaffvtoQtfiWY7arplv2X+sh0UOgKoUwjk6c2AAVpdZnpYfCWa/TXW/ggz+zXrhXoodARQpxDI05sRA7S8zPQFZbFLNPNiLsBnf7RZL9RDoSOAOoVAnt6oBmh+C+6yNG/BvT2bNZXW9Ublhya2Z2U/jIlWuLuNF+6u4KvxIb39fB93QH/Bxm2Xet9r+YTyJdlMPQvjwt1tvNR3GyvjGl2zTae4LjD3wjN1XNRZ3ws/P9R5kcVDnalOrmsj3X8uUCeR0kOdlbHu3kOd9d3jbXUScYtVV9id5vnycYWuglJbxu5ShXGt6lQMUGLdlOQXM+O3P32Ibn0kdiqI6z/TtRoe1nK5hjUutd4NndL2hkGUb/K7O3HpUsvFRNZilsf2w3MqrPkxpOIKXTuN4pREropSnShftmR1pEvdXNRZSOG2mMj2pi+zlkvdsOokU9rUKWpt8ssPI69OMi6zWBjruheXLbXPdaFcFaVqU1r66B+g85xXk4mlMH6b6PHzpJbH4oePF+3CmC8YlsSt1wOlU1r/QJPmu60WuhOXNxJL+67bj7iEcaLi1isj8q5SY29KrNFQqhvUcnb7daTrgX6eNX4TTrq8UmrMF1tUHLJVneJDxsxPSp2NuPVytbtdOkZFfFxNqeaUZHQP0FQsc1nLXFjzAZo2afqwrdz1eVnLY7nle1h+ze9GSt9U87N2zY3lG9CuUvMBmlWzMGKZlsLKlyqPu7tXpdEWN3qAsvsr68gHKCWFTZ2lUJrLfUsP2TfV/Nzr3v23N2O502yvrbjEAxPYnZbWjny74vKuqlLNKcnoHaBzATOP7sZtgObpTusAvV1kmkprWksVd3+v6UqgdUoN19uvl3+zdZRKP9Jj4kQ47Tx1hhHLZHjsUUdKUXEdsT8T6XNSCqs6y6OSvdAWA1R2yL4i5udOa2+/LlJnMy71yK6eQ6Z37SqVe08hLdWYrxTrAJ3TYkgj/3zC9SITaeTj8sb730iKfL/grHsp7T+V01CqIW6UqyGuI60BKqijuE6es6pTJQWuP3d1KvIVqbOx11ujmkZtCyVGizp1pRpTktI5QFmxtETID9CPxg42UvqaOS941/qql7TURTJADaUa4updo+J6Evdc+O2Ke6+K+BZ8zZwSfGsl6myPht0BqknJbOStylKNKUkZP0A/3y9God/71+z45tPW+xdXFKUuGKAdro7EDdCrOhUq4vtzV6emtRJ1HjtA+Xz1cTFAJVISFaPfK59SQNyQASr6E56Pq3eNiuuJfoCKzlKDiqJay6fUdH2Rd6AOKUk54EOkRr7s1d6dT1bSuHx/9fkaPkSKKpU/5GxcQ0qsqyGuI4YPke7GACmQO3VrLZtS05UaoFFSGFzqflw2Xym2AbrsfLdnbpe65J+ILZSx0cJir4aU/ONSn8L7ldoRd1o4tRSuUXH5Uv2gB2i5P7aOKBVFtZbcaXOvawTi9d0vpai41deYRKVaUxJi+h7ott2qNFdhUQt/qrXVUsXVp+Qfl/hj0rNUypNWC7tXkdE7bm11Q/E90CoZsRQ6VRTVWnavrbj16zu7084WnqpUQVzeVYblTqTHNlHqQljzbJvVEMa5a68aoznuzVq/F/ItVR938nBdrK4KiQqg7kRik+Eb/9juNbocMmrm9ObbcK1e34UpCVt4plK1KS19aBYTycbGdXMpjdmrc2JNs71tSo0LG7czpai4c3Uq+5cqiDvRxqUyilOq43a6tkr1IVUnvz+2jigVRbWWzZcstXirLk5pL+4JS9WmtPQRu5zd64E+jQBdF4JGeYMB6gv6NAJ0XQga5Q0GqC/o0wjQdSFolDcYoL6gTyNA14WgUd5ggPqCPo0AXReCRnmDAeoL+jQCdF0IGuUNBqgv6NMI0HUhaJQ3GKC+oE8jQNeFoFHeYID6gj6NAF0XgkZ5gwHqC/o0AnRdCBrlDQaoL+jTCNB1IWiUN7oBWt4IvBTG/B7i0ip3XUrryePOWZ/Ke4gz1/KG3aW0ZluMcVBct5Q8yNU5prWsiti4/AnjmlLSqBOqiD3XDN03xN1Fv5hIugrRwhnFKzL0xDW4BsatFxNpLFMw5VbWaHANjCtekYGN60S9mIilBayRjsurqMc1P2EMh4xMqVr3rz9ulIr8WthzDpvVaVnObt6262yThadYY3tNsFPFFbt2Lmc31UbKlTU6xz0yJS+o5eyOrINVUZfr3HB1SqlvObtYFe3m216xrqP7hrgiTAsqz+t2ne39h61Rtrk2jZn1kLi7rpJSqafzLG2F3n6aWlmjIW6f65Raw1Jyw2NBZX0dvDrZuAZXVUrEAxO64ka1kD+HDd3XxxVifCYSl+7MP1iGdd2Jy0xBSVyZq6pU6pEeEycl3jgx+hXFlbn2xOUfLNNTqh+NZyIdVAcrFD5uQ0UCV11c6pFdQ9TJP/aIG3RdLTTEFWJ9qByXbm5ljSeMq3PdfyonbWWNk8RoiDsmJUdaD5U7pA5WRXxcVmIRKe0+lfOELTS4GuJKOe6xxt6uUXFFrk2j9bHG/UZDXJFrVFxP9I81dqiDFQrryqvTO6W1UYa4eldFvg6vQYa4UjBAVa5NIwao2NWR8w1QUVxenREpRQzQqHwxQDuKUbhGxcUAPSauJ+cboHgHas73XQ7QKiXuY5f8gi5bTF/czDUqrq5UxTVQ7kJ8jwr1cftcs8v/hriOtK6BHtJaVkV1SM51YV0dUuq/BmpooVxF/ImoK9UYV4rrp/Ck0eEjb++4DatHXMGn8P1Gf9eouD2lOiL6FN67jsY5XKiIjcurU59vM+7+p/A9XTp/C9lzmE9JiOl7oNs2me/6g4WyssbK2h9X5uofl/hjct3e4k6clTWScQ2uh8atrW54fw+0rw5eRWxr+11tKdWv731x+1sodBX3obP7+rhCLHciPbaJfJNt1tprnEPjqlzTUjvvRGKN02O711UQV+WabDuk5AZ1JxKbjG9reXUKXZfa1XDIGin13YkkaKGXivgT0dB9fVwZhnvhk82FM86VUew6Om6/a+tm4yU/NJ3GqTK6xx2TkhPEvfDSZHzq4FWkdy08zSmVr++KuFEqKvJdvFrIzwazOrGcnS/o0wjQdSFolDcYoL6gTyNA14WgUd5ggPqCPo0AXReCRnmDAeoL+jQCdF0IGuUNBqgv6NMI0HUhaJQ3GKC+oE8jQNeFoFHeYID6gj6NAF0XgkZ5gwHqC/o0AnRdCBrlDQaoL+jTCNB1IWiUNxigvqBPI0DXhaBR3mCA+oI+jQBdF4JGeeMyQGfGtsy8lTOy96Xyd63qd8rny+905vrEV8MaDa6c0VBqVEo69Oo0qCiqtZajshe33agh6owq1ZISZySIWkxkTjZrK+0qWYhAvJxAp1GTElVqtS4QW42mVPOKFw7dt60gsbgjVqdBRVGtZU8YgxTIlMq1bhRx/VJyK9WeUrK59GFZzu6xelSV0PazPSO5ON+2vRDWbVsY15AvnxLp2rmcXXephriGUqNS8kKqTr2Kwlrbm6/taPctZ2eQwpGlClMi4vJqEWFaUHlet6mM5iojypUo9F5hq4O1kY3rmNLU3OsjLvV0Hq6YzlLZuIYu8aXqU+JLdaOpznaVVTK8isSu7E7rQ6Z35VvbiEs8MKFKSXy0WeNxpUalJMP1kR6VdU6tvOtUlNpuQ2ntSWnpSIndaatUwSM9DKX2x5V1qSdu/jQbS6l+yNTJ1mFQp7+KBK66uPuP9AhTp77UvpQmbUqq+Wl+qFzWBtI4S4xlpWu9jHESxdXny6fUclU8VE5eqiFuVPcNKTkiUiebaoAUaE/utb8jX2VK/Q+V2zfKpBBValRKUk7yWGNDB4ek1PQ862ON9aUq8pW5OiJRp+cUdHJV5GscDcMeaxxWqj5fPiUpGKAto675TzVAHeIaXB053wAV9UeR7wkH6NhSo1KSggGqSqnp+VQDFO9A8Q60K67eNaxUfb58SlJCr4FmF4oVLXToA5lSy9iRUqvUE10D3b/aput+dpm+L6XM6MjR10DlreX7Q6pIlO9h10AXzpi5jik1KiUprp/Ck0aHj7xJY6sP+pQKI5tSK67gU3hDqW5d6inVO6VSWg6I1NnTH4Orh4oo156+N+PufwrPlxqQkjFuT75dKQkxfQ902yZTWn+wUNbKWBTK9GH9gSxumVJHvtRO6e4/XInvgVb5GkrVx5V3vyo1LCU3ZN9S5uvQq9NfRYyrLaX69b0vLt/CIaX2p7QZWbUIcb4TiTJS1qV2LSpt9uGxLYvblW9HSnSp9juR+FL1cQ2lRqXkhlCdBhUppGB3LT0NR/v+L/OdSP4pmePyR5WNy6pFhuJe+Fxm1+3kF2vjXBln0pgXet1eKmu6KYxryJdPiXItbzaekk2XUg1xDaVGpeSEWJ16FUW1lsi3dqXzVaRUvr4r4upTCitVr05eLRKwnJ0v6NMI0HUhaJQ3GKC+oE8jQNeFoFHeYID6gj6NAF0XgkZ5gwHqC/o0AnRdCBrlDQaoL+jTCNB1IWiUNxigvqBPI0DXhaBR3mCA+oI+jQBdF4JGeYMB6gv6NAJ0XQga5Q0GqC/o0wjQdSFolDcYoL6gTyNA14WgUd5ggPqCPo0AXReCRnnjMkDZ+0f5u0sNRtZquOHalBLTJzYl3qh35RmSUuy98J37M9QRpU4+JdsJ025UlBT4PgSWyuxVbSTQDFDJ4hzipTs6jeJFItpxF+d8M+ujT53LH9RGg2uy7RrXIaWJP2l0pOqMqiNKnWxKzuqs1rphU1Lky6d0aKld1dBGCc7L2VFrgrFG4bJzfNxpyg9NNkPKuLEpqZazy49br9EQt+067bm6pORF9bLlXke3iqi43Sm5nzCa5ew61MmndGyp7Z26qtO8oHKz0llv7HSdyj60DqohJWmpmgWV29ZdY0vcHnGVrh2lulEtIujeWl91ClPyP2HoBZW9VMSfMAeX2u6+sFQZro/0WCjjTBslrk1jZp1ymCOzk1IRV1Wq4JEeS5cxs/bHbbhGxe0q1Y/6fb9zHXoVGVLyV6fgkR4GFfEp6Uvtmw3ZoTGUKiT0oXICq97YatKUtYH1DEiJHKB5Sv1Gg+tidw1LyY/GAHWrw6CiKqS8P/7qZJ55KEtJ36XDS1UKYunkJI81VriybZiCU2oaz/pYY71rVFxPiAsnwlRFdRhUZOiPXp3tEybyscb6PoyZDXxKUjBAVSk1jRigYldHzjdAHfqjV+exA1SU7/GlGrsvBQNUlVLTiAEqdnXkfAMU70A7+vBCA9RwPcLQB9ZVcWhEcQ3XQBUqZI3Rs3dMSo7Yr4HydUSps3+nDtdADSmxrny+h5dq7L4U10/hqzK4Ujs+VOTjVh1gDg37+akh381V8Cl8j3HiPgSVxG1a1XHNKZXSckD0KbyhDlYKvIoMKfmrU/ApPH/IuvLNUjq81O7u69RpG6ALN5DWH9ClLpwKu+KWbcj7II9bpqQqlRqgZUqUkT6qy8Idcn3c0pU0hqfkBz1AHeuIUiebkr86qQG6l5K8hWy+Ftejup+VKiTui/QyI9mHzrjFgWlr/4CU6qtxj20i34e1WQ1rNLhGpdQR1w3yi/TGOrxUZEjJ/4SpXt+JUvVHm0/p4FLpnXaUKkNxL3yWbZHvMnNW1miIu+Q9KvpQeC4dcftTqt4LkSkVxoU0ilyPjUtaDaV6kahTX0eYivQpuZ8wpTwlfehRkagPx5TaqMZbnR6rMaXpEkbGyhoNcRe2D4a4u67NPvGHZsdocI2Ky1gNcZVw6oxqQZQ62ZSsJwwjTzYl1qjuUmipzF61RgqsB+oL+jQCdF0IGuUNBqgv6NMI0HUhaJQ3GKC+oE8jQNeFoFHeYID6gj6NAF0XgkZ5gwHqC/o0AnRdCBrlDQaoL+jTCNB1IWiUN/IBCmSEHi5AMvqYPxGjD9V7AwPUm9DDBUhGH/MnYvShem+goQAAoAQDFAAAlGCAAgCAEgxQAABQggEKAABKMEABAEAJBigAACjBAAUAACUYoAAAoAQDFAAAlGCAAgCAEgxQAABQggEKAABKMEABAEAJBigAACjBAAUAACUYoAAAoAQDFAAAlGCAAgCAEgxQAABQggEKAABKMEABAEAJBigAACjBAAUAACUYoAAAoAQDFAAAlGCAAgCAEgxQAABQggEKAABKMEABAEAJBigAACjBAAUAACUYoAAAoAQDFAAAlGCAAgCAkv8M/csoD8Vw8pcAAAAASUVORK5CYII=)
Size of a future potential MPA
Answered
|
None
|
Small (A < 5%)
|
Small-moderate (5% < A < 10%)
|
Moderate (10% < A < 20%)
|
Large (20% < A < 30%)
|
Very large (30% < A < 40%)
|
Huge (40% < A < 50%)
|
Justification
|
No future MPAs were assumed. However, the full range of options was chosen to explore the potential of spatial closures for managing this stock in the future.
|
![](data:image/png;base64,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)
Spatial mixing (movement) in/out of future potential MPA
Answered
|
Very low (P < 1%)
|
Low (1% < P < 5%)
|
Moderate (5% < P < 10%)
|
High (10% < P < 20%)
|
Fully mixed
|
Justification
|
No information is available on the movement rates for this species. The full range of spatial mixing options was chosen to reflect this uncertainty.
|
![](data:image/png;base64,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)
Initial stock depletion
Answered
|
Very low (0.1 < D1 < 0.15)
|
Low (0.15 < D1 < 0.3)
|
Moderate (0.3 < D < 0.5)
|
High (0.5 < D1)
|
Asymptotic unfished levels (D1 = 1)
|
Justification
|
The assessment assumed that the stock was at an unfished equilibrium in 1960.
|
![](data:image/png;base64,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)
Management Characteristics
Types of fishery management that are possible
Answered
|
TAC (Total Allowable Catch): a catch limit
|
TAE (Total Allowable Effort): an effort limit
|
Size limit
|
Time-area closures (a marine reserve)
|
Justification
|
1. Describe what, if any, current management measures are used to constrain catch/effort. Blue grenadier are managed with a total allowable catch (TAC).
All management options are included here to explore the potential of these approaches for managing this fishery.
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.
|
TAC offset: consistent overages/underages
Answered
|
Large underages (40% - 70% of recommended)
|
Underages (70% - 90% of recommended)
|
Slight underages (90% - 100% of recommended)
|
Taken exactly (95% - 105% of recommended)
|
Slight overages (100% - 110% of recommended)
|
Overages (110% - 150% of recommended)
|
Large overages (150% - 200% of recommended)
|
Justification
|
Table 2 in the assessment reports the TAC and total catch from 1994 to 2018. In this period the total catch (including discards) was on average 71% of the TAC, and ranged from 20% to 101% of the TAC. Consequently, the average TAC offset was set to ‘Large underages’, and high inter-annual variability in TAC offset was set for the following question.
|
![](data:image/png;base64,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)
TAC implementation variability
Answered
|
Constant (V < 1%)
|
Not variable (1% < V < 5%)
|
Low variability (5% < V < 10%)
|
Variable (10% < V < 20%)
|
Highly variable (20% < V < 40%)
|
Justification
|
The fraction of the TAC that was caught each year was quite variable, with a CV of 37% and an average inter-annual variability of 25%.
|
![](data:image/png;base64,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)
TAE offset: consistent overages/underages
Answered
|
Large underages (40% - 70% of recommended)
|
Underages (70% - 90% of recommended)
|
Slight underages (90% - 100% of recommended)
|
Taken exactly (95% - 105% of recommended)
|
Slight overages (100% - 110% of recommended)
|
Overages (110% - 150% of recommended)
|
Large overages (150% - 200% of recommended)
|
Justification
|
The fishery is not currently managed with any effort controls. Given the management framework that exists for this fishery, it is likely that an effort control would be well implemented. The TAE offset was set to cover a range from ‘Slight underages’ to ‘Slight overages’.
|
![](data:image/png;base64,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)
TAE implementation variability
Answered
|
Constant (V < 1%)
|
Not variable (1% < V < 5%)
|
Low variability (5% < V < 10%)
|
Variable (10% < V < 20%)
|
Highly variable (20% < V < 40%)
|
Justification
|
No information is available on the expected variability in a TAE implementation. A wide range was selected here to reflect the uncertainty with this management approach.
|
![](data:image/png;base64,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)
Size limit offset: consistent overages/underages
Answered
|
Much smaller (40% - 70% of recommended)
|
Smaller (70% - 90% of recommended)
|
Slightly smaller (90% - 100% of recommended)
|
Taken exactly (95% - 105% of recommended)
|
Slightly larger (100% - 110% of recommended)
|
Larger (110% - 150% of recommended)
|
Much larger (150% - 200% of recommended)
|
Justification
|
Blue grenadier are caught in a trawl fishery. A size limit may not a practical management option for this fishery due to the difficulty in controlling selectivity pattern and the high discard mortality. The implementation of any potential size regulation would depend on the minimum legal size that was chosen.
It is unlikely that the fishery would only catch fish well above the size limit. On the other hand, the catch of fish below the minimum legal size is possible due to the non-selective nature of trawl fishing. A wide range was chosen to reflect this uncertainty.
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAKgCAMAAABtOycFAAAA/1BMVEUAAAAAADoAAGYAOjoAOmYAOpAAZmYAZpAAZrYQTos6AAA6OgA6Ojo6OmY6ZmY6ZpA6ZrY6kJA6kLY6kNtmAABmADpmOgBmOjpmOmZmZgBmZjpmZmZmZpBmZrZmkJBmkLZmkNtmtrZmtttmtv9mzPKQOgCQOjqQZgCQZjqQZmaQkDqQkGaQkJCQkLaQtraQttuQtv+Q29uQ2/+2ZgC2Zjq2kDq2kGa2kJC2tma2tpC2tra2ttu227a229u22/+2/9u2///bkDrbkGbbtmbbtpDbtrbbttvb25Db27bb29vb2//b/7bb/9vb////tmb/25D/27b/29v//7b//9v////X9W8YAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO2de2PUyJqf1WAS8NgDORA4e0zCCW52IdkDyTSHXUxgpweTwbNL29D9/T9LVLpWSaVSvXWX9Hv+AFstV1WX3n66pLplBwAAAEZksQsAAABTBQIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMg0HBsM5G7bpPfv8hu/apz4o9HeueBaZNAvO3fneQZ377/yW3WCQGBhiOBgKacByZO/Hj7fFzn/cBt3ukAgYYjfkAXp20yCHQRRI+3nb/MkwECDUce0Ocek9cTaH4WBLoMYsfbj0dZdvQx/+Hr4yxb/eKxKBGBQMMRO6AZl8VNFQS6BGLH265pd7Jv7Zk2QSHQcMQO6MPhJm8KZPcfQ6CLIHa8bdr8r4+zO988liUeEGg4JAG9q1uDzXf096LfcnX6png9vwu6823/+af8Xogd2L/LG5C3nxcv5TF593DzJD/3wR+HKokqoPefWRqnb3ohm5dg9RydSAshfrw1FOk6fXOpAIGGQxLQTRzXkd0++C8CjgXef7woDzwsG5D1A3kW0NdlL2f5fKkJ6Ou67/OoO3pku3rwDb3wSyF+vDVAoMAe2S1VHnwsHNnz9vOD2HH68FAG3j9Vv6/+z4v6pfPyL/9zfaCI6Dqgm3juP+v8/u2AYUyLIX68NezwDBRY0xlWUn4lb4ofyn+LuC5ukFi/ZX2g6Mm8eVR/xbNuIBaMRdyyA5+rA1VAF32fb9h91bE8aiHQhZBIvB2Kc9ALD2yRBnTRFthVX+rtF3UernV0luftMu4n9gML6PJA1aqoAnpXHx4KWwh0ISQSb+XQ45k2QCHQgEgDmgXg7ePyBoojD8Y6oM/rA1V0Vi9VYczYFH9eBfSmjeJdL1kGBLoQEom3eU/dgEDDIR9WUoxsFx+xf//y6jirA7oKvd5P3MiQsiFRBjT/uL7oOJVlONtwBhzpxNtsb+Ah0JAMjMtj90ZNgO0vn9TP5McD+m6bAh/QkmYHDwS6ENKIt5sZT0M6QKAhGQho9g1dG43r0aQF9J16eBKfAgS6aJKIN9a1dDTjcINAwzEQ0MWjqvLZUfl1fvv06et/f0QL6KZFMD7nAwJdCCnEG8vswTxHgJZAoOGQBzR7Wl8/n982g5F/6AT0wDOpET1CoAshgXh7m8n7leYDBBoOeUCzLs1tM7Kuflq007mlqiO3nHRcBjS7QVPPgIZAF0L8eNvO+vFnAQQaDmlAF8PoqtEjbUCzcczjAV3dU1WhXYkxz+XWpyZDDGNaLtHjbde+NFsg0HDIArr6Aq8aAJvylqpYw6GecqcK6Oz+p3YGCDczZPU8v9n6/lb+/Q+BLoTY8Tbj+UctEGg4uiuEs0jelh2XLK4fikt4awT0bX4ESiNGPhHpuGYIdBnEjjcx/5m6FAINhySgm+kd1eS6t3W0PStbCiO9olXslsNEGjHumpEl0uf3EOhCiBxv+xdC5hAosEQS0O0k4eqnyyf58dvPvlU9nWPDSq4fN+s18uszlnshPvtDWgwIdCFEjrfOEHsIFCSFfN4cAH5AvEmBQKcKAhqEBPEmBQKdKghoEBLEmxQIdKogoEFIEG9SINCpgoAGIUG8SYFApwoCGoQE8SYFAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADBkUgLNAGhAvIGQDMSI/zB0RuwaBGmBeAMhkQeJ7yh0SIhGB5gKIQTqOwcwHSBQMCsgUBASCBTMCggUhAQCBbMCAgUhgUDBrIBAQUggUDArIFAQEggUzAoIFIQEAgWzAgIFIYFAwayAQEFIIFAwKyBQEBIIFMwKCBSEBAIFswICBSGBQMGs0IuG/dWXi4uLD1ffvOUAlgEECmaFRjR8fcmtpXP/o4ccwGKAQMGsGI2Gm8ed5ciOfnGcA1gQECiYFWPRsDtm0jw5K/mJ/bI6d5oDWBIQKEiAtbOURqLhx6NcmG+4A5e5UG/96jCHabBmGL4KOCBQkADBBLrt6ZIp9aHDHCbBukX1avByTQ8IFCRAKIHuX2RZ94Z9l2V3KL3xc4i3tYD+a6ALBAoSIJRA8+Zm735ddsw8h0mw7qJ4LVohpwEEChIAAg1KT6CNJ4dfAVIgUBAfh5/S0Vv4VXfU0vJu4SWWrEQ5+AIYAAKlkzdZaANfwAjBBHrY9GzJHovedZjDBJALdBhlWqEKnShzFqivr1II1AhF9YcT6PVxbtBP3IGb3J+9RqlNDulD9adaoAs3KARKBwI1Qj3u0FUuY3rbFkPnz15fMN6XI+lJo5gWKFDVxXF46SZJIgL1srgDBJoUigsQUKCHz8edqZyr545zSBy6P1VXx+HnapKkIFBfiztAoEmhuAIhBXrYv+MVunpG/dJeokBVX30QqOxwuBL4W9whlEBvXrJP5Omb8rVb//a2fA/7d/n94dGbH4/KR2zFr7fLjyt31nIYvgQuP4Raett/vXh3dnb27OKjwS3PxAVq5E/VV9+yDRpdoB4Xdwgk0G1t/gfFa7f+ISumC7LeXcZ/KQX6o/qeOPpVOGtBJCRQUnp93ObgB3Wb0bFAF2zQ2AL1ubhDGIFeH2cPvhUNaSZK9n7+9G3/kQ2YYQ/Xfn9cdvKyAYjlr2wUTXvWghi+BhCoe4Zq1NCfY8n5eyOJE1ugPhd3CCPQbTWwMBfpefFaOaiw/LU4wAS6q8bKlH/bnLUkhi9CygKNkYMLnAt08KsPApUdDpS918UdwghUPJr/W9q/9mr+Q67O/H1WxtyyH5qzlsTwVYBA3TNmPDcGdf7ZmhyRBep1bnI4ge6v3rOOpPP2tdyYlSKvj3OBtn+yY2JdZD/+8GWAQN0zajzHAl2qQSFQOh393TSjsESBntdnlwJtyN8cBNp/wVEuEGiJvEqba5CpXSl/WZHeYg0a/xbe3+IOYQR6w9x48vPr348hUBXD1yH/vGYQqFtUX1VMkCVD+hx4cSgbCLR/OFT+Phd3CCPQTXarmFt93RWo/BZeksIyUAs0CyNQ/ossE77TXOWQCNKa7ipyQJSDrw3lsmSLxhboFBd3EPTX/LITbuFzr3Y6kR4OpbAQINCQyGqaV+Q9htST7Hf+RZUe+wJdnEVjC3SKiztIBVqNJ2heKxqeh2YY07b+kG6X2omUhED7897mLdB1/wgnUM6iQutTfI0u0CUZNLpAJ7i4g6C/XJzsFv4r+2DyAq0G0t9UA+mZR9/kZ7/tnLUchj9gIQVafNHZDSGblEDXvQMdf4oOFfRZvwaBKogv0Okt7sDdB+ZuvK5K/6fiLr1VYz2V8+eyKdo0fR4eINDuCwEFKh167DaHFOhWteC3riS5m/neK4JBhzIxNegMVJuAQA9TW9xBFOjh5kn+//1P5VNPTo3VYiL1vXzxKzvvAIF2XshCCpQ8TI6eQwKIdS3aTWLJxqHSF4bEWH31GQt0Dm3VNARKQPYIK3aZlFwfL2vNkCEGWzKhBcq6+2xu4hOPtwJRZh27yQU6zGATdF1dOkOBEpqq6QKBeqLphd/QRrXOlmzIoPWn0FU2o6ewx9YW32lpxpuIrFVo6k/+Jr6Xy4BAdS4mpa2aLmkJdP/1wx/kP0ozoPNmzoP8vXx/a/nEbTYIPbr8C8VH2lkTVCcars/O/rffHGKj9CdVoJxBe5mUl85EoJS2asKkINAvFxfFk8Gyn2X1V+KfJxrQm7p9vLxlQ6QUHzXJB3EdXqCp52CPywbooEEbgWpNWhooobcqCER8gZbDmPLb3F3dGU+85U01oC+fHDe9RoAJ9J5coNUrrrJxk07MHOwZ6twx8ydnUCGTKjUTg1LaqkkTXaD1eu53i6WVyzXpaWtlTiGgQf1Zg0BD4FqgsgvXCFRq0JHyQaCOYKMoj16/z2/e/1Ld7DKjkp4aTiGgQaexwr0AgTpnuHPH0J8DX33cnFCSQAlN1dSJLdBqMZFi1Pnd5pCbxURAQnQaK9wLEKhzqimZbgXav3BtcqQmKKWpmjzxl7Mrm5u7dgmRvFHqZjk7kBCdxgr3AgTqnMHOHWN/Si8clxyhCUpqqyZPKgsqc9NDnC2oDBKCa6xk/KdmDYG6p6lThwK9NyLQbmbDZYNA3QGBLoX2wyZ+ENuOCDefJAj00FRqT2o2/uwZVExP16A9f0KgNjQr0uf37VO6hb95yUYLnL4py/njkd4KpuV5qrPr125mN/hJ+KxBoH6R944PzHU3FGhXyNVomhEx9v05cYMm0Il0t/q/HnG+Tb4TiS1KV1Kv+elWoHn6s5u9BIG6QHeVjuaBs0N/9gUqpsfNrR4Uo8yfEKgNu7y6H1xd5UY6aduiqQ9j2mSrZ2zK6eVj2uL5+qKFQM3zcZJM1ByG0bONrHfcWp/9Cyd7IqAWqNSfEKgV9YzHO7/n4rx/cfGSPBUpeECXux8x2u3etYBAIVA79HSz7vTYOfKn2ASVC5Q7T2cLJQjUmup2ODdLPSeJulRO8IDetSXckQoLgfYMyo3FhkBH0fTNmu+xy1zpUxToelyg4+svD5l2QkQX6OHw9dXJabEM/W/lZPj7xNXfYgq0XC25EGO9An3dgi4WUL4trK/PPwNly4Sy1VNuP6+WZP5rc0bZKKfNZ02dNQTqAM0WW3eApiN/dgU6nKhMjJKmZ32376OqQpGAQFv2X16dvSavZxfjFv6uIHmZQH9UW3gc/do5rxXov5ZnPPxc/X+AQO1ZgEBHK6rfO+5Cn6JBqQKV6xMCTQBKQGckhlJhhjvlTC/cmhfbGBfjs/K25e+P+Qe6okDztvYfxS7ObF/nm3KR3/qM2d3CQ6Au0Hxq2BOoI39SBTqwJ2jrz8GnpdNhWQKl+XMw3XoYk2wcaLk9fP5fs6sxvwWyINC71fmFYsueqWUIlDOo0GHsIqM5C7S1z8hp7pRpJtCeGKX+7KQ4TZYlUGfcvCyf15Z7iHICzT3IbsXb7vktdy/eEeh59Qfn5WsQqIuMliFQZVX5E2h74dT+7Ap00J8QaAJECuj9ZSFRpsdWoLn67lb/VwrccffwokDFJuoyBSr0F0OgI/AGUp7mV6Drg65A1/1yt7fv/Ikhas8PEKgNrBv9nBNo3vAsdcntfJy1A53kAuVFOluBdietQKAGCBJSnRZdoIIYFf6cfhPUTKD7rxeMjx4KRCd0QPN6K2/VG4FualtCoB06n7Z6F04IlIBoIcV53vxpJNDB23cxxYliIND6+V/5DJC+i6ZrQgd0Ls12n7gNL9Btxt3KSxQIgQofmwMESqLjoeHz/Am0vnDrMYG2BlX7c3kCvXzc6ao+euOrbJoED+hN26gUWqC7dhK/INkGCLTzOYRAKXRNNHieb4GuRxugrUBH/Dl5gxIFWupzdXr2Or+Df3/2pFRo3Fv5mAPpP3PPQKsO+JJtLdntaCfSogUqPAxzk5GLVOLmMEDPRUOnJSTQUX8uSqDF+Mejv/GzcL6zCYvZA+LsS6eED+gta3fnb/n7W64Xvu6AL8l/W70pa2xoHKhSoHPbTF72sel81t1cx/kKVGKjgfNSEOiAQfuj+hck0Ou8+fmg/8zz5mVGW9XNMREC+rfmKfCDZhzotn2qwWrjpn7UwalQV6D8FnvzoPdxK5ugHYG6+BjNWqBZ10ry8zwKtPWiiUCzvj+nPpCJIND8I35fvlB6rlDiCkouiRHQ39+dMFFW9SETaLmYyEqoMV2BHn78I3VNv8SBQO1ZyzYrlp4XQqCjeUh3ZJL91bSboBSB/nm4u+jmz8sSKKABgVpTG2jUoF79qS9Q2Y5M0r9ZjEBTBQJNHwjUmspa4wb1K9Dai3SBDvizL9oIlWsOBAoC0P+8lR+bzpBqBznNWaDVVpsjBk1UoEP+nLhBIVAQgKG+AwhUm6a2Rgzq9xGo7MKpzxz1p+RpaZQKNgMCBQGAQG3haktt0DQFqvDn8gS6v3x11vI0dm8xBJo+EKgtfG0pDepboPeqXZZ0zxz157QNaiDQz+1UeHGtjEhAoOkj3QC3+zl0ciFnLFB+1lY26Bvf/jQRqNqfshFPMarYCLpAd5258BAoGGVAoL1F7lzkZJ9G7BxkrDsjFgYNGkSgenlweyprnTdFg9IFyjYEuv/hqiH6ckwQaPpAoJb0n3dksQTKrpNmHvVzGoNJSxHq2AiyQNlKl2lN1IZAk0f2gYNAKXQFOmhQ749AyQId9eekDWoi0Og37SIQaPJIP3C9zyEEOkz/seOAQZMTqIY/5QuPRKhlA8gC3b+AQAERCNSWvkA7Bm1PDCBQ7SwyvXPlKzdFqGY6Js9AYy69JCHOrpxsFb96W2Md+IVEFgcEaknvDr6yU183/v1ZZKx/Jqm7aQkCFde9TIDwAV3vC09Zxg8CHf1wQaCDyPzZMWh9ZmoC1Txvqk1Qg3Gg18dxF1DuMhjQvcvkKsdNtRfU5WN9gy5aoEPL8PRuSl1kZZ9G7BwYokDkApUZNC2B6qcoE+gUDGoyE4mtFXz7pOY09hPR4ALNv0GqVebLLZG0gEDHP4cQaE3/yaZcjLxBqzODCNRDkssR6PVUZiL1rpKjDHfte95pv30IVPKh6a9x5yArB+WNnENPIdJHoHUdCucG6EPyAvc2ZF1j6UIXaMefyxZoua789fGtX4tm+fO8ef4ky1Z/LV8tN4A+LdahFgVaLFd/+9m38pVb//Y2y45mbFYIlICkFTboz55BpytQjnkLdMN2g7+awkyk3lVylCG3K2d94Na/lpf+4efqf3a42eTjwaEj0B/VhklHvxav3PqHFL6IPDIk0N6BxQtUfiOrEChv0MNMBDolgxrNREprz90YnUh5u/J1+83BGuX3/zjcsL3g7nxi/zMbVp1tN2VPEy/Q/YtslTdWf39cbHzEavRP3/Zx94b2i35frIOsHJQ3Xg4yga6H7+Ar93CqnaY/BWYv0MTaSuEFWg9jqseBsiYp+39XbQVX9jLVO8KXv/EC3WXiRnKJjQtzDwSqyaA/VWKcm0Dv9XrGEmbOM5F6F8ZdnuXTTfYwoxVm+38pxhpxx/f837bvfst+mOEu8B0IM/+s85q0QI38KRh0JgKdjkHpz0C3uIUv2F8WEmUqbLco7gp0f/WenSUKtH15xxqpom7nCASqx7A/dQU61UegHcTnuklDF2jefkpry/JIAmWwrvfzoT3e82Zq/VC8J1B+DAMEyn1wrPOasEAV/hypQX4Q0BwEem/OAmUGPUqpxyO0QHnhlXfjcoHeME+e/Pz69+4zUAh0+HNjndd0BWruT77FNg+BTseg9E6kJycnxUd/sTORcmm2zyw3wwLdZLc+sd96nUgdY85foISp09afl8kKVOXPUS1ym2fQZZUi7VeCl8p2h9EwpoUPpN+071nRAm28uOvewgsGhkCFj81iBar057gX290zyK5Kk8agPirbIXMWqC+4gfSfh5+B1l7MddkdxrStK227jE6kZAW6//qBPg/ES7zJpLlogU7FoNgX3oBtlh2xIaDf33Z74TmBsvFe+S3818e9TiT2+upNOZz0HC1Q4UMTQqBfLi6KZys3xXywet6tyxzIyNqctJ6h6uz5CPQeBBqICOsz/tasB/CgHAcqewZaLxrwp+KOXZjKeVNN5Sxu5SFQ/jNjn9fICeWu3HnLf1dfROKgEg/xJtUnp1AtgWYzE2htUOe17RQI1Ijv71hP2up+0ZIZHMb0pDxlU96o9xYTqf4cAuU/MvZ5qV+vFyi4y55Frc7OfqrG8rrLwQCZPcv54fo35nMU6AQMaibQ/f9jX9o//vy3FAaEYk+k1NH/VNtfy5EU2G3B0ev3+R3AX7glX0hfYJ4FWuuzUoi+FvX3a58KcxVo3rK6VS4jRH+A5AEINHUSEuimvGNnPXt1w3NDbIK6j7euPvn60Ndipr9b5lSYgEENBMqeHdUCTWGPeAg0cQgfa98CrYZEFGPL6qWt80Yp6SmoT4GK+ixrpH9sWDcQaGjMFlRelZsisV7o+CusQ6CJk5BAm7XEuEXF1OuLZRJsy9iF96ekSnQFStlveCKUBnVd3y4xWlC5/cKm3v74AAJNHAhUjdKf9whbEM1VoCkb1GQ5O67RSb398QEEmjiET7V9N/zoLXwZvXngJnMLP+JPkm8WL9DQtrVcUDmF5ZUh0MRJSKDNLdOmfXy/jd2J5MyfPrbLjEz/Hl7t0+DtVQgU+CYlge7Y5Ierq7dZdtK2ReMOY2oboB5FNFW6TdC1ukU68rIHTG7huXjbkedxuAcCTZyUBFo0PYvpR7+zjawuLl6SpyJ5Eij8KUVsgjaPi5VVGdKgRivSNw9B2bd39HFMEGjiUNRgfTHHEqj2s8pDuNk0lXgP5Tje3N3AzxJeoPx8A0VVJi7QYvTn/TdXV1df6N/ePoBAEycpgR4OX1+dnBZbWVUrGtwnRrAXgcKfA3D38GuRgZoMbFCDgfTXzUoaWQrDQCHQ1ElMoC37L6/OXpPXs/MhUPhzkLoJuu4hq8jgBjWaytns9UP+9vYBBJo4yQo0hRzgzxH4HfNUBh1rn3rCcDGR/Kv77OzpmwT0CYGmDql7ZJEChT8VKATKm3KkeeoNLGcHPAOBqigF6s8/02fMoDrNU39AoMAHXPxCoArWEOgYhgINZFCCQPcfFOl8sbub3199ubi4+HBlkgoEmiBc+JL0YD0QdIIChT/VJG1QgkB/PDr6NJDKzUub+UhfX3Ld+vfJW85DoOnBhy8EOgwaoBrMRaD73HMPZIM+WK+8+XDQZn+gmiPiyCgIND0gUD0gUA06Ah3RKfeyu+s0DOkZKBt53GshXj4x2Nmwpdza6+Ss5KdibCltiyAINDmE8KX5wfZqTk+g8OcYvEGZIJT+5F52d52GoXUila3Fn19fVb9f/cuTos04dGs/TrG11xvuwOUxdW4dBJocEKgeaIBqIWzwnCkVKr7q7EINQ+2Fv6xvuFcn9YSkozdDJ2uw7emSKZU0vx4CTQ0xeiHQQeBPPdrdScXdSmX6vJe2QA+Hr0+EJ5an5E4fHnFtpxLqCk/qgE55Neu5IoYvBNppkouHIdBxKic2K+4PKLR6PahBjcaBXr4qmp+rk6eqkU06yNYTpa4xCoEmRid6IVB+nkzvKAQ6TqHERp/3BgzK6TVxgboDAp0hHVlAoEMTDeFPXYoNR4Wq6iu0fT2kQSMLVNxhqQS38NOmowmiIpYhUP5j704z8yXr6PNez6DCCe1L7i9/h9hTOTc9W7LHou72qAnSjAc8EGgP+NOSvj+rg1n38WjzUiCDxhYoW1z0Dj8K6uYFdZFRCDQtOneqREVAoEAXoTe7+9JCBFpurLA6e33BeF+OpKftEgKBJkXlBXOB2l0wCHRhSP0ZzqDRBXr4fJyJrJ7TEoBAk6K+o6qjFwJVCBT+9EVzE+8hAnjiC/SwfyfsEfKMOqteFdBBWvGAoxaDqUBt7+EhUFAQyKAJCDRn//Xi3dnZ2bOLjwZrkkCgKVF7odlNEQLFHXwUliRQApmE4bMh0MA0XmiaoBAoGqBxCGJQCBS4pPVC3QSFQCHQOCxPoN+/mNzDjwoUBg0G54W6CQqBDgoU/vRLCIMmINCvT4qZm3VfEnlxJ0VAV+NprIoHCHBegEAbhhZhg0D9sgiBsnXumUDZBKSKB7RW6IhAMwg0GIIXmjki1Ki3KkKCAm1WsexaFAL1TACDGgm02BW+5qnVdnKFN3OBFv+v8uRYM5Q0kxMCTQdBCxBoRdsmFy0Kf/omTYFeiyPfbbaTK1YOyf70rfy/mIC0/7vDqZz1gESbEgJ9RC9Ui5CRg96qCAkLtHp7HM5MAeRwM+I8QRdox5+WAt1U3ty07c6Ns8VE1vUWKhYFBATEdpWpQK0uV+oCrd4j/BkE/xM66QJlk9dPX181yPbp1ObHo7K5Wf/PyA3taDm7ZkCiTRGBPp0bU1b1ECju1SPi3aBkgZJXm1NSL57ML6LsbkFlCDQwnRankUAt7+EhUMDhfXsPskD5tqI9tSxzLfsUKAwaBghUAgQakyGDupKCiUDtnnoKNJvKbVotu1uRvgxdNEFD0XvkWezEQA95mzJAoICHHzfGXxNXbVKTW3iHAm22Nb4+rh8MMKe62daYmxJjV0igBwQqA/6MijDytroiDu/qjTqRuhsRW8B2gT/6VCZbDmN662wYEwQaGHl3Mz3ibcqQnEDRAI2LOAHsIE6s9RYNihhxew9/2B1Xvfp/z0367P3L48zZivT8pGz7goJRIFAJEGhkpFvIOzOo2UD61bMr65y55DrQ/DkqUDRBQyFRBQQKgUZGKVBrMZh0IrkcSH/orkjvbjERYVK2ZRmBDhCoBAg0Nl4NmoBAc76/P3tyknP69LW75ewg0NBIt541iHe7Mrh6N45ygD9joxaopRroAi1Mx3Hq8IGoEVoChUH940gVdlORUhMoGqDx8WnQ6MvZ2TMqUDRBwwCBSoBA45N5NOicBSosCxS2TIvElSqsHAiBgh7ZiELdR8MMBLqGQAMDgUqAP1NAZlDpFCVX0TAWI98vLj58O+ytVmJyhZ5AYVDvQAe5tqQAACAASURBVKB90ABNhK5BRaU6jwZ1jHz+qex9//GomEQUmXGBogkaBAi0DwSaCoIxqxFEkQT6th6+5HZlJlMg0DRwpgoIFHigNWa1mrUTgxoIlK2ofPTPx9VGRqSFk7wgfwu9lX1DF2txQKASINCEKBXabgbAGdR1NIxs6fE8b3zWW2k6XFnEDE2BwqCegUAlwJ8pUU/+4X+3NChdoOWWRaVA2dqd7panN0RDoGiC+qBToxBoHzRAE6Ozuk1rUMfRoFwPlD33rARK3b/IBxBoJCDQUSDQ1LE1qOmK9JVAHa9tZ4T0LXQiFwL1AAQ6CgSaPLVB3UYDBApG6dSoM1VYzeVMTKDwZ/LYGXSut/CSzSVgUMeINerQFTYShEABkbACZZ1IDxuBblPtRIJA/QOBjoE7+ElgY1C6QHfVGHom0PznRIcxdSOXKlDodpQ1BDoGBDoJwgqUjf1cvWEC3f89S3YgvaVAMWx0HAh0FAh0GlgY1GAmkrAmfapTOSXbmxHqx3KFlmXQqSQItA/8OQ3CCrRog9YbGKW6mIiVQG2XuFoGnUpy6Iq5CBQN0KlgblCz5exuXrL1mFb3Pxrk6BzpW+hFLuEe3nqNwGUgVpJLV4hXlHYlkhFotWyFs0oBHgkt0KRwLVD7RVaXgVijECgHt2yas0oBPjE2qLVA9/+S5EB62Qa7etVjv0TgMlhngkG9CZR4JaILdM0Bf06FcAL98d+Ebvebx2nORDIWqIM1VpdBOIGSLgUECkwwNajBVM67rUHZQKYkBSrdoVyndtYQqCZeBco/G/An0O9fLj7SR+FBoHMkoECzxqDXj9lA0BQFepDWkEZiEKgu5a4yza9OXcFdUumlUFyccYF+fVJ85+/fHZcDSd7Q3vdIDmsIdJqUBiXGgtlc+Mqg+2JrjwdpDqSX19B4YmsYVJNqW67617ACHb44YwLdvyxvmrixeMQQhkBnieGydmYzkZhBL49THgcqr6HxxNrQh0DV5HLgBOrWFR2Bdi+FKs5HBFp4s9qNJludnZ2xKKYt56DMAf6cLGYGNeiFLwz6H6z5uforLTM/+BAoa5g4L+isWIcRqDSmLQTKVm/407fy/4fsAHuMT5tOB4HOk6ENktRatZmJdD+B5ufBi0AzCHSMdbmvYTSBDl3Lkeu2qby5adudG2ITFAKdKVKDjj3TMxoHut+w5ufzkUALhXOBFvumQKBqaoGuuV8dhnKdS/EwRdokGLiY6utWb8TNb8hNXdNWlYPgTwh0WnC7HK+l11MWc2YD6ZlB70bvPapwLdB602jnBZ0VAQXaNahJi6Ci3kGB30lBvatCJkFRK9wjoAz+nBhdg3b16U6gh8PbdAyqK1AtJxaxr3vykukI1K0svAt0/8KLQDl3QqDTgxeoHO14kx398eSkpVhMpPjpdCLjQPWaoLU/IdAR6q+Zskod363WlV/5qLPwqPKhlPq6scf3xQrgm/YWfkdc1FYtUKhzwowaVDsapAJ9lMlIciaSqUAbf0KgataNQNfcr+4CucplXXX2C1krDTpy3bZVwF4f1z1HzKkPKW99OIeyAeqyIkBQINCGgeoZTytrTvZQ1PngW6BVw3bdGS1VHaQHdA0L4mLw8rYexvTW3TAmCHTqjBlUOxqmZA+3Am1P9lDU+eBXoFXtVz7qrJtXPRY1E+hhx0bOn76+uvp7btJn718eZ8QGqFqg8OekyUYMqh0NU7KHH4HCoErWzaPiOAIdnDUyetmuj7v3UDR/DueABuj0yWQKzSDQunbG0yKcvGQ4gbKocu2NovIbIYnLPlkKtFlFpMLdYiLw5wzoG7QME38CvYo9moki0LEmKASqSdvX5lWg4oOCw0FolRoKNOf7+7NiSMnp09fulrNDA3QeiArlv2tdCXT//qzm5KcJdSJBoM5YiwJ1Lg4NgQ6sPhZvQWX4cya0Bm2HpA0OATYQ6E58iASBLpBWFUWdehFoKySJQCuD9ksGgQJrSoV2R/Q6Emj3Ifx93MIvD0Gga98C5aeMclal3FI5ZCAH3MHPiFpu3ePa0aCIwi2T5vtH2ep/vHucZatzkxh0ikOBriFQPRIQaGHQfsliChT+nA8yfToRaDVxY1NMidsSZ8F5QV+gXSn2Pn9ig91XgWdAR6DOzZFXPi8kqUDl34exBIoG6BLQjrfhKKwWAisncjRTi2NCEqg4KbCfFH+utxJPH6Gl7l+gnalJqksUUaDw5+zRjjelQFm30a5chXZH3Q/BA8YC7T9CMxfowjYAEQXqXh1lN6gg0HqBMSFr7Yf6Tt+75CAaoItAMxo0BFqtQpv/Fv0e3pNAaQZdlkDXvgXaTbUV6NgliidQ+HP+aEbDyDNQJtDKnOq1FMMAgQYnlkB7muoXDQIF/tCON0UUlispth6drEAlwwghUD3W4rMOPwLtXAwIFERHO97Uw5jYY8+yG566GK0PCAIVpCiZyQKB6tERqAd1SAS67t3BJyVQ+HMBaMebIgrZioq5NHN13vr4+6NpdSJBoG7o1FMogfabebKi+X/zkoMQ6CLQjjflVM5i+ma9tzFtMVof0ATKzwmEQA0JIVAx0eQFCn8uAe14U0bh5ePi8efjwp/xNzc2FmhvIHb3M0soxKIEuu5WlH+B9gY2lfTLBoECf2jHm1YUXp6dPfuDEnp+sBBo5y9tBLokg0KgkoPOqwCkh3a8TWkWjplA104FqrXn/GwII9DelZM8Z+yXDQIF/tCON8U40C8XH7h+9y/vnk2pF761YrlaVTcl6alaZfDxuU1Vyj2Buo/UvpSl4037ZYsjUPhzGWjH2+hMJOlvcbARqKio3l0joQxLEmgAXfSzSFqgg/EGZoV2vM1YoNyqFBCoGVHaW9Lx+rKy+X/3koMRKgSERzvepEd/Y5t4/OU4W/3cbOnxeFIr0t/jBZplvfXQIFAt4vQ4Q6AgOtrxJj3a3xCW4WQg/f7qy8XFxQejDerMBdpVJASqRaQhO1YrhDsEAl0u2vEmP7qR+PPIvgH69SW/Q8hH6p+bCHQNgZoTT6C9Y/3CQaDAH9rxJj+6z1uJ7/Nb+NcXDVcWkVhy87irZOLcJlpAl2c3O5OJCclO1SyDh3FM0k3TEgAC7ROhPkB4tONNtxPJnnKPz5PqmepPxewm2iL3VgJdCwnJTtUsw4IEGmnMjtUeNU7fvuRg+OoAEdCON+1xoLawpUlWb7gDl8fUfimqQNf83rjuBOr+gwuBjiIrnP+3LzkYuyJAELTjLdhMpG1Pl0ypDylJGAm0lIArgRY9+pQya6aapEBTmvbdLx0ECvyhHW+hBCrblY66xqiFQEXtpSfQJGfUQqCSg7ErAgRBO95CfXJlT1SpT1npAl3rCVRfihBoJPqlg0CBP7Tjbb4CLXfMrR0AgdKBQCUHY1cECIJ2vAW8he+tyOz3Fn46Al176dq3JyF/QqAgKNrxFqzps+nZkj0WJc1uIgt0zQt0zSfUO1W7CBBoFGSl8//+JQdjVwQIgna8BRMomx565xN34OYFdZsQA4E2DuAVJVsASLsIvXn19iQq0JTu4CFQEBTteAv38G1bDJ0/Kyc3vS9H0pNGMVkJlHeknUDdN0H9PFi1BgKFQBeLdrwF/OB+7i5RQt1mCQINSVrbT/bLB4ECf2jHW8gP7v4dr9AVeYV7akALq/o4EahkXr0DINBx+uWDQIE/tONtLAq/X7AJnXtXW8rtv168Ozs7e3bx0WCW6KwFmtpD0LT8CYGCoGjHmzoKP7Mnlbd+Pfx4dPRJeaIHZEuSSk5TVMJEBCpb8Tk+ECgEumC0400ZhW8LaxUCJXaYO8CJQPlf1m3KklM1y6R/rjZJClS2M2ZM+iWEQIE/tONNFYWs3/zon49zgbIhm6Qx72MYLfU0U4H6eS5gCQQKgS4Z7XhTRCEbufk8b3yy6ZaytUBsMFpslC5Q8bc2HcmpmiW4113ZyZ4UBbqGQCHQJaMdb4oo3BQThUqBsmmXTvZEqggiUJHmr2VioAjUtewSFWhS/oRAQVC04204CqvZ65VA8+ao3T389yuer7lAP+b/k3r3IdBQJNcAhUBBULTjbTgKq0ZiJVDbDT7Y6skSfK7G1CF1gabUi5ScPyFQEBTteFuSQNd1MrIX9QpAOHmQjille45EJr0GKAQKgqIdb8Fu4dlEztVZzV+Os9XP+f9PPS5n1yFtgSZ1D5+ePyFQEBTteFN3Ij1sBLq17kRiqy81w/EjdCI1ikpMoG4SdUmCDVAIFARFO94UUbirxtAz0+U/2w9j+i1vdv61/BECdZyoSxL0JwQKgqIdb4ooZGM/V2+YQPd/z5wMpL95XK8JmppA9fzlSKCiQZMTaIoNUAgUBEU73lRRKHT8OJnKyUxcLGI3aYFaym5IoKn0IqXoTwgUBEU73pRRyNqgFa4WE7nOG6H3v8UUqFwOEGhNkg1QCBQERTveRqLw5iVbj2l1/yM9/AbYvy0fDMQQ6LpMRf6iVgEIJw8iClS+7V1EkvQnBAqCoh1vET61bEDTz8fhBVopKrZAO01Nbtcmi0QdAoEqc4hdESAI2vEW41N784I8hr4gtkDduC4TDZqgQBP0JwQKgqIdb4qB9K/OnrW/2c5EEvntGAJ1mqgpkueuEKgyh9gVAYKgHW/KqZzZ3W/cbw4Ferh5RZuEVACBOkcm0BT9CYGCoGjHm1qg7eBPxwI1Yu4CjdAND4EqgECXi3a8jQi0Gb40D4GuD04EamXQztYkyQk0SX9CoCAo2vGmFOjqp2YA/dwFquNEdwJtvSXfuT4UawhUAQS6XLTjTSnQW/+2qQ06B4EWihryQySByvcNDYVEoGn6EwIFQdGON7VAf2Ubc5rPvXQMBOoaCFQFBLpctONtTKDF1pwPIdAyf8LJqkS4P48rUMlzVwhUnUPsigBB0I63UYFWBoVAnQpUtsVy+F6kddZ/I/MUaJBttMF80I63cYEWUy/v/jsE6qaxCIEa0S886RrEWHsBTBjteNMQaLFB/H8ymbzuGAcCXScs0PD38BCoEgh0uWjHm45AC4OazL10jH1A5yk4EaiF60SBCqWBQIfpF36ktqJvow2mjHa8aQn0cPMIAnUo0IEtlkMLdJ3NV6Dxd4EFU0Y73oajcM9PV//xGAJ1KlDZDqEpCDRRf0KgICja8ab7md2brP7hGBcCHRbEqL7mKNBennMRaPxttMGU0Y638GMPzZmDQOtN4OUCDdsNP2uBkrfRljVYJafFrggQBO14g0Db10azHziZor3OHpxicQI3QTtj+iUFSgdZ6cfeH20bbQgUtGjHm+xoGW29p0gzeAZ6DwJtWc9doJG30QYTRjveIND2pbHcB05ey9Y0GklFvsGdtAjebuujCNRUQP3i63zbRN1GOwmmW/K4aMebVKBPTk5/Zf+KnEKg0rMhUAJhBRp1G+0UUJV/0m/MN5rRsLRnoD4EyvZR15ecuLFnVIGKI1I75fOE8edUVnytdxlvG+0EIL7h2MVNCM1ogED5l8Zyl5/tWaCU5i2JdT0gQFY8Kw7DV0Xx0miaHbQfGEfbRjs21PerfneTeuvWaEYDBMq/NJa79Gy2iSXBoK1AZavjS8pAekBAwatAB67L4At6aR7Eouq+01jbaEeG+nbV729ib94WzWjQEyj7Cr//afw83zgRqOKlsdylZzOBZtqS6+yANGOBSq/MwGH9NIWi6r/XONtoh2GoSNR3O/IOU337ntCMhhGBXj5mUbct+uCrvZFi4jmgRz6RaoFqWk4UaE9XIQXaGVDVKZ8NTWryF+zS5IpKeLNRttEOw0ChqG925D0mXAFe0IwGtUC3xdd2uRRTAqOYkhToupzOQxaofG3S/lykta/pSWtvAuWSk75im2hTVC/1MpaDff24RV4qy3c+kEuiVeADzWhQCvS6vO8pNLp/UWzsEZekBaqnOROB+hFFEIEeZK9YJ1oX1Uu9jOVgXz9ukZTLwVsfyiXxynCHZjQoBZqb8863A1Pn3cNhV/wbl/AC5XQmf1y5XteLg9AFKlncWS5QL03QCAKVHTNJtC6qj2oZzcG+fpzSLZmr9z6Yi1FtpFdvY/TfKlmguTnZc0/WDj2fyaZyaqQPILnMZWdzAtXSHFWga7VALdTabEgvvG3XAj3IXrBOtCqq+ZvXY2ICdYpuLvpF9PL2vdF/p2SBtrtyMo8uVaDSvTeas9dtO44qUPnapF1bFkt2ehEo150lLZ4xYjayF+xTLctq/ub1WLJApd98Y+epy+exFtzTf6OmAt2U3UeLFCg/Rn5coDo2MxCo6tmseQ/9OpBAZVMHHaR6gEALPL573Uz0S+e9NhzSf5+GAq0egbI7+TvTX1BZieQBJGdQuUD5YUlSmYkHxQWdJLqSC3RIkxZDnMILVHbMONUDBFrg8d1rZ6JdtCA14oh+6U2egWbn9SNQ1hCdfycSVaBrUaAymxEF2inEWtyCrpe4uUGDCfQgOe4g1bkLVC8nr29fOxPtgrmrHu/0C2/UC3/08Z+KO3i2LFjh0aiEFmg1RH5dZd49WxDoQBN0PSxQ+bTSUAIVx1NJy2dIL6v+cRepzlugmnn5ff/amWgXyn1F+aJfdrpA6wVBH5Y/RW+Aeg9oeQ9OJSmJQHl/ehTo8EPQwWbv6AIna28C7efVP+4k2TkLVDc3zxWgnYd2kbzVmGv6RTeYiVTOQbpTrKaYPYj9BDSiQGXT1gtjirfkEmeRBSou1Sybri6Wr5vnmkNRlaL65eUzY+gS9Y9YJrsIgarz810B+nnoFsh7zbmiX3STufD7y7OnH/P/f/zX+x+16tEvgQVa3z8XLpJ2mHd82HdWdyKmlkDXYgmG7+Fls/BTFWj/iG2yMxaobo6+K+Cgn4ducUJUnwv6JcdyduNIH0CWBh0XqKwJ2p2I2RHoWBk0BNrJc73WM6jYdJYWzxBZbr3DLpKdr0B1M/X9/lnG7lOcBv2CQ6DjyB9AZkMC7S2H3G8OqgQ6Xgb5dEs+tU6evD1VQ/vX3gQqzW64a94i3SUJVJ6t57fviQAV6IB+uSHQcQSBtvbK9ATab4KuO1vjagmqLYR8tqVYQCHPxp0lwwYNLNB+Q8ZBurMV6FBxtE+cCv6r0px+aSFQDWTNv9KgUoH2/3rdfYrqSKDSvvbmGW19oHWnWqDd3i9S+dSMXkTDq9ZPYq4CVRRI+8Sp4L0yjemXFQLVQCrQXn97fbQvUNFZ6+5ETA8C5ZugrT+bYkvrsfNuINABkhOo/gz1yeC9Og3plxQC1YA3lTjGUyZQ2Z+vuw8B6MMsm7+Qj9XspNbmWfpTLI2sGnsPJCQZmqJ9Le0TnqlAxwqlfeJU8F2hZvTLCYHqIGn+3Ssfd2q6T3giaSrQdbcEsnfeXQiq39U1NLYfAtUjhkDHS6V/5lTwXKVG9EsJgeogF+jAvHXpn7fO6k8j8ibQtcyLZIGGu4OHQPXf51ARHL/ZqHiuVAP6ZYRAdWgF2nWM9t9bC7T+E/EZgqQ2+DzX3Rv4bmmaUslESyqeCv2LaZ3wLATaTVevYLSangJua9UB/SJCoFpImn/EP6+dVXuKPtGnLMNaLdDOQlAyf0qH9ktOhEDleI03u6LNTaDJGbRfQghUC0uBcs6SjII3FqjkHr6zEJTMn7KRqfKGKql4CggX0zrlSQvUd9Gnh5t6dUa/gBCoFrVATWXSNEHXfYESngMcyAIdWNupM71ffmL/mYEhhItpnfJ0Beq73NPEQcU6pF8+s8VEXp21PI29HlOQh/oSe1H/vhRofxqRdprFn3RXKulVhpjn4Mz6zkxPeUOVVr5BKFfTNuWpCtR3qSeLdc26pF88A4F+Pubntcx+T6QSe4GWzrIT6LpTAtliz8KrQ2nXD0jbKfLShiqtfINQrqZtypMUqO8iTxq7qnVLv3R0ge6ybLECtXBJKVBht4+m/IQyDI3VrOj6VVeg0vNcCZR0NW2TnqJAfZd44ljVrVv6haMLdJN/Ku9/uGr4w1E1GRNmXJ7EXuQE1tJBnPqJZr0dO7vvvavXwaRFg6oWcQ7bAF2iQH0XePLYVK5b+mUjC5QtQ//QVc04YUICXdsKdGis5oGaliDQAdFGESjtymlGg1Ncx5vv8s6AXmUpK9PiWtCvlYlAo9+0i4QTqJ1LOn06jgTaXy1fNy2egVNoxRuCdjktk56cQH0XdxZIakpVleZXg3yxyALdv1imQFVdMtoJWApUutQT/65NBTp4Dq14A9Aup2XSUxOo79LOGUVFGl8P6tUyeQa6+sXiTbtnKgLtpmDQRzMmUAeThnqJh+1DWppAfRd2uZheEeLlogs0v4ePv5UxTzCB2qqkk8KcBcpfAer1JOajEw1OcRlvvsu6aAyvCe16GYwDvT5OYTPjllCr41gL9J4DgfaPcG/atoksTdwkTeESUK8nOaPxaHCKw3jzXdSlY3ZVSBfMZCbSzeMsu31Sc+riiej+6svFxcWHKxMxT0mg4m9V8S3TlK2W7wZTgYrXgHo9DXIaiwanuIs33yUFRpeFdMXMWqBuB9J/fcklR99qXh3Q7urQsZ3cCXTd1oSjojVpm6TZuQjkcDDLSxkNTjERqO8ygQGowesq3hRR2PGntUBZe1bgiNhHpQzog8cxDbY4GSbEL9achEC7V4EcEKaZKaLBKQYC9V0kMAgxel3Fm3om0urZlbOZSLvCxyfVyiQ/sV9W56QUINB1Z6ESZ/SnPo3Suwz0kDDObTAanAKBTgta/DqKN/VMJJrglLDkVm+4A5fH1EatKqD5n5PDkUAbgzr3p4FA+9eBcimFa2eSXZoC9V0ioIQUwI7iLdhMpG1Pl+S5ooqAFn5JDjfDLLNKoSkI1CwG5NfOMEMIFHQhBJSreAs1EylPrdee3WXZHUpv/MIF2hjU/R08BCqDLFDfBQJjECLKUbwponDr8hZe1p6ltnGHA1r8LT3Merll6WRzEijhcmlGg1Mg0ElCCGMH8aaIwrzRSGogKgkk0EQN6kqgpUHd+5MqUIMAkGKTY3oC9V0eoE33kugHGjXeVFGYG/SIPFhzOK3ezHpnt/CdX9PDmUDvKdcEsUuWcDr9+suxyTE5gfouDrCBEN2keFN0Ij05OSk+rW5mIm16tmSPRUmT7YcCuvt7ergT6D0/AiXOviJf/QFscoRAAQ1CgLsaxuRwID0bln/nE3fgJvcnbbknLYEmaVCHAnU/UapKNMIdPOFiaUaDU2gC9V0aYI9NiMcWKOuTyo159vqC8b4cSU9b8X4goHsHEsRgoHpYIFDNHAJUCvCH83jzHoUtnU0+c5s+pyWgJ9AkDernvtshlPIZXn8ZFnkmJlDfhQFucB1vAQV62L/jFbp6Ru3ilwe05FB6QKByLPKEQIEJjuMtpEBz9l8v3p2dnT27+GgwQEr3I6P9qQzHtAXaqVH6lbO/VObRYA5FoL7LApzhNt4CC5RAJkHzT7U/lsGYgEAVL4o16vQq65ZPFh9OCyIBAp0pLuNNMZXz1ZnI07Cr0wcRKO1sC1IXqIoDBDpWYN9FAU5xGG/heuHt0f/IkD6Uup9hKyYu0P6G3Y4Q8hkpg0hKAvVdEuAYrZgXSUCg+3dPTn7+W9uOdTKVU4qmFbRPtmfCAu3UEuGC0a6U8lL0/zK6QH1nDzyiF/Q89Geg35ullN+/zFbPbRdUPvx23Ol99ydQUht9/FwHQKBjV0p9Lfp/GFugvnMHXtEKeh67TqTr44w4aLPHtmnK1lM6ExFoEINO3Z/GO8fpXinppWgP9f8wskB9Zw78oxH1LZa98FvitMsebCrn0Zurq7fs/1KbSxLodOlUE+F6Ua6U9Fpwx/p/GFegvvMGYeiH+RCWAs39R1r4o8e2bnmyveVKg3oUKOkZh71k5oxYTYTLRblQ0ovBH+z/YVSB+s4aJIelQG03+OBWpGc/Fi6FQCdAp54Il4twpaQXY+TvYgrUd84gPexboFYC5WVZr2PnU6Ckh8R+1DMPOvVEuAL6F0p6Mcb+LqJAfWcMEsT6Gajd8vSCLKvt5CDQ9OnUE+EC6F8o6ZUb/bvxaPAybE6naGCG2Ah0f/X3jLj4cRcxePP27OqXmAKlnLtoOhVFuADaF0p65cb/bjQa/Aybgz8XivVAerte+M6unLssu/XJq0DVc1yGTx01ipWPpgalwp2hl+9YNAQdNgdmj61AqYt3dtmKTVi2Tfz/DSXQviKHzx1VirWUpgSlwt2hle1INIQdNgdmj9GeSA2nz2znIbGAvs8lsqFPDyUGtGABtRcoSnFjpolAqvCwjERD4GFzYO5EX85u2/Hl21ACFX6Re4FkFFdymgCk+g6MOhpCD5sDcye6QNmWHkL8si0+AghU+GVADCSlONMTl6qHNF1Aqu/AqKOBPmxOsnoiBAoa4gv0sL8UlxTdvz322iIQHKAWA0UpThVVpeohTQfQqjsw+gLVGzYHgQIVCQjUFhOBCr8Mi4HkFMeaSve5gM3F8g5BoCGGzYGZYyLQ/eWreCvS9yEH9NCSIbIzCUrxISrnaTrA9DqFQfsZKCPAsDkwbwwE2tmHeEIr0lcMzXiXnElxig9TOU/TAYaXKRDjvfBhh82BeUMX6K7zQGh6AhVQm4HkFB+icpymA2wqOwAa40DDDpsDs4YuUBZy9z80y9Jbr0hvjWVAK81AcooPUzlO0x6rug6AzkykoMPmwKwxmon00FdpjJipQL0kao1VVYdgNBpCD5sDs8ZEoNFv2kVsA1rlBppVfKjKaZrW2NV0CDRWYwo8bA7MGbJA9y9mKlDli3pa8eEqp2laYlfPYYi0HihYKCbPQC23QXJNdIGSTibLymWidthVcyAgUBASukDze3i7bZBcYx3QKj2QxGKnJx+JusSylgMBgYKQGIwDvT7OHsQePM+TjkCtZDc4K8omUXdY1nEwIFAQEpOZSGwlsNvtknaxn4jaB7RKECS32BlqwFc2ibrDto5DAYGCkJi1QGc0kJ6hEgRJ8V2EIwAAENBJREFULZaCcp6ocWEkhyYCBApCQhdox58QKO1sVSoDujJP1LgssmPTAAIFITGaibR6djWfmUgMhSB0dEM5W5mKXFfmiZqXRXJoGkCgICRGM5HOB1+NgROBql4btY3+yWOpyH1lnKp5WWTHJgEECkKCmUgFrgRq7Drxz4lFcIs0S/sqDgQECkKCmUgFqQhUPqTKNFGbosiLlz4QKAgJ/Rnodoa38Cr0fNM/W+NPJYnIdaWfkD3SLP1Vr2sgUBASukDzJuidlMbRew9oLd/0ztb4U2kqUl3J/kI7bSLSLL1UrBcgUBASg3GguUGPPvopjRFJClTrb6WpyHQl/QPdtGlI83Rcoz6BQEFI6J1IT05OivGfM5qJpEZTOMLZmn8sS0VrZXxC0jTkWTqrS/9AoCAkRsOY5jaQXo2ucbjTtf9alojOwqT6SRORZ2ldh+GAQEFIINBxZJYZVkvPhzRtaRViJGX7wQBi8ob1FgUIFIRkgfvC05FaZsgtOoOQDPpoZKcrLEjSprwgpOIlAwQKQgKB6jAgGU23yDQ1qC2NVIYT5l7WEaPSnyO7RaUKBApCAoFqQbXd8J/fkzzAJCYylG7n5cH0Nf2p3CwqWSBQEBIIVA/L1lhfU3SByuZ5Ki04mLqePyHQWDmA6UAQaDkLfoGdSAxLgUoSIPtT9tRVbcHhxDX0eVAYOGEgUBASCFQTa5l0E6ALVDbPU0ODqtKo/26C/oRAQVAoAn3CBs2zgfQCsx9IX2Evk04CBo3a/smmAtXrxYJAo+QApgOegWpj75KB55eUFGSlMvGnZnYQaIwcwHSAQPXxoidbQfn0p+IharJAoCAkEGg83FjPp0AdtLpDA4GCkECgEXEtUCeF6ibuPlGvQKAgJEYC/fLqrOVp7MVBpxvQ7qzn62Hl5PwJgYKgYF/4mKT/jDHx4vWBQEFIsC98TCBQ50CgICRGeyJlp6/ntS98NFL35/SAQEFITHblzO76Ko0RUw5oCNQ1ECgIicmCyqtffJXGiEkHNATqGAgUhMREoNGfeoogoEELBApCYnILD4GCZIFAQUiMOpHOPRXGDAQ0aIFAQUjoAk3uHh4BDVogUBASs4H0q2dXfopjAgIatECgICTY1hjMCggUhAQCBbMCAgUhoQt0qSvSg0kAgYKQYDk7MCsgUBASCBTMCggUhAQCBbMCAgUhgUDBrIBAQUiwLzyYFRAoCAkECmYFBApCQhHoEzZkCcOYQMpAoCAkeAYKZgUECkICgYJZAYGCkECgYFZAoCAkECiYFRAoCAlFoN+vZGBXTpAQECgICW0YkwwMYwIJAYGCkECgYFZAoCAkRIGenvV4+s1vCUdBQIMWCBSEhNoCXT2L/syzCwIatECgICSkXvivL9k9++1nsducIgho0AKBgpBQhzGVDj16k5BDEdCgBQIFITEYB3r5hDn09I2fAtFBQIMWCBSExGgg/f7ysWOH7q++XFxcfLgyadgioEGLXjQg3oAbTGci7d/9xBx6/6ODMpSPBSroKSKgQYtGNCDegDMspnKWDl09sHwcevO4M7D06BdaAgho0DIaDYg34BC7ufAsGC0H0u+OWRCfVINKi2bt6pyUAgIatIxFA+INuMS6BWopUDa4dMU/S708piaJgAYtI9GAeANOMRXo99Ke1gPrt73wZSH+kJIEAhq0jEQD4g04xUig398dO7Fn3op9kWXdG6hdlt2hPFdFQIMWdTQg3oBb6AJ1Z89DvVHd+DGuZBLsywHmgjoaEG/ALUSBOrXnAQENXAOBgpBQBHrzv9za81DcUq26o0hwSwXMGb2FR7wBh5DXA3W8HNOmF73sMdVdShIIaNAyEg2IN+AUokCP/vtFlw9WA+mv80btnU/cgZs8nnuNBCUIaNAyEg2IN+CU6CvSb4tm7dnrQsbvy5HNpFElCGjAMRYNiDfgkugCPXw+7iS4ek5LAAENWkajAfEGHEIQ6P5Vfz8PF1t67N/xIb0iL9eMgAYt49GAeAPuSGNf+P3Xi3e5i59dfDSwMQIatGhFA+INOCINgVqBgAYtWFAZhAQCBbMCAgUhgUDBrIBAQUggUDArIFAQEggUzAoIFIQEAgWzAgIFIYFAwayAQEFIZiFQAFoQbyAk8iDxHYUOiV2BIC0QbyAk8iDxHYWe8fox8vsZnXDqEy66JYHKFqoKZpZPhMhJOFa1gCdipD7holsyMxPMLB8IlAw8ESP1CRfdkpmZYGb5QKBk4IkYqU+46JbMzAQzywcCJQNPxEh9wkW3ZGYmmFk+ECgZeCJG6hMuuiUzM8HM8oFAycATMVKfcNEtmZkJZpYPBEoGnoiR+oSLbsnMTDCzfCBQMvBEjNQnXHRLZmaCmeUDgZKBJ2KkPuGiWzIzE8wsHwiUDDwRI/UJF92SmZlgZvlAoGTgiRipT7jolszMBDPLBwIlA0/ESH3CRbdkZiaYWT4QKBl4IkbqEy66JTMzwczygUDJwBMxUp9w0S2ZmQlmlg8ESgaeiJH6hItuycxMMLN8IFAy8ESM1CdcdEtmZoKZ5QOBkoEnYqQ+4aJbMjMTzCwfCJQMPBEj9QkX3ZKZmWBm+UCgAAAwHSBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDIFAAADAEAgUAAEMgUAAAMAQCBQAAQyBQAAAwBAIFAABDkhfo/t1JlmW3739qD928PM6yFXdE55wI6Bfr+jg7HzsnKFpF339mJ508/6Y4Z3IEijetJC6fsHOefVOd4yKfArsY1Mhn/yJrOB84x8nbCRqXqQv083Fd5w+6h1Z/JZwTAf1i/XjUhtR0in5dn3T06+A5kyNQvOkk0QhnZR4boWJQJx+WQ825WT4JxmXiAt21dZ7d7R061z4nAoRibbgDkyl6E6dZdufbwDmTI1C86SQhabCRKzhUDGrlw5/Uq0ln1RY6LtMWKPvSOvqY//D1cf798Utz6FN55NavmuckWvSKHXdpJ1N0dmT1nN1U5QH7MJWiWxIo3rSS2OYvsbv33x/XJiBXcKgY1Mtn2/WXl2oLHZdpC3TXfNOw7+Pix20dTuzIQ81zIqBfrPLWpoqtyRR920TjrnothaJbEijedJLI/y8dweKj/IlcwaFiUC+fTVdfPqoteFymLdBN+6WVt8xZNbRxVR/ROScC2sXKD9/6n9x92zSKzh2pfkyi6JYEijedJPL/KlvUTTd6BYeKQa188kNiWl6qLXhcpi1Qjvw7kr356j8GVzOEcyKgLhb7eDR3N5MpOvf5Fk/lzpk0geJNJ4lKHFYVHCoGh/PJD92VnWqUTzpxOTWBts144RtJ/5wIKIuVX/GH7eOhyRR917sbSq3olgSKN40k8lOKm1KrCg4Vg8P55IfOb9i4rNM3B+t80onLyQi0qge+gnpPpXXOiYCqWOWNDR+80yh68W8xvO728+bUpIpuSaB4G02i6Aw5P1hmEywGh/PZZqu/VH3h97/Z5pNOXE5FoPWTdL4Kut82OudEQFmsTfFa89Jkis7Kva0+D0d1r3FKRbckULyNJcEGFxWdynbZBItBRT4bbgxS3bnjvtqCx+VEBLrftN1uQ9Whc04ElMWq/k9UoIqib9r2RNXtmVbRLQkUb6NJFNa5Xc6psajgUDGoyId1gRfDsm5eZp0MyfmkFJfTECirsVsj3yc650RAWaz6AXeaAlUUvRzlzebGfX9bjWpOquiWBIq30ST2/3jy5Ni+xRYqBlX5NIOxmpFGPqotfFxOQqDFt1dZ+4PVoXNOBNTF2nQDYSpFLwL1YXNAuAU8xC+6JYHiTTOJm8eWJggVg7pVws4791Nt4eNyCgK9aSYeDFeHzjkRUBerH7OTKfqmmShX920mVHRLAsWbdhJV4820gkPFoH6VbMWcafkkFpcTEChbCqBZF2CgT03nnAioi9WOWUuwF36kRjfckfLVdIpuSaB4IySxtangUDFIeD82AZNaXKYvUNan9qCZP7CTjurSOScCI8WqewtrHk6n6NVnunk1paJbEijeKEnYVHCoGAz0fpKLy+QF+jYTmt3SeQU650RgrFiS4J1K0YWw3CZVdEsCxRspiZ15BYeKQdL7KRuCXqoteFymLtBtJr5n2cxWnXMiMFosSfBOpejsv2ZpiPJ7PZGiWxIo3saT4JtS5hUcKgZJ76d6puul2oLHZeICzb9QbonrSG97a6vonBMBSrG2/M3hNIrOhuKVwfi5HXAXv+iWBIo3jSTyD3tn2I9BBYeKQb33U5mNH8XpvNqCx2XaAuUGj3GHikUB+fUZR8+JAKlYbfBOpuhs3Vp25HtzV5VC0S0JFG86SRSDdZ7zA8/pFRwqBknvp7OYp+NqCx6XaQtUvMEoa2/XHjjXPSfRovMn1wcmU3TurOq+KIGiWxIo3rSSuOF2wDBc+D5UDGrlw60Uz43UdF5toeMyaYHuuV0Nmio7/CbscKJzTqJFb+GHV0ym6PWRam0I6TnTIlC8aSbBBjyWPDCr4FAxqJnPdf1++iHkstoCx2XSAuW3oWqrTNxjT+ecCNCKJYxPm0zRv7/7KT9y+rE9ErvolgSKN+0kyl05jTf/DBWDuvnsq11G/zB7P2nGZdICBQCAlIFAAQDAEAgUAAAMgUABAMAQCBQAAAyBQAEAwBAIFAAADIFAAQDAEAgUAAAMgUABAMAQCBQAAAyBQAEAwBAIFAAADIFAAQDAEAgUAAAMgUABAMAQCBQAAAyBQAEAwBAIFAAADIFAAQDAEAgUAAAMgUABAMAQCBQAAAyBQAEAwBAIFAAADIFAAQDAEAgUAAAMgUABAMAQCBQAAAyBQAEAwBAIFAAADIFAAQDAEAgUAAAMgUABAMAQCBQAAAyBQEGqbLPs1q/c79fHWXYerTQASIBAQar8eJRld9tf9y+EXwFIAAgUJMsu45uc3QYpAPGBQEG6bDhn4gYeJAgECtKFu4lnN/AP45YGgB4QKEiY/CZ+9UvxU34Df+db5NIA0AUCBSmzqbyZt0Urk+bsP59kWXb6phHq93fswOr0Tf1Hd75d/pSf8Sl4ecHCgEBByrCbeHbnvuFu4NnT0IKjSpDbrKZspOYC/cx+a5ULgB8gUJA05U38jruBb/xZ9zC1/qwsu8luF+dg0BPwDQQK0iZve97dv2hbk6xNevSG3ccfl4pkBx78kf/w9XGl2Q1ri+L2HQQAAgVpw/x4wt3At43R6rnormlq5m3Tok26QYcTCAQEChJn1z7cZGzaxuiuM7IpN2otUIx4AkGAQEHqbPjuoFyS/NPQ9jHn9y+vjrNGoBhyD4IAgYLUETzJ7ug5CpnuL5/UHUuVQNH/DsIAgYLUEQTK9cHXAuUPQaAgKBAoSJ2uQDsdRGWb9Pbp09f//ggCBWGBQEHqdG/hO2sybZsR9T8gUBAYCBSkjiBQtqiI0EPEjRHd4RYeBAYCBakjCLRYFrSdwvmQE+jNIwgUBAYCBakjCpQ98lw9/3Y4fH9bDm/alLfw+3fH9fR3CBSEAgIFqSMKtBxYz01953+HQEFYIFCQOh2BHnbHvD8Ph7e1PJ9Vz0chUBAKCBSkTleg+d06W/7z9rM/qt8vnxS/fqunxUOgIBQQKAAAGAKBAgCAIRAoAAAYAoECAIAhECgAABgCgQIAgCEQKAAAGPL/AYUUtBZVI9paAAAAAElFTkSuQmCC)
Size limit implementation variability
Answered
|
Constant (V < 1%)
|
Not variable (1% < V < 5%)
|
Low variability (5% < V < 10%)
|
Variable (10% < V < 20%)
|
Highly variable (20% < V < 40%)
|
Justification
|
No information is available for this question. However, given that selectivity is a function of the gear type - trawl gear in this case - which is not expected to change between years, it is assumed that there will be very low variability in the implementation of a size limit.
|
![](data:image/png;base64,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)
Data Characteristics
Available data types
Answered
|
Historical annual catches (from unfished)
|
Recent annual catches (at least 5 recent years)
|
Historical relative abundance index (from unfished)
|
Recent relative abundance index (at least 5 recent years)
|
Fishing effort
|
Size composition (length samples)
|
Age composition (age samples)
|
Growth (growth parameters)
|
Absolute biomass survey
|
Justification
|
1. Provide the time series (specify years, if possible) that exist for catch, effort, and CPUE/abundance indices.
All data types appear to be available for this fishery. Catch records exist from 1979, not quite the beginning of the history of the fishery (assumed to be unfished in 1960).
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.
|
Catch reporting bias
Answered
|
Strong under-reporting (30% - 50%)
|
Under-reporting (10% - 30%)
|
Slight under-reporting (less than 10%)
|
Reported accurately (+/- 5%)
|
Slight over-reporting (less than 10%)
|
Justification
|
The assessment report does not make explicit mention of catch reporting bias. However, it is assumed that the catches are reported relatively accurately.
|
![](data:image/png;base64,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)
Hyperstability in indices
Answered
|
Strong hyperdepletion (2 < Beta < 3)
|
Hyperdepletion (1.25 < Beta < 2)
|
Proportional (0.8 < Beta < 1.25)
|
Hyperstability (0.5 < Beta < 0.8)
|
Strong hyperstability (0.33 < Beta < 0.5)
|
Justification
|
The stock assessment does not report any hyper-stability in the index of abundance. The index of abundance is based on the catch-rates of non-spawning (ie non-aggregating) blue grenadier. Based on the fact that the index is not developed from the aggregating spawning stock, it is assumed that the index is proportional to the true abundance.
|
![](data:image/png;base64,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)
Available data types
Answered
|
Perfect
|
Good (accurate and precise)
|
Data moderate (some what inaccurate and imprecise)
|
Data poor (inaccurate and imprecise)
|
Justification
|
A large amount of data, including extensive catch-at-age and catch-at-length samples, are available for this fishery. In general, it is believed that the quality of the data is ‘Good’, e.g., catch-at-length samples taken from 80-100 shots each year in the last 10 years.
|
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!
User-2019-04-23-09:46:40
copyright (c) NRDC 2019