HAWG FINAL 2017

CelticSea/ASAP/WG2017/2017 HAWG FINAL/2017 ASSESSMENT FINAL.LOG

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+size of file gradfil1.tmp = 0
+size of file gradfil2.tmp = 0
+size of file varssave.tmp = 0
+size of file cmpdiff.tmp = 0

CelticSea/ASAP/WG2017/2017 HAWG FINAL/2017 ASSESSMENT FINAL.MCM

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+ F1958 F1959 F1960 F1961 F1962 F1963 F1964 F1965 F1966 F1967 F1968 F1969 F1970 F1971 F1972 F1973 F1974 F1975 F1976 F1977 F1978 F1979 F1980 F1981 F1982 F1983 F1984 F1985 F1986 F1987 F1988 F1989 F1990 F1991 F1992 F1993 F1994 F1995 F1996 F1997 F1998 F1999 F2000 F2001 F2002 F2003 F2004 F2005 F2006 F2007 F2008 F2009 F2010 F2011 F2012 F2013 F2014 F2015 F2016 SSB1958 SSB1959 SSB1960 SSB1961 SSB1962 SSB1963 SSB1964 SSB1965 SSB1966 SSB1967 SSB1968 SSB1969 SSB1970 SSB1971 SSB1972 SSB1973 SSB1974 SSB1975 SSB1976 SSB1977 SSB1978 SSB1979 SSB1980 SSB1981 SSB1982 SSB1983 SSB1984 SSB1985 SSB1986 SSB1987 SSB1988 SSB1989 SSB1990 SSB1991 SSB1992 SSB1993 SSB1994 SSB1995 SSB1996 SSB1997 SSB1998 SSB1999 SSB2000 SSB2001 SSB2002 SSB2003 SSB2004 SSB2005 SSB2006 SSB2007 SSB2008 SSB2009 SSB2010 SSB2011 SSB2012 SSB2013 SSB2014 SSB2015 SSB2016 Fmult_1958 Fmult_1959 Fmult_1960 Fmult_1961 Fmult_1962 Fmult_1963 Fmult_1964 Fmult_1965 Fmult_1966 Fmult_1967 Fmult_1968 Fmult_1969 Fmult_1970 Fmult_1971 Fmult_1972 Fmult_1973 Fmult_1974 Fmult_1975 Fmult_1976 Fmult_1977 Fmult_1978 Fmult_1979 Fmult_1980 Fmult_1981 Fmult_1982 Fmult_1983 Fmult_1984 Fmult_1985 Fmult_1986 Fmult_1987 Fmult_1988 Fmult_1989 Fmult_1990 Fmult_1991 Fmult_1992 Fmult_1993 Fmult_1994 Fmult_1995 Fmult_1996 Fmult_1997 Fmult_1998 Fmult_1999 Fmult_2000 Fmult_2001 Fmult_2002 Fmult_2003 Fmult_2004 Fmult_2005 Fmult_2006 Fmult_2007 Fmult_2008 Fmult_2009 Fmult_2010 Fmult_2011 Fmult_2012 Fmult_2013 Fmult_2014 Fmult_2015 Fmult_2016 totBjan1_1958 totBjan1_1959 totBjan1_1960 totBjan1_1961 totBjan1_1962 totBjan1_1963 totBjan1_1964 totBjan1_1965 totBjan1_1966 totBjan1_1967 totBjan1_1968 totBjan1_1969 totBjan1_1970 totBjan1_1971 totBjan1_1972 totBjan1_1973 totBjan1_1974 totBjan1_1975 totBjan1_1976 totBjan1_1977 totBjan1_1978 totBjan1_1979 totBjan1_1980 totBjan1_1981 totBjan1_1982 totBjan1_1983 totBjan1_1984 totBjan1_1985 totBjan1_1986 totBjan1_1987 totBjan1_1988 totBjan1_1989 totBjan1_1990 totBjan1_1991 totBjan1_1992 totBjan1_1993 totBjan1_1994 totBjan1_1995 totBjan1_1996 totBjan1_1997 totBjan1_1998 totBjan1_1999 totBjan1_2000 totBjan1_2001 totBjan1_2002 totBjan1_2003 totBjan1_2004 totBjan1_2005 totBjan1_2006 totBjan1_2007 totBjan1_2008 totBjan1_2009 totBjan1_2010 totBjan1_2011 totBjan1_2012 totBjan1_2013 totBjan1_2014 totBjan1_2015 totBjan1_2016 MSY  SSBmsy  Fmsy  SSBmsy_ratio  Fmsy_ratio  

CelticSea/ASAP/WG2017/2017 HAWG FINAL/2017 ASSESSMENT FINAL.PAR

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+# Number of parameters = 139  Objective function value = 4560.45  Maximum gradient component = 6.92168e-005
+# sel_params[1]:
+0.0621978872925
+# sel_params[2]:
+0.705921742892
+# sel_params[3]:
+1.00000000000
+# sel_params[4]:
+0.999999936733
+# sel_params[5]:
+0.999999888890
+# sel_params[6]:
+0.999999899293
+# sel_params[7]:
+0.999999508205
+# sel_params[8]:
+0.999999472323
+# sel_params[9]:
+0.398526742429
+# log_Fmult_year1:
+ -1.81826953981
+# log_Fmult_devs:
+ -0.178436806207 0.0761528249296 -0.0841822094456 0.472942025741 -0.231268219288 -0.477185116972 0.365354029045 0.348737357048 0.124888830837 0.0731095559392 0.404779203708 -0.100874391135 0.318800570063 0.217249418633 -0.0825877822685 -0.0437629495308 0.0414578604912 -0.285820808693 -0.290119578144 -0.0837349025327 0.459932745512 0.251869463777 0.436867931018 -0.594892760874 0.198757731416 -0.163511126857 -0.394416763910 0.139891254373 0.0674578561516 -0.521111816325 0.199930665232 -0.138422447441 0.427916092135 0.251486482004 -0.395714651990 -0.0221976181484 0.190702042961 -0.228489706666 0.283317800833 0.0973923889625 0.357282224328 0.0449468962283 -0.141087575738 -0.919747503364 0.389909558772 0.169760817621 -0.250881818719 -0.883031371646 -0.0599471612743 -0.548251692429 -0.0812267288275 0.217281258098 0.200576175120 0.611284341953 -0.245942780802 0.315599395541 0.286212772601 0.396084316121
+# log_recruit_devs:
+ -0.114044319180 1.20514511748 -0.256568794575 -0.182048653236 0.579800165439 -0.146911779549 1.08030519165 -0.108378679571 0.458416623841 0.503100758450 0.661327373651 0.00153124777011 -0.611525896662 0.567556657169 -0.506500711051 -0.358759474627 -1.05676471270 -0.831334472368 -0.723417973734 -0.921975030331 -1.15320081092 -0.507113916453 -1.02406336349 -0.00514811873852 0.436438273733 0.515656624845 0.351069362336 0.312966459809 0.329149587757 0.936060099241 0.0145128376828 0.204840085432 0.0723873348318 -0.809848198601 0.716219272661 -0.264290185689 0.492033131052 0.427215794716 -0.287288102854 -0.236016806786 -0.644250669562 0.00156281306444 -0.0362441448800 -0.0314501621572 0.0499641855130 -1.17548714764 -0.259325184693 0.846779002441 -0.230923972468 0.568860300113 -0.292409397651 1.00558450193 0.769442430730 1.04459080260 0.663634211094 0.0591543461399 -0.266506797476 -1.26199349824 -0.571513617280
+# log_N_year1_devs:
+ 0.312127032485 1.25564142677 0.768466216692 0.403498287883 1.16337124519 0.670821539197 0.753221941634 1.41914298464
+# log_q_year1:
+ 0.134367355257
+# log_q_devs:
+ 0.00000000000 0.00000000000 0.00000000000 0.00000000000 0.00000000000 0.00000000000 0.00000000000 0.00000000000 0.00000000000 0.00000000000 0.00000000000
+# index_sel_params[1]:
+0.00000000000
+# index_sel_params[2]:
+0.881310521121
+# index_sel_params[3]:
+0.999999894140
+# index_sel_params[4]:
+0.999999368037
+# index_sel_params[5]:
+1.00000000000
+# index_sel_params[6]:
+1.00000000000
+# index_sel_params[7]:
+1.00000000000
+# index_sel_params[8]:
+1.00000000000
+# index_sel_params[9]:
+1.00000000000
+# log_SR_scaler:
+13.0528011766
+# SR_steepness:
+1.00000000000