Get a set of simulation results from fitted demographic models (if bbouResults argument is provided) or from national demographic disturbance model.
Source:R/getSimsInitial.R
getSimsInitial.RdGet a set of simulation results from fitted demographic models (if bbouResults argument is provided) or from national demographic disturbance model.
Usage
getSimsInitial(
bbouResults = NULL,
N0 = NULL,
replicates = "all",
cPars = subset(getScenarioDefaults(), select = -iAnthro),
forceUpdate = F,
skipSave = F,
returnSamples = T,
...
)Arguments
- bbouResults
Optional. Fitted bboutools model and summary table created by bbouMakeSummaryTable(), or a path to those results. If not specified trajectories will be from national demographic disturbance model. To specify a disturbance table for the national model set bbouResults=disturbanceTable. disturbanceTable should be a data.frame with columns Anthro, fire_excl_anthro, and Year.
- N0
initial population size. If NULL, will use information in bbouResults.
- replicates
Number of replicate trajectories. Default "all"
- cPars
optional. Parameters for calculating composition survey bias term and/or disturbance scenario. Note that cPars can specify multiple disturbance scenarios, but only one unique composition bias scenario.
- forceUpdate
logical. If the default inputs are used the result is cached. Set
forceUpdateto TRUE to ensure the simulations are re-run.- skipSave
logical. If F default consider saved results. Set T to ignore the saved file.
- returnSamples
logical. If T default return example trajectories. Set F to return only summaries.
Value
a list with two elements:
summary: a tibble with a summary of parameter values for each scenario. Column names are Year or Anthro, MetricTypeID, PopulationName, Mean, lower, upper, probViable and Parameter
samples: a tibble with parameter values for each scenario and replicate 1 row per MetricTypeID per replicate \* scenario. Column names are Year or Anthro, Replicate, PopulationName, MetricTypeID and Amount. This is NULL if bbouResults is NULL and cPars does not include an iAnthro column.
See also
Caribou demography functions:
bbouMakeSummaryTable(),
caribouBayesianPM(),
caribouPopGrowth(),
caribouPopSimMCMC(),
compositionBiasCorrection(),
demographicCoefficients(),
demographicProjectionApp(),
demographicRates(),
doSim(),
getBBNationalInformativePriors(),
getOutputTables(),
getPriors(),
getScenarioDefaults(),
getSimsNational(),
plotRes(),
popGrowthTableJohnsonECCC,
runScnSet(),
simulateObservations()
Examples
getSimsInitial()
#> Using saved object
#> $summary
#> MetricTypeID PopulationName AnthroID fire_excl_anthroID Mean
#> 102 Rbar A 15 0 0.27849890
#> 103 Rbar A 20 0 0.25897853
#> 104 Rbar A 19 0 0.25956735
#> 105 Rbar A 16 0 0.27512990
#> 106 Rbar A 18 0 0.26154067
#> 107 Rbar A 17 0 0.27130266
#> 108 Rbar A 57 0 0.13968314
#> 109 Rbar A 5 0 0.33519082
#> 110 Rbar A 56 0 0.13930431
#> 111 Rbar A 27 0 0.22370580
#> 112 Rbar A 21 0 0.25512763
#> 113 Rbar A 32 0 0.20979189
#> 114 Rbar A 3 0 0.34026303
#> 115 Rbar A 31 0 0.20760373
#> 116 Rbar A 2 0 0.35495865
#> 117 Rbar A 30 0 0.21075998
#> 118 Rbar A 7 0 0.31718074
#> 119 Rbar A 58 0 0.13841392
#> 120 Rbar A 6 0 0.32915106
#> 121 Rbar A 0 0 0.36328468
#> 122 Rbar A 28 0 0.22611458
#> 123 Rbar A 22 0 0.24930036
#> 124 Rbar A 33 0 0.20653256
#> 125 Rbar A 4 0 0.33731986
#> 126 Rbar A 55 0 0.14162984
#> 127 Rbar A 26 0 0.23710996
#> 128 Rbar A 37 0 0.18970872
#> 129 Rbar A 8 0 0.31409747
#> 130 Rbar A 59 0 0.13122675
#> 131 Rbar A 70 0 0.10849390
#> 132 Rbar A 1 0 0.35293503
#> 133 Rbar A 29 0 0.21747934
#> 134 Rbar A 23 0 0.24153836
#> 135 Rbar A 34 0 0.20375131
#> 136 Rbar A 45 0 0.16738443
#> 137 Rbar A 100 0 0.06717336
#> 138 Rbar A 67 0 0.11556650
#> 139 Rbar A 38 0 0.19072018
#> 140 Rbar A 9 0 0.31672019
#> 141 Rbar A 60 0 0.13091058
#> 142 Rbar A 71 0 0.10840435
#> 143 Rbar A 42 0 0.17983481
#> 144 Rbar A 13 0 0.28313727
#> 145 Rbar A 24 0 0.24045719
#> 146 Rbar A 35 0 0.20163261
#> 147 Rbar A 46 0 0.16082169
#> 148 Rbar A 97 0 0.06987301
#> 149 Rbar A 68 0 0.11123591
#> 150 Rbar A 39 0 0.18957652
#> 151 Rbar A 10 0 0.30493981
#> 152 Rbar A 61 0 0.12381996
#> 153 Rbar A 72 0 0.10664609
#> 154 Rbar A 43 0 0.17558584
#> 155 Rbar A 14 0 0.28596997
#> 156 Rbar A 25 0 0.23504815
#> 157 Rbar A 36 0 0.19276361
#> 158 Rbar A 47 0 0.16556382
#> 159 Rbar A 98 0 0.07029131
#> 160 Rbar A 69 0 0.11232391
#> 161 Rbar A 40 0 0.18196774
#> 162 Rbar A 11 0 0.30317675
#> 163 Rbar A 62 0 0.13072128
#> 164 Rbar A 73 0 0.10580209
#> 165 Rbar A 44 0 0.16934061
#> 166 Rbar A 95 0 0.07338142
#> 167 Rbar A 66 0 0.12064814
#> 168 Rbar A 77 0 0.10042853
#> 169 Rbar A 48 0 0.16241890
#> 170 Rbar A 99 0 0.06977106
#> 171 Rbar A 53 0 0.14956015
#> 172 Rbar A 41 0 0.18205757
#> 173 Rbar A 12 0 0.29393206
#> 174 Rbar A 63 0 0.12460349
#> 175 Rbar A 74 0 0.10258973
#> 176 Rbar A 85 0 0.08751204
#> 177 Rbar A 96 0 0.07325444
#> 178 Rbar A 50 0 0.15117852
#> 179 Rbar A 78 0 0.09694122
#> 180 Rbar A 49 0 0.15751312
#> 181 Rbar A 83 0 0.08676806
#> 182 Rbar A 54 0 0.14837744
#> 183 Rbar A 82 0 0.08961239
#> 184 Rbar A 76 0 0.10097068
#> 185 Rbar A 64 0 0.12291042
#> 186 Rbar A 75 0 0.09966903
#> 187 Rbar A 86 0 0.08523871
#> 188 Rbar A 80 0 0.08905049
#> 189 Rbar A 51 0 0.15237873
#> 190 Rbar A 79 0 0.09418659
#> 191 Rbar A 81 0 0.09077032
#> 192 Rbar A 84 0 0.08640123
#> 193 Rbar A 92 0 0.07469706
#> 194 Rbar A 89 0 0.08161324
#> 195 Rbar A 91 0 0.07784076
#> 196 Rbar A 65 0 0.11931862
#> 197 Rbar A 90 0 0.07779211
#> 198 Rbar A 87 0 0.08133599
#> 199 Rbar A 93 0 0.07416880
#> 200 Rbar A 52 0 0.15230471
#> 201 Rbar A 88 0 0.08124615
#> 202 Rbar A 94 0 0.07411363
#> 203 Sbar A 16 0 0.86472446
#> 204 Sbar A 22 0 0.86226808
#> 205 Sbar A 21 0 0.86002103
#> 206 Sbar A 17 0 0.86382248
#> 207 Sbar A 20 0 0.86198600
#> 208 Sbar A 26 0 0.85913939
#> 209 Sbar A 19 0 0.86198935
#> 210 Sbar A 4 0 0.87459732
#> 211 Sbar A 9 0 0.86993702
#> 212 Sbar A 7 0 0.87084408
#> 213 Sbar A 18 0 0.86257611
#> 214 Sbar A 8 0 0.86933502
#> 215 Sbar A 23 0 0.85820126
#> 216 Sbar A 11 0 0.86625685
#> 217 Sbar A 5 0 0.87114374
#> 218 Sbar A 6 0 0.86905706
#> 219 Sbar A 27 0 0.85526952
#> 220 Sbar A 15 0 0.86514639
#> 221 Sbar A 49 0 0.84191592
#> 222 Sbar A 10 0 0.86830355
#> 223 Sbar A 31 0 0.85272862
#> 224 Sbar A 59 0 0.83499849
#> 225 Sbar A 13 0 0.86644396
#> 226 Sbar A 24 0 0.85799373
#> 227 Sbar A 12 0 0.86745180
#> 228 Sbar A 46 0 0.84566589
#> 229 Sbar A 34 0 0.85023017
#> 230 Sbar A 28 0 0.85458936
#> 231 Sbar A 56 0 0.83634786
#> 232 Sbar A 50 0 0.83947514
#> 233 Sbar A 61 0 0.83438649
#> 234 Sbar A 32 0 0.85310010
#> 235 Sbar A 60 0 0.83321436
#> 236 Sbar A 14 0 0.86768318
#> 237 Sbar A 25 0 0.85752528
#> 238 Sbar A 36 0 0.85066640
#> 239 Sbar A 47 0 0.84380902
#> 240 Sbar A 35 0 0.85132863
#> 241 Sbar A 29 0 0.85483742
#> 242 Sbar A 57 0 0.83481557
#> 243 Sbar A 51 0 0.84044427
#> 244 Sbar A 62 0 0.83295898
#> 245 Sbar A 33 0 0.85322853
#> 246 Sbar A 0 0 0.87532856
#> 247 Sbar A 55 0 0.83709505
#> 248 Sbar A 66 0 0.83076187
#> 249 Sbar A 37 0 0.85112303
#> 250 Sbar A 48 0 0.84209446
#> 251 Sbar A 99 0 0.80918127
#> 252 Sbar A 30 0 0.85597921
#> 253 Sbar A 58 0 0.83480146
#> 254 Sbar A 52 0 0.83872723
#> 255 Sbar A 63 0 0.83436701
#> 256 Sbar A 74 0 0.82382005
#> 257 Sbar A 1 0 0.87504410
#> 258 Sbar A 96 0 0.80989279
#> 259 Sbar A 67 0 0.82985442
#> 260 Sbar A 38 0 0.85038866
#> 261 Sbar A 89 0 0.81102869
#> 262 Sbar A 100 0 0.80916679
#> 263 Sbar A 71 0 0.82607231
#> 264 Sbar A 2 0 0.87311267
#> 265 Sbar A 53 0 0.84016284
#> 266 Sbar A 64 0 0.83213044
#> 267 Sbar A 75 0 0.82308972
#> 268 Sbar A 86 0 0.81465092
#> 269 Sbar A 97 0 0.80703908
#> 270 Sbar A 68 0 0.83024528
#> 271 Sbar A 39 0 0.84947743
#> 272 Sbar A 90 0 0.81559477
#> 273 Sbar A 44 0 0.84628403
#> 274 Sbar A 72 0 0.82634876
#> 275 Sbar A 3 0 0.87519620
#> 276 Sbar A 54 0 0.83936650
#> 277 Sbar A 65 0 0.83111581
#> 278 Sbar A 76 0 0.81963255
#> 279 Sbar A 87 0 0.81489927
#> 280 Sbar A 98 0 0.81049664
#> 281 Sbar A 69 0 0.82658983
#> 282 Sbar A 40 0 0.84611877
#> 283 Sbar A 91 0 0.81384896
#> 284 Sbar A 45 0 0.84632635
#> 285 Sbar A 73 0 0.82261164
#> 286 Sbar A 88 0 0.81718555
#> 287 Sbar A 95 0 0.81162498
#> 288 Sbar A 70 0 0.82822469
#> 289 Sbar A 77 0 0.82318321
#> 290 Sbar A 92 0 0.81104172
#> 291 Sbar A 42 0 0.84848225
#> 292 Sbar A 80 0 0.82006215
#> 293 Sbar A 41 0 0.84563779
#> 294 Sbar A 79 0 0.82318499
#> 295 Sbar A 94 0 0.81214219
#> 296 Sbar A 78 0 0.82315015
#> 297 Sbar A 93 0 0.81479365
#> 298 Sbar A 43 0 0.84612745
#> 299 Sbar A 81 0 0.81915532
#> 300 Sbar A 83 0 0.81979581
#> 301 Sbar A 84 0 0.81677986
#> 302 Sbar A 82 0 0.81871905
#> 303 Sbar A 85 0 0.81758829
#> 304 X A 11 0 0.14410185
#> 305 X A 7 0 0.15263734
#> 306 X A 6 0 0.15518528
#> 307 X A 8 0 0.15296870
#> 308 X A 4 0 0.16211516
#> 309 X A 38 0 0.09348038
#> 310 X A 9 0 0.15136206
#> 311 X A 12 0 0.14134473
#> 312 X A 35 0 0.10316327
#> 313 X A 19 0 0.12922361
#> 314 X A 13 0 0.13588095
#> 315 X A 5 0 0.16306169
#> 316 X A 39 0 0.09441793
#> 317 X A 10 0 0.14886891
#> 318 X A 17 0 0.13282387
#> 319 X A 36 0 0.09730175
#> 320 X A 20 0 0.12605155
#> 321 X A 14 0 0.14183382
#> 322 X A 2 0 0.16816143
#> 323 X A 40 0 0.08960284
#> 324 X A 1 0 0.16656210
#> 325 X A 18 0 0.12696180
#> 326 X A 50 0 0.07506942
#> 327 X A 0 0 0.17228132
#> 328 X A 55 0 0.07043965
#> 329 X A 16 0 0.13364641
#> 330 X A 37 0 0.09428820
#> 331 X A 21 0 0.12753413
#> 332 X A 15 0 0.13413344
#> 333 X A 3 0 0.16525532
#> 334 X A 41 0 0.08747744
#> 335 X A 52 0 0.07805609
#> 336 X A 63 0 0.06206885
#> 337 X A 51 0 0.07354034
#> 338 X A 45 0 0.08349868
#> 339 X A 56 0 0.06774309
#> 340 X A 23 0 0.11774782
#> 341 X A 34 0 0.09913830
#> 342 X A 22 0 0.12542017
#> 343 X A 60 0 0.06531478
#> 344 X A 48 0 0.08081847
#> 345 X A 42 0 0.09032612
#> 346 X A 53 0 0.07431522
#> 347 X A 64 0 0.06092459
#> 348 X A 31 0 0.10240207
#> 349 X A 46 0 0.07853377
#> 350 X A 57 0 0.07047480
#> 351 X A 24 0 0.11906046
#> 352 X A 79 0 0.04685509
#> 353 X A 90 0 0.03938072
#> 354 X A 61 0 0.06197379
#> 355 X A 49 0 0.07926761
#> 356 X A 43 0 0.08721666
#> 357 X A 54 0 0.07504328
#> 358 X A 65 0 0.05973391
#> 359 X A 32 0 0.10468745
#> 360 X A 47 0 0.08250061
#> 361 X A 58 0 0.06922607
#> 362 X A 25 0 0.11893283
#> 363 X A 80 0 0.04386423
#> 364 X A 91 0 0.03906583
#> 365 X A 62 0 0.06415318
#> 366 X A 29 0 0.10611425
#> 367 X A 44 0 0.08612992
#> 368 X A 95 0 0.03762520
#> 369 X A 66 0 0.05907497
#> 370 X A 33 0 0.10335344
#> 371 X A 88 0 0.04025154
#> 372 X A 59 0 0.06429502
#> 373 X A 26 0 0.11624460
#> 374 X A 81 0 0.04490305
#> 375 X A 92 0 0.03785425
#> 376 X A 86 0 0.04287421
#> 377 X A 30 0 0.10551300
#> 378 X A 85 0 0.04316641
#> 379 X A 96 0 0.03595130
#> 380 X A 67 0 0.05800433
#> 381 X A 78 0 0.04765529
#> 382 X A 89 0 0.04081962
#> 383 X A 100 0 0.03418962
#> 384 X A 27 0 0.11372006
#> 385 X A 82 0 0.04391985
#> 386 X A 93 0 0.03713113
#> 387 X A 87 0 0.04136354
#> 388 X A 75 0 0.05032860
#> 389 X A 69 0 0.05469087
#> 390 X A 97 0 0.03443996
#> 391 X A 68 0 0.05529331
#> 392 X A 83 0 0.04364675
#> 393 X A 73 0 0.05204771
#> 394 X A 84 0 0.04397425
#> 395 X A 28 0 0.11061481
#> 396 X A 70 0 0.05400249
#> 397 X A 94 0 0.03666186
#> 398 X A 71 0 0.05511114
#> 399 X A 76 0 0.05048097
#> 400 X A 74 0 0.05076782
#> 401 X A 98 0 0.03556292
#> 402 X A 77 0 0.05012391
#> 403 X A 99 0 0.03448753
#> 404 X A 72 0 0.05329569
#> 405 c A 25 0 1.00000000
#> 406 c A 8 0 1.00000000
#> 407 c A 6 0 1.00000000
#> 408 c A 24 0 1.00000000
#> 409 c A 7 0 1.00000000
#> 410 c A 35 0 1.00000000
#> 411 c A 10 0 1.00000000
#> 412 c A 0 0 1.00000000
#> 413 c A 9 0 1.00000000
#> 414 c A 26 0 1.00000000
#> 415 c A 37 0 1.00000000
#> 416 c A 48 0 1.00000000
#> 417 c A 36 0 1.00000000
#> 418 c A 30 0 1.00000000
#> 419 c A 1 0 1.00000000
#> 420 c A 12 0 1.00000000
#> 421 c A 23 0 1.00000000
#> 422 c A 11 0 1.00000000
#> 423 c A 5 0 1.00000000
#> 424 c A 33 0 1.00000000
#> 425 c A 27 0 1.00000000
#> 426 c A 38 0 1.00000000
#> 427 c A 49 0 1.00000000
#> 428 c A 20 0 1.00000000
#> 429 c A 31 0 1.00000000
#> 430 c A 2 0 1.00000000
#> 431 c A 13 0 1.00000000
#> 432 c A 68 0 1.00000000
#> 433 c A 79 0 1.00000000
#> 434 c A 46 0 1.00000000
#> 435 c A 34 0 1.00000000
#> 436 c A 28 0 1.00000000
#> 437 c A 39 0 1.00000000
#> 438 c A 50 0 1.00000000
#> 439 c A 21 0 1.00000000
#> 440 c A 32 0 1.00000000
#> 441 c A 3 0 1.00000000
#> 442 c A 14 0 1.00000000
#> 443 c A 69 0 1.00000000
#> 444 c A 80 0 1.00000000
#> 445 c A 47 0 1.00000000
#> 446 c A 18 0 1.00000000
#> 447 c A 29 0 1.00000000
#> 448 c A 40 0 1.00000000
#> 449 c A 51 0 1.00000000
#> 450 c A 22 0 1.00000000
#> 451 c A 77 0 1.00000000
#> 452 c A 4 0 1.00000000
#> 453 c A 15 0 1.00000000
#> 454 c A 70 0 1.00000000
#> 455 c A 81 0 1.00000000
#> 456 c A 92 0 1.00000000
#> 457 c A 19 0 1.00000000
#> 458 c A 74 0 1.00000000
#> 459 c A 41 0 1.00000000
#> 460 c A 52 0 1.00000000
#> 461 c A 63 0 1.00000000
#> 462 c A 78 0 1.00000000
#> 463 c A 45 0 1.00000000
#> 464 c A 16 0 1.00000000
#> 465 c A 71 0 1.00000000
#> 466 c A 82 0 1.00000000
#> 467 c A 93 0 1.00000000
#> 468 c A 60 0 1.00000000
#> 469 c A 75 0 1.00000000
#> 470 c A 42 0 1.00000000
#> 471 c A 53 0 1.00000000
#> 472 c A 64 0 1.00000000
#> 473 c A 58 0 1.00000000
#> 474 c A 90 0 1.00000000
#> 475 c A 17 0 1.00000000
#> 476 c A 72 0 1.00000000
#> 477 c A 83 0 1.00000000
#> 478 c A 94 0 1.00000000
#> 479 c A 61 0 1.00000000
#> 480 c A 76 0 1.00000000
#> 481 c A 43 0 1.00000000
#> 482 c A 54 0 1.00000000
#> 483 c A 65 0 1.00000000
#> 484 c A 59 0 1.00000000
#> 485 c A 91 0 1.00000000
#> 486 c A 85 0 1.00000000
#> 487 c A 73 0 1.00000000
#> 488 c A 84 0 1.00000000
#> 489 c A 95 0 1.00000000
#> 490 c A 62 0 1.00000000
#> 491 c A 56 0 1.00000000
#> 492 c A 44 0 1.00000000
#> 493 c A 55 0 1.00000000
#> 494 c A 66 0 1.00000000
#> 495 c A 87 0 1.00000000
#> 496 c A 98 0 1.00000000
#> 497 c A 86 0 1.00000000
#> 498 c A 97 0 1.00000000
#> 499 c A 89 0 1.00000000
#> 500 c A 96 0 1.00000000
#> 501 c A 67 0 1.00000000
#> 502 c A 57 0 1.00000000
#> 503 c A 99 0 1.00000000
#> 504 c A 88 0 1.00000000
#> 505 c A 100 0 1.00000000
#> 506 lambda A 15 0 0.98330400
#> 507 lambda A 5 0 1.01261600
#> 508 lambda A 17 0 0.97790600
#> 509 lambda A 19 0 0.97628200
#> 510 lambda A 30 0 0.94987400
#> 511 lambda A 12 0 0.99375200
#> 512 lambda A 6 0 1.00900100
#> 513 lambda A 57 0 0.90062100
#> 514 lambda A 18 0 0.97244400
#> 515 lambda A 16 0 0.98235500
#> 516 lambda A 10 0 0.99589500
#> 517 lambda A 21 0 0.97545100
#> 518 lambda A 28 0 0.95083200
#> 519 lambda A 20 0 0.97400500
#> 520 lambda A 31 0 0.94070200
#> 521 lambda A 2 0 1.02092700
#> 522 lambda A 13 0 0.99042700
#> 523 lambda A 7 0 1.00343400
#> 524 lambda A 58 0 0.89635100
#> 525 lambda A 29 0 0.94720800
#> 526 lambda A 0 0 1.02469700
#> 527 lambda A 11 0 0.99205500
#> 528 lambda A 22 0 0.97421900
#> 529 lambda A 33 0 0.94148000
#> 530 lambda A 4 0 1.00953500
#> 531 lambda A 32 0 0.94708100
#> 532 lambda A 3 0 1.02323900
#> 533 lambda A 14 0 0.99218100
#> 534 lambda A 8 0 1.00226500
#> 535 lambda A 59 0 0.88945900
#> 536 lambda A 70 0 0.87382300
#> 537 lambda A 1 0 1.02167500
#> 538 lambda A 52 0 0.91044500
#> 539 lambda A 23 0 0.95770800
#> 540 lambda A 34 0 0.93323900
#> 541 lambda A 45 0 0.91883300
#> 542 lambda A 56 0 0.89314500
#> 543 lambda A 27 0 0.95516500
#> 544 lambda A 55 0 0.89832900
#> 545 lambda A 9 0 1.00413400
#> 546 lambda A 60 0 0.89252100
#> 547 lambda A 71 0 0.87175900
#> 548 lambda A 42 0 0.92895900
#> 549 lambda A 53 0 0.90078400
#> 550 lambda A 24 0 0.96604000
#> 551 lambda A 35 0 0.94112000
#> 552 lambda A 46 0 0.91501400
#> 553 lambda A 97 0 0.83559200
#> 554 lambda A 68 0 0.88214500
#> 555 lambda A 39 0 0.93307900
#> 556 lambda A 50 0 0.90606600
#> 557 lambda A 61 0 0.88398000
#> 558 lambda A 72 0 0.87492500
#> 559 lambda A 43 0 0.92266600
#> 560 lambda A 54 0 0.90594600
#> 561 lambda A 25 0 0.95605200
#> 562 lambda A 36 0 0.93444900
#> 563 lambda A 47 0 0.91625200
#> 564 lambda A 98 0 0.84407000
#> 565 lambda A 69 0 0.87116400
#> 566 lambda A 40 0 0.92354800
#> 567 lambda A 51 0 0.90248900
#> 568 lambda A 62 0 0.88765500
#> 569 lambda A 73 0 0.86523200
#> 570 lambda A 44 0 0.92107400
#> 571 lambda A 95 0 0.84455700
#> 572 lambda A 26 0 0.96149300
#> 573 lambda A 37 0 0.92946800
#> 574 lambda A 48 0 0.91181900
#> 575 lambda A 99 0 0.83866700
#> 576 lambda A 93 0 0.84542700
#> 577 lambda A 41 0 0.92453300
#> 578 lambda A 92 0 0.84469200
#> 579 lambda A 63 0 0.88845500
#> 580 lambda A 74 0 0.86454800
#> 581 lambda A 85 0 0.85194100
#> 582 lambda A 96 0 0.84116800
#> 583 lambda A 67 0 0.88059900
#> 584 lambda A 38 0 0.92990900
#> 585 lambda A 49 0 0.91028400
#> 586 lambda A 100 0 0.83583300
#> 587 lambda A 94 0 0.84627100
#> 588 lambda A 82 0 0.85947500
#> 589 lambda A 76 0 0.86805500
#> 590 lambda A 64 0 0.88458500
#> 591 lambda A 75 0 0.86261200
#> 592 lambda A 86 0 0.85625600
#> 593 lambda A 80 0 0.85675800
#> 594 lambda A 91 0 0.84789800
#> 595 lambda A 79 0 0.86639200
#> 596 lambda A 90 0 0.85160400
#> 597 lambda A 84 0 0.85749100
#> 598 lambda A 78 0 0.86841500
#> 599 lambda A 83 0 0.85845700
#> 600 lambda A 77 0 0.86581900
#> 601 lambda A 65 0 0.88176600
#> 602 lambda A 88 0 0.85580000
#> 603 lambda A 87 0 0.85182600
#> 604 lambda A 81 0 0.85851700
#> 605 lambda A 89 0 0.84882100
#> 606 lambda A 66 0 0.87702000
#> 607 lambda_bar A 19 0 0.97388314
#> 608 lambda_bar A 17 0 0.98093051
#> 609 lambda_bar A 18 0 0.97538815
#> 610 lambda_bar A 6 0 1.01200549
#> 611 lambda_bar A 21 0 0.96970337
#> 612 lambda_bar A 11 0 0.99755906
#> 613 lambda_bar A 22 0 0.96977289
#> 614 lambda_bar A 10 0 1.00062383
#> 615 lambda_bar A 8 0 1.00593467
#> 616 lambda_bar A 59 0 0.88981508
#> 617 lambda_bar A 20 0 0.97362539
#> 618 lambda_bar A 1 0 1.02952482
#> 619 lambda_bar A 12 0 0.99490314
#> 620 lambda_bar A 23 0 0.96186553
#> 621 lambda_bar A 7 0 1.00887499
#> 622 lambda_bar A 5 0 1.01722786
#> 623 lambda_bar A 16 0 0.98360565
#> 624 lambda_bar A 4 0 1.02205640
#> 625 lambda_bar A 34 0 0.93683691
#> 626 lambda_bar A 9 0 1.00779839
#> 627 lambda_bar A 60 0 0.88756139
#> 628 lambda_bar A 31 0 0.94117495
#> 629 lambda_bar A 2 0 1.02805095
#> 630 lambda_bar A 13 0 0.98909993
#> 631 lambda_bar A 24 0 0.96115706
#> 632 lambda_bar A 35 0 0.93711923
#> 633 lambda_bar A 46 0 0.91363343
#> 634 lambda_bar A 57 0 0.89314370
#> 635 lambda_bar A 28 0 0.95114135
#> 636 lambda_bar A 39 0 0.93004117
#> 637 lambda_bar A 50 0 0.90292508
#> 638 lambda_bar A 61 0 0.88608476
#> 639 lambda_bar A 32 0 0.94256803
#> 640 lambda_bar A 3 0 1.02410386
#> 641 lambda_bar A 14 0 0.99171403
#> 642 lambda_bar A 25 0 0.95827661
#> 643 lambda_bar A 36 0 0.93267306
#> 644 lambda_bar A 47 0 0.91375598
#> 645 lambda_bar A 58 0 0.89255278
#> 646 lambda_bar A 29 0 0.94786239
#> 647 lambda_bar A 40 0 0.92312525
#> 648 lambda_bar A 51 0 0.90452258
#> 649 lambda_bar A 62 0 0.88732832
#> 650 lambda_bar A 33 0 0.94137987
#> 651 lambda_bar A 0 0 1.03429155
#> 652 lambda_bar A 15 0 0.98553847
#> 653 lambda_bar A 26 0 0.96102844
#> 654 lambda_bar A 37 0 0.93174859
#> 655 lambda_bar A 48 0 0.91043807
#> 656 lambda_bar A 99 0 0.83739105
#> 657 lambda_bar A 30 0 0.94607222
#> 658 lambda_bar A 41 0 0.92266158
#> 659 lambda_bar A 52 0 0.90264954
#> 660 lambda_bar A 63 0 0.88638983
#> 661 lambda_bar A 74 0 0.86610926
#> 662 lambda_bar A 45 0 0.91718053
#> 663 lambda_bar A 56 0 0.89453672
#> 664 lambda_bar A 27 0 0.95095121
#> 665 lambda_bar A 38 0 0.93150616
#> 666 lambda_bar A 49 0 0.90828296
#> 667 lambda_bar A 100 0 0.83639759
#> 668 lambda_bar A 71 0 0.87093984
#> 669 lambda_bar A 42 0 0.92476013
#> 670 lambda_bar A 53 0 0.90307752
#> 671 lambda_bar A 64 0 0.88325937
#> 672 lambda_bar A 75 0 0.86417944
#> 673 lambda_bar A 86 0 0.84936001
#> 674 lambda_bar A 97 0 0.83525111
#> 675 lambda_bar A 68 0 0.87645711
#> 676 lambda_bar A 79 0 0.86204879
#> 677 lambda_bar A 90 0 0.84730993
#> 678 lambda_bar A 44 0 0.91795934
#> 679 lambda_bar A 72 0 0.87043007
#> 680 lambda_bar A 43 0 0.92039688
#> 681 lambda_bar A 54 0 0.90161777
#> 682 lambda_bar A 65 0 0.88067619
#> 683 lambda_bar A 76 0 0.86111165
#> 684 lambda_bar A 87 0 0.84804578
#> 685 lambda_bar A 98 0 0.83898439
#> 686 lambda_bar A 69 0 0.87302286
#> 687 lambda_bar A 80 0 0.85655739
#> 688 lambda_bar A 91 0 0.84557712
#> 689 lambda_bar A 85 0 0.85337843
#> 690 lambda_bar A 73 0 0.86612108
#> 691 lambda_bar A 67 0 0.87774939
#> 692 lambda_bar A 55 0 0.89633392
#> 693 lambda_bar A 66 0 0.88087032
#> 694 lambda_bar A 77 0 0.86453298
#> 695 lambda_bar A 88 0 0.85036410
#> 696 lambda_bar A 82 0 0.85537156
#> 697 lambda_bar A 70 0 0.87319819
#> 698 lambda_bar A 81 0 0.85616693
#> 699 lambda_bar A 92 0 0.84140639
#> 700 lambda_bar A 94 0 0.84230267
#> 701 lambda_bar A 78 0 0.86310355
#> 702 lambda_bar A 89 0 0.84414847
#> 703 lambda_bar A 96 0 0.83950871
#> 704 lambda_bar A 93 0 0.84507091
#> 705 lambda_bar A 83 0 0.85543270
#> 706 lambda_bar A 84 0 0.85203128
#> 707 lambda_bar A 95 0 0.84137584
#> 708 recruitment A 8 0 0.30593741
#> 709 recruitment A 19 0 0.25844722
#> 710 recruitment A 6 0 0.31037055
#> 711 recruitment A 4 0 0.32423033
#> 712 recruitment A 20 0 0.25210309
#> 713 recruitment A 35 0 0.20632655
#> 714 recruitment A 7 0 0.30527467
#> 715 recruitment A 9 0 0.30272411
#> 716 recruitment A 24 0 0.23812093
#> 717 recruitment A 39 0 0.18883586
#> 718 recruitment A 2 0 0.33632287
#> 719 recruitment A 13 0 0.27176189
#> 720 recruitment A 5 0 0.32612337
#> 721 recruitment A 16 0 0.26729282
#> 722 recruitment A 10 0 0.29773782
#> 723 recruitment A 21 0 0.25506826
#> 724 recruitment A 36 0 0.19460349
#> 725 recruitment A 3 0 0.33051064
#> 726 recruitment A 14 0 0.28366764
#> 727 recruitment A 25 0 0.23786566
#> 728 recruitment A 40 0 0.17920567
#> 729 recruitment A 51 0 0.14708068
#> 730 recruitment A 18 0 0.25392359
#> 731 recruitment A 50 0 0.15013885
#> 732 recruitment A 17 0 0.26564774
#> 733 recruitment A 11 0 0.28820369
#> 734 recruitment A 22 0 0.25084034
#> 735 recruitment A 37 0 0.18857640
#> 736 recruitment A 48 0 0.16163693
#> 737 recruitment A 15 0 0.26826689
#> 738 recruitment A 26 0 0.23248920
#> 739 recruitment A 41 0 0.17495488
#> 740 recruitment A 52 0 0.15611218
#> 741 recruitment A 63 0 0.12413771
#> 742 recruitment A 34 0 0.19827661
#> 743 recruitment A 1 0 0.33312420
#> 744 recruitment A 12 0 0.28268946
#> 745 recruitment A 23 0 0.23549564
#> 746 recruitment A 38 0 0.18696076
#> 747 recruitment A 49 0 0.15853523
#> 748 recruitment A 60 0 0.13062956
#> 749 recruitment A 27 0 0.22744012
#> 750 recruitment A 42 0 0.18065223
#> 751 recruitment A 53 0 0.14863045
#> 752 recruitment A 64 0 0.12184918
#> 753 recruitment A 31 0 0.20480414
#> 754 recruitment A 46 0 0.15706753
#> 755 recruitment A 57 0 0.14094961
#> 756 recruitment A 68 0 0.11058662
#> 757 recruitment A 79 0 0.09371018
#> 758 recruitment A 90 0 0.07876144
#> 759 recruitment A 61 0 0.12394758
#> 760 recruitment A 28 0 0.22122962
#> 761 recruitment A 43 0 0.17443332
#> 762 recruitment A 54 0 0.15008656
#> 763 recruitment A 65 0 0.11946782
#> 764 recruitment A 32 0 0.20937490
#> 765 recruitment A 47 0 0.16500121
#> 766 recruitment A 58 0 0.13845214
#> 767 recruitment A 69 0 0.10938174
#> 768 recruitment A 80 0 0.08772846
#> 769 recruitment A 91 0 0.07813165
#> 770 recruitment A 62 0 0.12830636
#> 771 recruitment A 29 0 0.21222850
#> 772 recruitment A 44 0 0.17225984
#> 773 recruitment A 55 0 0.14087931
#> 774 recruitment A 66 0 0.11814994
#> 775 recruitment A 33 0 0.20670688
#> 776 recruitment A 0 0 0.34456263
#> 777 recruitment A 59 0 0.12859003
#> 778 recruitment A 70 0 0.10800497
#> 779 recruitment A 81 0 0.08980609
#> 780 recruitment A 92 0 0.07570850
#> 781 recruitment A 86 0 0.08574842
#> 782 recruitment A 30 0 0.21102601
#> 783 recruitment A 45 0 0.16699735
#> 784 recruitment A 56 0 0.13548617
#> 785 recruitment A 67 0 0.11600866
#> 786 recruitment A 78 0 0.09531058
#> 787 recruitment A 89 0 0.08163924
#> 788 recruitment A 100 0 0.06837924
#> 789 recruitment A 71 0 0.11022228
#> 790 recruitment A 82 0 0.08783970
#> 791 recruitment A 93 0 0.07426227
#> 792 recruitment A 87 0 0.08272708
#> 793 recruitment A 75 0 0.10065719
#> 794 recruitment A 73 0 0.10409542
#> 795 recruitment A 97 0 0.06887993
#> 796 recruitment A 74 0 0.10153564
#> 797 recruitment A 85 0 0.08633281
#> 798 recruitment A 94 0 0.07332373
#> 799 recruitment A 84 0 0.08794851
#> 800 recruitment A 72 0 0.10659137
#> 801 recruitment A 83 0 0.08729349
#> 802 recruitment A 98 0 0.07112583
#> 803 recruitment A 88 0 0.08050309
#> 804 recruitment A 76 0 0.10096195
#> 805 recruitment A 95 0 0.07525040
#> 806 recruitment A 96 0 0.07190260
#> 807 recruitment A 99 0 0.06897505
#> 808 recruitment A 77 0 0.10024782
#> 809 survival A 4 0 0.86954696
#> 810 survival A 69 0 0.82618474
#> 811 survival A 68 0 0.83572265
#> 812 survival A 2 0 0.87482033
#> 813 survival A 5 0 0.87063330
#> 814 survival A 7 0 0.87155429
#> 815 survival A 10 0 0.86756505
#> 816 survival A 6 0 0.87351403
#> 817 survival A 9 0 0.87198050
#> 818 survival A 11 0 0.86730429
#> 819 survival A 70 0 0.82891512
#> 820 survival A 37 0 0.84918474
#> 821 survival A 48 0 0.84413106
#> 822 survival A 36 0 0.85171582
#> 823 survival A 3 0 0.87819243
#> 824 survival A 35 0 0.85315026
#> 825 survival A 8 0 0.86923932
#> 826 survival A 67 0 0.83252460
#> 827 survival A 34 0 0.84932470
#> 828 survival A 1 0 0.87584893
#> 829 survival A 12 0 0.87055781
#> 830 survival A 71 0 0.82611664
#> 831 survival A 38 0 0.85002006
#> 832 survival A 49 0 0.84369622
#> 833 survival A 16 0 0.86744970
#> 834 survival A 75 0 0.82153444
#> 835 survival A 42 0 0.85215003
#> 836 survival A 53 0 0.83904407
#> 837 survival A 20 0 0.86405997
#> 838 survival A 79 0 0.82820480
#> 839 survival A 46 0 0.84876180
#> 840 survival A 13 0 0.87187252
#> 841 survival A 72 0 0.83079018
#> 842 survival A 39 0 0.85222259
#> 843 survival A 50 0 0.84247924
#> 844 survival A 17 0 0.86325298
#> 845 survival A 76 0 0.82555209
#> 846 survival A 43 0 0.84847441
#> 847 survival A 54 0 0.84287460
#> 848 survival A 21 0 0.86497598
#> 849 survival A 80 0 0.82135081
#> 850 survival A 47 0 0.84670087
#> 851 survival A 14 0 0.86911877
#> 852 survival A 73 0 0.82324144
#> 853 survival A 40 0 0.84732008
#> 854 survival A 51 0 0.84071909
#> 855 survival A 18 0 0.86272809
#> 856 survival A 77 0 0.82400697
#> 857 survival A 44 0 0.84769877
#> 858 survival A 55 0 0.83994660
#> 859 survival A 22 0 0.86646880
#> 860 survival A 81 0 0.82155544
#> 861 survival A 92 0 0.81370419
#> 862 survival A 15 0 0.86650706
#> 863 survival A 74 0 0.82311611
#> 864 survival A 41 0 0.84965609
#> 865 survival A 52 0 0.84445306
#> 866 survival A 19 0 0.86401817
#> 867 survival A 78 0 0.82808757
#> 868 survival A 45 0 0.84743250
#> 869 survival A 56 0 0.83650997
#> 870 survival A 23 0 0.85691839
#> 871 survival A 82 0 0.82283633
#> 872 survival A 93 0 0.81470256
#> 873 survival A 60 0 0.83733596
#> 874 survival A 27 0 0.85823828
#> 875 survival A 86 0 0.82105684
#> 876 survival A 97 0 0.80804067
#> 877 survival A 64 0 0.83350229
#> 878 survival A 31 0 0.85447336
#> 879 survival A 90 0 0.81913844
#> 880 survival A 57 0 0.84124139
#> 881 survival A 24 0 0.86240892
#> 882 survival A 83 0 0.82225934
#> 883 survival A 94 0 0.81614355
#> 884 survival A 61 0 0.83259545
#> 885 survival A 28 0 0.85615106
#> 886 survival A 87 0 0.81769028
#> 887 survival A 98 0 0.81514244
#> 888 survival A 65 0 0.83180693
#> 889 survival A 32 0 0.85739423
#> 890 survival A 91 0 0.81541137
#> 891 survival A 58 0 0.83825325
#> 892 survival A 25 0 0.85465837
#> 893 survival A 84 0 0.82161525
#> 894 survival A 95 0 0.81398442
#> 895 survival A 62 0 0.83434816
#> 896 survival A 29 0 0.85633535
#> 897 survival A 88 0 0.82152473
#> 898 survival A 99 0 0.81103267
#> 899 survival A 66 0 0.82829313
#> 900 survival A 33 0 0.85372540
#> 901 survival A 0 0 0.87452919
#> 902 survival A 59 0 0.83613934
#> 903 survival A 26 0 0.86160772
#> 904 survival A 85 0 0.81670206
#> 905 survival A 96 0 0.81208088
#> 906 survival A 63 0 0.83572739
#> 907 survival A 30 0 0.85966547
#> 908 survival A 89 0 0.81514879
#> 909 survival A 100 0 0.80765957
#> lower upper probViable Parameter
#> 102 0.111583494 0.5055457 0.000 Expected recruitment
#> 103 0.095375914 0.4638876 0.000 Expected recruitment
#> 104 0.097248674 0.4813494 0.000 Expected recruitment
#> 105 0.102202320 0.4889464 0.000 Expected recruitment
#> 106 0.096577632 0.4710989 0.000 Expected recruitment
#> 107 0.099217581 0.4744158 0.000 Expected recruitment
#> 108 0.026448592 0.3289338 0.000 Expected recruitment
#> 109 0.139031700 0.5561966 0.000 Expected recruitment
#> 110 0.024848688 0.3259086 0.000 Expected recruitment
#> 111 0.071577326 0.4278449 0.000 Expected recruitment
#> 112 0.087034364 0.4574633 0.000 Expected recruitment
#> 113 0.062428083 0.4262180 0.000 Expected recruitment
#> 114 0.147676622 0.5647560 0.000 Expected recruitment
#> 115 0.065168867 0.4153890 0.000 Expected recruitment
#> 116 0.159547318 0.5759653 0.000 Expected recruitment
#> 117 0.064104837 0.4033948 0.000 Expected recruitment
#> 118 0.130345202 0.5342390 0.000 Expected recruitment
#> 119 0.024780200 0.3267667 0.000 Expected recruitment
#> 120 0.126447945 0.5487903 0.000 Expected recruitment
#> 121 0.170664428 0.5949454 0.000 Expected recruitment
#> 122 0.065590624 0.4215550 0.000 Expected recruitment
#> 123 0.083915187 0.4726059 0.000 Expected recruitment
#> 124 0.072318778 0.4032000 0.000 Expected recruitment
#> 125 0.152841466 0.5481040 0.000 Expected recruitment
#> 126 0.022037673 0.3449616 0.000 Expected recruitment
#> 127 0.075878109 0.4577237 0.000 Expected recruitment
#> 128 0.059336262 0.3838160 0.000 Expected recruitment
#> 129 0.134951351 0.5498190 0.000 Expected recruitment
#> 130 0.021214352 0.3137205 0.000 Expected recruitment
#> 131 0.013590819 0.2669068 0.000 Expected recruitment
#> 132 0.155157103 0.5744692 0.000 Expected recruitment
#> 133 0.064880927 0.4172903 0.000 Expected recruitment
#> 134 0.085260461 0.4549013 0.000 Expected recruitment
#> 135 0.057709885 0.3979086 0.000 Expected recruitment
#> 136 0.035267024 0.3669626 0.000 Expected recruitment
#> 137 0.003384902 0.2062508 0.000 Expected recruitment
#> 138 0.015324113 0.2976153 0.000 Expected recruitment
#> 139 0.051834658 0.4034618 0.000 Expected recruitment
#> 140 0.131956563 0.5319876 0.000 Expected recruitment
#> 141 0.024622668 0.3101692 0.000 Expected recruitment
#> 142 0.016489006 0.2814645 0.000 Expected recruitment
#> 143 0.049817629 0.3868888 0.000 Expected recruitment
#> 144 0.108089127 0.4954500 0.000 Expected recruitment
#> 145 0.083176399 0.4496363 0.000 Expected recruitment
#> 146 0.052401727 0.4141965 0.000 Expected recruitment
#> 147 0.036012681 0.3522876 0.000 Expected recruitment
#> 148 0.004286313 0.2120366 0.000 Expected recruitment
#> 149 0.014763050 0.2942613 0.000 Expected recruitment
#> 150 0.051496723 0.3870617 0.000 Expected recruitment
#> 151 0.123646862 0.5173995 0.000 Expected recruitment
#> 152 0.019890128 0.2887435 0.000 Expected recruitment
#> 153 0.015520518 0.2822180 0.000 Expected recruitment
#> 154 0.043771842 0.3704528 0.000 Expected recruitment
#> 155 0.108060549 0.5066981 0.000 Expected recruitment
#> 156 0.082155054 0.4429331 0.000 Expected recruitment
#> 157 0.061521058 0.4014816 0.000 Expected recruitment
#> 158 0.039462400 0.3527072 0.000 Expected recruitment
#> 159 0.003655127 0.2252404 0.000 Expected recruitment
#> 160 0.016335102 0.2800327 0.000 Expected recruitment
#> 161 0.047391266 0.3763386 0.000 Expected recruitment
#> 162 0.117518095 0.5172753 0.000 Expected recruitment
#> 163 0.025000320 0.3008215 0.000 Expected recruitment
#> 164 0.011532116 0.2584894 0.000 Expected recruitment
#> 165 0.042583302 0.3495714 0.000 Expected recruitment
#> 166 0.003648204 0.2102385 0.000 Expected recruitment
#> 167 0.021598916 0.2930887 0.000 Expected recruitment
#> 168 0.011427984 0.2619605 0.000 Expected recruitment
#> 169 0.037392438 0.3579751 0.000 Expected recruitment
#> 170 0.003409043 0.2299805 0.000 Expected recruitment
#> 171 0.029578736 0.3446997 0.000 Expected recruitment
#> 172 0.049310053 0.3989453 0.000 Expected recruitment
#> 173 0.121510525 0.5159996 0.000 Expected recruitment
#> 174 0.021022106 0.2936658 0.000 Expected recruitment
#> 175 0.012172345 0.2619154 0.000 Expected recruitment
#> 176 0.007064882 0.2427794 0.000 Expected recruitment
#> 177 0.003561621 0.2255878 0.000 Expected recruitment
#> 178 0.036250552 0.3329136 0.000 Expected recruitment
#> 179 0.009107315 0.2497044 0.000 Expected recruitment
#> 180 0.036814329 0.3397008 0.000 Expected recruitment
#> 181 0.008841170 0.2379227 0.000 Expected recruitment
#> 182 0.025699469 0.3435275 0.000 Expected recruitment
#> 183 0.007226697 0.2564676 0.000 Expected recruitment
#> 184 0.010549459 0.2711033 0.000 Expected recruitment
#> 185 0.018130246 0.3159060 0.000 Expected recruitment
#> 186 0.011974627 0.2651219 0.000 Expected recruitment
#> 187 0.008615227 0.2283819 0.000 Expected recruitment
#> 188 0.008283180 0.2445599 0.000 Expected recruitment
#> 189 0.029002519 0.3382955 0.000 Expected recruitment
#> 190 0.010891609 0.2544591 0.000 Expected recruitment
#> 191 0.010956227 0.2537656 0.000 Expected recruitment
#> 192 0.008291010 0.2467938 0.000 Expected recruitment
#> 193 0.004351029 0.2208462 0.000 Expected recruitment
#> 194 0.007526021 0.2478694 0.000 Expected recruitment
#> 195 0.006621842 0.2283187 0.000 Expected recruitment
#> 196 0.017389627 0.3072632 0.000 Expected recruitment
#> 197 0.006642900 0.2331515 0.000 Expected recruitment
#> 198 0.006640778 0.2370336 0.000 Expected recruitment
#> 199 0.003489718 0.2199012 0.000 Expected recruitment
#> 200 0.029779084 0.3335425 0.000 Expected recruitment
#> 201 0.007175455 0.2313443 0.000 Expected recruitment
#> 202 0.005628244 0.2118094 0.000 Expected recruitment
#> 203 0.771536727 0.9346275 0.000 Expected survival
#> 204 0.769675424 0.9339235 0.000 Expected survival
#> 205 0.763104185 0.9335835 0.000 Expected survival
#> 206 0.768052619 0.9377030 0.000 Expected survival
#> 207 0.777973858 0.9322772 0.000 Expected survival
#> 208 0.757963452 0.9362231 0.000 Expected survival
#> 209 0.767898001 0.9378269 0.000 Expected survival
#> 210 0.780993193 0.9403723 0.000 Expected survival
#> 211 0.780507291 0.9445958 0.000 Expected survival
#> 212 0.773295036 0.9462665 0.000 Expected survival
#> 213 0.764450626 0.9360454 0.000 Expected survival
#> 214 0.767569610 0.9400953 0.000 Expected survival
#> 215 0.759663294 0.9329472 0.000 Expected survival
#> 216 0.761086034 0.9390446 0.000 Expected survival
#> 217 0.768880274 0.9433697 0.000 Expected survival
#> 218 0.773401323 0.9372693 0.000 Expected survival
#> 219 0.763165298 0.9306165 0.000 Expected survival
#> 220 0.764220926 0.9479611 0.000 Expected survival
#> 221 0.737397312 0.9222115 0.000 Expected survival
#> 222 0.776104045 0.9407034 0.000 Expected survival
#> 223 0.751632406 0.9348586 0.000 Expected survival
#> 224 0.725258031 0.9155908 0.000 Expected survival
#> 225 0.769893479 0.9371796 0.000 Expected survival
#> 226 0.758005527 0.9355912 0.000 Expected survival
#> 227 0.771250984 0.9415721 0.000 Expected survival
#> 228 0.733973795 0.9211535 0.000 Expected survival
#> 229 0.743931781 0.9291629 0.000 Expected survival
#> 230 0.760452088 0.9309872 0.000 Expected survival
#> 231 0.732701296 0.9207596 0.000 Expected survival
#> 232 0.736469144 0.9210461 0.000 Expected survival
#> 233 0.734113140 0.9171358 0.000 Expected survival
#> 234 0.758924837 0.9260238 0.000 Expected survival
#> 235 0.734595488 0.9142974 0.000 Expected survival
#> 236 0.770029238 0.9389854 0.000 Expected survival
#> 237 0.752719687 0.9302675 0.000 Expected survival
#> 238 0.753799698 0.9251911 0.000 Expected survival
#> 239 0.738837121 0.9236530 0.000 Expected survival
#> 240 0.742149567 0.9297482 0.000 Expected survival
#> 241 0.757688723 0.9283746 0.000 Expected survival
#> 242 0.730522420 0.9181023 0.000 Expected survival
#> 243 0.731906879 0.9216858 0.000 Expected survival
#> 244 0.714363970 0.9167809 0.000 Expected survival
#> 245 0.752275658 0.9260598 0.000 Expected survival
#> 246 0.782966311 0.9484965 0.000 Expected survival
#> 247 0.731682339 0.9155454 0.000 Expected survival
#> 248 0.735618320 0.9123583 0.000 Expected survival
#> 249 0.761616913 0.9246774 0.000 Expected survival
#> 250 0.739084792 0.9215134 0.000 Expected survival
#> 251 0.699654984 0.8991065 0.000 Expected survival
#> 252 0.759898726 0.9325213 0.000 Expected survival
#> 253 0.737303413 0.9159958 0.000 Expected survival
#> 254 0.734943682 0.9161070 0.000 Expected survival
#> 255 0.732965764 0.9204378 0.000 Expected survival
#> 256 0.719904025 0.9087315 0.000 Expected survival
#> 257 0.777290895 0.9448423 0.000 Expected survival
#> 258 0.694281561 0.9029536 0.000 Expected survival
#> 259 0.731878457 0.9144976 0.000 Expected survival
#> 260 0.755007284 0.9240419 0.000 Expected survival
#> 261 0.697393243 0.9028924 0.000 Expected survival
#> 262 0.694032534 0.8965119 0.000 Expected survival
#> 263 0.714073476 0.9133155 0.000 Expected survival
#> 264 0.774816910 0.9442581 0.000 Expected survival
#> 265 0.738189425 0.9212249 0.000 Expected survival
#> 266 0.725844472 0.9154089 0.000 Expected survival
#> 267 0.722590592 0.9095298 0.000 Expected survival
#> 268 0.707881653 0.9006148 0.000 Expected survival
#> 269 0.700070581 0.8979684 0.000 Expected survival
#> 270 0.721299858 0.9119691 0.000 Expected survival
#> 271 0.742152131 0.9291317 0.000 Expected survival
#> 272 0.715808884 0.9045311 0.000 Expected survival
#> 273 0.754730655 0.9267496 0.000 Expected survival
#> 274 0.722232277 0.9176933 0.000 Expected survival
#> 275 0.783651375 0.9463039 0.000 Expected survival
#> 276 0.733022376 0.9237218 0.000 Expected survival
#> 277 0.724309266 0.9096624 0.000 Expected survival
#> 278 0.709664235 0.9055758 0.000 Expected survival
#> 279 0.698857276 0.8978857 0.000 Expected survival
#> 280 0.698301172 0.8991737 0.000 Expected survival
#> 281 0.724694046 0.9141039 0.000 Expected survival
#> 282 0.742793516 0.9297608 0.000 Expected survival
#> 283 0.700453222 0.9022763 0.000 Expected survival
#> 284 0.745278791 0.9267300 0.000 Expected survival
#> 285 0.711853944 0.9028179 0.000 Expected survival
#> 286 0.709187759 0.9010983 0.000 Expected survival
#> 287 0.707510638 0.8958084 0.000 Expected survival
#> 288 0.726945753 0.9110193 0.000 Expected survival
#> 289 0.717048593 0.9147059 0.000 Expected survival
#> 290 0.704245323 0.8933927 0.000 Expected survival
#> 291 0.745271075 0.9258604 0.000 Expected survival
#> 292 0.724436949 0.9035804 0.000 Expected survival
#> 293 0.746194013 0.9244696 0.000 Expected survival
#> 294 0.713407092 0.9117440 0.000 Expected survival
#> 295 0.701251320 0.9019268 0.000 Expected survival
#> 296 0.724535725 0.9087739 0.000 Expected survival
#> 297 0.702415441 0.9028479 0.000 Expected survival
#> 298 0.744826527 0.9274897 0.000 Expected survival
#> 299 0.712703545 0.9100188 0.000 Expected survival
#> 300 0.717973497 0.9051246 0.000 Expected survival
#> 301 0.703338186 0.9061171 0.000 Expected survival
#> 302 0.709779643 0.9064575 0.000 Expected survival
#> 303 0.713475990 0.9085424 0.000 Expected survival
#> 304 0.031238760 0.3469493 0.000 Adjusted recruitment
#> 305 0.030899710 0.3627301 0.000 Adjusted recruitment
#> 306 0.034596191 0.3371280 0.000 Adjusted recruitment
#> 307 0.036593742 0.3434835 0.000 Adjusted recruitment
#> 308 0.036113907 0.3584546 0.000 Adjusted recruitment
#> 309 0.017315181 0.2641154 0.000 Adjusted recruitment
#> 310 0.033385992 0.3481369 0.000 Adjusted recruitment
#> 311 0.033009582 0.3214100 0.000 Adjusted recruitment
#> 312 0.020456423 0.2807490 0.000 Adjusted recruitment
#> 313 0.030589349 0.3037625 0.000 Adjusted recruitment
#> 314 0.028190239 0.3232625 0.000 Adjusted recruitment
#> 315 0.039699003 0.3595323 0.000 Adjusted recruitment
#> 316 0.016219633 0.2667600 0.000 Adjusted recruitment
#> 317 0.031861541 0.3330667 0.000 Adjusted recruitment
#> 318 0.032245112 0.3272792 0.000 Adjusted recruitment
#> 319 0.018102215 0.2593949 0.000 Adjusted recruitment
#> 320 0.027392511 0.3132185 0.000 Adjusted recruitment
#> 321 0.028324845 0.3256646 0.000 Adjusted recruitment
#> 322 0.039481175 0.3687705 0.000 Adjusted recruitment
#> 323 0.015956978 0.2456428 0.000 Adjusted recruitment
#> 324 0.040128201 0.3679025 0.000 Adjusted recruitment
#> 325 0.024792019 0.3228549 0.000 Adjusted recruitment
#> 326 0.011304534 0.2132628 0.000 Adjusted recruitment
#> 327 0.042744057 0.3634618 0.000 Adjusted recruitment
#> 328 0.008999419 0.2096378 0.000 Adjusted recruitment
#> 329 0.030887022 0.3384731 0.000 Adjusted recruitment
#> 330 0.018118635 0.2675816 0.000 Adjusted recruitment
#> 331 0.024728183 0.3163904 0.000 Adjusted recruitment
#> 332 0.029050736 0.3106624 0.000 Adjusted recruitment
#> 333 0.040983282 0.3698081 0.000 Adjusted recruitment
#> 334 0.015746245 0.2484203 0.000 Adjusted recruitment
#> 335 0.010653845 0.2373561 0.000 Adjusted recruitment
#> 336 0.006037553 0.1884641 0.000 Adjusted recruitment
#> 337 0.009879089 0.2141063 0.000 Adjusted recruitment
#> 338 0.013658018 0.2308036 0.000 Adjusted recruitment
#> 339 0.006842435 0.1852602 0.000 Adjusted recruitment
#> 340 0.026903554 0.3112569 0.000 Adjusted recruitment
#> 341 0.016375066 0.2544380 0.000 Adjusted recruitment
#> 342 0.023337310 0.2935977 0.000 Adjusted recruitment
#> 343 0.008099981 0.1981232 0.000 Adjusted recruitment
#> 344 0.010247486 0.2455541 0.000 Adjusted recruitment
#> 345 0.013927343 0.2646168 0.000 Adjusted recruitment
#> 346 0.009817252 0.2358212 0.000 Adjusted recruitment
#> 347 0.005777723 0.1963673 0.000 Adjusted recruitment
#> 348 0.019913486 0.2728977 0.000 Adjusted recruitment
#> 349 0.012063018 0.2243261 0.000 Adjusted recruitment
#> 350 0.009018316 0.2126856 0.000 Adjusted recruitment
#> 351 0.024958619 0.3034615 0.000 Adjusted recruitment
#> 352 0.004016356 0.1618616 0.000 Adjusted recruitment
#> 353 0.002512691 0.1468998 0.000 Adjusted recruitment
#> 354 0.007153893 0.1890499 0.000 Adjusted recruitment
#> 355 0.012712629 0.2292475 0.000 Adjusted recruitment
#> 356 0.014220879 0.2344723 0.000 Adjusted recruitment
#> 357 0.009611473 0.2291850 0.000 Adjusted recruitment
#> 358 0.006866301 0.1874790 0.000 Adjusted recruitment
#> 359 0.017869307 0.2812885 0.000 Adjusted recruitment
#> 360 0.013337532 0.2321058 0.000 Adjusted recruitment
#> 361 0.008764335 0.2106492 0.000 Adjusted recruitment
#> 362 0.023580698 0.3084900 0.000 Adjusted recruitment
#> 363 0.002830596 0.1500687 0.000 Adjusted recruitment
#> 364 0.002190720 0.1338477 0.000 Adjusted recruitment
#> 365 0.007743266 0.1975777 0.000 Adjusted recruitment
#> 366 0.019910196 0.2760092 0.000 Adjusted recruitment
#> 367 0.012915331 0.2447384 0.000 Adjusted recruitment
#> 368 0.001527908 0.1364461 0.000 Adjusted recruitment
#> 369 0.006455945 0.1810463 0.000 Adjusted recruitment
#> 370 0.019955688 0.2750956 0.000 Adjusted recruitment
#> 371 0.002718661 0.1433949 0.000 Adjusted recruitment
#> 372 0.007821384 0.2001003 0.000 Adjusted recruitment
#> 373 0.021418456 0.3212881 0.000 Adjusted recruitment
#> 374 0.003473306 0.1556891 0.000 Adjusted recruitment
#> 375 0.001571424 0.1390802 0.000 Adjusted recruitment
#> 376 0.003395206 0.1410953 0.000 Adjusted recruitment
#> 377 0.020429242 0.2898476 0.000 Adjusted recruitment
#> 378 0.002400976 0.1464489 0.000 Adjusted recruitment
#> 379 0.001251641 0.1315086 0.000 Adjusted recruitment
#> 380 0.005678606 0.1818585 0.000 Adjusted recruitment
#> 381 0.003603941 0.1644399 0.000 Adjusted recruitment
#> 382 0.002929028 0.1445531 0.000 Adjusted recruitment
#> 383 0.001189116 0.1240757 0.000 Adjusted recruitment
#> 384 0.019831195 0.2856946 0.000 Adjusted recruitment
#> 385 0.003024109 0.1461642 0.000 Adjusted recruitment
#> 386 0.001172643 0.1320907 0.000 Adjusted recruitment
#> 387 0.002302643 0.1392903 0.000 Adjusted recruitment
#> 388 0.004369820 0.1618214 0.000 Adjusted recruitment
#> 389 0.005636252 0.1684953 0.000 Adjusted recruitment
#> 390 0.001562073 0.1295434 0.000 Adjusted recruitment
#> 391 0.006027251 0.1803013 0.000 Adjusted recruitment
#> 392 0.002721678 0.1492305 0.000 Adjusted recruitment
#> 393 0.004249504 0.1679288 0.000 Adjusted recruitment
#> 394 0.002828440 0.1478122 0.000 Adjusted recruitment
#> 395 0.019651520 0.3066389 0.000 Adjusted recruitment
#> 396 0.005461554 0.1729682 0.000 Adjusted recruitment
#> 397 0.002074563 0.1414869 0.000 Adjusted recruitment
#> 398 0.005746347 0.1925783 0.000 Adjusted recruitment
#> 399 0.004238649 0.1669518 0.000 Adjusted recruitment
#> 400 0.003974255 0.1560893 0.000 Adjusted recruitment
#> 401 0.001337544 0.1394167 0.000 Adjusted recruitment
#> 402 0.004028752 0.1757960 0.000 Adjusted recruitment
#> 403 0.001173407 0.1325757 0.000 Adjusted recruitment
#> 404 0.005314116 0.1711088 0.000 Adjusted recruitment
#> 405 1.000000000 1.0000000 1.000 c
#> 406 1.000000000 1.0000000 1.000 c
#> 407 1.000000000 1.0000000 1.000 c
#> 408 1.000000000 1.0000000 1.000 c
#> 409 1.000000000 1.0000000 1.000 c
#> 410 1.000000000 1.0000000 1.000 c
#> 411 1.000000000 1.0000000 1.000 c
#> 412 1.000000000 1.0000000 1.000 c
#> 413 1.000000000 1.0000000 1.000 c
#> 414 1.000000000 1.0000000 1.000 c
#> 415 1.000000000 1.0000000 1.000 c
#> 416 1.000000000 1.0000000 1.000 c
#> 417 1.000000000 1.0000000 1.000 c
#> 418 1.000000000 1.0000000 1.000 c
#> 419 1.000000000 1.0000000 1.000 c
#> 420 1.000000000 1.0000000 1.000 c
#> 421 1.000000000 1.0000000 1.000 c
#> 422 1.000000000 1.0000000 1.000 c
#> 423 1.000000000 1.0000000 1.000 c
#> 424 1.000000000 1.0000000 1.000 c
#> 425 1.000000000 1.0000000 1.000 c
#> 426 1.000000000 1.0000000 1.000 c
#> 427 1.000000000 1.0000000 1.000 c
#> 428 1.000000000 1.0000000 1.000 c
#> 429 1.000000000 1.0000000 1.000 c
#> 430 1.000000000 1.0000000 1.000 c
#> 431 1.000000000 1.0000000 1.000 c
#> 432 1.000000000 1.0000000 1.000 c
#> 433 1.000000000 1.0000000 1.000 c
#> 434 1.000000000 1.0000000 1.000 c
#> 435 1.000000000 1.0000000 1.000 c
#> 436 1.000000000 1.0000000 1.000 c
#> 437 1.000000000 1.0000000 1.000 c
#> 438 1.000000000 1.0000000 1.000 c
#> 439 1.000000000 1.0000000 1.000 c
#> 440 1.000000000 1.0000000 1.000 c
#> 441 1.000000000 1.0000000 1.000 c
#> 442 1.000000000 1.0000000 1.000 c
#> 443 1.000000000 1.0000000 1.000 c
#> 444 1.000000000 1.0000000 1.000 c
#> 445 1.000000000 1.0000000 1.000 c
#> 446 1.000000000 1.0000000 1.000 c
#> 447 1.000000000 1.0000000 1.000 c
#> 448 1.000000000 1.0000000 1.000 c
#> 449 1.000000000 1.0000000 1.000 c
#> 450 1.000000000 1.0000000 1.000 c
#> 451 1.000000000 1.0000000 1.000 c
#> 452 1.000000000 1.0000000 1.000 c
#> 453 1.000000000 1.0000000 1.000 c
#> 454 1.000000000 1.0000000 1.000 c
#> 455 1.000000000 1.0000000 1.000 c
#> 456 1.000000000 1.0000000 1.000 c
#> 457 1.000000000 1.0000000 1.000 c
#> 458 1.000000000 1.0000000 1.000 c
#> 459 1.000000000 1.0000000 1.000 c
#> 460 1.000000000 1.0000000 1.000 c
#> 461 1.000000000 1.0000000 1.000 c
#> 462 1.000000000 1.0000000 1.000 c
#> 463 1.000000000 1.0000000 1.000 c
#> 464 1.000000000 1.0000000 1.000 c
#> 465 1.000000000 1.0000000 1.000 c
#> 466 1.000000000 1.0000000 1.000 c
#> 467 1.000000000 1.0000000 1.000 c
#> 468 1.000000000 1.0000000 1.000 c
#> 469 1.000000000 1.0000000 1.000 c
#> 470 1.000000000 1.0000000 1.000 c
#> 471 1.000000000 1.0000000 1.000 c
#> 472 1.000000000 1.0000000 1.000 c
#> 473 1.000000000 1.0000000 1.000 c
#> 474 1.000000000 1.0000000 1.000 c
#> 475 1.000000000 1.0000000 1.000 c
#> 476 1.000000000 1.0000000 1.000 c
#> 477 1.000000000 1.0000000 1.000 c
#> 478 1.000000000 1.0000000 1.000 c
#> 479 1.000000000 1.0000000 1.000 c
#> 480 1.000000000 1.0000000 1.000 c
#> 481 1.000000000 1.0000000 1.000 c
#> 482 1.000000000 1.0000000 1.000 c
#> 483 1.000000000 1.0000000 1.000 c
#> 484 1.000000000 1.0000000 1.000 c
#> 485 1.000000000 1.0000000 1.000 c
#> 486 1.000000000 1.0000000 1.000 c
#> 487 1.000000000 1.0000000 1.000 c
#> 488 1.000000000 1.0000000 1.000 c
#> 489 1.000000000 1.0000000 1.000 c
#> 490 1.000000000 1.0000000 1.000 c
#> 491 1.000000000 1.0000000 1.000 c
#> 492 1.000000000 1.0000000 1.000 c
#> 493 1.000000000 1.0000000 1.000 c
#> 494 1.000000000 1.0000000 1.000 c
#> 495 1.000000000 1.0000000 1.000 c
#> 496 1.000000000 1.0000000 1.000 c
#> 497 1.000000000 1.0000000 1.000 c
#> 498 1.000000000 1.0000000 1.000 c
#> 499 1.000000000 1.0000000 1.000 c
#> 500 1.000000000 1.0000000 1.000 c
#> 501 1.000000000 1.0000000 1.000 c
#> 502 1.000000000 1.0000000 1.000 c
#> 503 1.000000000 1.0000000 1.000 c
#> 504 1.000000000 1.0000000 1.000 c
#> 505 1.000000000 1.0000000 1.000 c
#> 506 0.745900000 1.2381500 0.480 Population growth rate
#> 507 0.781825000 1.2650500 0.573 Population growth rate
#> 508 0.748975000 1.1970500 0.469 Population growth rate
#> 509 0.751975000 1.2110250 0.458 Population growth rate
#> 510 0.745950000 1.1641000 0.370 Population growth rate
#> 511 0.754950000 1.2290250 0.542 Population growth rate
#> 512 0.762950000 1.2501750 0.575 Population growth rate
#> 513 0.708975000 1.1120750 0.169 Population growth rate
#> 514 0.737950000 1.2070000 0.445 Population growth rate
#> 515 0.755850000 1.2210750 0.478 Population growth rate
#> 516 0.755900000 1.2131000 0.547 Population growth rate
#> 517 0.747000000 1.2080000 0.450 Population growth rate
#> 518 0.728950000 1.1880750 0.379 Population growth rate
#> 519 0.750975000 1.2110750 0.441 Population growth rate
#> 520 0.724975000 1.1390250 0.329 Population growth rate
#> 521 0.769875000 1.2760750 0.622 Population growth rate
#> 522 0.749925000 1.2230250 0.504 Population growth rate
#> 523 0.773950000 1.2420500 0.550 Population growth rate
#> 524 0.710925000 1.1041250 0.199 Population growth rate
#> 525 0.717975000 1.1740250 0.348 Population growth rate
#> 526 0.757000000 1.2790250 0.617 Population growth rate
#> 527 0.746825000 1.2310000 0.535 Population growth rate
#> 528 0.741950000 1.2070000 0.447 Population growth rate
#> 529 0.731950000 1.1650750 0.335 Population growth rate
#> 530 0.751975000 1.2600000 0.575 Population growth rate
#> 531 0.739000000 1.1611000 0.364 Population growth rate
#> 532 0.779925000 1.2660500 0.609 Population growth rate
#> 533 0.746800000 1.2260750 0.511 Population growth rate
#> 534 0.755825000 1.2480250 0.540 Population growth rate
#> 535 0.703950000 1.0950750 0.138 Population growth rate
#> 536 0.686000000 1.0620750 0.110 Population growth rate
#> 537 0.770950000 1.2840000 0.595 Population growth rate
#> 538 0.708925000 1.1140500 0.234 Population growth rate
#> 539 0.733000000 1.1901250 0.388 Population growth rate
#> 540 0.717975000 1.1510250 0.320 Population growth rate
#> 541 0.712950000 1.1280250 0.261 Population growth rate
#> 542 0.703000000 1.0740750 0.169 Population growth rate
#> 543 0.737975000 1.1760500 0.378 Population growth rate
#> 544 0.696975000 1.0920000 0.179 Population growth rate
#> 545 0.757000000 1.2520000 0.563 Population growth rate
#> 546 0.691000000 1.0750250 0.160 Population growth rate
#> 547 0.694950000 1.0610000 0.121 Population growth rate
#> 548 0.712950000 1.1450500 0.289 Population growth rate
#> 549 0.700975000 1.1070500 0.199 Population growth rate
#> 550 0.737000000 1.1901000 0.427 Population growth rate
#> 551 0.722000000 1.1480000 0.332 Population growth rate
#> 552 0.719850000 1.1070000 0.242 Population growth rate
#> 553 0.670000000 1.0080000 0.041 Population growth rate
#> 554 0.682000000 1.0741000 0.123 Population growth rate
#> 555 0.720900000 1.1531750 0.305 Population growth rate
#> 556 0.695000000 1.1020500 0.205 Population growth rate
#> 557 0.685975000 1.0720250 0.151 Population growth rate
#> 558 0.679950000 1.0481000 0.105 Population growth rate
#> 559 0.705925000 1.1220750 0.262 Population growth rate
#> 560 0.705950000 1.1150750 0.205 Population growth rate
#> 561 0.718000000 1.1793000 0.389 Population growth rate
#> 562 0.728875000 1.1460500 0.295 Population growth rate
#> 563 0.708000000 1.1150250 0.243 Population growth rate
#> 564 0.659975000 1.0070250 0.040 Population growth rate
#> 565 0.685975000 1.0620000 0.096 Population growth rate
#> 566 0.709000000 1.1220500 0.278 Population growth rate
#> 567 0.703000000 1.0901750 0.193 Population growth rate
#> 568 0.700975000 1.0690750 0.148 Population growth rate
#> 569 0.676950000 1.0370250 0.100 Population growth rate
#> 570 0.716000000 1.1180500 0.260 Population growth rate
#> 571 0.664975000 1.0070000 0.051 Population growth rate
#> 572 0.744000000 1.1931250 0.405 Population growth rate
#> 573 0.724000000 1.1391000 0.295 Population growth rate
#> 574 0.709975000 1.1040500 0.225 Population growth rate
#> 575 0.666975000 1.0090000 0.042 Population growth rate
#> 576 0.663975000 1.0210750 0.060 Population growth rate
#> 577 0.707875000 1.1120750 0.280 Population growth rate
#> 578 0.664975000 1.0230250 0.056 Population growth rate
#> 579 0.697950000 1.0940500 0.162 Population growth rate
#> 580 0.667000000 1.0390500 0.099 Population growth rate
#> 581 0.676900000 1.0410250 0.071 Population growth rate
#> 582 0.657950000 1.0080500 0.046 Population growth rate
#> 583 0.677900000 1.0620500 0.143 Population growth rate
#> 584 0.706000000 1.1380000 0.296 Population growth rate
#> 585 0.702975000 1.1131250 0.217 Population growth rate
#> 586 0.661975000 1.0150500 0.042 Population growth rate
#> 587 0.677000000 1.0080000 0.060 Population growth rate
#> 588 0.675000000 1.0310750 0.082 Population growth rate
#> 589 0.685000000 1.0640250 0.108 Population growth rate
#> 590 0.682975000 1.0730000 0.140 Population growth rate
#> 591 0.680975000 1.0450250 0.091 Population growth rate
#> 592 0.676975000 1.0350250 0.075 Population growth rate
#> 593 0.671925000 1.0281000 0.078 Population growth rate
#> 594 0.670925000 1.0261000 0.057 Population growth rate
#> 595 0.682975000 1.0410250 0.095 Population growth rate
#> 596 0.662925000 1.0130250 0.055 Population growth rate
#> 597 0.683975000 1.0370000 0.080 Population growth rate
#> 598 0.686975000 1.0570250 0.099 Population growth rate
#> 599 0.676900000 1.0350250 0.069 Population growth rate
#> 600 0.675975000 1.0540000 0.100 Population growth rate
#> 601 0.690950000 1.0621750 0.139 Population growth rate
#> 602 0.677950000 1.0171000 0.053 Population growth rate
#> 603 0.669000000 1.0130500 0.048 Population growth rate
#> 604 0.675975000 1.0350500 0.082 Population growth rate
#> 605 0.657000000 1.0230750 0.069 Population growth rate
#> 606 0.699875000 1.0600500 0.125 Population growth rate
#> 607 0.840641561 1.1016614 0.406 Expected growth rate
#> 608 0.858045507 1.1131603 0.447 Expected growth rate
#> 609 0.848077953 1.1059166 0.412 Expected growth rate
#> 610 0.883452969 1.1413087 0.621 Expected growth rate
#> 611 0.842796752 1.0993574 0.381 Expected growth rate
#> 612 0.860599958 1.1333302 0.549 Expected growth rate
#> 613 0.849149398 1.0986071 0.367 Expected growth rate
#> 614 0.869303488 1.1209838 0.568 Expected growth rate
#> 615 0.864143717 1.1390405 0.586 Expected growth rate
#> 616 0.767907978 1.0033523 0.046 Expected growth rate
#> 617 0.850814956 1.0980117 0.393 Expected growth rate
#> 618 0.885562891 1.1616837 0.735 Expected growth rate
#> 619 0.863266455 1.1261865 0.519 Expected growth rate
#> 620 0.835337573 1.0875644 0.335 Expected growth rate
#> 621 0.876758050 1.1393141 0.609 Expected growth rate
#> 622 0.876305095 1.1506883 0.650 Expected growth rate
#> 623 0.856684657 1.1165444 0.444 Expected growth rate
#> 624 0.895728124 1.1500643 0.681 Expected growth rate
#> 625 0.807828402 1.0556745 0.208 Expected growth rate
#> 626 0.876466300 1.1405805 0.595 Expected growth rate
#> 627 0.777010886 0.9920671 0.028 Expected growth rate
#> 628 0.819593742 1.0631424 0.208 Expected growth rate
#> 629 0.882341016 1.1530466 0.714 Expected growth rate
#> 630 0.860081061 1.1174044 0.486 Expected growth rate
#> 631 0.831152476 1.0943526 0.332 Expected growth rate
#> 632 0.800664988 1.0581704 0.203 Expected growth rate
#> 633 0.780743976 1.0188105 0.100 Expected growth rate
#> 634 0.777423047 1.0098851 0.059 Expected growth rate
#> 635 0.827576913 1.0781725 0.267 Expected growth rate
#> 636 0.804592672 1.0574227 0.172 Expected growth rate
#> 637 0.776316458 1.0221021 0.068 Expected growth rate
#> 638 0.773715704 1.0015259 0.036 Expected growth rate
#> 639 0.816767759 1.0750977 0.209 Expected growth rate
#> 640 0.892812241 1.1537830 0.694 Expected growth rate
#> 641 0.866322241 1.1299877 0.507 Expected growth rate
#> 642 0.821418853 1.0882132 0.310 Expected growth rate
#> 643 0.814078702 1.0566905 0.189 Expected growth rate
#> 644 0.791184779 1.0357116 0.104 Expected growth rate
#> 645 0.770583099 1.0153641 0.054 Expected growth rate
#> 646 0.825993065 1.0772627 0.279 Expected growth rate
#> 647 0.799752851 1.0427817 0.148 Expected growth rate
#> 648 0.772310811 1.0274223 0.077 Expected growth rate
#> 649 0.754307888 1.0023140 0.041 Expected growth rate
#> 650 0.818026020 1.0644366 0.221 Expected growth rate
#> 651 0.898636930 1.1721219 0.742 Expected growth rate
#> 652 0.850857414 1.1309822 0.467 Expected growth rate
#> 653 0.827231467 1.0919769 0.321 Expected growth rate
#> 654 0.813012204 1.0376184 0.142 Expected growth rate
#> 655 0.782728072 1.0300022 0.091 Expected growth rate
#> 656 0.720958668 0.9466621 0.002 Expected growth rate
#> 657 0.824816524 1.0664556 0.230 Expected growth rate
#> 658 0.788971269 1.0488864 0.136 Expected growth rate
#> 659 0.773768065 1.0275126 0.076 Expected growth rate
#> 660 0.766061161 1.0010049 0.045 Expected growth rate
#> 661 0.740708899 0.9774354 0.017 Expected growth rate
#> 662 0.794291241 1.0382476 0.131 Expected growth rate
#> 663 0.773367783 1.0090485 0.060 Expected growth rate
#> 664 0.823186738 1.0719259 0.266 Expected growth rate
#> 665 0.809007549 1.0614250 0.163 Expected growth rate
#> 666 0.781367779 1.0218321 0.085 Expected growth rate
#> 667 0.714657954 0.9489758 0.006 Expected growth rate
#> 668 0.744389920 0.9887751 0.024 Expected growth rate
#> 669 0.797990354 1.0396431 0.132 Expected growth rate
#> 670 0.777097977 1.0189996 0.067 Expected growth rate
#> 671 0.761032142 1.0024965 0.039 Expected growth rate
#> 672 0.750086699 0.9764403 0.014 Expected growth rate
#> 673 0.739677117 0.9700829 0.010 Expected growth rate
#> 674 0.722651563 0.9423476 0.003 Expected growth rate
#> 675 0.752149271 0.9930525 0.028 Expected growth rate
#> 676 0.739375588 0.9780486 0.018 Expected growth rate
#> 677 0.736606512 0.9588851 0.009 Expected growth rate
#> 678 0.799881068 1.0369705 0.115 Expected growth rate
#> 679 0.753430002 0.9946661 0.030 Expected growth rate
#> 680 0.791264333 1.0400519 0.132 Expected growth rate
#> 681 0.782543883 1.0193610 0.076 Expected growth rate
#> 682 0.757299596 1.0021658 0.032 Expected growth rate
#> 683 0.733889432 0.9819681 0.019 Expected growth rate
#> 684 0.724485805 0.9529922 0.004 Expected growth rate
#> 685 0.715854741 0.9469581 0.001 Expected growth rate
#> 686 0.755440739 0.9854699 0.021 Expected growth rate
#> 687 0.745185898 0.9642918 0.013 Expected growth rate
#> 688 0.721360279 0.9538625 0.007 Expected growth rate
#> 689 0.734729897 0.9632975 0.010 Expected growth rate
#> 690 0.743038819 0.9727574 0.011 Expected growth rate
#> 691 0.758426212 0.9959079 0.029 Expected growth rate
#> 692 0.766570522 1.0109017 0.056 Expected growth rate
#> 693 0.766811183 0.9952075 0.030 Expected growth rate
#> 694 0.740097031 0.9804766 0.016 Expected growth rate
#> 695 0.737700307 0.9590706 0.003 Expected growth rate
#> 696 0.727582431 0.9645477 0.003 Expected growth rate
#> 697 0.756482281 0.9866452 0.021 Expected growth rate
#> 698 0.736651180 0.9646410 0.008 Expected growth rate
#> 699 0.726181973 0.9553001 0.004 Expected growth rate
#> 700 0.719159101 0.9570318 0.005 Expected growth rate
#> 701 0.748509081 0.9835699 0.018 Expected growth rate
#> 702 0.723423359 0.9515214 0.004 Expected growth rate
#> 703 0.712027888 0.9485264 0.007 Expected growth rate
#> 704 0.730415022 0.9590097 0.005 Expected growth rate
#> 705 0.733691844 0.9659253 0.009 Expected growth rate
#> 706 0.730001072 0.9664259 0.008 Expected growth rate
#> 707 0.724641198 0.9436709 0.003 Expected growth rate
#> 708 0.073187485 0.6869671 0.000 Recruitment
#> 709 0.061178697 0.6075250 0.000 Recruitment
#> 710 0.069192381 0.6742559 0.000 Recruitment
#> 711 0.072227814 0.7169093 0.000 Recruitment
#> 712 0.054785022 0.6264371 0.000 Recruitment
#> 713 0.040912845 0.5614980 0.000 Recruitment
#> 714 0.061799421 0.7254602 0.000 Recruitment
#> 715 0.066771985 0.6962737 0.000 Recruitment
#> 716 0.049917238 0.6069230 0.000 Recruitment
#> 717 0.032439265 0.5335200 0.000 Recruitment
#> 718 0.078962350 0.7375410 0.000 Recruitment
#> 719 0.056380478 0.6465250 0.000 Recruitment
#> 720 0.079398007 0.7190646 0.000 Recruitment
#> 721 0.061774044 0.6769462 0.000 Recruitment
#> 722 0.063723081 0.6661333 0.000 Recruitment
#> 723 0.049456366 0.6327808 0.000 Recruitment
#> 724 0.036204430 0.5187897 0.000 Recruitment
#> 725 0.081966564 0.7396163 0.000 Recruitment
#> 726 0.056649689 0.6513291 0.000 Recruitment
#> 727 0.047161397 0.6169800 0.000 Recruitment
#> 728 0.031913956 0.4912855 0.000 Recruitment
#> 729 0.019758178 0.4282126 0.000 Recruitment
#> 730 0.049584037 0.6457099 0.000 Recruitment
#> 731 0.022609069 0.4265256 0.000 Recruitment
#> 732 0.064490225 0.6545584 0.000 Recruitment
#> 733 0.062477520 0.6938987 0.000 Recruitment
#> 734 0.046674620 0.5871954 0.000 Recruitment
#> 735 0.036237270 0.5351631 0.000 Recruitment
#> 736 0.020494972 0.4911083 0.000 Recruitment
#> 737 0.058101473 0.6213249 0.000 Recruitment
#> 738 0.042836913 0.6425761 0.000 Recruitment
#> 739 0.031492490 0.4968405 0.000 Recruitment
#> 740 0.021307690 0.4747121 0.000 Recruitment
#> 741 0.012075106 0.3769282 0.000 Recruitment
#> 742 0.032750132 0.5088761 0.000 Recruitment
#> 743 0.080256402 0.7358049 0.000 Recruitment
#> 744 0.066019164 0.6428199 0.000 Recruitment
#> 745 0.053807107 0.6225137 0.000 Recruitment
#> 746 0.034630361 0.5282307 0.000 Recruitment
#> 747 0.025425258 0.4584950 0.000 Recruitment
#> 748 0.016199962 0.3962463 0.000 Recruitment
#> 749 0.039662391 0.5713893 0.000 Recruitment
#> 750 0.027854687 0.5292335 0.000 Recruitment
#> 751 0.019634503 0.4716423 0.000 Recruitment
#> 752 0.011555445 0.3927347 0.000 Recruitment
#> 753 0.039826972 0.5457953 0.000 Recruitment
#> 754 0.024126036 0.4486522 0.000 Recruitment
#> 755 0.018036632 0.4253712 0.000 Recruitment
#> 756 0.012054501 0.3606026 0.000 Recruitment
#> 757 0.008032711 0.3237232 0.000 Recruitment
#> 758 0.005025382 0.2937996 0.000 Recruitment
#> 759 0.014307785 0.3780998 0.000 Recruitment
#> 760 0.039303039 0.6132779 0.000 Recruitment
#> 761 0.028441758 0.4689445 0.000 Recruitment
#> 762 0.019222947 0.4583701 0.000 Recruitment
#> 763 0.013732602 0.3749580 0.000 Recruitment
#> 764 0.035738613 0.5625770 0.000 Recruitment
#> 765 0.026675064 0.4642115 0.000 Recruitment
#> 766 0.017528670 0.4212984 0.000 Recruitment
#> 767 0.011272505 0.3369907 0.000 Recruitment
#> 768 0.005661191 0.3001374 0.000 Recruitment
#> 769 0.004381439 0.2676953 0.000 Recruitment
#> 770 0.015486532 0.3951553 0.000 Recruitment
#> 771 0.039820391 0.5520183 0.000 Recruitment
#> 772 0.025830662 0.4894768 0.000 Recruitment
#> 773 0.017998838 0.4192756 0.000 Recruitment
#> 774 0.012911889 0.3620927 0.000 Recruitment
#> 775 0.039911375 0.5501913 0.000 Recruitment
#> 776 0.085488114 0.7269236 0.000 Recruitment
#> 777 0.015642768 0.4002007 0.000 Recruitment
#> 778 0.010923108 0.3459365 0.000 Recruitment
#> 779 0.006946611 0.3113782 0.000 Recruitment
#> 780 0.003142848 0.2781605 0.000 Recruitment
#> 781 0.006790412 0.2821906 0.000 Recruitment
#> 782 0.040858483 0.5796952 0.000 Recruitment
#> 783 0.027316037 0.4616072 0.000 Recruitment
#> 784 0.013684870 0.3705204 0.000 Recruitment
#> 785 0.011357212 0.3637169 0.000 Recruitment
#> 786 0.007207881 0.3288799 0.000 Recruitment
#> 787 0.005858056 0.2891063 0.000 Recruitment
#> 788 0.002378232 0.2481514 0.000 Recruitment
#> 789 0.011492695 0.3851567 0.000 Recruitment
#> 790 0.006048217 0.2923283 0.000 Recruitment
#> 791 0.002345286 0.2641814 0.000 Recruitment
#> 792 0.004605286 0.2785807 0.000 Recruitment
#> 793 0.008739641 0.3236428 0.000 Recruitment
#> 794 0.008499008 0.3358577 0.000 Recruitment
#> 795 0.003124146 0.2590868 0.000 Recruitment
#> 796 0.007948510 0.3121787 0.000 Recruitment
#> 797 0.004801953 0.2928978 0.000 Recruitment
#> 798 0.004149127 0.2829738 0.000 Recruitment
#> 799 0.005656879 0.2956244 0.000 Recruitment
#> 800 0.010628231 0.3422177 0.000 Recruitment
#> 801 0.005443356 0.2984610 0.000 Recruitment
#> 802 0.002675088 0.2788334 0.000 Recruitment
#> 803 0.005437322 0.2867899 0.000 Recruitment
#> 804 0.008477297 0.3339036 0.000 Recruitment
#> 805 0.003055815 0.2728921 0.000 Recruitment
#> 806 0.002503281 0.2630172 0.000 Recruitment
#> 807 0.002346815 0.2651515 0.000 Recruitment
#> 808 0.008057505 0.3515920 0.000 Recruitment
#> 809 0.670551947 0.9963553 0.051 Adult female survival
#> 810 0.660314632 0.9732546 0.008 Adult female survival
#> 811 0.658970321 0.9758444 0.008 Adult female survival
#> 812 0.670645101 0.9972879 0.067 Adult female survival
#> 813 0.683329665 0.9960799 0.055 Adult female survival
#> 814 0.693967087 0.9972748 0.059 Adult female survival
#> 815 0.677042036 0.9941036 0.040 Adult female survival
#> 816 0.684361736 0.9958616 0.048 Adult female survival
#> 817 0.683087229 0.9964295 0.045 Adult female survival
#> 818 0.661623452 0.9966302 0.050 Adult female survival
#> 819 0.662538013 0.9675981 0.004 Adult female survival
#> 820 0.676001646 0.9883197 0.023 Adult female survival
#> 821 0.664116385 0.9862856 0.018 Adult female survival
#> 822 0.664794354 0.9878118 0.021 Adult female survival
#> 823 0.689440159 0.9956450 0.049 Adult female survival
#> 824 0.670587531 0.9886442 0.024 Adult female survival
#> 825 0.682878500 0.9959613 0.044 Adult female survival
#> 826 0.657222007 0.9810384 0.013 Adult female survival
#> 827 0.683936811 0.9843656 0.016 Adult female survival
#> 828 0.685996015 0.9976959 0.060 Adult female survival
#> 829 0.677568303 0.9960098 0.043 Adult female survival
#> 830 0.657631009 0.9770570 0.012 Adult female survival
#> 831 0.660327551 0.9872212 0.019 Adult female survival
#> 832 0.663974779 0.9810276 0.013 Adult female survival
#> 833 0.681366948 0.9941409 0.040 Adult female survival
#> 834 0.652234613 0.9734278 0.009 Adult female survival
#> 835 0.673531604 0.9905925 0.026 Adult female survival
#> 836 0.666301214 0.9865187 0.020 Adult female survival
#> 837 0.672201678 0.9944896 0.032 Adult female survival
#> 838 0.660939217 0.9809809 0.011 Adult female survival
#> 839 0.676470512 0.9843327 0.011 Adult female survival
#> 840 0.686637153 0.9984923 0.053 Adult female survival
#> 841 0.660082945 0.9750428 0.009 Adult female survival
#> 842 0.664497451 0.9892682 0.023 Adult female survival
#> 843 0.659259290 0.9861909 0.017 Adult female survival
#> 844 0.679579239 0.9943347 0.038 Adult female survival
#> 845 0.659817488 0.9738304 0.006 Adult female survival
#> 846 0.663375575 0.9855014 0.018 Adult female survival
#> 847 0.673871874 0.9828822 0.020 Adult female survival
#> 848 0.678887075 0.9950376 0.040 Adult female survival
#> 849 0.645372718 0.9664939 0.008 Adult female survival
#> 850 0.672902065 0.9847487 0.016 Adult female survival
#> 851 0.683623267 0.9946462 0.039 Adult female survival
#> 852 0.657675917 0.9676845 0.004 Adult female survival
#> 853 0.670764233 0.9860486 0.016 Adult female survival
#> 854 0.658821206 0.9872968 0.021 Adult female survival
#> 855 0.671997098 0.9938967 0.042 Adult female survival
#> 856 0.655571505 0.9751377 0.008 Adult female survival
#> 857 0.672009477 0.9815280 0.015 Adult female survival
#> 858 0.662846997 0.9811121 0.011 Adult female survival
#> 859 0.677263050 0.9948763 0.040 Adult female survival
#> 860 0.654280626 0.9719920 0.009 Adult female survival
#> 861 0.644544558 0.9614546 0.005 Adult female survival
#> 862 0.672529548 0.9964535 0.044 Adult female survival
#> 863 0.651539228 0.9707153 0.008 Adult female survival
#> 864 0.668700481 0.9891106 0.021 Adult female survival
#> 865 0.668485248 0.9804602 0.008 Adult female survival
#> 866 0.686744875 0.9952112 0.043 Adult female survival
#> 867 0.665033790 0.9764104 0.013 Adult female survival
#> 868 0.664696496 0.9853735 0.021 Adult female survival
#> 869 0.666314612 0.9811538 0.013 Adult female survival
#> 870 0.669594182 0.9899048 0.025 Adult female survival
#> 871 0.661007368 0.9689450 0.010 Adult female survival
#> 872 0.646833287 0.9694307 0.005 Adult female survival
#> 873 0.666696954 0.9798536 0.013 Adult female survival
#> 874 0.675282795 0.9917545 0.030 Adult female survival
#> 875 0.656355282 0.9701341 0.005 Adult female survival
#> 876 0.646430528 0.9552742 0.001 Adult female survival
#> 877 0.655699080 0.9781984 0.012 Adult female survival
#> 878 0.669308143 0.9946099 0.030 Adult female survival
#> 879 0.646180127 0.9677670 0.007 Adult female survival
#> 880 0.677139106 0.9824413 0.015 Adult female survival
#> 881 0.681511106 0.9934654 0.035 Adult female survival
#> 882 0.652051405 0.9689185 0.003 Adult female survival
#> 883 0.652032215 0.9645274 0.001 Adult female survival
#> 884 0.659572442 0.9792514 0.011 Adult female survival
#> 885 0.663313773 0.9882515 0.022 Adult female survival
#> 886 0.652847554 0.9617895 0.005 Adult female survival
#> 887 0.648243583 0.9609397 0.005 Adult female survival
#> 888 0.665673483 0.9750352 0.005 Adult female survival
#> 889 0.678445612 0.9920751 0.029 Adult female survival
#> 890 0.651163362 0.9674609 0.008 Adult female survival
#> 891 0.665649331 0.9837695 0.015 Adult female survival
#> 892 0.664680964 0.9903788 0.026 Adult female survival
#> 893 0.662029628 0.9680364 0.007 Adult female survival
#> 894 0.650720382 0.9623723 0.005 Adult female survival
#> 895 0.668599560 0.9813683 0.018 Adult female survival
#> 896 0.678258313 0.9909283 0.027 Adult female survival
#> 897 0.662828722 0.9606055 0.006 Adult female survival
#> 898 0.650771860 0.9572158 0.006 Adult female survival
#> 899 0.662716184 0.9786991 0.011 Adult female survival
#> 900 0.674565779 0.9898321 0.025 Adult female survival
#> 901 0.660541994 0.9973025 0.063 Adult female survival
#> 902 0.662852265 0.9787613 0.007 Adult female survival
#> 903 0.675496416 0.9943856 0.040 Adult female survival
#> 904 0.652388539 0.9709587 0.004 Adult female survival
#> 905 0.639670111 0.9673425 0.004 Adult female survival
#> 906 0.669072525 0.9850752 0.016 Adult female survival
#> 907 0.681924062 0.9941524 0.033 Adult female survival
#> 908 0.643815547 0.9653532 0.003 Adult female survival
#> 909 0.641595807 0.9618205 0.004 Adult female survival
#>