The overall final probabilites and probabilities as a function of \(\theta\)
| risk | low | med | high |
|---|---|---|---|
| 7.9 | 31.8 | 29.5 | 30.5 |
The cutoffs (need at least the following number of correct responses to branch up)
| M1 | M2 | M3 | M4 | M5 | M6 |
|---|---|---|---|---|---|
| 3 | 2 | 2 | 3 | 2 | 2 |
Items per module
## [[1]]
## a b
## B1_st102_s 1.306875 -0.9492793
## B1_st150_s 2.352645 -0.8774760
## B1_st151_s 2.546684 -0.6474514
## B1_st108_s 2.616756 -1.0121074
##
## [[2]]
## a b
## B1_st157_s 1.527242 -1.279581
## B1_st147_s 2.648780 -1.405449
## B1_st149_s 2.694250 -1.177196
##
## [[3]]
## a b
## B1_st139_s 1.555065 0.2021739
## B1_st140_s 1.904421 -0.2396769
## B1_st159_s 2.112356 -0.5114051
##
## [[4]]
## a b
## B1_st103_s 0.8087385 -1.858193
## B1_st156_s 1.5134735 -1.907813
## B1_st153_s 1.5792936 -2.013588
##
## [[5]]
## a b
## B1_st107_s 1.159605 0.2524258
## B1_st105_s 1.294923 0.2386503
## B1_st119_s 1.784908 0.3097722
##
## [[6]]
## a b
## B1_st111_s 0.7989871 0.3897110
## B1_st115_s 1.3878342 0.4562208
## B1_st136_s 3.7368509 0.4442297
The overall final probabilites and probabilities as a function of \(\theta\)
| risk | low | med | high |
|---|---|---|---|
| 24.8 | 12.4 | 15 | 47.6 |
The cutoffs (need at least the following number of correct responses to branch up)
| M1 | M2 | M3 | M4 | M5 | M6 |
|---|---|---|---|---|---|
| 4 | 4 | 4 | 5 | 4 | 4 |
Items per module
## [[1]]
## a b
## N1_sl282_s 1.365596 -0.6836095
## N1_sl164_s 1.498122 -0.6148827
## N1_sl341_s 1.709443 -0.8420879
## N1_sl342_s 1.880484 -0.6110163
## N1_sl283_s 1.908842 -0.6276948
## N1_sl233_s 1.918259 -0.6398745
##
## [[2]]
## a b
## N1_sl284_s 1.553451 -0.5959277
## N1_sl204_s 1.738610 -0.5975957
## N1_sl293_s 2.000094 -0.5713368
## N1_sl324_s 2.135286 -0.5525997
## N1_sl244_s 2.138165 -0.5523765
## N1_sl214_s 2.305561 -0.5684022
##
## [[3]]
## a b
## N1_sl123_s 1.963415 -0.4944784
## N1_sl264_s 1.971206 -0.4576182
## N1_sl121_s 2.166943 -0.4849031
## N1_sl205_s 2.241564 -0.4108970
## N1_sl312_s 2.262544 -0.4926733
## N1_sl241_s 2.627495 -0.4022442
##
## [[4]]
## a b
## N1_sl235_s 1.491746 -0.5388161
## N1_sl343_s 1.567882 -0.4550357
## N1_sl122_s 1.729597 -0.4825983
## N1_sl263_s 1.769388 -0.5171283
## N1_sl194_s 1.775473 -0.5475877
## N1_sl213_s 1.827619 -0.4639367
##
## [[5]]
## a b
## N1_sl322_s 1.654402 -0.4378706
## N1_sl175_s 1.695639 -0.3614483
## N1_sl274_s 1.720951 -0.3766790
## N1_sl253_s 1.741452 -0.3954266
## N1_sl242_s 1.981340 -0.3907114
## N1_sl191_s 2.230670 -0.3694676
##
## [[6]]
## a b
## N1_sl234_s 2.600190 -0.22591447
## N1_sl215_s 2.974260 -0.25155341
## N1_sl261_s 3.083195 -0.16309623
## N1_sl294_s 3.194967 -0.24138905
## N1_sl313_s 3.200221 -0.05014507
## N1_sl321_s 3.581305 -0.29142682
The overall final probabilites and probabilities as a function of \(\theta\)
| risk | low | med | high |
|---|---|---|---|
| 7.3 | 14.1 | 31.6 | 46.8 |
The cutoffs (need at least the following number of correct responses to branch up)
| M1 | M2 | M3 | M4 | M5 | M6 |
|---|---|---|---|---|---|
| 4 | 4 | 4 | 5 | 4 | 4 |
Items per module
## [[1]]
## a b
## B1_my210_s 1.239143 -0.8731403
## B1_my409_s 1.306873 -1.1606055
## B1_my207_s 1.444304 -0.9477572
## B1_my415_s 1.448702 -1.0341598
## B1_my206_s 1.920424 -0.9340326
## B1_my308_s 2.289231 -1.1126192
##
## [[2]]
## a b
## B1_my416_s 1.684645 -1.349622
## B1_my103_s 1.747389 -1.431357
## B1_my201_s 1.879526 -1.465769
## B1_my413_s 1.891423 -1.452018
## B1_my406_s 2.073320 -1.558185
## B1_my401_s 3.515100 -1.308365
##
## [[3]]
## a b
## B1_my305_s 0.9294779 -0.4085443
## B1_my110_s 1.4805340 -0.4772755
## B1_my202_s 1.5336153 -0.5500895
## B1_my208_s 1.6385743 -0.7069846
## B1_vo006_s 1.9187384 -0.5634771
## B1_my107_s 3.2877554 -0.7642900
##
## [[4]]
## a b
## B1_my307_s 1.450607 -1.977268
## B1_my105_s 1.534470 -1.798888
## B1_my414_s 1.578579 -1.688587
## B1_my113_s 1.874085 -1.626238
## B1_my204_s 2.005505 -1.807913
## B1_my212_s 2.489340 -1.877613
##
## [[5]]
## a b
## B1_my102_s 1.085692 -1.0483027
## B1_my109_s 1.128025 -1.2016492
## B1_my205_s 1.169713 -1.2376478
## B1_my405_s 1.184899 -0.8630987
## B1_my101_s 1.347582 -1.2157597
## B1_my316_s 1.477764 -1.2120684
##
## [[6]]
## a b
## B1_vo010_s 1.444336 -0.004620704
## B1_vo065_s 1.662442 -0.316251567
## B1_vo089_s 1.853934 -0.256761417
## B1_vo062_s 1.976780 -0.281555377
## B1_vo078_s 2.007364 -0.314017062
## B1_vo063_s 2.169572 -0.338990773
The overall final probabilites and probabilities as a function of \(\theta\)
| risk | low | med | high |
|---|---|---|---|
| 16.9 | 13.2 | 22.9 | 46.8 |
The cutoffs (need at least the following number of correct responses to branch up)
| M1 | M2 | M3 | M4 | M5 | M6 |
|---|---|---|---|---|---|
| 3 | 3 | 3 | 4 | 3 | 3 |
Items per module
## [[1]]
## a b
## B1_sl191_s 2.191178 -0.5005965
## B1_sl343_s 2.255613 -0.6786707
## B1_sl263_s 2.466445 -0.5659925
## B1_sl241_s 2.476230 -0.4654312
## B1_sl213_s 3.042159 -0.6725970
##
## [[2]]
## a b
## B1_sl293_s 1.626631 -0.7216724
## B1_sl264_s 1.709585 -0.7837381
## B1_sl121_s 1.724151 -1.0212798
## B1_sl204_s 1.941387 -0.8586261
## B1_sl233_s 2.957743 -0.8104987
##
## [[3]]
## a b
## B1_sl261_s 2.674141 -0.2565190
## B1_sl162_s 2.789709 -0.2681388
## B1_sl271_s 3.027656 -0.1624483
## B1_sl321_s 3.157415 -0.2820466
## B1_sl243_s 3.627313 -0.1245338
##
## [[4]]
## a b
## B1_sl254_s 1.167864 -0.7846372
## B1_sl324_s 1.371796 -0.7720318
## B1_sl312_s 1.485227 -0.8575341
## B1_sl164_s 1.591833 -0.8255690
## B1_sl283_s 1.880960 -0.6551140
##
## [[5]]
## a b
## B1_sl284_s 1.804219 -0.5990420
## B1_sl163_s 1.805797 -0.4786718
## B1_sl122_s 1.823980 -0.5427568
## B1_sl212_s 1.983779 -0.5328069
## B1_sl292_s 2.070464 -0.6124185
##
## [[6]]
## a b
## B1_sl165_s 2.284048 -0.01151957
## B1_sl225_s 2.292461 -0.02029646
## B1_sl314_s 2.364896 -0.03194294
## B1_sl184_s 2.376118 -0.05764489
## B1_sl234_s 2.509070 -0.13530858
| a | d | |
|---|---|---|
| B1_st156_s | 1.513 | -1.908 |
| B1_st145_s | 2.462 | 2.064 |
| B1_st151_s | 2.547 | -0.6475 |
| B1_st136_s | 3.737 | 0.4442 |
| B1_st103_s | 0.8087 | -1.858 |
| B1_st119_s | 1.785 | 0.3098 |
| B1_st106_s | 1.558 | 0.8231 |
| B1_st159_s | 2.112 | -0.5114 |
| B1_st111_s | 0.799 | 0.3897 |
| B1_st102_s | 1.307 | -0.9493 |
| B1_st141_s | 2.917 | 1.248 |
| B1_st153_s | 1.579 | -2.014 |
| B1_st144_s | 1.951 | 0.5111 |
| B1_st115_s | 1.388 | 0.4562 |
| B1_st108_s | 2.617 | -1.012 |
| B1_st105_s | 1.295 | 0.2387 |
| B1_st140_s | 1.904 | -0.2397 |
| B1_st147_s | 2.649 | -1.405 |
| B1_st129_s | 1.457 | 2.286 |
| B1_st131_s | 1.531 | 1.242 |
| B1_st157_s | 1.527 | -1.28 |
| B1_st150_s | 2.353 | -0.8775 |
| B1_st139_s | 1.555 | 0.2022 |
| B1_st149_s | 2.694 | -1.177 |
| B1_st107_s | 1.16 | 0.2524 |
| a | d | |
|---|---|---|
| B1_ord33p1_s | 1.13 | -2.999 |
| B1_ord35px_s | 1.213 | -2.047 |
| B1_ord36p3_s | 1.194 | -1.906 |
| B1_ord37p4_s | 0.8542 | -1.941 |
| B1_ord88_s | 1.393 | -0.9918 |
| B1_ord03_s | 1.483 | -1.367 |
| B1_ord04_s | 1.635 | -1.017 |
| B1_ord05_s | 1.248 | -1.324 |
| B1_ord93_s | 0.8978 | -1.089 |
| B1_ord07_s | 1.376 | -1.055 |
| B1_ord08_s | 1.401 | -0.1551 |
| B1_ord86_s | 1.283 | -0.988 |
| B1_ord10_s | 1.158 | -1.1 |
| B1_ord11_s | 0.9869 | -0.542 |
| B1_ord12_s | 1.173 | -0.7613 |
| B1_ord46_s | 1.176 | -1.553 |
| B1_ord72_s | 1.263 | -1.746 |
| B1_ord70_s | 1.069 | -1.039 |
| B1_ord47p1_s | 1.791 | -1.444 |
| B1_ord48p2_s | 2.378 | -0.8572 |
| B1_ord49p3_s | 2.549 | -0.8981 |
| B1_ord50px_s | 2.398 | -1.27 |
| B1_ord51p4_s | 1.794 | -0.4281 |
| B1_ord52p5_s | 1.38 | -1.782 |
| B1_ord53p6_s | 0.9881 | 0.2615 |
| B1_ord26_s | 2.032 | -0.4612 |
| B1_ord27_s | 1.808 | -0.4535 |
| B1_ord28_s | 1.399 | 0.3921 |
| B1_ord29_s | 1.501 | -0.3711 |
| B1_ord30_s | 1.503 | 0.4009 |
| B1_ord31_s | 2.777 | -0.1301 |
| B1_ord87_s | 2.092 | -0.2745 |
| B1_ord64_s | 1.64 | -0.4981 |
| B1_ord48_s | 1.26 | -1.111 |
| B1_ord82_s | 2.646 | -0.6973 |
| B1_ord92_s | 1.142 | -0.01313 |
| B1_ord69_s | 1.508 | -0.07701 |
| B1_ord60_s | 2.011 | -0.646 |
| B1_ord83_s | 0.857 | -1.631 |
| B1_ord41p2_s | 2.198 | -2.184 |
| B1_ord42px_s | 0.9578 | -3.272 |
| B1_ord43p3_s | 0.7757 | -2.331 |
| B1_ord44p4_s | 1.251 | -2.325 |
| B1_ord16_s | 1.253 | -0.7773 |
| B1_ord18_s | 1.471 | -1.505 |
| B1_ord19_s | 0.8753 | -0.2431 |
| B1_ord21_s | 0.8764 | -0.9536 |
| B1_ord22_s | 0.8263 | 0.04069 |
| B1_ord23_s | 0.7162 | -0.3136 |
| B1_ord24_s | 0.6493 | -1.235 |
| B1_ord81_s | 1.029 | -1.018 |
| B1_ord35_s | 1.301 | -0.64 |
| B1_ord63_s | 1.65 | -1.448 |
| B1_ord82p1_s | 1.096 | -2.313 |
| B1_ord83p2_s | 1.651 | -1.246 |
| B1_ord84p3_s | 2.305 | -1.611 |
| B1_ord85px_s | 1.397 | -1.117 |
| B1_ord86p4_s | 1.157 | -1.302 |
| B1_ord87p5_s | 2.758 | -0.3459 |
| B1_ord88p6_s | 1.29 | -1.477 |
| B1_ord38_s | 1.705 | -0.2725 |
| B1_ord53_s | 1.827 | -0.5039 |
| B1_ord54_s | 1.056 | -0.7174 |
| B1_ord41_s | 1.813 | -0.1868 |
| B1_ord36_s | 2.366 | -0.01412 |
| B1_ord43_s | 1.411 | -0.2228 |
| B1_ord59_s | 2.53 | -1.029 |
| B1_ord85_s | 1.024 | -1.382 |
| B1_ord61_s | 3.117 | -1.093 |
| B1_ord51_s | 1.906 | -1.243 |
| B1_ord45_s | 1.808 | 0.1316 |
| B1_ord55p2_s | 1.234 | -2.191 |
| B1_ord57p4_s | 1.282 | -1.96 |
| B1_ord59px_s | 0.8789 | -1.11 |
| B1_ord59p5_s | 0.7536 | -2.12 |
| B1_ord50_s | 0.877 | -1.112 |
| B1_ord67_s | 1.222 | -1.009 |
| B1_ord68_s | 0.8641 | -0.595 |
| B1_ord32_s | 1.535 | -1.065 |
| B1_ord78_s | 0.9915 | -1.32 |
| B1_ord56_s | 0.8035 | -3.002 |
| B1_ord66_s | 0.9541 | -1.316 |
| B1_ord62_s | 1.7 | -0.6779 |
| B1_ord71_s | 1.339 | -1.106 |
| B1_ord80_s | 1.156 | -1.006 |
| B1_ord69p2_s | 0.989 | -3.39 |
| B1_ord70p3_s | 0.9702 | -2.468 |
| B1_ord71p4_s | 2.561 | -1.648 |
| B1_ord72p5_s | 0.8701 | -1.408 |
| B1_ord73px_s | 1.227 | -1.829 |
| B1_ord74p6_s | 0.872 | -0.8167 |
| B1_ord74_s | 1.354 | -0.1013 |
| B1_ord65_s | 1.442 | -0.2127 |
| B1_ord76_s | 1.499 | -1.072 |
| B1_ord33_s | 0.9754 | -1.587 |
| B1_ord55_s | 1.154 | -1.339 |
| B1_ord79_s | 1.369 | -0.8954 |
| B1_ord49_s | 3.293 | -1.379 |
| B1_ord02_s | 1.093 | -0.8598 |
| B1_ord61p1_s | 1.004 | -2.615 |
| B1_ord63p3_s | 0.9328 | -3.677 |
| B1_ord64p4_s | 1.06 | -1.628 |
| B1_ord65px_s | 1.082 | -1.747 |
| B1_ord66p5_s | 0.7927 | -1.192 |
| B1_ord67p6_s | 0.8512 | -1.738 |
| B1_ord57_s | 1.515 | -1.076 |
| B1_ord44_s | 1.514 | -1.138 |
| B1_ord52_s | 1.087 | -2.47 |
| B1_ord76p2_s | 3.088 | -1.652 |
| B1_ord77p3_s | 3.088 | -1.556 |
| B1_ord78p4_s | 1.291 | -0.7028 |
| B1_ord79p5_s | 0.7746 | -2.092 |
| B1_ord81p6_s | 0.9455 | -1.989 |
| B1_ord73_s | 2.193 | 0.3251 |
| B1_ord34_s | 1.32 | -0.7492 |
| B1_ord89_s | 0.8671 | -1.521 |
| B1_ord37_s | 0.9886 | -0.7909 |
| B1_ord13_s | 2.168 | -0.253 |
| a | d | |
|---|---|---|
| B1_vo019_s | 1.06 | 1.252 |
| B1_vo008_s | 1.425 | -0.2246 |
| B1_vo001_s | 0.7437 | 1.726 |
| B1_vo009_s | 1.44 | -0.1112 |
| B1_vo065_s | 1.662 | -0.3163 |
| B1_vo071_s | 0.7217 | 2.414 |
| B1_vo084_s | 1.037 | 0.1634 |
| B1_vo086_s | 1.441 | 0.1617 |
| B1_vo010_s | 1.444 | -0.004621 |
| B1_vo002_s | 1.472 | 0.7821 |
| B1_vo003_s | 1.579 | 0.2633 |
| B1_vo011_s | 1.469 | 0.5438 |
| B1_vo052_s | 1.324 | 0.5917 |
| B1_vo053_s | 1.927 | 0.2558 |
| B1_vo073_s | 2.141 | 0.2905 |
| B1_my105_s | 1.534 | -1.799 |
| B1_my109_s | 1.128 | -1.202 |
| B1_my112_s | 1.301 | -1.327 |
| B1_my101_s | 1.348 | -1.216 |
| B1_my104_s | 1.601 | -1.304 |
| B1_my113_s | 1.874 | -1.626 |
| B1_my212_s | 2.489 | -1.878 |
| B1_my204_s | 2.006 | -1.808 |
| B1_my108_s | 1.394 | -1.718 |
| B1_my209_s | 1.247 | -1.696 |
| B1_my219_s | 1.413 | -1.826 |
| B1_my404_s | 1.175 | -2.224 |
| B1_my202_s | 1.534 | -0.5501 |
| B1_my210_s | 1.239 | -0.8731 |
| B1_my205_s | 1.17 | -1.238 |
| B1_my206_s | 1.92 | -0.934 |
| B1_my107_s | 3.288 | -0.7643 |
| B1_my115_s | 0.9667 | 0.5643 |
| B1_my102_s | 1.086 | -1.048 |
| B1_my103_s | 1.747 | -1.431 |
| B1_my111_s | 0.9983 | -0.8612 |
| B1_my114_s | 0.9709 | -1.02 |
| B1_my201_s | 1.88 | -1.466 |
| B1_my216_s | 1.02 | -1.539 |
| B1_my208_s | 1.639 | -0.707 |
| B1_vo072_s | 0.9274 | 0.1652 |
| B1_vo085_s | 0.845 | 0.6456 |
| B1_vo054_s | 2.139 | 0.03542 |
| B1_vo004_s | 1.495 | 0.2742 |
| B1_vo013_s | 1.27 | 0.859 |
| B1_my203_s | 0.9975 | -1.766 |
| B1_my207_s | 1.444 | -0.9478 |
| B1_my313_s | 0.7815 | -3.157 |
| B1_my418_s | 1.038 | -2.036 |
| B1_my110_s | 1.481 | -0.4773 |
| B1_ord45_s | 1.102 | 0.721 |
| B1_my211_s | 0.9919 | -1.394 |
| B1_my217_s | 1.92 | -2.013 |
| B1_vo076_s | 1.377 | 0.1133 |
| B1_vo089_s | 1.854 | -0.2568 |
| B1_vo014_s | 1.414 | 0.1994 |
| B1_vo005_s | 1.355 | 0.1482 |
| B1_vo061_s | 0.7956 | 1.995 |
| B1_vo063_s | 2.17 | -0.339 |
| B1_vo079_s | 0.9111 | 2.103 |
| B1_vo062_s | 1.977 | -0.2816 |
| B1_vo006_s | 1.919 | -0.5635 |
| B1_vo007_s | 1.115 | 0.8153 |
| B1_vo016_s | 1.027 | 0.6609 |
| B1_my408_s | 0.734 | -1.844 |
| B1_my409_s | 1.307 | -1.161 |
| B1_my412_s | 0.8918 | -0.6805 |
| B1_my413_s | 1.891 | -1.452 |
| B1_my416_s | 1.685 | -1.35 |
| B1_my403_s | 1.064 | -1.268 |
| B1_my407_s | 1.051 | -2.136 |
| B1_my305_s | 0.9295 | -0.4085 |
| B1_my309_s | 1.169 | -1.305 |
| B1_my312_s | 1.083 | -1.464 |
| B1_my311_s | 1.182 | -2.243 |
| B1_my315_s | 1.437 | -1.857 |
| B1_my317_s | 1.027 | -1.38 |
| B1_my308_s | 2.289 | -1.113 |
| B1_my303_s | 1.253 | -1.84 |
| B1_my307_s | 1.451 | -1.977 |
| B1_my402_s | 1.809 | -2.228 |
| B1_my406_s | 2.073 | -1.558 |
| B1_my411_s | 1.195 | -1.258 |
| B1_my414_s | 1.579 | -1.689 |
| B1_my415_s | 1.449 | -1.034 |
| B1_vo078_s | 2.007 | -0.314 |
| B1_vo090_s | 1.009 | 1.983 |
| B1_vo082_s | 0.9419 | 0.8935 |
| B1_my314_s | 1.124 | -0.2696 |
| B1_my302_s | 1.607 | -1.599 |
| B1_my316_s | 1.478 | -1.212 |
| B1_my318_s | 1.088 | -1.628 |
| B1_my401_s | 3.515 | -1.308 |
| B1_my405_s | 1.185 | -0.8631 |
| B1_vsf23_s | 0.9785 | -1.497 |
| a | d | |
|---|---|---|
| B1_sl331_s | 1.584 | 0.0413 |
| B1_sl165_s | 2.284 | -0.01152 |
| B1_sl205_s | 1.774 | -0.4381 |
| B1_sl121_s | 1.724 | -1.021 |
| B1_sl191_s | 2.191 | -0.5006 |
| B1_sl251_s | 0.7726 | 1.24 |
| B1_sl172_s | 0.7784 | 0.3871 |
| B1_sl212_s | 1.984 | -0.5328 |
| B1_sl241_s | 2.476 | -0.4654 |
| B1_sl264_s | 1.71 | -0.7837 |
| B1_sl271_s | 3.028 | -0.1624 |
| B1_sl291_s | 2.081 | -0.281 |
| B1_sl311_s | 1.969 | -0.2585 |
| B1_sl253_s | 2.014 | -0.2942 |
| B1_sl262_s | 2.275 | -0.1449 |
| B1_sl301_s | 2.126 | -0.2855 |
| B1_sl214_s | 1.967 | -0.3859 |
| B1_sl293_s | 1.627 | -0.7217 |
| B1_sl203_s | 1.944 | -0.3711 |
| B1_sl313_s | 2.162 | -0.231 |
| B1_sl123_s | 2.561 | -0.3828 |
| B1_sl163_s | 1.806 | -0.4787 |
| B1_sl174_s | 1.103 | -0.09397 |
| B1_sl193_s | 1.178 | 0.5462 |
| B1_sl234_s | 2.509 | -0.1353 |
| B1_sl292_s | 2.07 | -0.6124 |
| B1_sl312_s | 1.485 | -0.8575 |
| B1_sl332_s | 1.05 | 0.3367 |
| B1_sl122_s | 1.824 | -0.5428 |
| B1_sl164_s | 1.592 | -0.8256 |
| B1_sl204_s | 1.941 | -0.8586 |
| B1_sl173_s | 1.251 | 0.9307 |
| B1_sl192_s | 1.421 | -0.398 |
| B1_sl213_s | 3.042 | -0.6726 |
| B1_sl233_s | 2.958 | -0.8105 |
| B1_sl252_s | 2.518 | -0.3296 |
| B1_sl263_s | 2.466 | -0.566 |
| B1_sl272_s | 1.444 | 0.1432 |
| B1_sl261_s | 2.674 | -0.2565 |
| B1_sl274_s | 1.278 | -0.5873 |
| B1_sl314_s | 2.365 | -0.03194 |
| B1_sl223_s | 1.85 | -0.2332 |
| B1_sl254_s | 1.168 | -0.7846 |
| B1_sl215_s | 1.7 | -0.5109 |
| B1_sl202_s | 1.642 | -0.4273 |
| B1_sl124_s | 1.472 | -0.2215 |
| B1_sl162_s | 2.79 | -0.2681 |
| B1_sl175_s | 2.433 | -0.2208 |
| B1_sl194_s | 1.967 | -0.3982 |
| B1_sl235_s | 0.7415 | -0.3432 |
| B1_sl321_s | 3.157 | -0.282 |
| B1_sl182_s | 1.608 | 0.02672 |
| B1_sl341_s | 1.662 | -0.4587 |
| B1_sl232_s | 1.876 | 0.04458 |
| B1_sl2401_s | 2.244 | -0.1829 |
| B1_sl281_s | 0.9166 | 0.3401 |
| B1_sl323_s | 1.794 | -0.5951 |
| B1_sl343_s | 2.256 | -0.6787 |
| B1_sl184_s | 2.376 | -0.05764 |
| B1_sl224_s | 0.9994 | 0.9173 |
| B1_sl243_s | 3.627 | -0.1245 |
| B1_sl283_s | 1.881 | -0.6551 |
| B1_sl303_s | 2.072 | -0.08209 |
| B1_sl302_s | 0.9772 | 0.02156 |
| B1_sl322_s | 1.268 | -0.2407 |
| B1_sl342_s | 1.866 | -0.2741 |
| B1_sl282_s | 1.005 | -0.5913 |
| B1_sl242_s | 1.604 | -0.3212 |
| B1_sl183_s | 0.8662 | 0.06972 |
| B1_sl284_s | 1.804 | -0.599 |
| B1_sl304_s | 2.268 | -0.05849 |
| B1_sl344_s | 2.426 | -0.3629 |
| B1_sl324_s | 1.372 | -0.772 |
| B1_sl244_s | 1.611 | -0.4428 |
| B1_sl185_s | 2.812 | 0.3105 |
| B1_sl225_s | 2.292 | -0.0203 |