Figure 5 - Source Data 1 Data related to electrophysiology recording in M2. _____________________________________________________________________________________________________________ Linear model: stimulus parameter vs boundary parameter(each row contains data from one unit) Stimulus SF parameter (Ks) Boundary SF parameter(Kb) 0.0634249376956423 -0.0392851583111568 3.24255060802305e-017 1.47079699110592e-016 -0.00230899489127031 -0.0531455952450142 -0.0240682018994817 -0.0948758069165777 -0.0303636996300114 0.0738690053787449 3.4853567932548e-016 -3.10684314856194e-016 -0.0628372655199099 0.00751050858504446 2.01095206008626e-016 -4.8011678937198e-017 -0.0449251864067823 0.0393167632598998 -0.258364079746294 -0.0100627302488817 0.10883844952684 -0.0568021310062033 -0.114426045312279 -0.0202055780137323 -0.0466130270823216 0.0363165716747047 -0.0204510927599987 0.0735172182849869 0.0922899605064957 -0.0478671622033715 -1.43533008783854e-016 1.52550414060581e-016 0.112563595705331 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0.24307083365271 -0.0699319817901322 0.0233680046466509 0.185129835220357 0.0290076493138767 -1.38715972824452e-016 7.08340091755885e-017 -0.00872093670872198 0.0415675845148488 0.116399794681427 -0.0543527592578155 -0.0405811427667485 0.0992803061530398 -0.294268641209568 0.172006937547687 0.00650918840315445 0.0580125415767104 4.99603722987422e-017 1.17576900476875e-017 3.95717436857573e-017 -1.49266762079153e-016 2.37870912937939e-017 3.47090651173821e-017 -0.257564365172035 0.163297563150051 -4.05398391234225e-017 2.33542545695604e-017 -1.50259884528914e-016 5.33443938907926e-017 _________________________ Linear regression results Best-fit values ¡À SE Slope -0.4254 ¡À 0.01471 Y-intercept 0.003937 ¡À 0.002349 X-intercept 0.009254 1/slope -2.35 95% Confidence Intervals Slope -0.4544 to -0.3965 Y-intercept -0.0006818 to 0.008556 X-intercept -0.001601 to 0.02022 Goodness of Fit R square 0.6791 Sy.x 0.0468 Is slope significantly non-zero? F 836.1 DFn, DFd 1, 395 P value <0.0001 Deviation from zero? Significant Runs test Points above line 130 Points below line 267 Number of runs 131 P value (runs test) <0.0001 Deviation from linearity Significant Equation Y = -0.4254*X + 0.003937 Data Number of X values 397 Maximum number of Y replicates 1 Total number of values 397 Number of missing values 0 _____________________________________________________________________________________________________________ L/R choice ROC preference for reversing stimulus, correct vs wrong, during stable period (each row contains data from one unit) Correct Wrong 0.0315348608031534 0.216435185185185 0.0873374788015828 -0.3875 -0.0677451971688574 -0.0384615384615386 -0.0879166666666666 0.0748663101604279 0.209216589861751 -0.0818181818181817 0.0794382269036646 -0.171957671957672 0.0259042033235581 -0.164705882352941 -0.158901960784314 0.122153209109731 0.0958148760330579 -0.0185983827493261 -0.078888888888889 -0.0748663101604278 0.129600752456622 0.0311320754716982 -0.149859943977591 -0.203703703703704 -0.144444444444445 -0.0428571428571429 -0.0492822966507177 -0.174040338321405 -0.144644719201549 -0.209677419354839 -0.429361268732722 -0.738562091503268 -0.0165362731152204 -0.0992647058823529 -0.0228104759222755 -0.383333333333333 0.0175268817204299 0.16358024691358 0.159200802846456 -0.323863636363636 0.0432745474652232 0.0178571428571428 0.0737425404944587 -0.115196078431373 0.0322429906542054 -0.108796296296296 -0.0955620343375446 0.075 -0.133782931710393 -0.183414634146342 -0.0101332199546486 -0.190277777777778 -0.01863562326339 0.0409982174688057 -0.0412050534499515 0.0638528138528138 -0.123034188034188 -0.114814814814815 -0.0497196193398726 0.152157738095238 -0.524593128390597 -0.190283400809717 0.0728446810921037 0.124223602484472 0.0698236349143084 0.239825581395349 -0.359970238095238 -0.125730994152047 0.185624865098209 0.0865384615384617 -0.145868945868946 0.289256198347107 0.0295351569055211 -0.0175515577007459 -0.00610500610500608 -0.0495867768595042 0.000325203252032669 0.320802005012531 0.00854700854700852 -0.0826446280991736 0.175213675213675 0.388429752066116 0.114754998901341 0.155833333333334 0.121489621489622 -0.00826446280991733 -0.166431261770245 0.0104463437796771 0.205056179775281 0.0889423076923077 0.215010141987829 0.0972222222222221 -0.144269776876268 -0.00462962962962976 0.187802582033351 0.44421906693712 0.0444972717699992 0.0409165302782324 0.00661091198725616 0.098014888337469 0.0251284342193434 0.0643753409710857 -0.116159738231576 0.338235294117647 -0.126431850358231 -0.378787878787879 -0.0744212203580468 0.0946291560102301 0.197015197015197 0.213250517598344 0.0459677419354838 -0.0232007575757576 0.00889010089991826 0.0212355212355213 -0.054160125588697 -0.36 0.00768676435263016 0.00192554557124547 0.0775713794289645 -0.192307692307692 -0.000621166239614945 -0.226475279106858 0.0418207551476966 0.127134724857685 -0.144936708860759 -0.184313725490196 0.0753027607185903 -0.0379310344827586 0.0297748729121279 0.0166666666666666 0.14960058097313 0.0944444444444446 -0.0651014918072879 -0.373724489795918 -0.221463414634146 0.118055555555555 0.0934959349593494 -0.166666666666667 0.0596747967479674 0.0138888888888888 -0.0510785510785511 0.180397727272727 0.11448123620309 0.159371492704826 0.16986848116179 -0.111983254840398 -0.0222115384615385 0.111111111111111 0.0375302663438257 0.0859375 -0.344656172328086 -0.139880952380952 0.238451528952505 -0.240196078431373 -0.288485607008761 -0.252860411899313 -0.225604611923509 -0.246063877642825 -0.116102564102564 0.223684210526316 -0.406542617046819 -0.0829493087557605 -0.0774505849132714 -0.20703125 0.0433566433566435 0.290909090909091 0.0751334858886346 -0.161904761904762 0.0681372549019608 0.101307189542484 -0.178168402777778 -0.0357142857142857 0.243589743589744 -0.166666666666667 -0.0659508569068759 -0.0613756613756614 -0.120470383275261 -0.380378096479791 0.0723099256033388 -0.0478260869565217 0.0488704980842911 -0.161938074880166 -0.0239285714285715 0.141666666666667 0.0736509991101042 0.150943396226415 0.0884609598315027 0.20368558382257 0.159750439929611 -0.087962962962963 0.0853781512605043 -0.00263157894736832 0.358111380145278 -0.215686274509804 -0.63764789881681 -0.560047562425684 0.426204284530714 0.0451680672268908 -0.00313052946781001 -0.0126811594202898 -0.242066514343742 -0.130434782608696 -0.0458984375 -0.00555555555555554 0.116138763197587 0.189075630252101 0.0186136071887035 -0.506410256410256 -0.0499735589635113 0.125 -0.0302738553701327 -0.34775641025641 -0.0264945652173914 -0.379084967320261 0.21989247311828 0.1875 -0.231182795698925 -0.152777777777778 -0.437956989247312 -0.286111111111111 0.136894409937888 -0.0551724137931033 -0.147018633540373 -0.105747126436782 -0.0470807453416149 -0.245977011494253 _________________________ Linear regression results Best-fit values ¡À SE Slope 0.4313 ¡À 0.107 Y-intercept -0.03748 ¡À 0.01806 X-intercept 0.08692 1/slope 2.319 95% Confidence Intervals Slope 0.2192 to 0.6433 Y-intercept -0.07327 to -0.001701 X-intercept 0.003754 to 0.2355 Goodness of Fit R square 0.1276 Sy.x 0.1911 Is slope significantly non-zero? F 16.24 DFn, DFd 1, 111 P value 0.0001 Deviation from zero? Significant Equation Y = 0.4313*X - 0.03748 Data Number of X values 113 Maximum number of Y replicates 1 Total number of values 113 Number of missing values 0 ___________________________________________________________________________________________________________________________________ L/R choice ROC preference for reversing stimulus, correct vs wrong, during switching period (each row contains data from one unit) Correct Wrong 0.0735236985236984 0.0511006289308176 0.0583768391077362 0.0341880341880343 -0.0916808149405772 0.154761904761905 -0.324074074074074 0.00763775231860331 -0.095108695652174 -0.0470219435736677 0.0730670103092783 0.0527083333333334 0.149174528301887 -0.0846808510638297 -0.193977591036415 -0.118598382749326 0.0601390618513906 0.0178209214720371 0.124183006535948 0.0841750841750841 0.294918699186992 -0.0324731691919192 -0.024561403508772 -0.0813343328335832 0.0383522727272727 -0.0942472460220318 -0.00418351694324359 0.0843873839639542 -0.320019772614928 0.0693877551020408 -0.493157894736842 -0.293583535108959 -0.283709273182957 -0.0366071428571428 -0.327248140635565 0.326331967213115 0.0978070175438597 0.0845194747875979 0.0909677419354837 0.054967666078777 0.022361921867984 -0.0478957436633189 -0.185603715170279 -0.0613201231757934 -0.0724702380952381 0.0186948853615521 0.00654372397382508 -0.0518707482993196 0.0496832691591107 0.0728349964362083 -0.00402328368430061 0.0982860034153439 -0.0441887226697353 -0.0252595155709343 0.172843137254902 -0.105793867261757 0.0455101327742837 -0.10139137622262 0.209858244973967 -0.173982035928144 -0.56516290726817 -0.198462613556953 0.130024813895782 -0.119283602851678 0.200651544401544 0.112841974734558 -0.423689255647245 0.100699300699301 -0.088749799390146 0.0331032869341443 0.42436974789916 -0.248716067498166 0.0227252747252749 0.0420324324324324 0.0851612903225807 0.201183431952663 -0.122065727699531 -0.0112101178499568 0.0851612903225807 0.0769230769230769 0.349677419354839 0.252465483234714 0.0634825700615176 0.0198504539789923 -0.140645161290323 0.229783037475345 0.0841482243952649 -0.0703801945181255 0.246188594014681 0.255712505193186 0.028957528957529 0.167349726775956 -0.0376447876447876 0.198428961748634 0.229626143087682 0.196096259926047 0.00866779724891642 0.0623332977701909 0.0880507898118057 -0.10096522138808 0.14392312040701 -0.0264589779152886 0.0140007671653239 -0.0668934240362813 -0.0687358276643991 -0.286248752909877 -0.0799627213420316 0.0136214520039939 0.09864422627396 0.0936859750419072 -0.102319376026273 0.000705687007056977 0.0594772403982931 0.0878636016995316 -0.0940288263555251 0.38719512195122 -0.0355903950984366 -0.0187475733540408 0.0278293135435992 0.122920203735144 -0.189213635592741 0.0132661379974803 -0.00502645502645494 0.0798326502732241 0.035649232370544 -0.0526727509778356 0.145938173975557 -0.0927390366642703 0.0901771336553945 0.113839285714286 0.201690821256039 0.0483630952380951 -0.182552800734619 -0.0941470054446461 -0.239950525664811 0.363846153846154 0.0166975881261595 -0.0797435897435899 0.164811379097094 0.0264102564102564 -0.0944084836799339 0.0409793297210517 0.0983558994197291 0.057648689516129 0.112739363339696 0.049235832041262 0.0373469387755101 -0.0178236397748592 -0.0327272727272727 -0.0464778503994191 -0.414871794871795 0.017641129032258 -0.0024390243902439 -0.0332132853141257 -0.288296192314441 -0.279270315091211 -0.187953216374269 -0.16843717102115 -0.275670675300648 -0.00726392251815988 -0.573820545651532 0.0242339359986419 -0.169550173010381 0.052118171683389 0.0640000000000001 -0.166666666666667 0.123107307439105 -0.184636118598383 0.0884615384615384 -0.0976535541752932 -0.114965986394558 -0.135837245696401 -0.0813397129186603 0.207580174927114 -0.0397910731244064 -0.0224766751484309 -0.304022530723714 -0.142830060934326 -0.0235919523504646 0.0561784351145038 -0.0160589986347054 0.0833701622577183 -0.0298913043478262 0.200293470286133 0.106013808139535 0.0831318268990244 0.131401435432518 0.159733713982542 0.0314548304360216 0.0587264573991031 -0.0881078478574868 -0.0780303030303031 0.188979039891819 0.17078410311493 -0.781057351018121 -0.45787033630142 0.315541601255887 0.219162001083619 -0.244140625 -0.0815673730507797 -0.0507246376811594 -0.201379310344828 -0.0955315870570108 0.0548387096774194 0.0668080593849418 -0.129417620706819 0.204518430439952 0.0121527777777777 -0.177248677248677 0.21 -0.191094885285801 0.0165536497806142 -0.115112994350282 0.0224358974358974 0.0222857142857142 0.0821201941022771 -0.416571428571429 -0.0586039567002614 -0.533589743589744 -0.219500324464633 0.0422705314009662 -0.31989501312336 -0.116666666666667 0.0939632545931759 -0.145893719806763 0.0209973753280841 _________________________ Linear regression results Best-fit values ¡À SE Slope 0.1715 ¡À 0.06474 Y-intercept 0.01376 ¡À 0.0132 X-intercept -0.08022 1/slope 5.832 95% Confidence Intervals Slope 0.04319 to 0.2998 Y-intercept -0.0124 to 0.03991 X-intercept -0.3725 to 0.1026 Goodness of Fit R square 0.05945 Sy.x 0.1379 Is slope significantly non-zero? F 7.016 DFn, DFd 1, 111 P value 0.0093 Deviation from zero? Significant Equation Y = 0.1715*X + 0.01376 Data Number of X values 113 Maximum number of Y replicates 1 Total number of values 113 Number of missing values 0 _____________________________________________________________________________________________________________________________________________ PreStim ROC preference vs L/R choice ROC preference for correct reversing trials, during stable period (each row contains data from one unit) PreStim Choice 0.0287638287638288 0.0315348608031534 -0.220777027027027 0.0794382269036646 0.100082034454471 0.0259042033235581 0.30625 -0.158901960784314 -0.0286757990867579 0.0958148760330579 -0.291625615763547 0.129600752456622 0.0834788392782906 -0.0492822966507177 0.40946706388613 -0.144644719201549 -0.148484491095648 0.0175268817204299 -0.439495530012771 0.159200802846456 0.0265038296282458 0.0432745474652232 0.0181557572861921 0.0322429906542054 0.192442442442442 -0.133782931710393 0.0435712376369954 -0.0101332199546486 0.0120727272727272 -0.01863562326339 -0.124125874125874 -0.0412050534499515 0.158168859649123 -0.123034188034188 -0.0954655399406019 -0.0497196193398726 -0.0696517412935322 0.0728446810921037 -0.14398256788468 0.0698236349143084 0.65290314320466 -0.359970238095238 -0.206401363027869 0.185624865098209 -0.0769063180827888 0.0295351569055211 -0.0511004300531241 0.000325203252032669 -0.00919254658385094 0.114754998901341 0.0466408040909894 -0.166431261770245 -0.114754098360656 0.205056179775281 -0.301827493888954 0.187802582033351 -0.00395480225988698 0.0444972717699992 0.0257393973214286 0.00661091198725616 -0.338700564971751 0.0251284342193434 -0.0890725436179982 -0.116159738231576 0.227716468590832 -0.126431850358231 0.125420715056836 -0.0744212203580468 -0.0584778136937997 0.197015197015197 0.0530961791831359 0.0459677419354838 -0.0658693737542299 0.00889010089991826 -0.0205136402387042 0.00768676435263016 -0.155374887082204 0.0775713794289645 0.0838420838420837 -0.000621166239614945 -0.033301080470892 0.0418207551476966 0.135057471264368 -0.144936708860759 -0.250301083902047 0.0753027607185903 0.0434173669467788 -0.0651014918072879 -0.0154882154882154 -0.0510785510785511 -0.0149342891278375 0.11448123620309 -0.42393063583815 0.16986848116179 -0.110232558139535 -0.0222115384615385 -0.0404161664665866 0.0375302663438257 0.637288135593221 -0.344656172328086 0.208290114098779 -0.288485607008761 0.133157416865282 -0.225604611923509 0.653493643441411 -0.406542617046819 -0.107327586206897 -0.0659508569068759 0.28518689432395 -0.120470383275261 -0.0456322435564781 0.0723099256033388 0.0403139858993278 0.0488704980842911 -0.0467197350144246 0.0736509991101042 -0.116201633287964 0.0884609598315027 -0.0715591315191579 0.159750439929611 -0.101169590643275 0.0853781512605043 0.813325381272898 -0.63764789881681 -0.375293480223948 0.426204284530714 0.191919191919192 -0.00313052946781001 0.392657004830918 -0.242066514343742 0.121130952380952 -0.0458984375 0.201019644786789 -0.0302738553701327 0.0977848101265821 -0.0264945652173914 0.85630237118916 -0.437956989247312 -0.151030927835052 0.136894409937888 0.0430927835051547 -0.147018633540373 0.0583505154639175 -0.0470807453416149 _________________________ Linear regression results Best-fit values ¡À SE Slope -0.5673 ¡À 0.03837 Y-intercept -0.0007811 ¡À 0.009783 X-intercept -0.001377 1/slope -1.763 95% Confidence Intervals Slope -0.6438 to -0.4908 Y-intercept -0.02029 to 0.01873 X-intercept -0.0368 to 0.03269 Goodness of Fit R square 0.7574 Sy.x 0.08221 Is slope significantly non-zero? F 218.6 DFn, DFd 1, 70 P value <0.0001 Deviation from zero? Significant Equation Y = -0.5673*X - 0.0007811 Data Number of X values 72 Maximum number of Y replicates 1 Total number of values 72 Number of missing values 0 _____________________________________________________________________________________________________________________________________________ PreStim ROC preference vs L/R choice ROC preference for correct reversing trials, during switching period (each row contains data from one unit) PreStim Choice -0.0834710743801652 0.0735236985236984 -0.0732704402515723 0.0730670103092783 -0.0418275418275419 0.149174528301887 0.417777777777778 -0.193977591036415 0.0239659367396592 0.0601390618513906 -0.47002997002997 0.294918699186992 0.102462121212121 -0.00418351694324359 0.386979166666667 -0.320019772614928 0.0237320574162676 0.0978070175438597 -0.212280701754386 0.0909677419354837 0.0225311601150529 0.022361921867984 -0.10545905707196 -0.0724702380952381 -0.0278454047474133 0.0496832691591107 -0.178433641975309 -0.00402328368430061 0.0731707317073171 -0.0441887226697353 -0.17948717948718 0.172843137254902 -0.017156862745098 0.0455101327742837 -0.240549473249329 0.209858244973967 -0.23421926910299 0.130024813895782 -0.180861093651791 0.200651544401544 0.688323917137476 -0.423689255647245 -0.0259615384615385 -0.088749799390146 -0.0349517906336088 0.0227252747252749 0.0540865384615386 -0.122065727699531 -0.0207916833266694 0.0634825700615176 -0.189401709401709 0.0841482243952649 -0.391304347826087 0.246188594014681 -0.423688011555128 0.229626143087682 0.0374252793901064 0.00866779724891642 -0.0550347222222223 0.0880507898118057 -0.432383262583384 0.14392312040701 0.125 0.0140007671653239 0.13740779768177 -0.0687358276643991 0.106413344037106 -0.0799627213420316 0.0595238095238098 0.09864422627396 0.0937150979794903 -0.102319376026273 -0.0250231696014829 0.0594772403982931 0.047751983543932 -0.0355903950984366 0.0568910256410256 0.0278293135435992 0.265721120984279 -0.189213635592741 -0.0430865648256953 -0.00502645502645494 0.0925925925925926 0.035649232370544 -0.291003911342894 0.145938173975557 0.179112554112554 -0.182552800734619 0.102735042735043 -0.0944084836799339 0.0462686567164177 0.0983558994197291 -0.223249299719888 0.112739363339696 0.00105263157894742 0.0373469387755101 0.0535714285714284 -0.0327272727272727 0.782019704433498 -0.414871794871795 0.152859237536657 -0.288296192314441 0.26909518213866 -0.187953216374269 0.838274932614555 -0.573820545651532 -0.196240601503759 -0.0397910731244064 0.454936402180496 -0.304022530723714 0.0660561877667141 -0.0235919523504646 0.0867012089810015 -0.0160589986347054 -0.116004962779156 0.106013808139535 -0.145114942528736 0.131401435432518 0.0949573734808635 0.0314548304360216 0.045404208194906 -0.0881078478574868 0.897001303780965 -0.781057351018121 -0.269675925925926 0.315541601255887 0.283730158730159 -0.244140625 0.114728682170542 -0.0507246376811594 -0.0320855614973262 -0.0955315870570108 0.250043140638482 -0.191094885285801 -0.00340909090909092 -0.115112994350282 0.823569023569024 -0.533589743589744 0.0388529139685478 0.0422705314009662 0.176071538698736 -0.116666666666667 0.210915818686401 -0.145893719806763 _________________________ Linear regression results Best-fit values ¡À SE Slope -0.6536 ¡À 0.03257 Y-intercept 0.0005091 ¡À 0.009175 X-intercept 0.0007789 1/slope -1.53 95% Confidence Intervals Slope -0.7186 to -0.5887 Y-intercept -0.01779 to 0.01881 X-intercept -0.02787 to 0.02838 Goodness of Fit R square 0.8519 Sy.x 0.07646 Is slope significantly non-zero? F 402.7 DFn, DFd 1, 70 P value <0.0001 Deviation from zero? Significant Equation Y = -0.6536*X + 0.0005091 Data Number of X values 72 Maximum number of Y replicates 1 Total number of values 72 Number of missing values 0 _____________________________________________________________________________________________________________________________________________ PreStim ROC preference vs L/R choice ROC preference for wrong reversing trials, during stable period (each row contains data from one unit) PreStim Choice 0.125 0.216435185185185 -0.365914786967419 -0.171957671957672 0.0380952380952382 -0.164705882352941 0.1796875 0.122153209109731 -0.207207207207207 -0.0185983827493261 -0.499479708636837 0.0311320754716982 0.300925925925926 -0.174040338321405 0.24901185770751 -0.209677419354839 -0.0769230769230769 0.16358024691358 -0.2 -0.323863636363636 -0.0551470588235294 0.0178571428571428 0.0277777777777777 -0.108796296296296 -0.139130434782609 -0.183414634146342 0.162629757785467 -0.190277777777778 0.1875 0.0409982174688057 -0.0175438596491229 0.0638528138528138 0.230434782608696 -0.114814814814815 -0.0608294930875576 0.152157738095238 -0.0571428571428573 0.124223602484472 0.222906403940887 0.239825581395349 0.822463768115942 -0.125730994152047 -0.155555555555555 0.0865384615384617 0.13894523326572 -0.0175515577007459 0.205555555555556 0.320802005012531 0.116363636363636 0.155833333333334 0.104743083003953 0.0104463437796771 -0.096938775510204 0.0889423076923077 -0.172222222222222 0.44421906693712 -0.0471938775510205 0.0409165302782324 -0.375 0.098014888337469 -0.193877551020408 0.0643753409710857 0.261904761904762 0.338235294117647 0.179566563467492 -0.378787878787879 0.0505747126436782 0.0946291560102301 -0.0454545454545454 0.213250517598344 0.376190476190476 -0.0232007575757576 0.273846153846154 0.0212355212355213 0.161290322580645 0.00192554557124547 -0.0523809523809524 -0.192307692307692 -0.216117216117216 -0.226475279106858 0.0685714285714285 0.127134724857685 0.375757575757576 -0.184313725490196 -0.227368421052632 -0.0379310344827586 0.122727272727273 -0.373724489795918 -0.0507246376811594 0.180397727272727 0.0619999999999998 0.159371492704826 -0.478557504873294 -0.111983254840398 -0.228070175438597 0.111111111111111 0.114285714285714 0.0859375 0.722222222222222 -0.139880952380952 -0.368827160493827 -0.252860411899313 -0.102132435465769 -0.246063877642825 0.406698564593301 -0.0829493087557605 -0.380952380952381 -0.0613756613756614 0.135281385281385 -0.380378096479791 0.113469387755102 -0.0478260869565217 -0.0868274582560296 -0.161938074880166 -0.209450830140485 0.150943396226415 0.0213953488372094 0.20368558382257 0.280405405405405 -0.087962962962963 -0.325757575757576 -0.00263157894736832 0.398026315789474 -0.560047562425684 -0.102564102564103 0.0451680672268908 0.0598290598290601 -0.0126811594202898 -0.142857142857143 -0.130434782608696 -0.203125 -0.00555555555555554 0.25139043381535 -0.34775641025641 0.0727272727272728 -0.379084967320261 0.525641025641026 -0.286111111111111 -0.155555555555555 -0.0551724137931033 0.00370370370370376 -0.105747126436782 -0.222222222222222 -0.245977011494253 _________________________ Linear regression results Best-fit values ¡À SE Slope -0.1158 ¡À 0.08892 Y-intercept -0.03468 ¡À 0.02268 X-intercept -0.2995 1/slope -8.636 95% Confidence Intervals Slope -0.2931 to 0.06156 Y-intercept -0.07992 to 0.01055 X-intercept -infinity to 0.1104 Goodness of Fit R square 0.02365 Sy.x 0.1915 Is slope significantly non-zero? F 1.696 DFn, DFd 1, 70 P value 0.1971 Deviation from zero? Not Significant Equation Y = -0.1158*X - 0.03468 Data Number of X values 72 Maximum number of Y replicates 1 Total number of values 72 Number of missing values 0 _____________________________________________________________________________________________________________________________________________ PreStim ROC preference vs L/R choice ROC preference for wrong reversing trials, during switching period (each row contains data from one unit) PreStim Choice 0.156428571428571 0.0511006289308176 -0.244343891402715 0.0527083333333334 -0.0714285714285714 -0.0846808510638297 0.428571428571429 -0.118598382749326 -0.0517178362573099 0.0178209214720371 -0.375731945348081 -0.0324731691919192 0.0571378340365683 0.0843873839639542 0.390204737053392 0.0693877551020408 -0.0499800079968014 0.0845194747875979 -0.375397667020148 0.054967666078777 -0.119932432432432 -0.0478957436633189 0.0356521739130435 0.0186948853615521 0.0216365066876476 0.0728349964362083 0.257246376811594 0.0982860034153439 0.0909090909090908 -0.0252595155709343 -0.142763157894737 -0.105793867261757 0.0281842818428184 -0.10139137622262 -0.13261105092091 -0.173982035928144 -0.201149425287356 -0.119283602851678 -0.0794314381270903 0.112841974734558 0.692239072256914 0.100699300699301 0.059264816204051 0.0331032869341443 0.188323430638078 0.0420324324324324 -0.289855072463768 -0.0112101178499568 0.0158730158730158 0.0198504539789923 -0.132323232323232 -0.0703801945181255 0.185714285714286 0.255712505193186 -0.0464891041162228 0.196096259926047 0.141227380015736 0.0623332977701909 0.175770308123249 -0.10096522138808 -0.472265932336743 -0.0264589779152886 -0.0525096525096526 -0.0668934240362813 0.0403361344537816 -0.286248752909877 0.306410256410257 0.0136214520039939 0.210526315789474 0.0936859750419072 0.102258852258852 0.000705687007056977 0.000400962309542896 0.0878636016995316 -0.0764305722288916 -0.0187475733540408 0.163265306122449 0.122920203735144 0.24865831842576 0.0132661379974803 0.215540540540541 0.0798326502732241 -0.0672413793103448 -0.0526727509778356 -0.267090620031797 -0.0927390366642703 -0.126482213438735 -0.0941470054446461 0.119852941176471 0.0409793297210517 0.187091503267974 0.057648689516129 -0.161414141414141 0.049235832041262 0.0431372549019606 -0.0178236397748592 0.15406162464986 -0.0464778503994191 0.647515527950311 0.017641129032258 -0.31281957633309 -0.279270315091211 -0.105376344086021 -0.16843717102115 0.69541910331384 0.0242339359986419 -0.101076555023923 -0.0224766751484309 0.0124275062137531 -0.142830060934326 0.0100153011545416 0.0561784351145038 0.106837606837607 0.0833701622577183 0.107834507042254 0.0831318268990244 0.0428845743545978 0.159733713982542 0.0723004694835681 0.0587264573991031 0.330808080808081 -0.0780303030303031 0.417931034482759 -0.45787033630142 0.0226086956521741 0.219162001083619 0.200431034482758 -0.0815673730507797 0.0226244343891402 -0.201379310344828 -0.133116883116883 0.0548387096774194 0.21875 0.0165536497806142 0.307246376811594 0.0224358974358974 0.608751608751609 -0.219500324464633 -0.0959247648902821 -0.31989501312336 0.0463949843260187 0.0939632545931759 0.0927899686520375 0.0209973753280841 _________________________ Linear regression results Best-fit values ¡À SE Slope 0.04185 ¡À 0.06214 Y-intercept -0.01321 ¡À 0.01508 X-intercept 0.3157 1/slope 23.9 95% Confidence Intervals Slope -0.0821 to 0.1658 Y-intercept -0.04328 to 0.01686 X-intercept -infinity to +infinity Goodness of Fit R square 0.006436 Sy.x 0.1238 Is slope significantly non-zero? F 0.4535 DFn, DFd 1, 70 P value 0.5029 Deviation from zero? Not Significant Equation Y = 0.04185*X - 0.01321 Data Number of X values 72 Maximum number of Y replicates 1 Total number of values 72 Number of missing values 0 _____________________________________________________________________________________________________________________________________________ PreStim ROC preference vs I/C choice ROC preference for correct reversing trials, during stable period (each row contains data from one unit) PreStim Choice 0.0287638287638288 -0.0315348608031534 -0.220777027027027 -0.0794382269036646 0.100082034454471 -0.0259042033235581 0.30625 0.158901960784314 -0.0286757990867579 -0.0958148760330579 -0.291625615763547 -0.129600752456622 0.0834788392782906 -0.0492822966507177 0.40946706388613 -0.144644719201549 -0.148484491095648 0.0175268817204299 -0.439495530012771 0.159200802846456 0.0265038296282458 0.0432745474652232 0.0181557572861921 0.0322429906542054 0.192442442442442 -0.133782931710393 0.0435712376369954 -0.0101332199546486 0.0120727272727272 -0.01863562326339 -0.124125874125874 0.0412050534499515 0.158168859649123 0.123034188034188 -0.0954655399406019 0.0497196193398726 -0.0696517412935322 -0.0728446810921037 -0.14398256788468 -0.0698236349143084 0.65290314320466 0.359970238095238 -0.206401363027869 -0.185624865098209 -0.0769063180827888 0.0295351569055211 -0.0511004300531241 0.000325203252032669 -0.00919254658385094 0.114754998901341 0.0466408040909894 -0.166431261770245 -0.114754098360656 0.205056179775281 -0.301827493888954 -0.187802582033351 -0.00395480225988698 -0.0444972717699992 0.0257393973214286 -0.00661091198725616 -0.338700564971751 -0.0251284342193434 -0.0890725436179982 0.116159738231576 0.227716468590832 -0.126431850358231 0.125420715056836 -0.0744212203580468 -0.0584778136937997 0.197015197015197 0.0530961791831359 0.0459677419354838 -0.0658693737542299 0.00889010089991826 -0.0205136402387042 0.00768676435263016 -0.155374887082204 0.0775713794289645 0.0838420838420837 -0.000621166239614945 -0.033301080470892 0.0418207551476966 0.135057471264368 -0.144936708860759 -0.250301083902047 0.0753027607185903 0.0434173669467788 0.0651014918072879 -0.0154882154882154 0.0510785510785512 -0.0149342891278375 -0.11448123620309 -0.42393063583815 -0.16986848116179 -0.110232558139535 0.0222115384615385 -0.0404161664665866 -0.0375302663438257 0.637288135593221 0.344656172328086 0.208290114098779 0.288485607008761 0.133157416865282 0.225604611923509 0.653493643441411 0.406542617046819 -0.107327586206897 -0.0659508569068759 0.28518689432395 -0.120470383275261 -0.0456322435564781 0.0723099256033388 0.0403139858993278 0.0488704980842911 -0.0467197350144246 0.0736509991101042 -0.116201633287964 0.0884609598315027 -0.0715591315191579 0.159750439929611 -0.101169590643275 0.0853781512605043 0.813325381272898 -0.63764789881681 -0.375293480223948 0.426204284530714 0.191919191919192 -0.00313052946781001 0.392657004830918 -0.242066514343742 0.121130952380952 -0.0458984375 0.201019644786789 -0.0302738553701327 0.0977848101265821 -0.0264945652173914 0.85630237118916 -0.437956989247312 -0.151030927835052 0.136894409937888 0.0430927835051547 -0.147018633540373 0.0583505154639175 -0.0470807453416149 _________________________ Linear regression results Best-fit values ¡À SE Slope -0.1003 ¡À 0.07756 Y-intercept 0.009806 ¡À 0.01977 X-intercept 0.0978 1/slope -9.974 95% Confidence Intervals Slope -0.2549 to 0.05441 Y-intercept -0.02963 to 0.04924 X-intercept -infinity to +infinity Goodness of Fit R square 0.02332 Sy.x 0.1662 Is slope significantly non-zero? F 1.671 DFn, DFd 1, 70 P value 0.2003 Deviation from zero? Not Significant Equation Y = -0.1003*X + 0.009806 Data Number of X values 72 Maximum number of Y replicates 1 Total number of values 72 Number of missing values 0 _____________________________________________________________________________________________________________________________________________ PreStim ROC preference vs I/C choice ROC preference for correct reversing trials, during switching period (each row contains data from one unit) PreStim Choice -0.0834710743801652 -0.0735236985236984 -0.0732704402515723 -0.0730670103092783 -0.0418275418275419 -0.149174528301887 0.417777777777778 0.193977591036415 0.0239659367396592 -0.0601390618513906 -0.47002997002997 -0.294918699186992 0.102462121212121 -0.00418351694324359 0.386979166666667 -0.320019772614928 0.0237320574162676 0.0978070175438597 -0.212280701754386 0.0909677419354837 0.0225311601150529 0.022361921867984 -0.10545905707196 -0.0724702380952381 -0.0278454047474133 0.0496832691591107 -0.178433641975309 -0.00402328368430061 0.0731707317073171 -0.0441887226697353 -0.17948717948718 -0.172843137254902 -0.017156862745098 -0.0455101327742837 -0.240549473249329 -0.209858244973967 -0.23421926910299 -0.130024813895782 -0.180861093651791 -0.200651544401544 0.688323917137476 0.423689255647245 -0.0259615384615385 0.088749799390146 -0.0349517906336088 0.0227252747252749 0.0540865384615386 -0.122065727699531 -0.0207916833266694 0.0634825700615176 -0.189401709401709 0.0841482243952649 -0.391304347826087 0.246188594014681 -0.423688011555128 -0.229626143087682 0.0374252793901064 -0.00866779724891642 -0.0550347222222223 -0.0880507898118057 -0.432383262583384 -0.14392312040701 0.125 -0.0140007671653239 0.13740779768177 -0.0687358276643991 0.106413344037106 -0.0799627213420316 0.0595238095238098 0.09864422627396 0.0937150979794903 -0.102319376026273 -0.0250231696014829 0.0594772403982931 0.047751983543932 -0.0355903950984366 0.0568910256410256 0.0278293135435992 0.265721120984279 -0.189213635592741 -0.0430865648256953 -0.00502645502645494 0.0925925925925926 0.035649232370544 -0.291003911342894 0.145938173975557 0.179112554112554 0.182552800734619 0.102735042735043 0.0944084836799339 0.0462686567164177 -0.0983558994197291 -0.223249299719888 -0.112739363339696 0.00105263157894742 -0.0373469387755101 0.0535714285714284 0.0327272727272727 0.782019704433498 0.414871794871795 0.152859237536657 0.288296192314441 0.26909518213866 0.187953216374269 0.838274932614555 0.573820545651532 -0.196240601503759 -0.0397910731244064 0.454936402180496 -0.304022530723714 0.0660561877667141 -0.0235919523504646 0.0867012089810015 -0.0160589986347054 -0.116004962779156 0.106013808139535 -0.145114942528736 0.131401435432518 0.0949573734808635 0.0314548304360216 0.045404208194906 -0.0881078478574868 0.897001303780965 -0.781057351018121 -0.269675925925926 0.315541601255887 0.283730158730159 -0.244140625 0.114728682170542 -0.0507246376811594 -0.0320855614973262 -0.0955315870570108 0.250043140638482 -0.191094885285801 -0.00340909090909092 -0.115112994350282 0.823569023569024 -0.533589743589744 0.0388529139685478 0.0422705314009662 0.176071538698736 -0.116666666666667 0.210915818686401 -0.145893719806763 _________________________ Linear regression results Best-fit values ¡À SE Slope -0.006269 ¡À 0.08525 Y-intercept -0.02443 ¡À 0.02401 X-intercept -3.897 1/slope -159.5 95% Confidence Intervals Slope -0.1763 to 0.1637 Y-intercept -0.07232 to 0.02346 X-intercept -infinity to +infinity Goodness of Fit R square 7.725e-005 Sy.x 0.2001 Is slope significantly non-zero? F 0.005408 DFn, DFd 1, 70 P value 0.9416 Deviation from zero? Not Significant Equation Y = -0.006269*X - 0.02443 Data Number of X values 72 Maximum number of Y replicates 1 Total number of values 72 Number of missing values 0 _____________________________________________________________________________________________________________________________________________ PreStim ROC preference vs I/C choice ROC preference for wrong reversing trials, during stable period (each row contains data from one unit) PreStim Choice 0.125 -0.216435185185185 -0.365914786967419 0.171957671957672 0.0380952380952382 0.164705882352941 0.1796875 -0.122153209109731 -0.207207207207207 0.0185983827493261 -0.499479708636837 -0.0311320754716982 0.300925925925926 -0.174040338321405 0.24901185770751 -0.209677419354839 -0.0769230769230769 0.16358024691358 -0.2 -0.323863636363636 -0.0551470588235294 0.0178571428571428 0.0277777777777777 -0.108796296296296 -0.139130434782609 -0.183414634146342 0.162629757785467 -0.190277777777778 0.1875 0.0409982174688057 -0.0175438596491229 -0.0638528138528138 0.230434782608696 0.114814814814815 -0.0608294930875576 -0.152157738095238 -0.0571428571428573 -0.124223602484472 0.222906403940887 -0.239825581395349 0.822463768115942 0.125730994152047 -0.155555555555555 -0.0865384615384617 0.13894523326572 -0.0175515577007459 0.205555555555556 0.320802005012531 0.116363636363636 0.155833333333334 0.104743083003953 0.0104463437796771 -0.096938775510204 0.0889423076923077 -0.172222222222222 -0.44421906693712 -0.0471938775510205 -0.0409165302782324 -0.375 -0.098014888337469 -0.193877551020408 -0.0643753409710857 0.261904761904762 -0.338235294117647 0.179566563467492 -0.378787878787879 0.0505747126436782 0.0946291560102301 -0.0454545454545454 0.213250517598344 0.376190476190476 -0.0232007575757576 0.273846153846154 0.0212355212355213 0.161290322580645 0.00192554557124547 -0.0523809523809524 -0.192307692307692 -0.216117216117216 -0.226475279106858 0.0685714285714285 0.127134724857685 0.375757575757576 -0.184313725490196 -0.227368421052632 -0.0379310344827586 0.122727272727273 0.373724489795918 -0.0507246376811594 -0.180397727272727 0.0619999999999998 -0.159371492704826 -0.478557504873294 0.111983254840398 -0.228070175438597 -0.111111111111111 0.114285714285714 -0.0859375 0.722222222222222 0.139880952380952 -0.368827160493827 0.252860411899313 -0.102132435465769 0.246063877642825 0.406698564593301 0.0829493087557605 -0.380952380952381 -0.0613756613756614 0.135281385281385 -0.380378096479791 0.113469387755102 -0.0478260869565217 -0.0868274582560296 -0.161938074880166 -0.209450830140485 0.150943396226415 0.0213953488372094 0.20368558382257 0.280405405405405 -0.087962962962963 -0.325757575757576 -0.00263157894736832 0.398026315789474 -0.560047562425684 -0.102564102564103 0.0451680672268908 0.0598290598290601 -0.0126811594202898 -0.142857142857143 -0.130434782608696 -0.203125 -0.00555555555555554 0.25139043381535 -0.34775641025641 0.0727272727272728 -0.379084967320261 0.525641025641026 -0.286111111111111 -0.155555555555555 -0.0551724137931033 0.00370370370370376 -0.105747126436782 -0.222222222222222 -0.245977011494253 _________________________ Linear regression results Best-fit values ¡À SE Slope -0.07478 ¡À 0.08701 Y-intercept -0.05672 ¡À 0.02219 X-intercept -0.7585 1/slope -13.37 95% Confidence Intervals Slope -0.2483 to 0.09876 Y-intercept -0.101 to -0.01245 X-intercept -infinity to -0.1007 Goodness of Fit R square 0.01044 Sy.x 0.1874 Is slope significantly non-zero? F 0.7386 DFn, DFd 1, 70 P value 0.3931 Deviation from zero? Not Significant Equation Y = -0.07478*X - 0.05672 Data Number of X values 72 Maximum number of Y replicates 1 Total number of values 72 Number of missing values 0 _____________________________________________________________________________________________________________________________________________ PreStim ROC preference vs I/C choice ROC preference for wrong reversing trials, during switching period (each row contains data from one unit) PreStim Choice 0.156428571428571 -0.0511006289308176 -0.244343891402715 -0.0527083333333334 -0.0714285714285714 0.0846808510638297 0.428571428571429 0.118598382749326 -0.0517178362573099 -0.0178209214720371 -0.375731945348081 0.0324731691919191 0.0571378340365683 0.0843873839639542 0.390204737053392 0.0693877551020408 -0.0499800079968014 0.0845194747875979 -0.375397667020148 0.054967666078777 -0.119932432432432 -0.0478957436633189 0.0356521739130435 0.0186948853615521 0.0216365066876476 0.0728349964362083 0.257246376811594 0.0982860034153439 0.0909090909090908 -0.0252595155709343 -0.142763157894737 0.105793867261757 0.0281842818428184 0.10139137622262 -0.13261105092091 0.173982035928144 -0.201149425287356 0.119283602851678 -0.0794314381270903 -0.112841974734558 0.692239072256914 -0.100699300699301 0.059264816204051 -0.0331032869341443 0.188323430638078 0.0420324324324324 -0.289855072463768 -0.0112101178499568 0.0158730158730158 0.0198504539789923 -0.132323232323232 -0.0703801945181255 0.185714285714286 0.255712505193186 -0.0464891041162228 -0.196096259926047 0.141227380015736 -0.0623332977701909 0.175770308123249 0.10096522138808 -0.472265932336743 0.0264589779152886 -0.0525096525096526 0.0668934240362813 0.0403361344537816 -0.286248752909877 0.306410256410257 0.0136214520039939 0.210526315789474 0.0936859750419072 0.102258852258852 0.000705687007056977 0.000400962309542896 0.0878636016995316 -0.0764305722288916 -0.0187475733540408 0.163265306122449 0.122920203735144 0.24865831842576 0.0132661379974803 0.215540540540541 0.0798326502732241 -0.0672413793103448 -0.0526727509778356 -0.267090620031797 -0.0927390366642703 -0.126482213438735 0.0941470054446461 0.119852941176471 -0.0409793297210517 0.187091503267974 -0.057648689516129 -0.161414141414141 -0.049235832041262 0.0431372549019606 0.0178236397748592 0.15406162464986 0.0464778503994192 0.647515527950311 -0.017641129032258 -0.31281957633309 0.279270315091211 -0.105376344086021 0.16843717102115 0.69541910331384 -0.0242339359986419 -0.101076555023923 -0.0224766751484309 0.0124275062137531 -0.142830060934326 0.0100153011545416 0.0561784351145038 0.106837606837607 0.0833701622577183 0.107834507042254 0.0831318268990244 0.0428845743545978 0.159733713982542 0.0723004694835681 0.0587264573991031 0.330808080808081 -0.0780303030303031 0.417931034482759 -0.45787033630142 0.0226086956521741 0.219162001083619 0.200431034482758 -0.0815673730507797 0.0226244343891402 -0.201379310344828 -0.133116883116883 0.0548387096774194 0.21875 0.0165536497806142 0.307246376811594 0.0224358974358974 0.608751608751609 -0.219500324464633 -0.0959247648902821 -0.31989501312336 0.0463949843260187 0.0939632545931759 0.0927899686520375 0.0209973753280841 _________________________ Linear regression results Best-fit values ¡À SE Slope -0.09454 ¡À 0.06137 Y-intercept 0.01512 ¡À 0.01489 X-intercept 0.1599 1/slope -10.58 95% Confidence Intervals Slope -0.2169 to 0.02786 Y-intercept -0.01457 to 0.04481 X-intercept -infinity to +infinity Goodness of Fit R square 0.03279 Sy.x 0.1223 Is slope significantly non-zero? F 2.373 DFn, DFd 1, 70 P value 0.1279 Deviation from zero? Not Significant Equation Y = -0.09454*X + 0.01512 Data Number of X values 72 Maximum number of Y replicates 1 Total number of values 72 Number of missing values 0