Multiple Linear Regression - Estimated Regression Equation |
neat[t] = + 1.16440603291601 + 0.233139663569593fail[t] -0.187500338062230performance[t] + 0.0368726688412969goals[t] + 0.504275569488782`organized `[t] -0.103650819474029M1[t] -0.226062653000361M2[t] -0.0783105813127394M3[t] -0.0557740260137624M4[t] + 0.00511871995110706M5[t] -0.297902963614086M6[t] + 0.0502897975057321M7[t] -0.0686403005221799M8[t] + 0.408636087855733M9[t] + 0.451578435262287M10[t] + 0.129307371579808M11[t] + e[t] |
Multiple Linear Regression - Ordinary Least Squares | |||||
Variable | Parameter | S.D. | T-STAT H0: parameter = 0 | 2-tail p-value | 1-tail p-value |
(Intercept) | 1.16440603291601 | 0.538332 | 2.163 | 0.032204 | 0.016102 |
fail | 0.233139663569593 | 0.077657 | 3.0022 | 0.003165 | 0.001582 |
performance | -0.187500338062230 | 0.080182 | -2.3384 | 0.020751 | 0.010375 |
goals | 0.0368726688412969 | 0.081926 | 0.4501 | 0.653339 | 0.326669 |
`organized ` | 0.504275569488782 | 0.093793 | 5.3765 | 0 | 0 |
M1 | -0.103650819474029 | 0.3483 | -0.2976 | 0.766448 | 0.383224 |
M2 | -0.226062653000361 | 0.345762 | -0.6538 | 0.514284 | 0.257142 |
M3 | -0.0783105813127394 | 0.353381 | -0.2216 | 0.824938 | 0.412469 |
M4 | -0.0557740260137624 | 0.354427 | -0.1574 | 0.87518 | 0.43759 |
M5 | 0.00511871995110706 | 0.355562 | 0.0144 | 0.988534 | 0.494267 |
M6 | -0.297902963614086 | 0.353007 | -0.8439 | 0.400134 | 0.200067 |
M7 | 0.0502897975057321 | 0.356624 | 0.141 | 0.888055 | 0.444028 |
M8 | -0.0686403005221799 | 0.355554 | -0.1931 | 0.847193 | 0.423596 |
M9 | 0.408636087855733 | 0.353382 | 1.1564 | 0.249462 | 0.124731 |
M10 | 0.451578435262287 | 0.356492 | 1.2667 | 0.207312 | 0.103656 |
M11 | 0.129307371579808 | 0.353546 | 0.3657 | 0.715097 | 0.357548 |
Multiple Linear Regression - Regression Statistics | |
Multiple R | 0.559418807599365 |
R-squared | 0.312949402295896 |
Adjusted R-squared | 0.240881157781479 |
F-TEST (value) | 4.34240357045596 |
F-TEST (DF numerator) | 15 |
F-TEST (DF denominator) | 143 |
p-value | 1.20466221420479e-06 |
Multiple Linear Regression - Residual Statistics | |
Residual Standard Deviation | 0.895728514469576 |
Sum Squared Residuals | 114.733128743644 |
Multiple Linear Regression - Actuals, Interpolation, and Residuals | |||
Time or Index | Actuals | Interpolation Forecast | Residuals Prediction Error |
1 | 4 | 4.47468205246722 | -0.474682052467218 |
2 | 4 | 3.38171532231292 | 0.61828467768708 |
3 | 4 | 4.11625495783798 | -0.116254957837984 |
4 | 4 | 3.51513128045822 | 0.484868719541778 |
5 | 4 | 2.92112078771338 | 1.07887921228662 |
6 | 5 | 3.77727791234668 | 1.22272208765332 |
7 | 4 | 3.04992743312496 | 0.95007256687504 |
8 | 3 | 3.26912534238021 | -0.269125342380211 |
9 | 4 | 3.70952906191683 | 0.290470938083173 |
10 | 4 | 4.05935641057557 | -0.0593564105755689 |
11 | 4 | 3.47583967114827 | 0.524160328851734 |
12 | 4 | 2.971531623444 | 1.02846837655600 |
13 | 4 | 3.24288148009443 | 0.757118519905572 |
14 | 2 | 2.76682174630025 | -0.766821746300248 |
15 | 3 | 3.29632773043095 | -0.296327730430949 |
16 | 4 | 3.91441850623344 | 0.0855814937665648 |
17 | 3 | 3.35165101951957 | -0.351651019519565 |
18 | 2 | 2.04007819697681 | -0.0400781969768069 |
19 | 4 | 3.24619442785326 | 0.753805572146743 |
20 | 3 | 3.12726432982535 | -0.127264329825345 |
21 | 3 | 4.21268105789731 | -1.21268105789731 |
22 | 4 | 4.33813539965253 | -0.338135399652526 |
23 | 3 | 3.51271233998956 | -0.512712339989562 |
24 | 3 | 3.34653229956846 | -0.346532299568458 |
25 | 4 | 3.74715704958321 | 0.252842950416789 |
26 | 4 | 2.77357498261887 | 1.22642501738113 |
27 | 4 | 3.34196705593831 | 0.658032944061688 |
28 | 4 | 3.32763094239599 | 0.672369057604008 |
29 | 4 | 3.42539635720216 | 0.574603642797842 |
30 | 4 | 3.04862933595437 | 0.951370664045629 |
31 | 5 | 4.44112233138475 | 0.558877668615247 |
32 | 4 | 3.16413699866664 | 0.835863001333358 |
33 | 4 | 3.32351458210970 | 0.676485417890296 |
34 | 4 | 4.64614397441301 | -0.646143974413012 |
35 | 3 | 3.31644534526127 | -0.316445345261266 |
36 | 4 | 4.39083253387902 | -0.390832533879021 |
37 | 3 | 3.54976648134662 | -0.549766481346616 |
38 | 4 | 3.30796998463033 | 0.692030015369673 |
39 | 4 | 3.8082463830775 | 0.191753616922501 |
40 | 3 | 3.55200394929952 | -0.552003949299519 |
41 | 5 | 4.16281159026053 | 0.837188409739466 |
42 | 4 | 3.31864166836526 | 0.681358331634738 |
43 | 3 | 3.39682209707419 | -0.39682209707419 |
44 | 3 | 3.58590057380676 | -0.585900573806764 |
45 | 3 | 3.82891372510678 | -0.828913725106785 |
46 | 4 | 3.41434340204022 | 0.585656597959781 |
47 | 4 | 3.47583967114827 | 0.524160328851735 |
48 | 4 | 3.88655696439024 | 0.113443035609762 |
49 | 4 | 3.31662681777702 | 0.683373182222978 |
50 | 4 | 2.78234163928493 | 1.21765836071507 |
51 | 4 | 3.52946739400054 | 0.470532605999458 |
52 | 4 | 3.32763094239599 | 0.672369057604008 |
53 | 5 | 3.92967192669094 | 1.07032807330906 |
54 | 3 | 2.49871444095823 | 0.501285559041775 |
55 | 3 | 2.90806642057009 | 0.0919335794299056 |
56 | 5 | 4.08905256978725 | 0.910947430212752 |
57 | 5 | 4.33318929459557 | 0.666810705404434 |
58 | 4 | 3.87185607251334 | 0.128143927486661 |
59 | 4 | 3.97134858397098 | 0.0286514160290192 |
60 | 3 | 2.06796882818000 | 0.932031171819997 |
61 | 4 | 3.27975414893573 | 0.720245851064275 |
62 | 4 | 3.15734231540939 | 0.842657684590606 |
63 | 5 | 3.10882739236872 | 1.89117260763128 |
64 | 4 | 3.29075827355470 | 0.709241726445305 |
65 | 4 | 3.3428843628535 | 0.657115637146501 |
66 | 5 | 4.31730257716846 | 0.682697422831539 |
67 | 4 | 3.93684676189597 | 0.0631532381040295 |
68 | 3 | 3.11849767315928 | -0.118497673159278 |
69 | 4 | 3.74640173075812 | 0.253598269241876 |
70 | 4 | 4.10499573608293 | -0.104995736082932 |
71 | 4 | 3.43784342879867 | 0.56215657120133 |
72 | 4 | 3.57090530647198 | 0.429094693528015 |
73 | 4 | 4.09968137634276 | -0.0996813763427617 |
74 | 4 | 3.94039687397513 | 0.059603126024867 |
75 | 4 | 3.38760638144568 | 0.612393618554324 |
76 | 3 | 3.83078293837648 | -0.830782938376476 |
77 | 4 | 3.89279925784964 | 0.107200742150356 |
78 | 3 | 3.08550200479567 | -0.0855020047956682 |
79 | 5 | 4.0885980046252 | 0.911401995374799 |
80 | 4 | 2.47236109111563 | 1.52763890888437 |
81 | 5 | 3.60454071820326 | 1.39545928179674 |
82 | 5 | 3.79811073483075 | 1.20188926516925 |
83 | 4 | 3.47583967114827 | 0.524160328851735 |
84 | 4 | 3.15026530484016 | 0.849734695159838 |
85 | 4 | 4.16779705121503 | -0.167797051215034 |
86 | 4 | 3.35360931013769 | 0.64639068986231 |
87 | 4 | 3.15446671787608 | 0.845533282123917 |
88 | 5 | 4.52255884592749 | 0.477441154072512 |
89 | 4 | 3.38740011485256 | 0.612599885147437 |
90 | 3 | 3.04862933595437 | -0.0486293359543713 |
91 | 4 | 3.39682209707419 | 0.60317790292581 |
92 | 3 | 3.81027358071029 | -0.81027358071029 |
93 | 4 | 3.70952906191683 | 0.290470938083173 |
94 | 4 | 3.09756817061367 | 0.902431829386333 |
95 | 4 | 4.01698790947834 | -0.0169879094783445 |
96 | 4 | 3.58642519945667 | 0.413574800543329 |
97 | 4 | 4.0171693819941 | -0.0171693819941009 |
98 | 3 | 3.28549363526542 | -0.285493635265418 |
99 | 3 | 3.49259472515925 | -0.492594725159245 |
100 | 3 | 3.10325793549247 | -0.103257935492466 |
101 | 3 | 3.89167568434135 | -0.891675684341345 |
102 | 3 | 3.08550200479567 | -0.0855020047956682 |
103 | 2 | 2.28328261438306 | -0.283282614383056 |
104 | 3 | 3.12726432982535 | -0.127264329825345 |
105 | 5 | 4.33318929459557 | 0.666810705404434 |
106 | 2 | 3.4064665922133 | -1.4064665922133 |
107 | 2 | 3.19593710856301 | -1.19593710856301 |
108 | 3 | 2.57112082416049 | 0.428879175839513 |
109 | 3 | 3.09225381087350 | -0.0922538108734954 |
110 | 2 | 3.19421498425069 | -1.19421498425069 |
111 | 2 | 3.07195472352742 | -1.07195472352742 |
112 | 4 | 2.86022804174851 | 1.13977195825149 |
113 | 3 | 2.04184454210013 | 0.958155457899865 |
114 | 1 | 2.01872542112020 | -1.01872542112020 |
115 | 1 | 2.7117994258418 | -1.71179942584180 |
116 | 1 | 2.15558585968908 | -1.15558585968908 |
117 | 2 | 3.61330737486932 | -1.61330737486932 |
118 | 2 | 3.45998272754758 | -1.45998272754758 |
119 | 3 | 2.35353353179107 | 0.646466468208935 |
120 | 1 | 2.60911706651008 | -1.60911706651008 |
121 | 3 | 2.20421090859419 | 0.795789091405813 |
122 | 1 | 2.65306674592061 | -1.65306674592061 |
123 | 2 | 3.15446671787608 | -1.15446671787608 |
124 | 1 | 3.13136394766769 | -2.13136394766769 |
125 | 2 | 3.42539635720216 | -1.42539635720216 |
126 | 2 | 2.85123876771778 | -0.851238767717776 |
127 | 3 | 2.89929976390403 | 0.100700236095972 |
128 | 2 | 3.01350932944571 | -1.01350932944571 |
129 | 2 | 3.49078571782362 | -1.49078571782362 |
130 | 4 | 2.52517692625261 | 1.47482307374739 |
131 | 2 | 3.36208467076863 | -1.36208467076863 |
132 | 3 | 3.92455320673983 | -0.924553206739833 |
133 | 2 | 2.74535914692427 | -0.745359146924266 |
134 | 1 | 2.77357498261887 | -1.77357498261887 |
135 | 2 | 3.34196705593831 | -1.34196705593831 |
136 | 3 | 2.95150669276323 | 0.0484933072367657 |
137 | 1 | 1.72506931067358 | -0.725069310673583 |
138 | 2 | 2.86112899789214 | -0.861128997892141 |
139 | 2 | 2.77879152720577 | -0.778791527205772 |
140 | 3 | 2.58611609149527 | 0.413883908504734 |
141 | 3 | 3.10026514871448 | -0.100265148714476 |
142 | 3 | 1.98402868792253 | 1.01597131207747 |
143 | 4 | 3.57588497882906 | 0.424115021170941 |
144 | 4 | 3.69141354317024 | 0.308586456829760 |
145 | 2 | 3.74603347607491 | -1.74603347607491 |
146 | 3 | 2.31493873863745 | 0.685061261362551 |
147 | 3 | 3.38760638144568 | -0.387606381445675 |
148 | 2 | 2.67272770368628 | -0.672727703686277 |
149 | 1 | 3.5022786887405 | -2.5022786887405 |
150 | 2 | 3.04862933595437 | -1.04862933595437 |
151 | 2 | 2.86242709506273 | -0.86242709506273 |
152 | 4 | 3.48091223009319 | 0.519087769906806 |
153 | 4 | 2.99415323149261 | 1.00584676850739 |
154 | 2 | 3.29383516534196 | -1.29383516534196 |
155 | 3 | 2.82970308910462 | 0.170296910895383 |
156 | 2 | 3.23277729918882 | -1.23277729918882 |
157 | 4 | 3.31662681777702 | 0.683373182222978 |
158 | 2 | 2.31493873863745 | -0.314938738637449 |
159 | 4 | 3.8082463830775 | 0.191753616922501 |
Goldfeld-Quandt test for Heteroskedasticity | |||
p-values | Alternative Hypothesis | ||
breakpoint index | greater | 2-sided | less |
19 | 0.389486693830213 | 0.778973387660425 | 0.610513306169787 |
20 | 0.249194679456689 | 0.498389358913378 | 0.750805320543311 |
21 | 0.168875740755579 | 0.337751481511157 | 0.831124259244421 |
22 | 0.127667043866261 | 0.255334087732523 | 0.872332956133739 |
23 | 0.163141231196963 | 0.326282462393925 | 0.836858768803037 |
24 | 0.123155430200923 | 0.246310860401846 | 0.876844569799077 |
25 | 0.0854425794893199 | 0.170885158978640 | 0.91455742051068 |
26 | 0.0575361222689149 | 0.115072244537830 | 0.942463877731085 |
27 | 0.057832683132974 | 0.115665366265948 | 0.942167316867026 |
28 | 0.0371597791906158 | 0.0743195583812315 | 0.962840220809384 |
29 | 0.0218174447469366 | 0.0436348894938732 | 0.978182555253063 |
30 | 0.0133897490251056 | 0.0267794980502112 | 0.986610250974894 |
31 | 0.0130051432752664 | 0.0260102865505328 | 0.986994856724734 |
32 | 0.0111193103873773 | 0.0222386207747545 | 0.988880689612623 |
33 | 0.0118907673808289 | 0.0237815347616578 | 0.988109232619171 |
34 | 0.011806921422788 | 0.023613842845576 | 0.988193078577212 |
35 | 0.0127238697438493 | 0.0254477394876987 | 0.98727613025615 |
36 | 0.00805170318197684 | 0.0161034063639537 | 0.991948296818023 |
37 | 0.00965307728866883 | 0.0193061545773377 | 0.990346922711331 |
38 | 0.0088174400998413 | 0.0176348801996826 | 0.991182559900159 |
39 | 0.00609688600624039 | 0.0121937720124808 | 0.99390311399376 |
40 | 0.00524589188697837 | 0.0104917837739567 | 0.994754108113022 |
41 | 0.0038212171065205 | 0.007642434213041 | 0.99617878289348 |
42 | 0.00240301328533301 | 0.00480602657066601 | 0.997596986714667 |
43 | 0.00204687648005315 | 0.0040937529601063 | 0.997953123519947 |
44 | 0.00172603277752368 | 0.00345206555504736 | 0.998273967222476 |
45 | 0.00261082069046032 | 0.00522164138092064 | 0.99738917930954 |
46 | 0.00170965383536642 | 0.00341930767073283 | 0.998290346164634 |
47 | 0.00147762788873598 | 0.00295525577747197 | 0.998522372111264 |
48 | 0.00092090878753087 | 0.00184181757506174 | 0.99907909121247 |
49 | 0.00062656264072534 | 0.00125312528145068 | 0.999373437359275 |
50 | 0.000477037700346319 | 0.000954075400692638 | 0.999522962299654 |
51 | 0.000353501405094416 | 0.000707002810188833 | 0.999646498594906 |
52 | 0.000248006158858765 | 0.00049601231771753 | 0.999751993841141 |
53 | 0.000218208146697895 | 0.000436416293395791 | 0.999781791853302 |
54 | 0.000136066007673195 | 0.00027213201534639 | 0.999863933992327 |
55 | 0.000237091447765449 | 0.000474182895530897 | 0.999762908552235 |
56 | 0.000346606043956244 | 0.000693212087912489 | 0.999653393956044 |
57 | 0.000278765812574125 | 0.00055753162514825 | 0.999721234187426 |
58 | 0.000166119212482054 | 0.000332238424964108 | 0.999833880787518 |
59 | 9.54800918344141e-05 | 0.000190960183668828 | 0.999904519908166 |
60 | 0.00011664208867968 | 0.00023328417735936 | 0.99988335791132 |
61 | 8.71007296529408e-05 | 0.000174201459305882 | 0.999912899270347 |
62 | 6.80191745603982e-05 | 0.000136038349120796 | 0.99993198082544 |
63 | 0.000320447917812738 | 0.000640895835625477 | 0.999679552082187 |
64 | 0.000272502577316809 | 0.000545005154633618 | 0.999727497422683 |
65 | 0.000231199567855927 | 0.000462399135711853 | 0.999768800432144 |
66 | 0.000168645691274206 | 0.000337291382548413 | 0.999831354308726 |
67 | 0.000101917422046810 | 0.000203834844093621 | 0.999898082577953 |
68 | 6.63092256175881e-05 | 0.000132618451235176 | 0.999933690774382 |
69 | 4.23260735205411e-05 | 8.46521470410822e-05 | 0.99995767392648 |
70 | 2.43221562476849e-05 | 4.86443124953698e-05 | 0.999975677843752 |
71 | 2.40579473459002e-05 | 4.81158946918004e-05 | 0.999975942052654 |
72 | 1.67866214927207e-05 | 3.35732429854414e-05 | 0.999983213378507 |
73 | 1.07595194635430e-05 | 2.15190389270859e-05 | 0.999989240480537 |
74 | 7.21226994508636e-06 | 1.44245398901727e-05 | 0.999992787730055 |
75 | 4.77982837205004e-06 | 9.55965674410008e-06 | 0.999995220171628 |
76 | 5.92477760722104e-06 | 1.18495552144421e-05 | 0.999994075222393 |
77 | 4.92431114716134e-06 | 9.84862229432268e-06 | 0.999995075688853 |
78 | 5.33893024772167e-06 | 1.06778604954433e-05 | 0.999994661069752 |
79 | 1.03537031425204e-05 | 2.07074062850407e-05 | 0.999989646296857 |
80 | 2.25553382702842e-05 | 4.51106765405684e-05 | 0.99997744466173 |
81 | 5.24086790730982e-05 | 0.000104817358146196 | 0.999947591320927 |
82 | 0.000130259940513657 | 0.000260519881027315 | 0.999869740059486 |
83 | 0.000107704100628739 | 0.000215408201257479 | 0.999892295899371 |
84 | 0.000118130556994010 | 0.000236261113988021 | 0.999881869443006 |
85 | 7.30537924276685e-05 | 0.000146107584855337 | 0.999926946207572 |
86 | 9.10397751189378e-05 | 0.000182079550237876 | 0.999908960224881 |
87 | 9.90043636553333e-05 | 0.000198008727310667 | 0.999900995636345 |
88 | 0.000101518672678962 | 0.000203037345357924 | 0.999898481327321 |
89 | 9.97726549201909e-05 | 0.000199545309840382 | 0.99990022734508 |
90 | 0.000105357659784301 | 0.000210715319568602 | 0.999894642340216 |
91 | 0.000188122408086916 | 0.000376244816173832 | 0.999811877591913 |
92 | 0.000165111444092899 | 0.000330222888185799 | 0.999834888555907 |
93 | 0.000209758491939863 | 0.000419516983879726 | 0.99979024150806 |
94 | 0.000367932468270651 | 0.000735864936541303 | 0.99963206753173 |
95 | 0.00031759928739896 | 0.00063519857479792 | 0.999682400712601 |
96 | 0.000233567144064923 | 0.000467134288129846 | 0.999766432855935 |
97 | 0.000171556616743938 | 0.000343113233487877 | 0.999828443383256 |
98 | 0.000170833944427675 | 0.000341667888855349 | 0.999829166055572 |
99 | 0.000182212698923837 | 0.000364425397847674 | 0.999817787301076 |
100 | 0.000184098667333636 | 0.000368197334667272 | 0.999815901332666 |
101 | 0.000218359243460419 | 0.000436718486920838 | 0.99978164075654 |
102 | 0.000261396416246797 | 0.000522792832493595 | 0.999738603583753 |
103 | 0.000245658378166939 | 0.000491316756333878 | 0.999754341621833 |
104 | 0.000179237051826798 | 0.000358474103653596 | 0.999820762948173 |
105 | 0.00097211740510289 | 0.00194423481020578 | 0.999027882594897 |
106 | 0.00111436500001181 | 0.00222873000002361 | 0.998885634999988 |
107 | 0.00120288597204819 | 0.00240577194409638 | 0.998797114027952 |
108 | 0.000852016201824213 | 0.00170403240364843 | 0.999147983798176 |
109 | 0.000646658460009051 | 0.00129331692001810 | 0.999353341539991 |
110 | 0.00104872719211681 | 0.00209745438423362 | 0.998951272807883 |
111 | 0.00166381858445355 | 0.00332763716890711 | 0.998336181415546 |
112 | 0.00656312332872981 | 0.0131262466574596 | 0.99343687667127 |
113 | 0.00846964660058085 | 0.0169392932011617 | 0.99153035339942 |
114 | 0.0184663153094279 | 0.0369326306188557 | 0.981533684690572 |
115 | 0.0687181719146942 | 0.137436343829388 | 0.931281828085306 |
116 | 0.119903699886556 | 0.239807399773112 | 0.880096300113444 |
117 | 0.141470223290784 | 0.282940446581569 | 0.858529776709216 |
118 | 0.191730687838782 | 0.383461375677564 | 0.808269312161218 |
119 | 0.191103469059285 | 0.382206938118571 | 0.808896530940715 |
120 | 0.271776454131851 | 0.543552908263702 | 0.728223545868149 |
121 | 0.242404158039366 | 0.484808316078732 | 0.757595841960634 |
122 | 0.265328095053003 | 0.530656190106006 | 0.734671904946997 |
123 | 0.265770009772756 | 0.531540019545513 | 0.734229990227244 |
124 | 0.30895597716663 | 0.61791195433326 | 0.69104402283337 |
125 | 0.323235379729501 | 0.646470759459002 | 0.676764620270499 |
126 | 0.272771471690516 | 0.545542943381031 | 0.727228528309484 |
127 | 0.261620132092966 | 0.523240264185932 | 0.738379867907034 |
128 | 0.342105337854558 | 0.684210675709115 | 0.657894662145442 |
129 | 0.383069323905937 | 0.766138647811874 | 0.616930676094063 |
130 | 0.412552647129808 | 0.825105294259617 | 0.587447352870192 |
131 | 0.460224376432994 | 0.920448752865988 | 0.539775623567006 |
132 | 0.393839313137776 | 0.787678626275551 | 0.606160686862224 |
133 | 0.366641057271185 | 0.733282114542371 | 0.633358942728815 |
134 | 0.502130807289713 | 0.995738385420575 | 0.497869192710287 |
135 | 0.559758693039568 | 0.880482613920864 | 0.440241306960432 |
136 | 0.513188303751176 | 0.973623392497648 | 0.486811696248824 |
137 | 0.418932406280501 | 0.837864812561002 | 0.581067593719499 |
138 | 0.308880514807516 | 0.617761029615032 | 0.691119485192484 |
139 | 0.202736494743768 | 0.405472989487537 | 0.797263505256232 |
140 | 0.385020900656009 | 0.770041801312019 | 0.61497909934399 |
Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity | |||
Description | # significant tests | % significant tests | OK/NOK |
1% type I error level | 71 | 0.581967213114754 | NOK |
5% type I error level | 86 | 0.704918032786885 | NOK |
10% type I error level | 87 | 0.71311475409836 | NOK |