Multiple Linear Regression - Estimated Regression Equation |
Connected[t] = + 23.288 + 0.435274Separate[t] -0.000997004Software[t] + 0.0170942Happiness[t] -0.0458875Depression[t] -0.0522197Sport1[t] + 0.119644Sport2[t] -0.464043Month[t] -0.00194354t + 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) | 23.288 | 6.87924 | 3.385 | 0.000823245 | 0.000411623 |
Separate | 0.435274 | 0.0574228 | 7.58 | 6.40537e-13 | 3.20268e-13 |
Software | -0.000997004 | 0.0987174 | -0.0101 | 0.99195 | 0.495975 |
Happiness | 0.0170942 | 0.104927 | 0.1629 | 0.870715 | 0.435357 |
Depression | -0.0458875 | 0.0766212 | -0.5989 | 0.54978 | 0.27489 |
Sport1 | -0.0522197 | 0.0685118 | -0.7622 | 0.446645 | 0.223322 |
Sport2 | 0.119644 | 0.101618 | 1.177 | 0.240137 | 0.120068 |
Month | -0.464043 | 0.737611 | -0.6291 | 0.529836 | 0.264918 |
t | -0.00194354 | 0.00782337 | -0.2484 | 0.804003 | 0.402002 |
Multiple Linear Regression - Regression Statistics | |
Multiple R | 0.490694 |
R-squared | 0.240781 |
Adjusted R-squared | 0.216962 |
F-TEST (value) | 10.1089 |
F-TEST (DF numerator) | 8 |
F-TEST (DF denominator) | 255 |
p-value | 3.03846e-12 |
Multiple Linear Regression - Residual Statistics | |
Residual Standard Deviation | 3.35949 |
Sum Squared Residuals | 2877.97 |
Multiple Linear Regression - Actuals, Interpolation, and Residuals | |||
Time or Index | Actuals | Interpolation Forecast | Residuals Prediction Error |
1 | 41 | 36.3878 | 4.61222 |
2 | 39 | 34.5961 | 4.40391 |
3 | 30 | 35.4496 | -5.4496 |
4 | 31 | 34.5231 | -3.52309 |
5 | 34 | 36.0389 | -2.03889 |
6 | 35 | 33.0201 | 1.97988 |
7 | 39 | 33.4685 | 5.53146 |
8 | 34 | 36.1715 | -2.17153 |
9 | 36 | 35.634 | 0.36597 |
10 | 37 | 36.9381 | 0.0619135 |
11 | 38 | 34.1427 | 3.8573 |
12 | 36 | 34.9617 | 1.03825 |
13 | 38 | 35.318 | 2.68204 |
14 | 39 | 36.3733 | 2.62665 |
15 | 33 | 36.8195 | -3.8195 |
16 | 32 | 34.308 | -2.30796 |
17 | 36 | 34.0618 | 1.93821 |
18 | 38 | 37.2564 | 0.74362 |
19 | 39 | 36.9479 | 2.05206 |
20 | 32 | 33.9972 | -1.9972 |
21 | 32 | 34.7546 | -2.75457 |
22 | 31 | 33.8094 | -2.80941 |
23 | 39 | 36.4114 | 2.58855 |
24 | 37 | 37.0949 | -0.0949449 |
25 | 39 | 34.4963 | 4.50372 |
26 | 41 | 34.1635 | 6.83654 |
27 | 36 | 35.2285 | 0.77148 |
28 | 33 | 36.3606 | -3.36058 |
29 | 33 | 34.3322 | -1.33218 |
30 | 34 | 34.7645 | -0.764517 |
31 | 31 | 34.0784 | -3.07841 |
32 | 27 | 33.6325 | -6.63254 |
33 | 37 | 33.7998 | 3.20016 |
34 | 34 | 36.9647 | -2.9647 |
35 | 34 | 32.8934 | 1.10656 |
36 | 32 | 34.8619 | -2.86188 |
37 | 29 | 32.8973 | -3.89733 |
38 | 36 | 34.5327 | 1.46728 |
39 | 29 | 33.886 | -4.88601 |
40 | 35 | 34.5732 | 0.426795 |
41 | 37 | 34.3139 | 2.6861 |
42 | 34 | 34.361 | -0.361025 |
43 | 38 | 33.9767 | 4.02333 |
44 | 35 | 33.9364 | 1.06356 |
45 | 38 | 32.3754 | 5.62458 |
46 | 37 | 35.0712 | 1.92882 |
47 | 38 | 37.5769 | 0.423146 |
48 | 33 | 35.1455 | -2.14549 |
49 | 36 | 36.3089 | -0.308929 |
50 | 38 | 34.1162 | 3.88377 |
51 | 32 | 36.8581 | -4.85812 |
52 | 32 | 32.9428 | -0.942756 |
53 | 32 | 33.8598 | -1.85976 |
54 | 34 | 37.3628 | -3.36285 |
55 | 32 | 33.6462 | -1.64624 |
56 | 37 | 35.477 | 1.52298 |
57 | 39 | 34.9849 | 4.0151 |
58 | 29 | 35.156 | -6.15602 |
59 | 37 | 35.7348 | 1.26523 |
60 | 35 | 34.7905 | 0.209499 |
61 | 30 | 31.4537 | -1.45374 |
62 | 38 | 34.8131 | 3.18687 |
63 | 34 | 35.4125 | -1.41255 |
64 | 31 | 34.8013 | -3.80131 |
65 | 34 | 33.2551 | 0.744898 |
66 | 35 | 35.9627 | -0.962655 |
67 | 36 | 34.7245 | 1.27549 |
68 | 30 | 31.0047 | -1.00471 |
69 | 39 | 36.829 | 2.171 |
70 | 35 | 35.6406 | -0.640598 |
71 | 38 | 35.5799 | 2.42011 |
72 | 31 | 35.7507 | -4.75069 |
73 | 34 | 36.6404 | -2.64043 |
74 | 38 | 37.3162 | 0.683811 |
75 | 34 | 31.5555 | 2.44454 |
76 | 39 | 32.5674 | 6.43262 |
77 | 37 | 35.7735 | 1.2265 |
78 | 34 | 33.0818 | 0.918163 |
79 | 28 | 33.2378 | -5.23781 |
80 | 37 | 31.1702 | 5.82983 |
81 | 33 | 35.278 | -2.27798 |
82 | 35 | 36.1012 | -1.1012 |
83 | 37 | 33.8939 | 3.10613 |
84 | 32 | 34.483 | -2.48296 |
85 | 33 | 33.211 | -0.211046 |
86 | 38 | 36.5745 | 1.42546 |
87 | 33 | 34.3764 | -1.37641 |
88 | 29 | 33.0557 | -4.05567 |
89 | 33 | 33.4261 | -0.426144 |
90 | 31 | 35.5192 | -4.51922 |
91 | 36 | 33.0468 | 2.95315 |
92 | 35 | 37.4456 | -2.44564 |
93 | 32 | 31.6545 | 0.345549 |
94 | 29 | 32.6055 | -3.60548 |
95 | 39 | 35.3373 | 3.66271 |
96 | 37 | 34.6951 | 2.30489 |
97 | 35 | 33.1086 | 1.89137 |
98 | 37 | 34.5434 | 2.45657 |
99 | 32 | 35.4475 | -3.44754 |
100 | 38 | 35.3562 | 2.64385 |
101 | 37 | 34.7178 | 2.28221 |
102 | 36 | 36.0452 | -0.0452037 |
103 | 32 | 31.8859 | 0.114067 |
104 | 33 | 36.4303 | -3.43031 |
105 | 40 | 32.9968 | 7.00322 |
106 | 38 | 35.0875 | 2.91248 |
107 | 41 | 36.3627 | 4.63734 |
108 | 36 | 34.2723 | 1.72766 |
109 | 43 | 36.9671 | 6.03286 |
110 | 30 | 34.618 | -4.61795 |
111 | 31 | 33.6817 | -2.68175 |
112 | 32 | 37.9677 | -5.96773 |
113 | 32 | 31.6638 | 0.3362 |
114 | 37 | 34.627 | 2.37301 |
115 | 37 | 34.0048 | 2.99524 |
116 | 33 | 36.5454 | -3.54543 |
117 | 34 | 37.2316 | -3.23158 |
118 | 33 | 34.8901 | -1.8901 |
119 | 38 | 35.5059 | 2.49414 |
120 | 33 | 35.1538 | -2.15375 |
121 | 31 | 31.2837 | -0.283679 |
122 | 38 | 36.9391 | 1.06093 |
123 | 37 | 36.4789 | 0.521125 |
124 | 36 | 33.2107 | 2.78928 |
125 | 31 | 33.9691 | -2.96911 |
126 | 39 | 34.1256 | 4.87435 |
127 | 44 | 36.5973 | 7.40271 |
128 | 33 | 35.9911 | -2.99107 |
129 | 35 | 33.9143 | 1.08566 |
130 | 32 | 33.7839 | -1.78392 |
131 | 28 | 32.8861 | -4.88615 |
132 | 40 | 35.7685 | 4.23155 |
133 | 27 | 32.3959 | -5.39593 |
134 | 37 | 36.2607 | 0.739264 |
135 | 32 | 32.5297 | -0.529731 |
136 | 28 | 28.2113 | -0.211338 |
137 | 34 | 34.9371 | -0.937053 |
138 | 30 | 34.4255 | -4.42552 |
139 | 35 | 34.3641 | 0.635868 |
140 | 31 | 34.5749 | -3.57493 |
141 | 32 | 34.0908 | -2.09082 |
142 | 30 | 35.8142 | -5.81425 |
143 | 30 | 35.1282 | -5.12821 |
144 | 31 | 29.5565 | 1.44348 |
145 | 40 | 33.5529 | 6.4471 |
146 | 32 | 31.4807 | 0.519303 |
147 | 36 | 35.0246 | 0.975416 |
148 | 32 | 33.129 | -1.12899 |
149 | 35 | 33.2514 | 1.74863 |
150 | 38 | 36.9501 | 1.04992 |
151 | 42 | 35.3863 | 6.61366 |
152 | 34 | 35.9419 | -1.94194 |
153 | 35 | 36.4789 | -1.47894 |
154 | 38 | 34.4272 | 3.57281 |
155 | 33 | 33.2568 | -0.256816 |
156 | 36 | 32.9205 | 3.07948 |
157 | 32 | 35.58 | -3.58004 |
158 | 33 | 35.9328 | -2.93277 |
159 | 34 | 33.781 | 0.219006 |
160 | 32 | 35.844 | -3.84396 |
161 | 34 | 35.3851 | -1.38506 |
162 | 27 | 29.9437 | -2.94368 |
163 | 31 | 30.1663 | 0.833738 |
164 | 38 | 33.2708 | 4.72917 |
165 | 34 | 35.5584 | -1.55842 |
166 | 24 | 31.1722 | -7.17218 |
167 | 30 | 33.5705 | -3.5705 |
168 | 26 | 29.6897 | -3.6897 |
169 | 34 | 35.5034 | -1.50337 |
170 | 27 | 34.3676 | -7.36756 |
171 | 37 | 31.8058 | 5.19419 |
172 | 36 | 35.1698 | 0.83019 |
173 | 41 | 34.2253 | 6.77473 |
174 | 29 | 29.269 | -0.268959 |
175 | 36 | 31.2006 | 4.79938 |
176 | 32 | 34.0655 | -2.06555 |
177 | 37 | 33.209 | 3.79099 |
178 | 30 | 31.5682 | -1.56825 |
179 | 31 | 32.5405 | -1.5405 |
180 | 38 | 34.6363 | 3.36372 |
181 | 36 | 34.3526 | 1.64738 |
182 | 35 | 32.098 | 2.90202 |
183 | 31 | 34.8434 | -3.8434 |
184 | 38 | 33.0885 | 4.91148 |
185 | 22 | 31.7013 | -9.70131 |
186 | 32 | 34.126 | -2.12595 |
187 | 36 | 33.4858 | 2.51422 |
188 | 39 | 32.6888 | 6.31119 |
189 | 28 | 30.3462 | -2.34617 |
190 | 32 | 34.1843 | -2.18427 |
191 | 32 | 32.3935 | -0.393479 |
192 | 38 | 36.3377 | 1.66231 |
193 | 32 | 33.1595 | -1.15949 |
194 | 35 | 35.0223 | -0.022295 |
195 | 32 | 32.8419 | -0.841862 |
196 | 37 | 35.5945 | 1.4055 |
197 | 34 | 32.2702 | 1.7298 |
198 | 33 | 35.2409 | -2.24093 |
199 | 33 | 32.606 | 0.394046 |
200 | 26 | 32.5808 | -6.58075 |
201 | 30 | 31.8741 | -1.87409 |
202 | 24 | 31.7276 | -7.72757 |
203 | 34 | 32.1679 | 1.83206 |
204 | 34 | 32.6513 | 1.34865 |
205 | 33 | 33.713 | -0.712988 |
206 | 34 | 34.6217 | -0.621675 |
207 | 35 | 35.7058 | -0.705819 |
208 | 35 | 34.0159 | 0.984067 |
209 | 36 | 33.3202 | 2.67982 |
210 | 34 | 33.4481 | 0.551922 |
211 | 34 | 32.943 | 1.057 |
212 | 41 | 38.635 | 2.36497 |
213 | 32 | 36.014 | -4.01402 |
214 | 30 | 33 | -3.00003 |
215 | 35 | 33.6833 | 1.31669 |
216 | 28 | 29.8066 | -1.80662 |
217 | 33 | 34.5541 | -1.55407 |
218 | 39 | 34.1251 | 4.87488 |
219 | 36 | 33.2335 | 2.76646 |
220 | 36 | 36.2732 | -0.273152 |
221 | 35 | 33.2784 | 1.72158 |
222 | 38 | 33.8151 | 4.18494 |
223 | 33 | 32.5623 | 0.437684 |
224 | 31 | 33.0159 | -2.01593 |
225 | 34 | 31.9291 | 2.0709 |
226 | 32 | 34.6533 | -2.65331 |
227 | 31 | 32.6096 | -1.60958 |
228 | 33 | 32.9633 | 0.0366962 |
229 | 34 | 32.7534 | 1.24656 |
230 | 34 | 34.043 | -0.0429647 |
231 | 34 | 31.9126 | 2.08741 |
232 | 33 | 35.4484 | -2.44836 |
233 | 32 | 33.6459 | -1.64591 |
234 | 41 | 33.2648 | 7.73521 |
235 | 34 | 33.0107 | 0.989348 |
236 | 36 | 32.2433 | 3.75668 |
237 | 37 | 32.2137 | 4.78629 |
238 | 36 | 30.4244 | 5.57562 |
239 | 29 | 32.2516 | -3.25163 |
240 | 37 | 31.9102 | 5.08976 |
241 | 27 | 33.128 | -6.128 |
242 | 35 | 33.502 | 1.49802 |
243 | 28 | 30.5257 | -2.52568 |
244 | 35 | 32.8776 | 2.12242 |
245 | 37 | 32.864 | 4.13599 |
246 | 29 | 33.6242 | -4.62423 |
247 | 32 | 34.0568 | -2.05678 |
248 | 36 | 31.9773 | 4.02273 |
249 | 19 | 27.4685 | -8.46846 |
250 | 21 | 26.6868 | -5.68678 |
251 | 31 | 33.4717 | -2.47172 |
252 | 33 | 32.6078 | 0.392167 |
253 | 36 | 33.7594 | 2.24063 |
254 | 33 | 32.8595 | 0.140467 |
255 | 37 | 33.1805 | 3.81954 |
256 | 34 | 33.2019 | 0.798132 |
257 | 35 | 34.1957 | 0.80434 |
258 | 31 | 32.4789 | -1.47892 |
259 | 37 | 33.4433 | 3.55669 |
260 | 35 | 32.4245 | 2.57545 |
261 | 27 | 31.6166 | -4.61662 |
262 | 34 | 35.263 | -1.26302 |
263 | 40 | 33.8739 | 6.12608 |
264 | 29 | 32.6638 | -3.66379 |
Goldfeld-Quandt test for Heteroskedasticity | |||
p-values | Alternative Hypothesis | ||
breakpoint index | greater | 2-sided | less |
12 | 0.735794 | 0.528412 | 0.264206 |
13 | 0.908429 | 0.183142 | 0.0915712 |
14 | 0.844683 | 0.310634 | 0.155317 |
15 | 0.819161 | 0.361678 | 0.180839 |
16 | 0.787999 | 0.424002 | 0.212001 |
17 | 0.759769 | 0.480462 | 0.240231 |
18 | 0.688387 | 0.623226 | 0.311613 |
19 | 0.605483 | 0.789034 | 0.394517 |
20 | 0.616997 | 0.766006 | 0.383003 |
21 | 0.632798 | 0.734404 | 0.367202 |
22 | 0.560781 | 0.878438 | 0.439219 |
23 | 0.574423 | 0.851153 | 0.425577 |
24 | 0.501399 | 0.997203 | 0.498601 |
25 | 0.60266 | 0.79468 | 0.39734 |
26 | 0.787726 | 0.424547 | 0.212274 |
27 | 0.752017 | 0.495966 | 0.247983 |
28 | 0.737062 | 0.525876 | 0.262938 |
29 | 0.711526 | 0.576949 | 0.288474 |
30 | 0.658536 | 0.682929 | 0.341464 |
31 | 0.651232 | 0.697537 | 0.348768 |
32 | 0.783021 | 0.433957 | 0.216979 |
33 | 0.781451 | 0.437097 | 0.218549 |
34 | 0.743712 | 0.512577 | 0.256288 |
35 | 0.697565 | 0.604871 | 0.302435 |
36 | 0.664265 | 0.67147 | 0.335735 |
37 | 0.6398 | 0.720401 | 0.3602 |
38 | 0.612444 | 0.775112 | 0.387556 |
39 | 0.631751 | 0.736499 | 0.368249 |
40 | 0.59214 | 0.815721 | 0.40786 |
41 | 0.596012 | 0.807975 | 0.403988 |
42 | 0.546179 | 0.907642 | 0.453821 |
43 | 0.538617 | 0.922766 | 0.461383 |
44 | 0.499132 | 0.998264 | 0.500868 |
45 | 0.577009 | 0.845982 | 0.422991 |
46 | 0.550297 | 0.899405 | 0.449703 |
47 | 0.508379 | 0.983242 | 0.491621 |
48 | 0.468762 | 0.937523 | 0.531238 |
49 | 0.423831 | 0.847663 | 0.576169 |
50 | 0.432031 | 0.864061 | 0.567969 |
51 | 0.468276 | 0.936552 | 0.531724 |
52 | 0.423418 | 0.846835 | 0.576582 |
53 | 0.382571 | 0.765142 | 0.617429 |
54 | 0.346488 | 0.692975 | 0.653512 |
55 | 0.307466 | 0.614933 | 0.692534 |
56 | 0.328201 | 0.656403 | 0.671799 |
57 | 0.364663 | 0.729326 | 0.635337 |
58 | 0.458028 | 0.916056 | 0.541972 |
59 | 0.426533 | 0.853065 | 0.573467 |
60 | 0.38955 | 0.7791 | 0.61045 |
61 | 0.350392 | 0.700783 | 0.649608 |
62 | 0.349091 | 0.698182 | 0.650909 |
63 | 0.313671 | 0.627342 | 0.686329 |
64 | 0.311753 | 0.623506 | 0.688247 |
65 | 0.276534 | 0.553067 | 0.723466 |
66 | 0.241908 | 0.483815 | 0.758092 |
67 | 0.217972 | 0.435944 | 0.782028 |
68 | 0.205689 | 0.411378 | 0.794311 |
69 | 0.195061 | 0.390123 | 0.804939 |
70 | 0.167692 | 0.335384 | 0.832308 |
71 | 0.162096 | 0.324193 | 0.837904 |
72 | 0.187381 | 0.374761 | 0.812619 |
73 | 0.172801 | 0.345602 | 0.827199 |
74 | 0.14948 | 0.29896 | 0.85052 |
75 | 0.132398 | 0.264796 | 0.867602 |
76 | 0.199017 | 0.398034 | 0.800983 |
77 | 0.174585 | 0.34917 | 0.825415 |
78 | 0.150176 | 0.300352 | 0.849824 |
79 | 0.207814 | 0.415627 | 0.792186 |
80 | 0.237761 | 0.475521 | 0.762239 |
81 | 0.223141 | 0.446282 | 0.776859 |
82 | 0.196347 | 0.392693 | 0.803653 |
83 | 0.187999 | 0.375999 | 0.812001 |
84 | 0.177269 | 0.354537 | 0.822731 |
85 | 0.153499 | 0.306997 | 0.846501 |
86 | 0.141083 | 0.282165 | 0.858917 |
87 | 0.123973 | 0.247945 | 0.876027 |
88 | 0.135312 | 0.270624 | 0.864688 |
89 | 0.115329 | 0.230658 | 0.884671 |
90 | 0.121754 | 0.243508 | 0.878246 |
91 | 0.116809 | 0.233619 | 0.883191 |
92 | 0.103054 | 0.206107 | 0.896946 |
93 | 0.0873325 | 0.174665 | 0.912668 |
94 | 0.0930654 | 0.186131 | 0.906935 |
95 | 0.103351 | 0.206703 | 0.896649 |
96 | 0.0995056 | 0.199011 | 0.900494 |
97 | 0.0885174 | 0.177035 | 0.911483 |
98 | 0.0826079 | 0.165216 | 0.917392 |
99 | 0.0803053 | 0.160611 | 0.919695 |
100 | 0.0762104 | 0.152421 | 0.92379 |
101 | 0.072935 | 0.14587 | 0.927065 |
102 | 0.0607995 | 0.121599 | 0.939201 |
103 | 0.0505422 | 0.101084 | 0.949458 |
104 | 0.0472561 | 0.0945122 | 0.952744 |
105 | 0.0924112 | 0.184822 | 0.907589 |
106 | 0.0913405 | 0.182681 | 0.908659 |
107 | 0.115104 | 0.230208 | 0.884896 |
108 | 0.103369 | 0.206739 | 0.896631 |
109 | 0.160619 | 0.321239 | 0.839381 |
110 | 0.178772 | 0.357545 | 0.821228 |
111 | 0.171371 | 0.342743 | 0.828629 |
112 | 0.203438 | 0.406876 | 0.796562 |
113 | 0.187854 | 0.375707 | 0.812146 |
114 | 0.178448 | 0.356896 | 0.821552 |
115 | 0.176231 | 0.352462 | 0.823769 |
116 | 0.174022 | 0.348045 | 0.825978 |
117 | 0.165913 | 0.331826 | 0.834087 |
118 | 0.14858 | 0.297161 | 0.85142 |
119 | 0.14333 | 0.286661 | 0.85667 |
120 | 0.129828 | 0.259656 | 0.870172 |
121 | 0.11354 | 0.22708 | 0.88646 |
122 | 0.101362 | 0.202724 | 0.898638 |
123 | 0.0878258 | 0.175652 | 0.912174 |
124 | 0.0840264 | 0.168053 | 0.915974 |
125 | 0.0797876 | 0.159575 | 0.920212 |
126 | 0.0989294 | 0.197859 | 0.901071 |
127 | 0.183866 | 0.367732 | 0.816134 |
128 | 0.17767 | 0.35534 | 0.82233 |
129 | 0.158513 | 0.317027 | 0.841487 |
130 | 0.142625 | 0.28525 | 0.857375 |
131 | 0.162022 | 0.324044 | 0.837978 |
132 | 0.180923 | 0.361845 | 0.819077 |
133 | 0.216858 | 0.433717 | 0.783142 |
134 | 0.194065 | 0.388131 | 0.805935 |
135 | 0.170853 | 0.341707 | 0.829147 |
136 | 0.149935 | 0.299871 | 0.850065 |
137 | 0.130699 | 0.261398 | 0.869301 |
138 | 0.141069 | 0.282138 | 0.858931 |
139 | 0.122919 | 0.245838 | 0.877081 |
140 | 0.121992 | 0.243983 | 0.878008 |
141 | 0.110859 | 0.221718 | 0.889141 |
142 | 0.140021 | 0.280042 | 0.859979 |
143 | 0.161454 | 0.322908 | 0.838546 |
144 | 0.14653 | 0.293059 | 0.85347 |
145 | 0.222694 | 0.445388 | 0.777306 |
146 | 0.199475 | 0.39895 | 0.800525 |
147 | 0.180533 | 0.361066 | 0.819467 |
148 | 0.1587 | 0.317401 | 0.8413 |
149 | 0.146615 | 0.29323 | 0.853385 |
150 | 0.130031 | 0.260061 | 0.869969 |
151 | 0.211045 | 0.422089 | 0.788955 |
152 | 0.191046 | 0.382092 | 0.808954 |
153 | 0.171721 | 0.343442 | 0.828279 |
154 | 0.195537 | 0.391075 | 0.804463 |
155 | 0.17418 | 0.34836 | 0.82582 |
156 | 0.193098 | 0.386197 | 0.806902 |
157 | 0.182994 | 0.365987 | 0.817006 |
158 | 0.167449 | 0.334898 | 0.832551 |
159 | 0.159468 | 0.318935 | 0.840532 |
160 | 0.148035 | 0.29607 | 0.851965 |
161 | 0.127774 | 0.255549 | 0.872226 |
162 | 0.120347 | 0.240693 | 0.879653 |
163 | 0.110349 | 0.220699 | 0.889651 |
164 | 0.143584 | 0.287168 | 0.856416 |
165 | 0.129305 | 0.25861 | 0.870695 |
166 | 0.211352 | 0.422705 | 0.788648 |
167 | 0.210456 | 0.420912 | 0.789544 |
168 | 0.201645 | 0.40329 | 0.798355 |
169 | 0.18254 | 0.365079 | 0.81746 |
170 | 0.289545 | 0.579091 | 0.710455 |
171 | 0.323032 | 0.646065 | 0.676968 |
172 | 0.29202 | 0.58404 | 0.70798 |
173 | 0.391819 | 0.783638 | 0.608181 |
174 | 0.356684 | 0.713367 | 0.643316 |
175 | 0.429115 | 0.85823 | 0.570885 |
176 | 0.400697 | 0.801394 | 0.599303 |
177 | 0.404661 | 0.809323 | 0.595339 |
178 | 0.37098 | 0.74196 | 0.62902 |
179 | 0.33946 | 0.67892 | 0.66054 |
180 | 0.338597 | 0.677194 | 0.661403 |
181 | 0.308467 | 0.616934 | 0.691533 |
182 | 0.307332 | 0.614663 | 0.692668 |
183 | 0.318844 | 0.637688 | 0.681156 |
184 | 0.39705 | 0.794101 | 0.60295 |
185 | 0.594287 | 0.811425 | 0.405713 |
186 | 0.570416 | 0.859168 | 0.429584 |
187 | 0.559889 | 0.880223 | 0.440111 |
188 | 0.725408 | 0.549185 | 0.274592 |
189 | 0.697921 | 0.604158 | 0.302079 |
190 | 0.695128 | 0.609745 | 0.304872 |
191 | 0.660738 | 0.678524 | 0.339262 |
192 | 0.63135 | 0.737299 | 0.36865 |
193 | 0.596392 | 0.807216 | 0.403608 |
194 | 0.56916 | 0.86168 | 0.43084 |
195 | 0.528096 | 0.943808 | 0.471904 |
196 | 0.489725 | 0.979449 | 0.510275 |
197 | 0.473303 | 0.946607 | 0.526697 |
198 | 0.443454 | 0.886908 | 0.556546 |
199 | 0.402162 | 0.804324 | 0.597838 |
200 | 0.462214 | 0.924427 | 0.537786 |
201 | 0.430916 | 0.861833 | 0.569084 |
202 | 0.574624 | 0.850752 | 0.425376 |
203 | 0.566238 | 0.867525 | 0.433762 |
204 | 0.526046 | 0.947908 | 0.473954 |
205 | 0.482774 | 0.965548 | 0.517226 |
206 | 0.443919 | 0.887838 | 0.556081 |
207 | 0.413282 | 0.826563 | 0.586718 |
208 | 0.376783 | 0.753566 | 0.623217 |
209 | 0.349866 | 0.699731 | 0.650134 |
210 | 0.314271 | 0.628542 | 0.685729 |
211 | 0.276377 | 0.552754 | 0.723623 |
212 | 0.245085 | 0.490171 | 0.754915 |
213 | 0.308446 | 0.616892 | 0.691554 |
214 | 0.308911 | 0.617822 | 0.691089 |
215 | 0.27136 | 0.542721 | 0.72864 |
216 | 0.238671 | 0.477342 | 0.761329 |
217 | 0.220587 | 0.441175 | 0.779413 |
218 | 0.229803 | 0.459606 | 0.770197 |
219 | 0.200135 | 0.400269 | 0.799865 |
220 | 0.193918 | 0.387836 | 0.806082 |
221 | 0.164094 | 0.328188 | 0.835906 |
222 | 0.171946 | 0.343892 | 0.828054 |
223 | 0.142255 | 0.28451 | 0.857745 |
224 | 0.123479 | 0.246958 | 0.876521 |
225 | 0.184533 | 0.369065 | 0.815467 |
226 | 0.168982 | 0.337963 | 0.831018 |
227 | 0.151939 | 0.303877 | 0.848061 |
228 | 0.148601 | 0.297202 | 0.851399 |
229 | 0.121122 | 0.242243 | 0.878878 |
230 | 0.0958743 | 0.191749 | 0.904126 |
231 | 0.0859202 | 0.17184 | 0.91408 |
232 | 0.197127 | 0.394255 | 0.802873 |
233 | 0.196202 | 0.392404 | 0.803798 |
234 | 0.240087 | 0.480174 | 0.759913 |
235 | 0.19386 | 0.38772 | 0.80614 |
236 | 0.200452 | 0.400903 | 0.799548 |
237 | 0.175194 | 0.350389 | 0.824806 |
238 | 0.258134 | 0.516269 | 0.741866 |
239 | 0.208983 | 0.417966 | 0.791017 |
240 | 0.45869 | 0.91738 | 0.54131 |
241 | 0.450402 | 0.900804 | 0.549598 |
242 | 0.402156 | 0.804312 | 0.597844 |
243 | 0.327682 | 0.655365 | 0.672318 |
244 | 0.33839 | 0.67678 | 0.66161 |
245 | 0.368145 | 0.73629 | 0.631855 |
246 | 0.46118 | 0.92236 | 0.53882 |
247 | 0.456827 | 0.913655 | 0.543173 |
248 | 0.418478 | 0.836957 | 0.581522 |
249 | 0.593479 | 0.813042 | 0.406521 |
250 | 0.613756 | 0.772489 | 0.386244 |
251 | 0.541899 | 0.916203 | 0.458101 |
252 | 0.533011 | 0.933978 | 0.466989 |
Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity | |||
Description | # significant tests | % significant tests | OK/NOK |
1% type I error level | 0 | 0 | OK |
5% type I error level | 0 | 0 | OK |
10% type I error level | 1 | 0.00414938 | OK |