| Raw Periodogram |
| Parameter | Value |
| Box-Cox transformation parameter (lambda) | 1 |
| Degree of non-seasonal differencing (d) | 1 |
| Degree of seasonal differencing (D) | 1 |
| Seasonal Period (s) | 1 |
| Frequency (Period) | Spectrum |
| 0.0027 (375) | 8.378425 |
| 0.0053 (187.5) | 7.017297 |
| 0.008 (125) | 1.032583 |
| 0.0107 (93.75) | 1.982826 |
| 0.0133 (75) | 0.271845 |
| 0.016 (62.5) | 18.674268 |
| 0.0187 (53.5714) | 40.613625 |
| 0.0213 (46.875) | 1.457581 |
| 0.024 (41.6667) | 44.240069 |
| 0.0267 (37.5) | 13.222819 |
| 0.0293 (34.0909) | 49.764299 |
| 0.032 (31.25) | 7.622576 |
| 0.0347 (28.8462) | 78.729203 |
| 0.0373 (26.7857) | 47.57184 |
| 0.04 (25) | 158.81186 |
| 0.0427 (23.4375) | 31.076879 |
| 0.0453 (22.0588) | 16.476629 |
| 0.048 (20.8333) | 108.352934 |
| 0.0507 (19.7368) | 0.669394 |
| 0.0533 (18.75) | 91.563581 |
| 0.056 (17.8571) | 53.584625 |
| 0.0587 (17.0455) | 230.363745 |
| 0.0613 (16.3043) | 60.413396 |
| 0.064 (15.625) | 87.294708 |
| 0.0667 (15) | 27.897188 |
| 0.0693 (14.4231) | 22.411069 |
| 0.072 (13.8889) | 4.825552 |
| 0.0747 (13.3929) | 137.510113 |
| 0.0773 (12.931) | 100.675104 |
| 0.08 (12.5) | 511.569263 |
| 0.0827 (12.0968) | 4787.805972 |
| 0.0853 (11.7188) | 876.79616 |
| 0.088 (11.3636) | 700.842744 |
| 0.0907 (11.0294) | 300.864226 |
| 0.0933 (10.7143) | 122.466407 |
| 0.096 (10.4167) | 78.386989 |
| 0.0987 (10.1351) | 257.121262 |
| 0.1013 (9.8684) | 12.846751 |
| 0.104 (9.6154) | 761.53804 |
| 0.1067 (9.375) | 121.353285 |
| 0.1093 (9.1463) | 19.013531 |
| 0.112 (8.9286) | 30.928954 |
| 0.1147 (8.7209) | 108.934708 |
| 0.1173 (8.5227) | 118.918186 |
| 0.12 (8.3333) | 85.386069 |
| 0.1227 (8.1522) | 244.588382 |
| 0.1253 (7.9787) | 113.476214 |
| 0.128 (7.8125) | 70.15348 |
| 0.1307 (7.6531) | 37.371094 |
| 0.1333 (7.5) | 311.761273 |
| 0.136 (7.3529) | 178.795731 |
| 0.1387 (7.2115) | 3.449448 |
| 0.1413 (7.0755) | 113.600898 |
| 0.144 (6.9444) | 572.241893 |
| 0.1467 (6.8182) | 281.391208 |
| 0.1493 (6.6964) | 308.982136 |
| 0.152 (6.5789) | 536.631609 |
| 0.1547 (6.4655) | 78.607746 |
| 0.1573 (6.3559) | 854.512874 |
| 0.16 (6.25) | 2547.017973 |
| 0.1627 (6.1475) | 5395.964234 |
| 0.1653 (6.0484) | 43319.498766 |
| 0.168 (5.9524) | 37799.819686 |
| 0.1707 (5.8594) | 5119.067047 |
| 0.1733 (5.7692) | 3251.135412 |
| 0.176 (5.6818) | 419.967793 |
| 0.1787 (5.597) | 445.441615 |
| 0.1813 (5.5147) | 115.440717 |
| 0.184 (5.4348) | 379.748828 |
| 0.1867 (5.3571) | 641.020431 |
| 0.1893 (5.2817) | 7.590919 |
| 0.192 (5.2083) | 2.410098 |
| 0.1947 (5.137) | 879.396117 |
| 0.1973 (5.0676) | 168.3445 |
| 0.2 (5) | 215.07353 |
| 0.2027 (4.9342) | 737.115385 |
| 0.2053 (4.8701) | 1200.821637 |
| 0.208 (4.8077) | 649.074252 |
| 0.2107 (4.7468) | 30.37003 |
| 0.2133 (4.6875) | 395.262327 |
| 0.216 (4.6296) | 226.015922 |
| 0.2187 (4.5732) | 231.926094 |
| 0.2213 (4.5181) | 205.842872 |
| 0.224 (4.4643) | 146.691231 |
| 0.2267 (4.4118) | 161.969536 |
| 0.2293 (4.3605) | 560.038848 |
| 0.232 (4.3103) | 153.677436 |
| 0.2347 (4.2614) | 470.04421 |
| 0.2373 (4.2135) | 1806.198248 |
| 0.24 (4.1667) | 3781.627304 |
| 0.2427 (4.1209) | 258.810828 |
| 0.2453 (4.0761) | 2974.478765 |
| 0.248 (4.0323) | 23695.393127 |
| 0.2507 (3.9894) | 86561.38114 |
| 0.2533 (3.9474) | 6153.043082 |
| 0.256 (3.9062) | 1650.872858 |
| 0.2587 (3.866) | 292.383434 |
| 0.2613 (3.8265) | 306.437225 |
| 0.264 (3.7879) | 760.561718 |
| 0.2667 (3.75) | 41.832227 |
| 0.2693 (3.7129) | 841.629167 |
| 0.272 (3.6765) | 726.12989 |
| 0.2747 (3.6408) | 834.399638 |
| 0.2773 (3.6058) | 313.514786 |
| 0.28 (3.5714) | 143.736799 |
| 0.2827 (3.5377) | 480.871834 |
| 0.2853 (3.5047) | 1224.386818 |
| 0.288 (3.4722) | 350.291106 |
| 0.2907 (3.4404) | 382.958514 |
| 0.2933 (3.4091) | 284.828851 |
| 0.296 (3.3784) | 148.816785 |
| 0.2987 (3.3482) | 16.788071 |
| 0.3013 (3.3186) | 507.02735 |
| 0.304 (3.2895) | 182.309382 |
| 0.3067 (3.2609) | 39.637107 |
| 0.3093 (3.2328) | 479.891531 |
| 0.312 (3.2051) | 400.997838 |
| 0.3147 (3.178) | 792.87535 |
| 0.3173 (3.1513) | 211.803205 |
| 0.32 (3.125) | 82.004453 |
| 0.3227 (3.0992) | 2072.204192 |
| 0.3253 (3.0738) | 135.20878 |
| 0.328 (3.0488) | 1155.100468 |
| 0.3307 (3.0242) | 12317.789513 |
| 0.3333 (3) | 19089.953666 |
| 0.336 (2.9762) | 1806.025036 |
| 0.3387 (2.9528) | 1944.753958 |
| 0.3413 (2.9297) | 6.196082 |
| 0.344 (2.907) | 996.344873 |
| 0.3467 (2.8846) | 213.625095 |
| 0.3493 (2.8626) | 3127.351836 |
| 0.352 (2.8409) | 772.959063 |
| 0.3547 (2.8195) | 115.905212 |
| 0.3573 (2.7985) | 261.639109 |
| 0.36 (2.7778) | 347.631249 |
| 0.3627 (2.7574) | 3990.363124 |
| 0.3653 (2.7372) | 526.490073 |
| 0.368 (2.7174) | 79.951409 |
| 0.3707 (2.6978) | 577.648157 |
| 0.3733 (2.6786) | 251.079149 |
| 0.376 (2.6596) | 335.71846 |
| 0.3787 (2.6408) | 449.089806 |
| 0.3813 (2.6224) | 1179.272736 |
| 0.384 (2.6042) | 826.671126 |
| 0.3867 (2.5862) | 79.496149 |
| 0.3893 (2.5685) | 1151.694675 |
| 0.392 (2.551) | 1641.159072 |
| 0.3947 (2.5338) | 1541.411028 |
| 0.3973 (2.5168) | 413.629185 |
| 0.4 (2.5) | 428.12913 |
| 0.4027 (2.4834) | 862.249821 |
| 0.4053 (2.4671) | 235.023705 |
| 0.408 (2.451) | 2516.187025 |
| 0.4107 (2.4351) | 1025.214122 |
| 0.4133 (2.4194) | 13124.052139 |
| 0.416 (2.4038) | 195468.837698 |
| 0.4187 (2.3885) | 49484.882539 |
| 0.4213 (2.3734) | 19800.962818 |
| 0.424 (2.3585) | 4764.736508 |
| 0.4267 (2.3438) | 1601.262973 |
| 0.4293 (2.3292) | 581.060518 |
| 0.432 (2.3148) | 3940.728676 |
| 0.4347 (2.3006) | 490.544987 |
| 0.4373 (2.2866) | 983.833271 |
| 0.44 (2.2727) | 64.925351 |
| 0.4427 (2.259) | 1331.969582 |
| 0.4453 (2.2455) | 1426.416501 |
| 0.448 (2.2321) | 950.75234 |
| 0.4507 (2.2189) | 725.662232 |
| 0.4533 (2.2059) | 735.951333 |
| 0.456 (2.193) | 3751.309399 |
| 0.4587 (2.1802) | 525.44996 |
| 0.4613 (2.1676) | 781.181818 |
| 0.464 (2.1552) | 666.113115 |
| 0.4667 (2.1429) | 821.487998 |
| 0.4693 (2.1307) | 11.696769 |
| 0.472 (2.1186) | 8120.165957 |
| 0.4747 (2.1067) | 55.850894 |
| 0.4773 (2.095) | 1961.407443 |
| 0.48 (2.0833) | 4593.296854 |
| 0.4827 (2.0718) | 507.183759 |
| 0.4853 (2.0604) | 1573.972649 |
| 0.488 (2.0492) | 441.847294 |
| 0.4907 (2.038) | 387.361996 |
| 0.4933 (2.027) | 1240.847541 |
| 0.496 (2.0161) | 13759.154262 |
| 0.4987 (2.0053) | 5186.692978 |
